doc_id
stringlengths
8
8
pg_id
int32
0
19
ocr
stringlengths
36
500k
img
unknown
ffyb0226
5
{"lines_data": [{"Word": "3030210041", "Confidence": 0.992, "X1": 0.942, "Y1": 0.03962, "X2": 0.941, "Y2": 0.03942, "X3": 0.959, "Y3": 0.03922, "X4": 0.96, "Y4": 0.16931, "page": 0}, {"Word": "PM3030210041", "Confidence": 0.993, "X1": 0.915, "Y1": 0.0567, "X2": 0.916, "Y2": 0.0565, "X3": 0.931, "Y3": 0.0563, "X4": 0.929, "Y4": 0.18114, "page": 0}, {"Word": "Key Results (preliminary)", "Confidence": 0.996, "X1": 0.239, "Y1": 0.10007, "X2": 0.734, "Y2": 0.09987, "X3": 0.734, "Y3": 0.15749, "X4": 0.239, "Y4": 0.15355, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.996, "X1": 0.698, "Y1": 0.17497, "X2": 0.913, "Y2": 0.17477, "X3": 0.913, "Y3": 0.19691, "X4": 0.698, "Y4": 0.19428, "page": 0}, {"Word": "Quasi-static PV-loops", "Confidence": 0.9755, "X1": 0.157, "Y1": 0.31689, "X2": 0.392, "Y2": 0.31669, "X3": 0.392, "Y3": 0.3546, "X4": 0.157, "Y4": 0.35328, "page": 0}, {"Word": "Tissue Elastance", "Confidence": 0.9955, "X1": 0.631, "Y1": 0.32083, "X2": 0.818, "Y2": 0.32063, "X3": 0.818, "Y3": 0.35328, "X4": 0.631, "Y4": 0.35065, "page": 0}, {"Word": "1.2-", "Confidence": 0.68, "X1": 0.09, "Y1": 0.355, "X2": 0.121, "Y2": 0.3548, "X3": 0.121, "Y3": 0.37562, "X4": 0.089, "Y4": 0.37431, "page": 0}, {"Word": "1.04", "Confidence": 0.517, "X1": 0.09, "Y1": 0.41676, "X2": 0.121, "Y2": 0.41656, "X3": 0.12, "Y3": 0.43738, "X4": 0.09, "Y4": 0.43738, "page": 0}, {"Word": "3 months exposure", "Confidence": 0.99433, "X1": 0.578, "Y1": 0.41413, "X2": 0.718, "Y2": 0.41393, "X3": 0.718, "Y3": 0.43738, "X4": 0.578, "Y4": 0.43607, "page": 0}, {"Word": "5 months exposure", "Confidence": 0.99567, "X1": 0.749, "Y1": 0.41544, "X2": 0.887, "Y2": 0.41524, "X3": 0.887, "Y3": 0.43607, "X4": 0.749, "Y4": 0.43475, "page": 0}, {"Word": "25", "Confidence": 0.963, "X1": 0.535, "Y1": 0.44435, "X2": 0.554, "Y2": 0.44415, "X3": 0.553, "Y3": 0.46498, "X4": 0.535, "Y4": 0.46498, "page": 0}, {"Word": "**", "Confidence": 0.682, "X1": 0.786, "Y1": 0.46144, "X2": 0.804, "Y2": 0.46124, "X3": 0.804, "Y3": 0.47155, "X4": 0.785, "Y4": 0.47023, "page": 0}, {"Word": "0.8-", "Confidence": 0.982, "X1": 0.088, "Y1": 0.48115, "X2": 0.118, "Y2": 0.48095, "X3": 0.117, "Y3": 0.50177, "X4": 0.088, "Y4": 0.50177, "page": 0}, {"Word": "V (ml)", "Confidence": 0.9825, "X1": 0.07, "Y1": 0.52714, "X2": 0.07, "Y2": 0.52694, "X3": 0.084, "Y3": 0.52674, "X4": 0.084, "Y4": 0.57799, "page": 0}, {"Word": "Htis (cm H2O.s/ml)", "Confidence": 0.87433, "X1": 0.501, "Y1": 0.52188, "X2": 0.502, "Y2": 0.52168, "X3": 0.517, "Y3": 0.52148, "X4": 0.516, "Y4": 0.67391, "page": 0}, {"Word": "0.6-", "Confidence": 0.987, "X1": 0.086, "Y1": 0.54159, "X2": 0.119, "Y2": 0.54139, "X3": 0.119, "Y3": 0.56616, "X4": 0.086, "Y4": 0.56485, "page": 0}, {"Word": "20-", "Confidence": 0.998, "X1": 0.534, "Y1": 0.54291, "X2": 0.558, "Y2": 0.54271, "X3": 0.556, "Y3": 0.55959, "X4": 0.533, "Y4": 0.55959, "page": 0}, {"Word": "0.44", "Confidence": 0.351, "X1": 0.088, "Y1": 0.60598, "X2": 0.121, "Y2": 0.60578, "X3": 0.122, "Y3": 0.63055, "X4": 0.088, "Y4": 0.62923, "page": 0}, {"Word": "-.- 0 ug TPM/(I\"day). 3 months exposure", "Confidence": 0.75543, "X1": 0.214, "Y1": 0.60861, "X2": 0.457, "Y2": 0.60841, "X3": 0.457, "Y3": 0.62923, "X4": 0.214, "Y4": 0.62792, "page": 0}, {"Word": "T", "Confidence": 0.992, "X1": 0.562, "Y1": 0.61781, "X2": 0.586, "Y2": 0.61761, "X3": 0.585, "Y3": 0.63712, "X4": 0.562, "Y4": 0.63712, "page": 0}, {"Word": "-0 ug TPM(I\"day), 5 months exposure", "Confidence": 0.83033, "X1": 0.214, "Y1": 0.63489, "X2": 0.456, "Y2": 0.63469, "X3": 0.456, "Y3": 0.65552, "X4": 0.214, "Y4": 0.6542, "page": 0}, {"Word": "15-", "Confidence": 0.991, "X1": 0.538, "Y1": 0.63489, "X2": 0.555, "Y2": 0.63469, "X3": 0.556, "Y3": 0.65289, "X4": 0.538, "Y4": 0.65289, "page": 0}, {"Word": "- Q= 3000 ug TPM/(I'day), 3 months exposure", "Confidence": 0.69125, "X1": 0.213, "Y1": 0.65986, "X2": 0.475, "Y2": 0.65966, "X3": 0.475, "Y3": 0.68048, "X4": 0.213, "Y4": 0.67917, "page": 0}, {"Word": "0.2-", "Confidence": 0.8, "X1": 0.087, "Y1": 0.67168, "X2": 0.123, "Y2": 0.67148, "X3": 0.123, "Y3": 0.69494, "X4": 0.087, "Y4": 0.69231, "page": 0}, {"Word": "-*- 3000 pg TPM/(I'day), 5 months exposure", "Confidence": 0.73457, "X1": 0.214, "Y1": 0.68614, "X2": 0.477, "Y2": 0.68594, "X3": 0.477, "Y3": 0.70676, "X4": 0.214, "Y4": 0.70676, "page": 0}, {"Word": "0.04", "Confidence": 0.652, "X1": 0.088, "Y1": 0.73607, "X2": 0.126, "Y2": 0.73587, "X3": 0.126, "Y3": 0.7567, "X4": 0.087, "Y4": 0.7567, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.537, "Y1": 0.73345, "X2": 0.551, "Y2": 0.73325, "X3": 0.551, "Y3": 0.74881, "X4": 0.538, "Y4": 0.74881, "page": 0}, {"Word": "0 1500 2250 3000", "Confidence": 0.97725, "X1": 0.569, "Y1": 0.7479, "X2": 0.699, "Y2": 0.7477, "X3": 0.699, "Y3": 0.76721, "X4": 0.569, "Y4": 0.76721, "page": 0}, {"Word": "0", "Confidence": 0.831, "X1": 0.749, "Y1": 0.75053, "X2": 0.762, "Y2": 0.75033, "X3": 0.762, "Y3": 0.76721, "X4": 0.749, "Y4": 0.76721, "page": 0}, {"Word": "1500 2250 3000", "Confidence": 0.98667, "X1": 0.768, "Y1": 0.7479, "X2": 0.877, "Y2": 0.7477, "X3": 0.878, "Y3": 0.7659, "X4": 0.768, "Y4": 0.76721, "page": 0}, {"Word": "0", "Confidence": 0.824, "X1": 0.112, "Y1": 0.75447, "X2": 0.135, "Y2": 0.75427, "X3": 0.135, "Y3": 0.7751, "X4": 0.113, "Y4": 0.77378, "page": 0}, {"Word": "10 20 30 40", "Confidence": 0.998, "X1": 0.147, "Y1": 0.75184, "X2": 0.315, "Y2": 0.75164, "X3": 0.315, "Y3": 0.77772, "X4": 0.147, "Y4": 0.77772, "page": 0}, {"Word": "Daily dose (ug TPM/(I\"day)", "Confidence": 0.8465, "X1": 0.635, "Y1": 0.7755, "X2": 0.8, "Y2": 0.7753, "X3": 0.8, "Y3": 0.79743, "X4": 0.635, "Y4": 0.79612, "page": 0}, {"Word": "P (cm H2O)", "Confidence": 0.83533, "X1": 0.182, "Y1": 0.77812, "X2": 0.255, "Y2": 0.77792, "X3": 0.255, "Y3": 0.80269, "X4": 0.182, "Y4": 0.80269, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.83257, "X1": 0.091, "Y1": 0.88325, "X2": 0.358, "Y2": 0.88305, "X3": 0.358, "Y3": 0.90125, "X4": 0.091, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.92511, "X1": 0.389, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.389, "Y4": 0.90125, "page": 0}, {"Word": ": 1001COCOS", "Confidence": 0.5725, "X1": 0.995, "Y1": 0.9726, "X2": 0.996, "Y2": 0.9724, "X3": 0.985, "Y3": 0.9722, "X4": 0.985, "Y4": 0.87496, "page": 0}], "words_data": [{"Word": "3030210041", "Confidence": 0.992, "X1": 0.943, "Y1": 0.04356, "X2": 0.942, "Y2": 0.04336, "X3": 0.96, "Y3": 0.04054, "X4": 0.96, "Y4": 0.16931, "page": 0, "Index": 0}, {"Word": "PM3030210041", "Confidence": 0.993, "X1": 0.915, "Y1": 0.06065, "X2": 0.916, "Y2": 0.06045, "X3": 0.931, "Y3": 0.06025, "X4": 0.929, "Y4": 0.17983, "page": 0, "Index": 1}, {"Word": "Key", "Confidence": 0.998, "X1": 0.241, "Y1": 0.09744, "X2": 0.315, "Y2": 0.09724, "X3": 0.314, "Y3": 0.15486, "X4": 0.239, "Y4": 0.15355, "page": 0, "Index": 2}, {"Word": "Results", "Confidence": 0.997, "X1": 0.323, "Y1": 0.10007, "X2": 0.476, "Y2": 0.09987, "X3": 0.475, "Y3": 0.15617, "X4": 0.322, "Y4": 0.15486, "page": 0, "Index": 3}, {"Word": "(preliminary)", "Confidence": 0.993, "X1": 0.484, "Y1": 0.10138, "X2": 0.735, "Y2": 0.10118, "X3": 0.735, "Y3": 0.1588, "X4": 0.483, "Y4": 0.15617, "page": 0, "Index": 4}, {"Word": "HSR", "Confidence": 0.997, "X1": 0.699, "Y1": 0.17497, "X2": 0.727, "Y2": 0.17477, "X3": 0.726, "Y3": 0.1956, "X4": 0.698, "Y4": 0.19428, "page": 0, "Index": 5}, {"Word": "Information", "Confidence": 0.994, "X1": 0.73, "Y1": 0.17497, "X2": 0.803, "Y2": 0.17477, "X3": 0.802, "Y3": 0.19691, "X4": 0.73, "Y4": 0.1956, "page": 0, "Index": 6}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.806, "Y1": 0.17497, "X2": 0.856, "Y2": 0.17477, "X3": 0.856, "Y3": 0.19691, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 7}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.859, "Y1": 0.17628, "X2": 0.911, "Y2": 0.17608, "X3": 0.911, "Y3": 0.19822, "X4": 0.859, "Y4": 0.19691, "page": 0, "Index": 8}, {"Word": "Quasi-static", "Confidence": 0.981, "X1": 0.158, "Y1": 0.3182, "X2": 0.284, "Y2": 0.318, "X3": 0.284, "Y3": 0.35197, "X4": 0.157, "Y4": 0.35197, "page": 0, "Index": 9}, {"Word": "PV-loops", "Confidence": 0.97, "X1": 0.289, "Y1": 0.3182, "X2": 0.391, "Y2": 0.318, "X3": 0.391, "Y3": 0.35591, "X4": 0.289, "Y4": 0.35197, "page": 0, "Index": 10}, {"Word": "Tissue", "Confidence": 0.996, "X1": 0.634, "Y1": 0.31952, "X2": 0.702, "Y2": 0.31932, "X3": 0.702, "Y3": 0.35197, "X4": 0.633, "Y4": 0.35197, "page": 0, "Index": 11}, {"Word": "Elastance", "Confidence": 0.995, "X1": 0.708, "Y1": 0.32214, "X2": 0.815, "Y2": 0.32194, "X3": 0.815, "Y3": 0.35328, "X4": 0.707, "Y4": 0.35197, "page": 0, "Index": 12}, {"Word": "1.2-", "Confidence": 0.68, "X1": 0.09, "Y1": 0.355, "X2": 0.12, "Y2": 0.3548, "X3": 0.12, "Y3": 0.37562, "X4": 0.089, "Y4": 0.37431, "page": 0, "Index": 13}, {"Word": "1.04", "Confidence": 0.517, "X1": 0.091, "Y1": 0.41676, "X2": 0.12, "Y2": 0.41656, "X3": 0.12, "Y3": 0.43738, "X4": 0.091, "Y4": 0.43738, "page": 0, "Index": 14}, {"Word": "3", "Confidence": 0.991, "X1": 0.578, "Y1": 0.41413, "X2": 0.586, "Y2": 0.41393, "X3": 0.586, "Y3": 0.43738, "X4": 0.578, "Y4": 0.43738, "page": 0, "Index": 15}, {"Word": "months", "Confidence": 0.996, "X1": 0.589, "Y1": 0.41544, "X2": 0.644, "Y2": 0.41524, "X3": 0.644, "Y3": 0.43738, "X4": 0.589, "Y4": 0.43738, "page": 0, "Index": 16}, {"Word": "exposure", "Confidence": 0.996, "X1": 0.647, "Y1": 0.41544, "X2": 0.714, "Y2": 0.41524, "X3": 0.714, "Y3": 0.43738, "X4": 0.647, "Y4": 0.43738, "page": 0, "Index": 17}, {"Word": "5", "Confidence": 0.995, "X1": 0.75, "Y1": 0.41413, "X2": 0.759, "Y2": 0.41393, "X3": 0.758, "Y3": 0.43607, "X4": 0.75, "Y4": 0.43607, "page": 0, "Index": 18}, {"Word": "months", "Confidence": 0.996, "X1": 0.762, "Y1": 0.41544, "X2": 0.816, "Y2": 0.41524, "X3": 0.815, "Y3": 0.43607, "X4": 0.762, "Y4": 0.43607, "page": 0, "Index": 19}, {"Word": "exposure", "Confidence": 0.996, "X1": 0.819, "Y1": 0.41544, "X2": 0.886, "Y2": 0.41524, "X3": 0.886, "Y3": 0.43738, "X4": 0.818, "Y4": 0.43607, "page": 0, "Index": 20}, {"Word": "25", "Confidence": 0.963, "X1": 0.535, "Y1": 0.44435, "X2": 0.551, "Y2": 0.44415, "X3": 0.551, "Y3": 0.46498, "X4": 0.535, "Y4": 0.46498, "page": 0, "Index": 21}, {"Word": "**", "Confidence": 0.682, "X1": 0.786, "Y1": 0.46144, "X2": 0.799, "Y2": 0.46124, "X3": 0.799, "Y3": 0.47155, "X4": 0.786, "Y4": 0.47023, "page": 0, "Index": 22}, {"Word": "0.8-", "Confidence": 0.982, "X1": 0.089, "Y1": 0.48115, "X2": 0.118, "Y2": 0.48095, "X3": 0.118, "Y3": 0.50177, "X4": 0.089, "Y4": 0.50177, "page": 0, "Index": 23}, {"Word": "H2O.s/ml)", "Confidence": 0.639, "X1": 0.502, "Y1": 0.5232, "X2": 0.503, "Y2": 0.523, "X3": 0.517, "Y3": 0.52148, "X4": 0.517, "Y4": 0.60295, "page": 0, "Index": 24}, {"Word": "(ml)", "Confidence": 0.974, "X1": 0.07, "Y1": 0.52845, "X2": 0.07, "Y2": 0.52825, "X3": 0.084, "Y3": 0.52805, "X4": 0.084, "Y4": 0.56485, "page": 0, "Index": 25}, {"Word": "0.6-", "Confidence": 0.987, "X1": 0.089, "Y1": 0.54159, "X2": 0.119, "Y2": 0.54139, "X3": 0.119, "Y3": 0.56616, "X4": 0.089, "Y4": 0.56616, "page": 0, "Index": 26}, {"Word": "20-", "Confidence": 0.998, "X1": 0.535, "Y1": 0.54159, "X2": 0.557, "Y2": 0.54139, "X3": 0.557, "Y3": 0.55959, "X4": 0.534, "Y4": 0.55828, "page": 0, "Index": 27}, {"Word": "V", "Confidence": 0.991, "X1": 0.07, "Y1": 0.56919, "X2": 0.07, "Y2": 0.56899, "X3": 0.084, "Y3": 0.56879, "X4": 0.084, "Y4": 0.57799, "page": 0, "Index": 28}, {"Word": "(cm", "Confidence": 0.998, "X1": 0.502, "Y1": 0.61124, "X2": 0.502, "Y2": 0.61104, "X3": 0.517, "Y3": 0.61084, "X4": 0.517, "Y4": 0.63712, "page": 0, "Index": 29}, {"Word": "0.44", "Confidence": 0.351, "X1": 0.088, "Y1": 0.60598, "X2": 0.121, "Y2": 0.60578, "X3": 0.121, "Y3": 0.62923, "X4": 0.088, "Y4": 0.63055, "page": 0, "Index": 30}, {"Word": "-.-", "Confidence": 0.62, "X1": 0.215, "Y1": 0.6073, "X2": 0.241, "Y2": 0.6071, "X3": 0.24, "Y3": 0.62923, "X4": 0.214, "Y4": 0.62923, "page": 0, "Index": 31}, {"Word": "0", "Confidence": 0.881, "X1": 0.244, "Y1": 0.60861, "X2": 0.252, "Y2": 0.60841, "X3": 0.251, "Y3": 0.62923, "X4": 0.243, "Y4": 0.62923, "page": 0, "Index": 32}, {"Word": "ug", "Confidence": 0.615, "X1": 0.255, "Y1": 0.60861, "X2": 0.27, "Y2": 0.60841, "X3": 0.269, "Y3": 0.62923, "X4": 0.254, "Y4": 0.62923, "page": 0, "Index": 33}, {"Word": "TPM/(I\"day).", "Confidence": 0.199, "X1": 0.273, "Y1": 0.60992, "X2": 0.342, "Y2": 0.60972, "X3": 0.341, "Y3": 0.62923, "X4": 0.273, "Y4": 0.62923, "page": 0, "Index": 34}, {"Word": "3", "Confidence": 0.998, "X1": 0.345, "Y1": 0.60992, "X2": 0.353, "Y2": 0.60972, "X3": 0.353, "Y3": 0.62923, "X4": 0.345, "Y4": 0.62923, "page": 0, "Index": 35}, {"Word": "months", "Confidence": 0.981, "X1": 0.356, "Y1": 0.60992, "X2": 0.398, "Y2": 0.60972, "X3": 0.397, "Y3": 0.62923, "X4": 0.356, "Y4": 0.62923, "page": 0, "Index": 36}, {"Word": "exposure", "Confidence": 0.994, "X1": 0.401, "Y1": 0.60992, "X2": 0.456, "Y2": 0.60972, "X3": 0.455, "Y3": 0.62923, "X4": 0.4, "Y4": 0.62923, "page": 0, "Index": 37}, {"Word": "T", "Confidence": 0.992, "X1": 0.569, "Y1": 0.61781, "X2": 0.578, "Y2": 0.61761, "X3": 0.578, "Y3": 0.63712, "X4": 0.569, "Y4": 0.63712, "page": 0, "Index": 38}, {"Word": "Htis", "Confidence": 0.986, "X1": 0.501, "Y1": 0.64278, "X2": 0.502, "Y2": 0.64258, "X3": 0.517, "Y3": 0.64106, "X4": 0.517, "Y4": 0.6726, "page": 0, "Index": 39}, {"Word": "-0", "Confidence": 0.649, "X1": 0.215, "Y1": 0.63489, "X2": 0.252, "Y2": 0.63469, "X3": 0.251, "Y3": 0.6542, "X4": 0.215, "Y4": 0.6542, "page": 0, "Index": 40}, {"Word": "ug", "Confidence": 0.824, "X1": 0.255, "Y1": 0.63489, "X2": 0.271, "Y2": 0.63469, "X3": 0.27, "Y3": 0.65552, "X4": 0.254, "Y4": 0.6542, "page": 0, "Index": 41}, {"Word": "TPM(I\"day),", "Confidence": 0.563, "X1": 0.274, "Y1": 0.63621, "X2": 0.342, "Y2": 0.63601, "X3": 0.342, "Y3": 0.65552, "X4": 0.273, "Y4": 0.65552, "page": 0, "Index": 42}, {"Word": "5", "Confidence": 0.998, "X1": 0.345, "Y1": 0.63621, "X2": 0.353, "Y2": 0.63601, "X3": 0.352, "Y3": 0.65552, "X4": 0.345, "Y4": 0.65552, "page": 0, "Index": 43}, {"Word": "months", "Confidence": 0.996, "X1": 0.356, "Y1": 0.63621, "X2": 0.399, "Y2": 0.63601, "X3": 0.398, "Y3": 0.65552, "X4": 0.355, "Y4": 0.65552, "page": 0, "Index": 44}, {"Word": "exposure", "Confidence": 0.952, "X1": 0.402, "Y1": 0.63621, "X2": 0.455, "Y2": 0.63601, "X3": 0.454, "Y3": 0.65552, "X4": 0.401, "Y4": 0.65552, "page": 0, "Index": 45}, {"Word": "15-", "Confidence": 0.991, "X1": 0.538, "Y1": 0.63489, "X2": 0.555, "Y2": 0.63469, "X3": 0.556, "Y3": 0.65157, "X4": 0.538, "Y4": 0.65289, "page": 0, "Index": 46}, {"Word": "-", "Confidence": 0.452, "X1": 0.214, "Y1": 0.65986, "X2": 0.219, "Y2": 0.65966, "X3": 0.219, "Y3": 0.67786, "X4": 0.214, "Y4": 0.67786, "page": 0, "Index": 47}, {"Word": "Q=", "Confidence": 0.191, "X1": 0.222, "Y1": 0.65986, "X2": 0.24, "Y2": 0.65966, "X3": 0.24, "Y3": 0.67917, "X4": 0.222, "Y4": 0.67917, "page": 0, "Index": 48}, {"Word": "3000", "Confidence": 0.982, "X1": 0.245, "Y1": 0.65986, "X2": 0.274, "Y2": 0.65966, "X3": 0.273, "Y3": 0.67917, "X4": 0.244, "Y4": 0.67917, "page": 0, "Index": 49}, {"Word": "ug", "Confidence": 0.801, "X1": 0.277, "Y1": 0.65986, "X2": 0.292, "Y2": 0.65966, "X3": 0.292, "Y3": 0.68048, "X4": 0.276, "Y4": 0.67917, "page": 0, "Index": 50}, {"Word": "TPM/(I'day),", "Confidence": 0.115, "X1": 0.295, "Y1": 0.65986, "X2": 0.365, "Y2": 0.65966, "X3": 0.364, "Y3": 0.68048, "X4": 0.295, "Y4": 0.68048, "page": 0, "Index": 51}, {"Word": "3", "Confidence": 0.995, "X1": 0.368, "Y1": 0.65986, "X2": 0.377, "Y2": 0.65966, "X3": 0.376, "Y3": 0.68048, "X4": 0.367, "Y4": 0.68048, "page": 0, "Index": 52}, {"Word": "months", "Confidence": 0.998, "X1": 0.38, "Y1": 0.65986, "X2": 0.419, "Y2": 0.65966, "X3": 0.419, "Y3": 0.68048, "X4": 0.379, "Y4": 0.68048, "page": 0, "Index": 53}, {"Word": "exposure", "Confidence": 0.996, "X1": 0.422, "Y1": 0.65986, "X2": 0.475, "Y2": 0.65966, "X3": 0.474, "Y3": 0.68048, "X4": 0.422, "Y4": 0.68048, "page": 0, "Index": 54}, {"Word": "0.2-", "Confidence": 0.8, "X1": 0.088, "Y1": 0.67168, "X2": 0.121, "Y2": 0.67148, "X3": 0.121, "Y3": 0.69494, "X4": 0.088, "Y4": 0.69362, "page": 0, "Index": 55}, {"Word": "-*-", "Confidence": 0.323, "X1": 0.214, "Y1": 0.68614, "X2": 0.24, "Y2": 0.68594, "X3": 0.24, "Y3": 0.70676, "X4": 0.214, "Y4": 0.70676, "page": 0, "Index": 56}, {"Word": "3000", "Confidence": 0.991, "X1": 0.244, "Y1": 0.68614, "X2": 0.273, "Y2": 0.68594, "X3": 0.273, "Y3": 0.70676, "X4": 0.244, "Y4": 0.70676, "page": 0, "Index": 57}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.422, "Y1": 0.68614, "X2": 0.477, "Y2": 0.68594, "X3": 0.477, "Y3": 0.70676, "X4": 0.422, "Y4": 0.70808, "page": 0, "Index": 58}, {"Word": "pg", "Confidence": 0.645, "X1": 0.276, "Y1": 0.68614, "X2": 0.292, "Y2": 0.68594, "X3": 0.292, "Y3": 0.70808, "X4": 0.276, "Y4": 0.70676, "page": 0, "Index": 59}, {"Word": "TPM/(I'day),", "Confidence": 0.198, "X1": 0.295, "Y1": 0.68614, "X2": 0.364, "Y2": 0.68594, "X3": 0.364, "Y3": 0.70808, "X4": 0.295, "Y4": 0.70808, "page": 0, "Index": 60}, {"Word": "5", "Confidence": 0.993, "X1": 0.367, "Y1": 0.68614, "X2": 0.376, "Y2": 0.68594, "X3": 0.376, "Y3": 0.70808, "X4": 0.367, "Y4": 0.70808, "page": 0, "Index": 61}, {"Word": "months", "Confidence": 0.997, "X1": 0.38, "Y1": 0.68614, "X2": 0.419, "Y2": 0.68594, "X3": 0.419, "Y3": 0.70808, "X4": 0.38, "Y4": 0.70808, "page": 0, "Index": 62}, {"Word": "0.04", "Confidence": 0.652, "X1": 0.088, "Y1": 0.73607, "X2": 0.122, "Y2": 0.73587, "X3": 0.122, "Y3": 0.7567, "X4": 0.088, "Y4": 0.7567, "page": 0, "Index": 63}, {"Word": "10", "Confidence": 0.998, "X1": 0.537, "Y1": 0.73213, "X2": 0.55, "Y2": 0.73193, "X3": 0.549, "Y3": 0.74881, "X4": 0.537, "Y4": 0.7475, "page": 0, "Index": 64}, {"Word": "0", "Confidence": 0.958, "X1": 0.57, "Y1": 0.74921, "X2": 0.578, "Y2": 0.74901, "X3": 0.577, "Y3": 0.76721, "X4": 0.57, "Y4": 0.76721, "page": 0, "Index": 65}, {"Word": "2250", "Confidence": 0.981, "X1": 0.631, "Y1": 0.74921, "X2": 0.66, "Y2": 0.74901, "X3": 0.66, "Y3": 0.76721, "X4": 0.631, "Y4": 0.76721, "page": 0, "Index": 66}, {"Word": "3000", "Confidence": 0.983, "X1": 0.668, "Y1": 0.74921, "X2": 0.697, "Y2": 0.74901, "X3": 0.697, "Y3": 0.7659, "X4": 0.668, "Y4": 0.76721, "page": 0, "Index": 67}, {"Word": "0", "Confidence": 0.831, "X1": 0.749, "Y1": 0.75053, "X2": 0.756, "Y2": 0.75033, "X3": 0.756, "Y3": 0.76721, "X4": 0.749, "Y4": 0.76721, "page": 0, "Index": 68}, {"Word": "1500", "Confidence": 0.986, "X1": 0.774, "Y1": 0.75053, "X2": 0.803, "Y2": 0.75033, "X3": 0.803, "Y3": 0.76721, "X4": 0.774, "Y4": 0.76853, "page": 0, "Index": 69}, {"Word": "2250", "Confidence": 0.986, "X1": 0.81, "Y1": 0.74921, "X2": 0.838, "Y2": 0.74901, "X3": 0.839, "Y3": 0.76721, "X4": 0.81, "Y4": 0.76721, "page": 0, "Index": 70}, {"Word": "3000", "Confidence": 0.988, "X1": 0.845, "Y1": 0.74921, "X2": 0.875, "Y2": 0.74901, "X3": 0.876, "Y3": 0.76721, "X4": 0.846, "Y4": 0.76721, "page": 0, "Index": 71}, {"Word": "0", "Confidence": 0.824, "X1": 0.112, "Y1": 0.75447, "X2": 0.121, "Y2": 0.75427, "X3": 0.121, "Y3": 0.7751, "X4": 0.112, "Y4": 0.7751, "page": 0, "Index": 72}, {"Word": "10", "Confidence": 0.998, "X1": 0.152, "Y1": 0.75447, "X2": 0.171, "Y2": 0.75427, "X3": 0.171, "Y3": 0.77641, "X4": 0.152, "Y4": 0.77641, "page": 0, "Index": 73}, {"Word": "20", "Confidence": 0.998, "X1": 0.198, "Y1": 0.75447, "X2": 0.217, "Y2": 0.75427, "X3": 0.217, "Y3": 0.77641, "X4": 0.198, "Y4": 0.77641, "page": 0, "Index": 74}, {"Word": "30", "Confidence": 0.998, "X1": 0.243, "Y1": 0.75316, "X2": 0.261, "Y2": 0.75296, "X3": 0.261, "Y3": 0.77772, "X4": 0.243, "Y4": 0.77772, "page": 0, "Index": 75}, {"Word": "40", "Confidence": 0.998, "X1": 0.289, "Y1": 0.75316, "X2": 0.308, "Y2": 0.75296, "X3": 0.308, "Y3": 0.77772, "X4": 0.288, "Y4": 0.77772, "page": 0, "Index": 76}, {"Word": "1500", "Confidence": 0.987, "X1": 0.595, "Y1": 0.74921, "X2": 0.625, "Y2": 0.74901, "X3": 0.625, "Y3": 0.76853, "X4": 0.595, "Y4": 0.76721, "page": 0, "Index": 77}, {"Word": "Daily", "Confidence": 0.992, "X1": 0.637, "Y1": 0.7755, "X2": 0.665, "Y2": 0.7753, "X3": 0.665, "Y3": 0.79612, "X4": 0.637, "Y4": 0.79743, "page": 0, "Index": 78}, {"Word": "dose", "Confidence": 0.989, "X1": 0.669, "Y1": 0.7755, "X2": 0.7, "Y2": 0.7753, "X3": 0.7, "Y3": 0.79612, "X4": 0.669, "Y4": 0.79612, "page": 0, "Index": 79}, {"Word": "(ug", "Confidence": 0.741, "X1": 0.704, "Y1": 0.7755, "X2": 0.725, "Y2": 0.7753, "X3": 0.725, "Y3": 0.79743, "X4": 0.704, "Y4": 0.79612, "page": 0, "Index": 80}, {"Word": "P", "Confidence": 0.995, "X1": 0.184, "Y1": 0.78075, "X2": 0.193, "Y2": 0.78055, "X3": 0.193, "Y3": 0.80138, "X4": 0.184, "Y4": 0.80138, "page": 0, "Index": 81}, {"Word": "(cm", "Confidence": 0.658, "X1": 0.196, "Y1": 0.78075, "X2": 0.217, "Y2": 0.78055, "X3": 0.217, "Y3": 0.80269, "X4": 0.196, "Y4": 0.80138, "page": 0, "Index": 82}, {"Word": "H2O)", "Confidence": 0.853, "X1": 0.221, "Y1": 0.77944, "X2": 0.255, "Y2": 0.77924, "X3": 0.255, "Y3": 0.804, "X4": 0.221, "Y4": 0.80269, "page": 0, "Index": 83}, {"Word": "TPM/(I\"day)", "Confidence": 0.664, "X1": 0.728, "Y1": 0.77812, "X2": 0.8, "Y2": 0.77792, "X3": 0.8, "Y3": 0.79875, "X4": 0.728, "Y4": 0.79743, "page": 0, "Index": 84}, {"Word": ":", "Confidence": 0.905, "X1": 0.995, "Y1": 0.87931, "X2": 0.995, "Y2": 0.87911, "X3": 0.985, "Y3": 0.87891, "X4": 0.985, "Y4": 0.87628, "page": 0, "Index": 85}, {"Word": "PM", "Confidence": 0.992, "X1": 0.092, "Y1": 0.88325, "X2": 0.106, "Y2": 0.88305, "X3": 0.106, "Y3": 0.90256, "X4": 0.092, "Y4": 0.90256, "page": 0, "Index": 86}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.544, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.185, "Y3": 0.90125, "X4": 0.108, "Y4": 0.90256, "page": 0, "Index": 87}, {"Word": "Patrick", "Confidence": 0.541, "X1": 0.188, "Y1": 0.88456, "X2": 0.216, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90125, "X4": 0.187, "Y4": 0.90125, "page": 0, "Index": 88}, {"Word": "Vanscheeuwijck", "Confidence": 0.884, "X1": 0.219, "Y1": 0.88456, "X2": 0.291, "Y2": 0.88436, "X3": 0.29, "Y3": 0.90125, "X4": 0.218, "Y4": 0.90125, "page": 0, "Index": 89}, {"Word": "Erik", "Confidence": 0.876, "X1": 0.293, "Y1": 0.88456, "X2": 0.31, "Y2": 0.88436, "X3": 0.31, "Y3": 0.90125, "X4": 0.293, "Y4": 0.90125, "page": 0, "Index": 90}, {"Word": "Van", "Confidence": 0.997, "X1": 0.313, "Y1": 0.88456, "X2": 0.33, "Y2": 0.88436, "X3": 0.33, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 91}, {"Word": "Miert", "Confidence": 0.994, "X1": 0.333, "Y1": 0.88456, "X2": 0.358, "Y2": 0.88436, "X3": 0.357, "Y3": 0.90256, "X4": 0.332, "Y4": 0.90125, "page": 0, "Index": 92}, {"Word": "DRAFT", "Confidence": 0.994, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 93}, {"Word": "-", "Confidence": 0.994, "X1": 0.425, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 94}, {"Word": "Confidential", "Confidence": 0.883, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.991, "X1": 0.488, "Y1": 0.88456, "X2": 0.493, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 96}, {"Word": "November", "Confidence": 0.609, "X1": 0.496, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.539, "Y3": 0.90256, "X4": 0.495, "Y4": 0.90256, "page": 0, "Index": 97}, {"Word": "2", "Confidence": 0.998, "X1": 0.542, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.548, "Y3": 0.90256, "X4": 0.542, "Y4": 0.90256, "page": 0, "Index": 98}, {"Word": "-", "Confidence": 0.994, "X1": 0.551, "Y1": 0.88456, "X2": 0.556, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 99}, {"Word": "4.", "Confidence": 0.881, "X1": 0.559, "Y1": 0.88456, "X2": 0.566, "Y2": 0.88436, "X3": 0.566, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 100}, {"Word": "2005", "Confidence": 0.982, "X1": 0.569, "Y1": 0.88456, "X2": 0.594, "Y2": 0.88436, "X3": 0.594, "Y3": 0.90256, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 101}, {"Word": "1001COCOS", "Confidence": 0.24, "X1": 0.995, "Y1": 0.96866, "X2": 0.996, "Y2": 0.96846, "X3": 0.985, "Y3": 0.96695, "X4": 0.985, "Y4": 0.88153, "page": 0, "Index": 102}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAL5A+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5AeJ9fudV1Gz0/wAORzJZTeUXkvQhbIyDjbUel6vr9z46Sz1OxWxt/wCz3kWFJxKrsHQbsgDBAJ/OorjxxqMfiK80e38MytNDyjy3SReeuPvICPmH0q74M8Rat4isUutQ0VbNGD7Z0nDBirldu3qOn6UAdXRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENynmWsqea0O5CPMU4KcdQe2K83uvDs02jNp1547um1K6SRYwbseW+DxkfQjNekz+ULeTzyoi2nfu6YxzmvL7fSNIs/FOn38F9E+hQmXak8ROxnAGFfoU44z0oA9Qt0MVrEhYMVQKSO+BUtNXBUFcbccY9KdQBxXiLV7XVp5dKtdButXMW5ZZ4CEED+gc9G57VY8E3lla6bDoCW95Z3VojN9nveZGXccuGHDDJ61lavcHwlqV0NO16yg+2ym5ltbqJpWViACVCcgHHetPwnGmqX0mu3OrwajfCM24FspSOGMkNt2nnJIByaAOvooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorE1Dxf4d0q9azv9asra5XGYpZlVhnpwaANuimJIksayIwZGAKkdxWPqXi7w7o92bXUdasbW4ABMc0yqwH0NAG3RVHS9X0/WrU3Om3kN3AG2+ZC4Zc+mRV6gAooooAKKKKACiik6UALRXOS+PfCUEzxS+ItNSRCVZTcLkEdutN/4WH4P/wChl0z/AMCV/wAaAOloqnY6pYanHvsb23uVwGzDIG4PTpVygAooooAKKKKACiiigAooooAKKytW8SaJoTxpquqWtm8oJQTyhCwHXGavWl5b39pFd2kyT28q7kkjbKsPUGgCeiml1DBSwDHoM8mnUAFFFFABRRRQAUVha94x0Dw1JFHq+pxW0spwkZyzH8Bk1sxSrNCkqHKOoZTjGQelAElFFFABRRRQAUUUUAFFFZWq+JNF0J401XVLSzaQZRZ5QpYe2aANWiqS6tYPpf8Aaa3kJsdnmfaN42bfXPpVfSfEei668i6VqdretGAXEEgfaPfFAGrRRRQAUUUUAFFQXl5b2FpLd3c6QW8SlpJJGwqj1JqlpPiHR9d8z+ytStr3ysb/ACJA+3PTOKANSiiigAooooAKKKKACiiigAooooAKKz9X1ix0HTZNR1KfyLSLG+QqSFycDOBUmmanZ6zp0F/p86z2s67o5F6EUAXKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigClqqWsmj3qXzbbRoHExzjCbTu/TNeZPd3sun/2dfXOpDwwIwrXDaYVJhA4zJnhcd8dK9Q1BLaTTbpLxd1q0TCYYJymOenPT0ry651rwkmmTFvEWs3mkpHt/s8Qt5bKvG3fsBxxjlqAPV7cRi3jEXMYQbfpjipKitmRrWJo12oUBUegxxUtAHBStqnhLUtRu08OT60Ly4MqXFoVMqKQBsYHnAxxjjmrvhyzvr3X5NfutL/shZLcxfZSyl5csDvcLwCMEfjS7vHNzquoJE+lWtnFKBbNLC7tImOpww7+1Jpdh4mTxot3q89tNaCweNWtUZEDl1OCpY5OAeaAOwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAr5A8V3Mni/4yzLAS/m36wRkYPyqQMj14FfWWsXIs9FvrkyCPyreR95/hwpOa+I9L1y90bXv7VsXH2wM+xyM4LZGR780AfTPxJ+KFl4K0n+zNPmS51lo/LVVORDxjc2Oh9BXl3w7+GWq+ONaOt+J0uhp7N5jyTMQ9weoxkZK+9eeyx6ho+v2d9rlpK0kjpdMlwDmVSc5OfWvtDQNVs9b0Oz1GwK/Zp4wyKuPl9uPSgCzZ2dpplkltaQRW9tEuFSNQqqKwr74heEdNn8m68QWKSc5VZN+Mcc7c4rgfj341m0XR4NAsZGjub8F5ZEbBWIHGPxP8jXH+C/hR4W1Xw3BqOv+I44ru5TeIUuI18oHpnPJNAH0FpHiDSNfgM2k6hb3iD73lPkr9R1H40XniDR9Ouha3uqWdvcNgiKWdVY56cE180+AZz4G+My6TBfpdWcsptnliO5ZFIyp44znFa37QmnPZeMdM1dGIE8IGc9GQ8cUAfSQIIyDxWUfE2hC++xHWLD7Vv8AL8n7Qu/d024znPtXN+JfGkegfCxNdSdWuJbRBbkj78rKMcfXmvJPgT4TbX/Elz4p1IPIlpITGzDiSZsknPfHX6kUAfStZfiHUY9J8O6jfyyiJYYHbeexxx+uK1K85+N2oiw+GV/HuQNdMkIDdSCcnH5UAfPHgPwc/wAQfFU1g121spR5nnEe/Bz3GR1r1A/s1JjjxK3/AIC//ZV5z8OvH194Da9ms9KS9+0gAs4b5ce4rrb79oXxFqNubTTtJtoLmX5FdAztk/3R60Acx4Bv7vwb8WbexS4keMXpspwgOJF3ben159q+t7m5gtLd7i5mjhhQZeSRgqqPcmvnf4RfDfW73xRF4q12KSCGGRpVE2RJNIf4semTmqXxu8W3Ou+M08M2dyY7O1ZYpBvwjysRkt7DIH50Ae4N8SvBiXJtz4isfN3bfvkjP1xj9a6S0vba/tlubO4iuIH+7JE4ZT9CK+ftQ+Dvg+HwvLJa+J4W1WODeCbmPYzgZIx15q9+zt4jnkXUfDtxIzxwDzoB1CjOGA/HmgD2nVNd0nRIvM1PUba0UgkedIFJx6Dqaw4fid4KnmSKPxHZFmOBklRn6kYFfN/j2/i1T4u3kfiC7uDp0N0IWaPlo4h2UfjXY3Hwe8KeIdOik8GeJY5bkt/q7iUHI+mAcigD6IhmjuIUmhkWSNwGV1OQwPcGs6XxLocN8bKXV7FLoNsMLTqH3emM5zWL8P8AwxfeC/C39malqa3oiYujBdojXHK8noDmvnvwZbDxR8cVuEUvD9tkum3jd8oJIz+lAH1Zd3dvY2z3N3PHBAgy0kjBVUe5NQ6fq2n6tE8mnX1vdohwzQyBwD6HFeXftCaubLwRb6epIa9uADx2Xmr3wK0f+yvh1HdSLtkvZWmJIwSo4H8jQB5f8edSfWPiHa6TB8/2WJYgoIPzucn/ANlr2rVPEGmeBfA32Q6haQ39jp4EMDMoZnCYX5M55NfPkpbxj8dv3Wds+pgAqMYRDjP5Lmu7/aG8O6ZBBba+0k/9ozutuqZ+TYoJJ+vIoAh+DnjC51zxhqmp+JNeQStEscEM8gRSzHoi5wOg6CvdNU1zS9EhE2qahb2iHO0zSBd2PQd/wrwv4M/DHS9V0ey8VXk0xuY7lmijRhswpxyMetcb8RNUGr/Fy6t/EdxcR6Zb3Pk4j6xxDuoNAH0TD8TvBU8yRJ4jst7HA3EqPzIwK6e2uoLy3S4tZo5oXGUkjYMrD2Ir55b4S+CfEel7vCHiYPfkjZHcSj5vYrgH8q9V+Gfg7U/BWgPpuoamt6pcPEqqQIvVRk9O/wCdAHb1j+J/EVn4W8P3WrXrgRwoSq55duyj6mtivn79obXJLrUNJ8MW4JJImcA/eZjtUY/z1oAk+FWi3PjzxVe+OfEMbTxpJttEkGUDew9Fr2q68QaNY3gs7rVbOC6OMQyTKr89OCc1U8HaJH4c8I6bpiAL5EC7zjqxGSTXy/4oik8dfGS8ttKZi1zd+VGzHG3bwT+GDQB9Nal4+8KaRdta32u2cU68Mm/cVPocZwa2dP1Ky1W0W60+7huoG4EkThhn04rxzU/2e9Gj0O4mi1S9bUEiZ/NkIKs4GeRjoawP2cdTuk13VdJMmbVoBNsPZwwGR+B/SgD3u/17SNKmWHUNTtLWVxlUmmVCR6gE1U1fxj4d0JkXU9ZtLZ3AKqz5Yg9DgZOK+dPjtdte/E5beJxN5EMcaxg9CeSv5muv0j4Dz6zFb6t4l1m4+3SlZHhUBgF4wpJ9uKAPaG1zS49Kj1OW/gisZAGSeV9ikHp1xWJH8TPBc06wJ4ist5baMsQM/UjFfP3xC12bxj4+g8NQXSW+kWc62kI3bUXGAWPbjmtvxf8ACrwfo/hC7v8ASvEST6hbRhwjXMbCTHUADnPpQB9GwzxXMKzQSJLE4yrowII9iK+Y/j5NNqPxHt7CFvOaO3jjjiTkhmOcfUk1337POt3OoeE73Trh2dbGYCIsfuqwztH4gn8a82TzvF37QW75gBqJPUHakZ4/kKAPeNX02yi+GkWh3Opw6NHNaJb+bORhTtGR8x5P41l/CnwPYeELS/n0/XYdWgu2UeZEoCqVzxkE+tcj+0hqqppukaSuN0kjTtx2HA/Wup+F4Tw98GIb2aMRDyZbpz13def0FAHap4q8PyTtAmt6e0q53ILhMjHXjPbBrMb4leDFuvsx8RWPmbtv3zjP1xj8c18yeAPCU/xD8aTRPJJBbEvPdSxDlQSeB9ScVc+LfgjSfA2sWNlpktzJ50Blk84g4+YgYx9DQB9Sah4l0PSrSO6v9VtIIJF3xu8o+ceq+v4VFo3i7w94hkaPSdXtbqResaP835HmvGfCHwjl8XeHrTWvF2q3ZUwKLWBGA8qED5c59q4j4XWrw/GSzt9Pd2hhuJAWDdYxnOfWgD6O+INlYat4SudKv9Zh0mO7wguJWAHByRyRnIFZXwt8HaZ4P0O8Nhq8Opx3Mu97mPAXCjG3gkcZP515/wDtI6lk6LpayNnLzMnb0B/U13Hh2JfCfwMiOpFYvL095HK/7eSv4/MBQB2MHifQblpFg1mwlaJC7hLhTtUdSeeBWVL8SvBkNybd/EVj5mdvDkjP1Ax+tfMPw18G3fjbxHJYRXM1raCItdTRj+HIwv1J/lXR/Fz4a6H4E07TptOurl5rmRlZJiDkADnjpQB9QwzRXMCTQSJJE43K6HIYeoNZmreKdB0JiuqataWrqAxSSQbsHvt61yvwiTVv+FW6f9rlQysjG1LDIWP+HOOtedy/B97zxZcXvjXxVZhZi0jKs4WVs9PvHgUAexab4+8Kavci2sdes5Zj0QvtJ+m7Ga6CSVIYnlkdUjRSzMxwAB1JNfH/AMS/DOg+E9ctLfw7qzXivFvkw4byznj5l9fSvoLW9am034HNqN0Wa4fSo0YuOS7qF5/76oA6uDxRoN15n2fWrCQRKXk2XCnavqeeBWdD8RfB9xctbx+IrAyLnOZNo49zx+tfMXw18Iar401G7060n+zWDKpvZ9uSFycKPcntXpPiT4LaV4X+HmuXUV7NcXSIsyySKBtCn7ox60Ae4WGqWGqwtNp97BdRqcF4ZA4B9MimajrOmaR5f9o6ha2nmZ2efKqbsdcZ6145+zhqsb6Nq2mHAeKVZh6kEYP8hXDePNUvfiZ8VY9FsZD9mim+y26k/KMH53/Q/gBQB7/4zt7PxX8OtYitbuKaCS2d0micMpKfN1HutcR+z1rb3vhS80mUktYT/Ie21ucfnmvQJ9JtNA+H95plmix29vYSooHH8ByfxNeNfs4TzjV9dgGfs5jRicfxZPf6UAfRFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBV1G8j07Tbq+mBaK3iaVwOpCjJ/lXDS+IYNM8JXK6poNva2c1s89tCku6KdW+YoTgbWOc4/Ku21WWODSLyaaAzxJA7PCBnzAFOVx3z0rzjUdZkvvDpk1C58PXemtGrNpEbfvQowQqnd94emOvFAHp1qyvaQuqhFZFIUdhjpU1RW5U20RRCi7BhT2GOlS0AcPHq3inUbrVb3TWsmtrC6a3WxeM7pgoBY+ZngnPAx2rQsPFA1TxXb2Nq6G1ewknkRhiSORXVdrDtjJ4qsmq6re3+oDw1pdiscFwYrme6Yr5soAzgL6Ajk0uiGFfF039paPb2niCW1LG4tzuSaEMAeeoIJHBoA7CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOH+L18th8MNZYlgZY1iUr6sw/+vXjXwC8KWet69fanqFsk8NkirGsi5Xe3f6gD9a9r+I3gy78caHDpdvqYsohL5kuU3eZgcCofhr8Px4A0m7tDe/apLibzGcLtAwMAYoAwfjn4QTW/B/8Aadtb7r3TjuGxeTH/ABD6DrXJfs9+MWWWfwpcDKNunt2z0P8AEte/zRJPC8Ui7kkUqw9QRg14tb/Aa40rxSus6Nry2oin86CMxE7RnO0nPI7UAcp+0ZDIPGWmzNGwhazCh8cEhmyM+vNbOn/BrwTe+HYNa/4SS4S0eISO5dAEyOQfQg8V6z4w8GWHjfQV03VCyupDpNF1R8YyM9ueleQv+zxqy3RtYfEiDSmOSpDBv++enpQBc+Hvgr4e3Hii2vdE1+4v7y0YyC3lQDpxk8dPSpv2kraI6Jo1zt/ei4dN3+ztzivQfAnw70rwDZzJZu89xMQZbiUAEgdh6CuP/aFvLJfA9vbSSKbqS5VolGCcDqfpigDyTxHr9x45Twp4b0veRDbJCYs8GYnBJ+gH619Q+E/D8PhfwxY6RCF/cRgSMoxvf+Jvzrxb9n/wSzTy+Kr6FlVB5dmGXhifvMPp0/GvoSgArwH9pLUV2aJpoxuBec884OAOPwr36vLPiP8ACWfx9r0GorqkdosMAhCGMsTyTn9aAHfA/RreH4a2ss1urtcyPIfMQHjOBj2rz746+FG8P63Y+I9It0tYJMK7wDbslHIP4j+Ve/eHtIj0Dw/Y6VGQVtYhHkDAOO9VPGXhe28YeGbrR7ghPNXMcmM+W46NQBn/AA18Ux+LPBNjfB2a4iUQXG/r5igZP49fxr5w8TaNan40X9h4glksrO5v3Z5lxlUckq3PbkV7z8NPhxffD+W9RtVju7W6Ckx+WVKsOhH50vxC+E2neO7pL83clpfxxeWHVQysBkjI/HrQBwmufB3wJ4c0z+0NT8S3cVufukFWL/QDrXQ+ANJ8D+CdJ1LxRpesy3lmECSzun3Oc4GO9c5Yfs96rcyqmu+I99rGfkSEs5x7buBXsel+EtJ0vwqnhyK3D6eIzGyycl89SfegDzyWw+GvxevLh7dzDfxHBlT91JJkfewfvAV45498FT/DnWYBZ61HP5mWiaF9ssYH94DpXpWrfs8SQ3T3Ph3XWt2J+VJgVK57bl56U7R/2eZJLuO58Sa41ztILxwgkuAehZucYoA6j/hINRH7PbavdeYb1tO2l2b5m3HYHz7g5rgP2coLU61rN5NKouI4VVAxHQk5P6Cvd9R8N6dqPhabw8YhFYSQeQqJ/Ao6Y+mBXi9p+zvf22rSFPEnk2B4DwqwlZfQjp+tAGL8evF9nr+s2WjadKs8dllpJEIIMjcYB9q9o0SGTw38JbZHUvJa6aXKnjnaWx+tefXH7O8B1iK4tdXVLWNkPlPGSzY65Pqa9Z8SaLLrPhW80aznFq08PkrJgnYuMfyoA+eP2fbBL7x/c3ssbN9mtmdW7KzEDn8Ca0/2jdb8/W9M0VGbFtEZpB2LMcD9B+tem/DL4aj4fR35e8S7muimHCFdoXPH61Q+JXwhh8c3y6pbX5tL9YxGQ67kcDOPcUAb/hn+z/BPw1sWuZFS3tLRZJ2T5uTyTx7muSu2+Gnxdu5LdJgmoxjKzAeVI/HbP3gKufDv4WXvhuPUR4h1JdSW7h8gQh3ZFTv971rnNb/Z4jF0914d1p7V8lkjmB+U+gZeaAPOviD8PJvhzcWt3Z61HOsr/utjbZkx3wO3vX0V8LtRvNV+HGjXd/I0lw0RVnbqwViAT+AFeaaV+z3eXN1FN4k19rhEPMcRZiR6bm6V7jp9hbaZp8FjZxCK3gQJGg6ACgC1XzNr1vNq/wC0nFbswfbdx4D9AqrnH6V9M187+KoG0D9pDTb1Uyt3JHIN7cHcu0/rmgD3zVbtNP0i8u3basMLOTjpgV8p/CXWbO2+K8F/qLoiXDS4d8AK7g4Ptya98+MWqDTPhnqpDANcKIFy2D8x7V4r8LPhjZeO/DmqT3Us1rNFMi29wgyOhJGPyoA92+IXjHTvCvhS7uJrlPtM0TR20akEu5GAcegyM15F+zppd2NY1XWXjK2SweT5h6F8gkD6AfrV+2/Z51C6vv8Aic+JDLaRn93sDM5H/AuB2r2G08NWmj+FJNC0VFtI/IaKN+4ZhjcfU96APm3w7AnjP48NcbQ1u19JcsM5G1SSP1xX1VcI0lrLHHwzIVX2OOK8z+HPwjPgbX7jVZtUF3JJEY1VU24yckmvUaAPjLRPDtlf/EeTRPEd3LYxtPIjy9DvycdfU4/OvSfEfwk8A+FLWO41bxJexJI21VAVmP4DtXZ+P/gzp/jDUZNWs7x7HUnxvYjcjkdz3BrktM/Z71C6uVk8R+IDNGh4WEs5I9Mt0oA6fwlovh3wj8PvEOp+HtUnv7OaB2MpGMFUI+X8686/Z80+S98dX2pMNyW9u2WYZO5zxz68GvdNc8IRXfgObwtpEi6fA8QhRgCdq5yfrn+tY/wz+G//AAr6C+DX/wBrlu2U5VdoUAf/AFzQB4z8c7wan8T47FBuEEccJ2nOSx5H15r1b4oTR+HvgrJZwYh3QRWyIRzg4DD64zVXUvg0+q/EQ+KLjU4jE1ys5tvLPIHbP4V0PxK8B3Pj3TLSwi1FbOKGUyvlS284wBQBx37OejyWvhrUtUliVRdzKkT9yqg5/DJrz744amdd+Jv9n25D/ZUS1XH98nJH5tX0R4H8Kr4N8K22jLcG4MRZmkxjcSc8CuCu/gpJdfENvE51aPY18Ls25izxuztzQB12tzf8In8KZ9r/ADWmnCJSxwd20KPx5ryD9nPT1ufEuq6lLGzPDAFSQ9AzHn8cV7X478MT+L/C0+iwXi2nnOpeRk3fKDnGPyrP+G3gNvAOjXNi12l080vmb1TbjjGKAPBPi9qI1z4stDA63CQGK3VY+eQeR9cmvXPjbqkWjfC7+z49qPdmO3SPHRVwT+QWqdh8E5rXx/H4ml1eKQLeG6MHldec4zXRfE34dzfEC3sIEv0tFtWZyWQsWJAFAHPfs86N9i8FXOpOmHvrg7SR1ROB+u6uI/aDuZb7xzpumRsG8u3UKg6hnbv+le7+C/DK+EPClnoqTmfyA26TGNxLEn+dcH4i+DVzr3j1vEja0qKbiOUQtGSQFI+XP4UAP+I2oXvgr4O2lrprCCUpFbF04KAjnb6GvPvh38NbPxxpb+IfEeuyPErFDEJfnAXruY9BXvfi7wnYeMdAl0nUNwRsMkidUYdCK8g0z9nvUrbVHjn8RlNKJyVtyyvIPQjpQB5dqeiaTqHxJXRPDO+XT3uUgidnLF+QGbPp1/AV7l8er+LS/hxb6WkjK9xMkaqD95EGTn/x2o9M+B6aH45tte0vVEitredZI7Z4ySFxgrnP15rc+Jvw1ufiDNYbNUS0htFbCGPcSzYyc/QCgDM/Z/0lrHwA1464a9uGkGRztHyj+VegeKdPXVvCuqWLKGE1s64J46UvhfRF8OeGdP0hXV/ssIjLquAxHU496u315a2NlNcXk8cUEaFnZyAAMd6APkHwf4s/4RHRPEkcUjJqF3CLeAp1U7vmP4DNeqfADwXJbW1x4p1CAeZcDy7QuPmC/wATfj0z9a8m8OeGj44+I76fak/ZJrqSWSRB92LcSSPw6V9h6fYwaZp1vY2y7ILeNYox7AYFAHE/GbVl0r4aakPOaOa62wR7Tgkk5I/IGuV/Z10W4tPDmoarMCsd5KFiBHUL1P55rG+LuoP498b6X4O0TdO9rI32hlHyqxxk577QK9v8O6LD4d8PWOkW7Fo7WIRhiMFsdzQBqUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFLV7ttP0a9vUi814IHlCf3iqk4rzBl8QWmnSay+maKsdrapfrPHaD9/u5Mf8AssvqPUV6jqk09vpV5Naw+fPHC7RxYzvYA4H4muAk8SbdFxb6wlxrAiDf2T9mGGYj/VbOoHOPwoA9Ft5DNbRSkY3oGx6ZFS1HAWaCMuuxioJX0OOlSUAeeakuhR+JLr7B4sm0m7OWureAgxs2OpBGA2KveCTol1c3F5bandajqRjAeW9yJBGTkbVPRCfT0FR6hpPh/SNP1C213ULWNb6+N2rPgMPu4Hqen61q2Npbaj4ni8QWFzay2a2BtV8k5JJZW7dAAv60AdJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGdr1hcapoN9YWtx9nnuIWjSX+4T3rwq1/Z/wBdvtaD6/r6TWUeAJFd5JHUdvm+7+dfQ1FAFPTNOtdI0230+zjEdtboEjX0Aq5RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFedfE/wBeeL30m90l7WLULCcOXmyNy5BxkDPBHT3r0WigDhviL4K1Dxx4YtdJhvoLZkkWSZnQsGIHbHTmrnw68HN4H8LrpMk0U8vmtI8sakBs4x1rraKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8Y+I/wo8S+LvEsl7Y6zElhMFVreWRwEwOuBwa9nooA4L4cfDKy8A200gn+16jcALJPtwAv91R6V0fimDWLrw7eW2hNCl/MhjjklcqI88FsgHkdq2qKAPP8A4YfDoeB9OnmvpEudXu23TTLztH90E8n1NegUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1d7uLRr2SxXdeLA5gXGcvtO3j64rgriw8WDSZ78ahdSPFYx3NsViRZWuMHfG6gZZenGB19q77UxEdKuxPcNbw+S++ZGwY1wcsD2I615NoQ8Pz38cEniWa6sPKyL2TWJIZC4PQoZOc+wFAHsFszvaxNIMSFAWGMc45qWmRhRGoU5XAwc5yPrT6AOFQf8I3repXWq6Pc332qcvDf28HnsqEDEZUZZcYPbHNWtAtJrjxPPrNvpkml6fLbmMxSKEa4kLAiQoPu4AI555rKZfFWpXmr39nq80T2101pFYeUoj8vC/P0yTySD7Vp6Euo6N4s/sS41e61OCWxNyZLkLujcMq4BAHByTg+lAHZUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxWofD+e/1Ge7Xxb4gtxK5YRQ3OETPYDHArtaKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvqKAOB/4Vpcf9Dr4l/8AAv8A+tR/wrS4/wCh18S/+Bf/ANau+ooA4H/hWlx/0OviX/wL/wDrUf8ACtLj/odfEv8A4F//AFq76igDgf8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//WrvqKAOB/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrvq53x1fzaX4H1i8tziaO2bZzj5jwMe/NAGH/AMK0uP8AodfEv/gX/wDWpP8AhW0+dv8Awm3iTPXH2sf4VgWs3iRJPBmj6hD9ltw4uJbhbvMkiohY7x6etU7a2bT/AB1Z3Wp3F40mo6gXsdStLnzIZ0JJWF07AD+VAHWf8K0uP+h18S/+Bf8A9aj/AIVpcf8AQ6+Jf/Av/wCtXnF5rcmr6prd7JBqS22oX5stMujeGGGGRVxhsepHH5V6F4jn1vw38JYLV7oT6w0cVm0+4kl2O0sD1JoAl/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrnr3x5rei29zY6fFbSx6Tc21gZLhi0lxI4G4e31qDUfEmsL411jUf9HnXSRDaQWqysiedKcAsehwetAHUf8K0uP8AodfEv/gX/wDWo/4Vpcf9Dr4l/wDAv/61Z174/wBX8N2+t2+rC0vb2ztIrmKS3UrHukbaI29wcHPpVfVfHPi7SpDZz2mnrcrp0moXMihmS2UA7U9ySD19aANn/hWlx/0OviX/AMC//rUf8K0uP+h18S/+Bf8A9asyy+IHiCC0hvdZtbCC3k0o3hKs2EcsRGpP+16ViN8SfE83hvX9yQx3lqkSRu0RjKSyHGwDucHINAHXf8K0uP8AodfEv/gX/wDWo/4Vpcf9Dr4l/wDAv/61c5d+L9S8KOX1a1Fze2OmwoJI5W2tPK3AcdO2Sa0L/wCImq+HY9cttSitb27sLOO6jkt8hNzsF8tvQgke5FAGn/wrS4/6HXxL/wCBf/1qQ/DacYz428SDPA/0sf4UeCPFPiHWvEurafrEFrHHaQQSYhBBjeRd20568VznxGtZ21y61e6mub/RbaJY3isbnZLp7932/wAXrzQB0n/CtLj/AKHXxL/4F/8A1qP+FaXH/Q6+Jf8AwL/+tXJz69qjanFcaJqTXFloei+e810T+/dx8u4Dq31qxrvxX1axtreS0tYm8myinuyIywEz4xE393Oc5oA6T/hWlx/0OviX/wAC/wD61H/CtLj/AKHXxL/4F/8A1qzZfiHrc+oarDbWFrHbaRZRXV7LJuJDFdzRqB3xwKqw+LtYtdLS10tLSFYdIGqXdxcu8giL5ZVXPUn0NAG5/wAK0uP+h18S/wDgX/8AWo/4Vpcf9Dr4l/8AAv8A+tWZH491/UcR2UVjbyWelR6hfG6yAzOpIRfTp1ra/t+91D4Tza5fhLO5nsmkxESAmfu9ec0AQf8ACtLj/odfEv8A4F//AFqP+FaXH/Q6+Jf/AAL/APrV47Y+I/ES+Drjw2by8/tP7V5tzN5h3xxELtGT/eZh+td43xE1bStQ/suytvPg0qaKymjeNnluCQoZ9/QEZJx3oA6b/hWlx/0OviX/AMC//rUf8K0uP+h18S/+Bf8A9auf0/4n6vqviCL7LFCLCS/a08hom3BBnMhfpnj7tVNL8XanrFiramFu/wC2NYa2s0t3aMRxx/e59MDI9aAOr/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrM03x9r1+2mXKWdnDp1xfyWyx7i0jxJnc3sRiqyfEXxDPHY6rBDp40/UtSFja28hPmBd2PMOPcdKANDVfh/c2OkXl2vi3xHctBA8gha5yJCATtIxznpWR4e17SbXUo49VxdwXFqsrsdMZRbz55QYTO3B4+hr2HrTfLT+6v5UACFWjUr90gEcdqdRRQAgABJAAz1pNo3bsDPrjmnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVLU9KstYtPsuoQCaDer7CSASDkZxV2igChLo1hPqCX0tsr3CRNArNzhG6gDpzWFp3w68OaVqn9oW1rL5ikmKN5maOEnuinha6yigDEbwloT6INGbT4zYiTzRFk/f3bt2c5znmrmoaPYapFbxXtuJUt5VmiBJ+V16Gr9FAGD/wh2gGQSHTYi32r7Zk5OZv7x9afJ4S0KWDUIJNNhaPUJBLdA5/eOOhJrbooA5xPAvhtdOew/sxGtnlWZ1d2bcy/dJJOTj0q1e+FdF1CS9e6sUka9iSG4JJ+dFOVXr2NbNFAGLc+FNEu4bmGewjeO5jSKVCTgqn3QPTHtVT/hAvDJsbmyOmKYLl0kmBkYl2X7pznORXS0UAY58L6K1rd272EbxXaqk4fLFwowuSeeKqL4F8NrYmz/sxDA0qzOGdmLuv3SxJyce9dHRQBStdKsbK9u7y2t0juLsqZ5B1faMLn6CsLUfh74c1TWW1S5tJDPIQ0yJMyxzEd3UHDV1VFAGHL4S0OVL1G0+PZfbPtCqSBJt+6DjtUGoeBfDWpztNd6XFI7hQ2GZQ237pIBwSPWujooAyIvDWjw22o28djGsWokm7XJ/ekjBz+FMbwpojrfI2nx7b6NIrhcnDogwox2AHpW1RQB5d4t+G2p+ItVcRvpkdhLsQyhXWeOJcYTg4bp39a9Am0WxudGTSriESWaoqeXnAIXGOn0rRooAwJvBnh64nuZ5dMiaW6kjkmbJyzJjb37YFLJ4O0GXVv7UawAuzIJWZXYBnHRioOCfwreooAwE8GeH4tU/tGPTkS53l8qzBdxGC23O3OD1xTLHwP4d04wG105Y/IdpIhvYhGYYYjJ4OK6KigDBPhPSY7e1S0tI4ZLJX+yPgkRM45OM85z3rjfDvw2v7HxXbanqK6StvaO7pHaxvmR2XG8hjhSDzgV6hRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUhOAT7UAcp4n+IWieF7uOxuDcXd/J0tLOPzJAPUjt1qtofxO0DWtV/suRbvTdQJwlvfw+Uzn27Vl/CqxS+j1jxPdss2o6hfSqzkf6tEYqqj06VZ+Lmnwf8ACFza0iRJf6W63NvMV+YEMMgH3oA9Aorz2x8SajqHjfwvGZXitb7SJLma3zwX4waPGGt6lYfErwfp1rdyRWl48guIlPEmMYzQB6FRXl2qDxRqWqXsmq+K4PDFpG7R2UEUiB5QOjuWPQjHFUNF8f67N8KNf1aSaK51HSrhraK4CZEoBUbyB7N+lAHsFYsPiS3m8VT+HxbXQuIYVmMxj/dEHsG9a8x8Majrl5e6Zf6N47i1xHkC31jdkR7VP3io68dq6K28QXsfxo1bTbm+K6Xb6ckwjcgIh7tmgD0aisK98T2B0u9m0q8tL67ggeVIIZQ7MQM9Ac15Jo/iPXNagGoaf46R9eVw8mi3KiKEZODGM9wP1FAHtc+q2NtqVtp01yqXl0GaGIg5cL97H0q7Xj/jPSNbv/ix4Xe31l7J5reRkRV3CHaAXA9d3StzxO3ie78RGzOtweHtAhRT9uEiiW4cjoN3QA5oA9AllSGF5ZGCoilmY9gOprEvPF2nWvhX/hI4VnvLAgFPs8ZZ3BbbkD615jpuq+Itbi8V+FU8Trc/2fCJodURQWdOdyHBwcjjNUNL/wCEh8NfAqbWY9elkWWKM2kQXH2YeZggHvmgD3W1uFu7OC5RWVZo1kCuMEAjOCPWp68y1LWPEOt32heGNGvxYT3GmR395fkbnC4Awo9STWr4ZsPF+ieJp7DVNQfV9Fkh8yK8m2iSOTP3DjrxQB0XiPX7XwxoN1rF6sjW9uAziIAscnHAP1rhovjhoEpQ/wBk66sbc+YbPKgevB6Vq/GL/klmt/8AXNf/AEIVjaD8S9HtPDVhbvomtyPHbIpKaeSrEL2PcUAdK/xI8ODSrHVIrpp7K8uhaiVF4ic/384211oIIyOleNeHvBl9qvgPxXLd2AtpdZma6srWYfNCQDtYjsc/yrpvC3jiJ/hW2t30u6606F47tX4bzU42n3PH50AdJpPirTta1zVNJsmeSXTSqzyY+Tcc/KD3IxzVnX9btvDmiXOrXiyNb26hnEYy3JA4/OuQ+GtjD4d8G/2xq9xBBdavMb2eWRwoy/KjJ74/rUnxJ1Sw1L4Y66bG9t7kJGoYwyB8fOvXFAHc28y3FvFMmdsiBxnrgjNS15br+ua3qWtaL4L8PXg0+eWyS5ub0jLIgUcKPWp9J1PWfCXj218Na3q0uq2mqRM9pcTqA6SL1U47GgD0uivJrZfGPj3U9YvbHxC2iWFlcyWVtDAu4u6Hlnou/FXiSL4Ua9Lev9n13SLgWjTxHHmEMnzj0yGoA9ZoryO/h+IGk+H/APhLpdb825hUTz6QFBg8rH3QeuQOc1S8TeP7681zS7SXV5PDmi3Volyt7HFueZmH3QeQoBoA9porifh/ca6y6hbanqVvq1nDIPseoRyKzyqezAeldtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWRf8AifQtLuTbX+sWVtOACY5plVsHocE1r1zWt+BPDOvXkl/qekW9zdFNpkcc4HSgCZfG3hZ3Cr4g00sxwALleT+da0V9aTXctpFcRPcRKGkiVgWUHoSO2a8o+F/gDwtqnguz1C90a2mu/Pl/esvPyyMF/IAV08GsW1n448VKmmQrNY6fDM9whIeYBCQp7cYwKAO5oryyz+IHjKWzg1eXw1ZPpLupcW1wZZ1jJ+9tFavijx5f2Gv2WhaBp9vdX9xCLhjeS+Uixnge5PtQB31FcZ4c8V63eR6tb69on9n39ghkXYS0My4OCrfh+tWtG8Uz6n8O18TPbxpMbOS48oE7cqCcevagDqaK86g+JU83gPTNYTT0l1bUyyWtmrYVmU85Y9ABRp3jfxFa6rYweJdJ062s7x1iSezug5jkboGBP8qAPRaxbrxd4dsrmS2utc0+GeM7XjkuFDKfQjNbVfPFu3gtfiX4y/4S62Sf/SU+z7oWfHHzdBx2oA9xsPE+hapdC2sNXsrqcgsI4plZsDqcA1et721u5J47e4jleB/LlCMCUb0Poa4HwRF8O5tbaTwvYxRX8URJcQOhCEgHkj6VT8P61/wj7ePtR+yT3bR6w+2CBCzOSowMD+dAHqVFeT6n8QfHHh/TYNZ1jwtZRaWzL5pjnJkiUnuD3rY8R+PdQt9X0nS/Dtja3Vzf232rdeTeUix8Y59eaAPQKZHIkqb43V16ZU5FcDb+KfFt1oWuRT+HYo9asivlQq7eVMjfxK564GT19Kw/hj4j1bTPhZJe6jpUj29qGNn5GXkuSXbIxzjDcUAeu0V5LqvxB8d6BpkWr6t4WsINOLqJCLgmSNSccjPWtvxT481LStW0bT9F0hdRl1S2aWJS5UgjGMn09aAO/orz/RfG+tp4vh8OeKNKtbK5u4DNbPayl1bb1Bz3qq/jvxTrV7fN4S8O295pto7Qm4upShlkX7wUCgD0qiuAuPiLNb+FLC7k0mRNdvXaGLTXO0+apwxJPRR1z7iq1l478Q2OuWNp4m0rTrayvWEUdzaXXmBJD0VhQB6RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISFBJIAHUmgBaKQEEAggg9xTPOi8zy/MTzP7u4Z/KgCSiiigAooooAKOtFFAHlU9trnwz1fULnSNKl1jQtRuPPNtAcSW0hznA7gmuT1fWPGPiW1f+2tGvofDC36zXWYh5yxjnYFHVR619A0hAYEEZB6g0AeY+KW1Cy1bw94z8P6VLqNnb2jW72qDa4jfoQPWsW6PibxJ8SvCOuXeh3FjYRu22JvmaMd2fHTPpXtAAAwBgDsKWgDwiSwvLDxRq9vrPgObXru8vGktbx33RiNjhFJPCgVo+A9H8S6J4M8UafBpKWuqLemeCCZQ0MqkD5FJ6jAI/KvZqKAPnyXTZPFF1YW2lfD640LVI50ke/B8tEAYFunX2Fdpa6FcXHxo1ea9sXl02fS44WldPkkOORXp9FAHOw+ENI0eO4uPD+mWVjqLRMkUyxdCRxn2zXkGtwX2tQXGk3fw6K+I5W8v+1YAEj8zoJcjoO9fQNFAHk/iC11/wAP6z4H1FrKfWJLKF7a7eL7251UFv51m+LrPULHx/ealq/hW48SaddQotiiHKwEDkFenXvXtVFAHi/gjw9q2m+LfERuPD40yLVNNzbxQ8xRnB+Un1rPK69ffBbUPC8/h28gvNOEcaHGRP8AvMkr9K94ooA8t1Sy1zw5daJ4t07TW1HydKjsbuxXiRV+U7l9SDxitjwlrPifxNrkmpXunSaRosURjjtZsebLISMsfQDt9a7qigDjPirZXWo/DfV7WzgknnkRQkcYyx+YdBW94ahkg8MaXDMhSRLaNWVhyCFHFatFABXhninwbrL+N5dB0+2lfQdavIb66lX7sW3O9T254P5V7nRQBn3+i6bqmnLp99ZQ3FouMQyLlRjpxXIeNfCdhYfDrW7Pw/pEcU1yi5ito8FyGHau/ooA8r8Q6Tq3h/xDpPjXTNPk1ExWK2l3ZqcOF2jlfU0uhxav458fWPiXU9Gl0vT9KhdIIbg/vHlbv9BXqdFAHkMeseIPh1favpkXhe71aC7vJL22ubc/Kd/8LemCKr65pmr2XwZ8TXushU1HU7kXjQg5EW50Crn2AFezVj+J9Ai8T+HrrR55nhjuAoLoMkYYN/SgDzS98ReNdf0T/hE18Ly2l/cRLBLfs4MAQjlgfcVb8S2Gr+HLXTbKbQIvEvh2G3SE24iHmxSL/FnuDXqkMYhhSMHIRQoP0FSUAeVfDTRNQj8TajrkOjyaBolzCqR6c7ZLyA8uR2r1WiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmyf6t/oadRQBwvwhUr8O7MEEHz5+CMf8tWqhDvT4leN3W2E+NMtyImBxJ8h+X8eleixRRwpsijVEH8KjAoEUaytII0EjABmAGTj1NAHzdJc+E7W2XU/Cus6to+vN8v8AZUQZ8vn7m09FzXYeNbrRp7vSrTxzpTWyT2SNHq8G4PFNj5lJHQd69WGi6WL37aNOtRddPN8ld354qe7srW/gMN3bxTxHqkqBh+tAHkfw8u7q81TxFYWGtahrOipYhbaa5U48zkbVPfiqHh74haLYfCubw5dC4TWYLWa1NmIiXLENg/TnOa9stbO2sbdYLS3jghXokahQPwFQDSNOF7JeixtvtUg2vN5Q3MPQmgDwV9Pgk+EXg6+1Kzu59MtJpRdpbMVkRXOAwxzxiprDS/h1deINHg8NrqWqXslwjspuH2wKDks+eMj0r31beBYfJWGMRYx5YUbfyqvZ6RpunyPJZ2FtbvIcs0UQUk/hQBdrwjR/F+heEviV40OuLKBc3MfklbcyZwpz9Oor3eqr6bYyuXksrZ3PVmiUk/jigDjtB+J3hHW9Yg03TGmF1cEqmbUoDgE8n8K4291LUdH0H4hXWnSSwTnW9vmxoWZEIG5h9BXscWnWUMgkis7eNx0ZYlBH44qX7PDiQeTHiQ5cbR8x9/WgD5j8YXWi6h4SKWPiPW/Ed/tVyshby7cfxMwAx+BrtvFb+HX03w7Z+K7Ka3tJNNi+zatBkNFJtGVOO2Oa9ctNF0uwSVLTTrWBZv8AWLHEAH+vrUt1p1lfW32e6tIJ4RwI5Iwyj8DQB5V8M7u6m1bWbSw1u91jw7BaBYp7pCNsuSAqk9Rt7/SsvQvF0lj8DpIdElc6pp7mG6VIyZIFaRssB64r2y1tLayhENrBFBEvRI0Cj8hUVvpWn2cs8ltZW8T3BzMyRgGQ+/rQB81eK59G1Xwa/wBk8Q674h1JVWQrIGEduM/MXA4H0Neporf8LC8DHacDSJcnHT5RXoFto+m2SzLbWFtCs5zKEiADn39as+RFvV/KTegwrbRlR6D0oA8y8SIzfHfwuQpx9jnGccfdNUfCnjbS/AUOq6B4leSyvIL2eeIeWSJo2bKlT3Jz0r1toIXmWZokMqjCuVG4fQ1Xu9J06/mjmu7G3nliOUeWMMV+hNAHivjqZvFej+HfF2q6TdLpEc80csFuzLMIWOFk45H3c496p6dpfw6v/EGk23huHVdVu2mSVh9ofbAo53Nnjg9q+gDFGYvKKKY8bdmOMemKqWOj6bpjO1hYW1s0hy5hjCk/XFAF6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK434oWklz4A1SSO8ubbyIWk/cPt38dGPXFdlVTUtOttX0240+8j8y2uEKSJkjKn3FAFPwx83hTSsk82kfP/ARXGv4asH8SWEeiK091aXn2q+1F5iWVc58rcPvE9NvYV3S6RaJBawIJEjtkMcarIwGCMc4PPHrWNpfgDQtGuEnsVvYiknmhBeylC2cklS2D+NAGPdfELVdO1WzttS8JXdpbXV6tpHcvOhUszYBwOenNegVwXxP+54X/wCw9bfzNd7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBfE/7nhf/sPW38zXe1wXxP8AueF/+w9bfzNd7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFJkZxkZoA4P4n/AHPC/wD2Hrb+Zrva4L4n/c8L/wDYetv5mu9oAKKKKACiiigAooooAKKKKACiisrVvEFjpEb+cxlmUBvs8OGkI9dvpwfyoAe+v6QlyLZtRthMW2bPMGd3p9a0q8msvDHiS/1iPUIP7HOmfahcQTCMeZJETnLHGS1bvxE8V6jpEFvY+HJIJdalb5bZl3sRjjjtQB3lFZPhqfU7nw5YTazEItSeIG4jAxtbPpWtQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVn6zrWn6Bpsmoancrb20eAXb1PQAdzVfw94n0jxTYm70i7WeNTtcYIZD6Mp5FAGxRSZA70ZFAC0UgIPQigsB1IGOaAForDu/Fui2mhS6014HsIpPKaWMFvm3bcce9bSurqGU5BGaAHUUgII4OaCQOpxQAtFFGaACikyB1oyAMk8UALRSZzS0AFFJkYzkYpaACiiigAooooAKK5vVPHnhjRdTbTtR1eGC7XG6JgcjPTtXRhgyhh0IyKAFopNw9RQSB3oAWikyB1rOvdc06w1Oy065ukS8vSRbw9WfAyT9KANKiqVhqlrqJuRbOW+zztbyZBGHXqPermRnGaAFoopMg9KAFoopMj1oAWikyCcZoyD9aAFoopMigBaKQEHvS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcj8Sluv8AhANXktb2W1aOBmLRcMw9M9vwrrqpatpdtrWk3Om3YY29yhjkCnBwfegCp4cdv+ES02Qks/2RDk85O0V53ptsIrbRfEyXtw2p3mseTcHzmKtG0hUxlScYAGR6V6bBpcNrFZRQyTJFZpsRA5wwxj5vWsO3+H2h2+uLqipcNIk5uY4XmYxJKerBOgNAHF+N/E11qmreH7CXw/qNlHFrsGLqcKI3wxHGDnnqK9frgvif9zwv/wBh62/ma72gAooooAKKKKACiiigApGIVSWIAHUmuP8AE3jmLQdRk05I0e78oPGshIDknoMVNNAfEOk6dqOpXv2O0VPMuIIm+SQ54yx5xQBNq9/rd5JFbeHY4PLlVt2ouyvHGeRgKDknNZniiKLUdNksP7YtbKaMxDVLx49jNEoyQp6Ak/lk1cTxvoJAs9Jk+13CsI0t7dcHJOO+BWEng+10yy/tnxbdieCyka6WBExGrMeSwH3zk4GemBQAureKmHh8rojNpumW/wC4a7nt8M3GAIUP3ifXFO+HvgWTS7mbX9VnmuL+4JMSzEExIR/M+1ben6dD4kvrTXruAi2jiBsraRcbCedxHr07cV1dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBgeKr/AEHTtNjm8QLF9lMoCPLAZFR+xPBx9TXIfDE2qeJvFkVtLDeBrlJft8YwJgy8LgfL8vtXpU0MVxE0U0ayRsMFXGQabbWlvaRCO2gjhQfwxqFH6UAeE+MDe3EXj7Ujq2opJpN3bizjjuWVIywXJwO/X86i1G98Q+Grhp9Gvr28u77w8t9cCaUviQsoaRV7EL2Fe7vp9nIsyvawss5BlBQfOR0z608WdssiyC3jDqnlq20ZC/3fp7UAeGrJFouo2cnhvWry8+36VPNqSm4aQI4jyJDz8j57dvSqtwuoadaeBdbXW9RlvdWX7PcmSbKmMr0A/rXvMen2UPmiO1hTzc+ZtQDdnrn1pTp9myQqbWErAcxAoMJ9PSgD5+trC1t/gprnl6nPNO96Elge43eSBNgEL/CT6962LiCfw9c+MtJ0/Wry2h+wW0yTTyvIY5GOGbIyRn1969lGlaeBKosrcCU7pB5Y+c9cn1qY2dsZJHMEReRQrsVGWA7H1FAHj/wk1lbfxFd6G9tcxzywCclL8XVvwcZB5Ksc9M0nxQnu7zxsmmyXPl2cGnG4hVr37KqzZOHyAdxGB8tev2un2diCLW1hgDcny0C5/Ki5sLS8ZGubWGZkOVMiAkfTNAHiXiTW9U06z0R4tbvJdVm08LqaW250ig7zheNrD1xVnULzTZfF1vpN14nvE0OXQg6yG6ZRO2c5Zux79vSvZDYWfmSSfZYd8i7HbYMsvofasFfBWnr4sfWtkZiayFp9k8obB827dQB4/oWs6nrdh4Z0rxPeXEGgTvcbr1p2iM+3OxXfPT8s0msahqN74efTYNYkm0q31J47NrmR4xfRAA7TN22k4BJAOK9/lsLOa2FvLawvAuAI2QFRj2oewtJLUWr2sLW4AAjKDaPwoA8P8P8AiaS3g8LK1ze2djaarLa3TXF2JY8bBgeYAAVyeM5+tGs69qGo2viL+ztbuFjfxFBbwTwzHCRsOQvPT26V7cdLsDaC1NlAbcHIi8sbc/SkTS7BE2LZW6oWD4EYxuHQ/WgDyLxfpc2jXOk+GXknm0QxyT/aLnUjbmWfqQ0mD0GSF4rvPhxcahdeDbaTUJlnId1glDly0QOF3MQMntnHOM10t1ZWt9GEureKdAcgSKGAP41LHGkMaxxoqIowqqMACgB9FFFABRRRQB4L4g1ibR9Y1rVdO8R2V7qEmpRxHTJbDLMo+XauRu455HHFegfFK5uofA6NbXM9rLLd28bSQOUcBmAIBHTrXYNp1k90t01pAZ16SGMbh+NSzW8NzH5c8SSICG2uMjI6GgD5/wBZ0D7HL41ig1fVVi0eKG7tUN2xAlcAlmz1rQuLq217UtWk8Ra3dWNxptnFJpoW4MIYlM7wP42LfWvbHsbSQzFraJjMAJcoPnA6A+tMm0uwuGjaeyt5DGMIXjB2j2oA8E0q61vxp4ltLHX77ULWOXQ/OkggnaMSFd2GI9TjmsXRbiXWNa8BXusatcRqDPCblptmxYzlRuPc5wfUV9M/YrX7R9o+zxedt2eZsG7b6Z9KhbSNNa3WA2FuYVbcqGMYB9QKAPEvF1m9n4Z8S+JIL+7W6s9bY2qJMVSP5lDHA65HrWT4l1S9h8bTatd3s93bxNCQltfNBLa5AyqIfv5zzgGvoiSws5YHgktYWidtzIUBDH1Ipj6XYSzpO9lbtKmArmMEj8aAOb8c6tqdn8OrvUdEjd7owKyluHRSOW+oFeaeHLnyI9SR9Za20p9L+0Xbxam1xJHKQMSKdow2eq5717yyK6FGAKkYII4IqmmjaZHC0SWFssbkFkEQAJ96APFvCfiC+vvC/iu61PVtQGt29gwhhlLRhIQnySKv949SetSPeT6RrNje+EdUuNZv7/TJpb6KS48wBlUFWK5+Q5JGPwxXrutaDa6xpd5alI4pbm3a388INyhgR/WrGn6VZ6dEFt7aFH2hXdEALY7mgDxGxmjsYPDuqaRr11Lreoqy6pE1yZcDYSzMv8JU9Bx0ql4L12XR/F1it5eXWoNeytGL23vmfzh282BssuPoMV7/ABadZW8zzQ2kMcknLsqAFvrSR6ZYQ3LXMdnAk56yLGAx/GgDxI+LpV8ACD+2pf7V/wCEgMRUTHzQnndDzkLt/Cte2t7u71Dxprz6pqDXOjTz/YoPOJiQ+Twdvf6V6n/ZGm73f7DbbnYMx8oZJHc1YjtoIjIY4UUyndJtUDcfU+tAHifgGW5j8Y6S1hfqI72Bpr+N9RN0ZsjIbbsARt3UZHFe5VVttOsbN2e2tIIXb7zRoAT+VWqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4L4n/AHPC/wD2Hrb+Zrva4L4n/c8L/wDYetv5mu9oAKKKKACiiigAqOWRYYXlc4VFLN9BUlc3rKatqerWtjYSC2s4XEt1MwYO4B4VOMEHvQAX/hnT/Ec73V6RPazwKkaqu1lGc5DDmuV8f3Vra+GR4O0mIASRiGaTcdtnFgnex69vxNdn4g1k6RZiO1t5Z7yX5II4kzgnoT6CsWDQrbULdtHvIpvtDLHNfXSjHnMG3bCe47cUAef+E/h7q8V34d1qQwmytT5zSyMY3CDple+eDzWp4Z0DXNU8T3WoXYmk0WSVGiWWUssi4bdgHoAcfWuzvblte1mDR9NZlsLNwb5l4R1HSMHv749K6uONIY1jjUKijAA6AUAOChQABgDgCloooAKKKKACiiigAoopGYKpLEADqTQAtFZa+ItIkvZLKHULea8jQu1vE4Z8DrwK8l17x+3jDXY9L0uDxFa29j5v2xrKD96H4CZHpweD60Ae3UVxvh3xDHo3hGwPizVIra/KEP8Aa5FWQ8nGR64rjfFfxwgjSK28IW76hftIQ6yQOBt9V45yaAPZKKzNAvLy/wBAsrvULc215LEGlhIxsbuK06ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnofGejXFxHEksoEtwbZJWiIRpB/CGrekdYo2kcgIoJYnsBXm9r4k0fxjrVnHFfW9rp9nc74LbcFluplJwdvZf50Adva65bXl08EEVy+yQxNJ5R2Bh15rUryK0aC31TT00HU9YXVH1BhcWFy25VjLkuXXHyrjJBz6Vb8Vx+KvDF1YaoPFc1zBcalDA1m1sioEdsEZ69KAPUqKB0ooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimsyqMsQB6k0pIAySAPegBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgvif8Ac8L/APYetv5mu9rgvif9zwv/ANh62/ma72gAooooAKjlljgheWV1SNAWZ2OAoHUk1JVHWLR7/Rb60j2b54HjXzPu5II59qAM/XNanSxaLQha3upyYWKE3Crgd2PPQDnih7keFvCySXbtcTRKqn5iTLIxxgZOeSa5nRfCWp6ZrTaxLLCVhtXhXGWJIUAOPrjn1rnrSbW9fh1fWtenvobKzjUWZi+SN1LcyBR1YDoaAOrF3qGjW6ale2Hma9qUixLbwSO6RqTxnJwABycVqakzWVtHoelyvHf3pb9780ggyCS59B6DgV5laeI7rw7eSz6Rf3utLcxfupb5JSQ2eEUsAOevpXp/g2ynj0cahfNO1/ffvZhO+4x+iL6KPSgDS0TSY9F0yO0R2lf70sr/AHpHPVj9a0qKKACiik6c0ALSZBrlPFPidbfRp4tFWbUNRmLW0IsQJDFLtzljnC4968u8NeHfG7X8j3d9qPh61Ct/aV1c3KyCY5BymThScnkcDFAHut5fWun27XF5cxW8C8GSVwqj8TWGnjTSr7T7m60Vn1hrfG6GyAZjnpjOB2rh4Lyw1bQb/wAN+H11TxQZw2b/AFA74InxgfOwAIB5woNVvB3w18bW1m1rrPiueysixJt7F8ye2HI+UewFAHXt4i1ubS7y41BbDw5G0ObV7ycPIjZ6uvAHHbJrjm8UaHbm4m1LxDrPiaGa3MU62sG22jDcHJXAH1zxVXx1aeGfAE1l5lkmo6pcBpReaxI864XqCvqe3GBXQaNpv/CyrTStYuFW08OKu/8AshUwJZQT8zEY3LnGBQBlafZeJroxJ4J8LWnhmBdpe9vgrSTKeoGMkjoTzW7YfDG5iWaXUfEk8P2iVprpNNjW2WRjzy/LEA571r+K/iH4d8BS2VjqBkVpVwkUCZ8tAMAkenGKyXttd+I5h+1w3GjeGjhzF5m24vAezY+6vTjrQBizaLpF9qlzpfg7Robu8yPtOtXx+0RQ56hS5O5/Yd673wt4J0zwtG8kIa5v5QPOvJuXf2H90ewra07TbPSLGOysLaO3toxhY41wBVugAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEIBBBGQeoqBbGzRw6WsCuOQwjAIqxRQAwRoJDIEUORgtjkj61wvxW/wCQNo3/AGGbX/0Ou9rgvit/yBtG/wCwza/+h0Ad4OgpaQdBS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACEgdaNy/3h+dcb8TNP1HVPC8dppy3LM95CJhbuVbyt3zcjnGKrf8Kj8N/wDPXVP/AAYS/wCNAHd7l/vD86Ny/wB4fnXCf8Kj8N/89dU/8GEv+NH/AAqPw3/z11T/AMGEv+NAHd7l/vD86Ny/3h+dcJ/wqPw3/wA9dU/8GEv+NH/Co/Df/PXVP/BhL/jQAfEPw/4i1+GCHQ9RWGJiPPikK7Tg5BHGc5HriqniXwz4t1bw5plpp+uNDchc3nnbMMwO9eg6hgBxxirf/Co/Df8Az11T/wAGEv8AjR/wqPw3/wA9dU/8GEv+NAHT+H4b220O1j1O5aa+27pmcrkMeSPl4wOn4Vqbl/vD864T/hUfhv8A566p/wCDCX/Gj/hUfhv/AJ66p/4MJf8AGgDu9y/3h+dG5f7w/OuE/wCFR+G/+euqf+DCX/Gj/hUfhv8A566p/wCDCX/GgDu9y/3h+dAYHoRXCf8ACo/Df/PXVP8AwYS/41mx+BR4d+IPh240Uag9nic3jS3LyIvygLncfUmgD06iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuT1zfq3iu18PyzSx2LWjXUnkuUd2DYALDkDvxXWVh67oD6pNb3dlfyaffwAqtxGgYlD1Ug8Ed6AIPCF/c3ej3EV1L5stncy23nH+MKeG9+K850rXtbuPFFhNLPeCObUmgk1Hd/os8YYgRLH2PbPrXqGlaF/ZFhZ2dvdMYodxn3ICZ2bqSe3PPFYtr4AW11G3Yaxdtpltcm7i08gbFkzuHzdcA84oA5Lxt4ui1jVvD+mJpOp2zQa7Bme4g2RttYjhs857V7BXBfE//AFfhf/sPW38zXe0AFFFFABWXr89zBotybS2kuZ3Xy0jjxnLcZ57DOT9K1K5y7iudQ8Z2sZaSO1sYvP4yFlZsqBn2oAp65HcaV4Ts9B06WU31yq2sbBgzqvAd/m6gD+Yq3dFNE0zTNEs7YXSyFbcpI2dsePmZh1NQWcjaz45urhoSsGkoYI3ORvd8FvyximX+tLFbanqc1qqyWsps7ORDlnLYH/oRoAfJpg1bxPa7YzFpuk/MiJjZLKRxjB/h9DXV9KpaXa/ZbCNCgSVhvlwc5c9TVDxD4t0TwvHC+r30dv5zbY1PLN+A7UAblISAMk4Fc1rPjG3sdIgvdLtpdXkuZBDBHafMC5GfmPRRj1rg/FXjvSrzZ4e8U6hc6TdeZvuLbTsvlMZWN3HRuh49aAO/1zxZHpth52mWcus3BlMIhsmDYbHO49F/GszUftGreFz/AMJZeR6FHI+94becBjH/AHGY859dtZfhqXU7jSns/Cfh9dB058vFe3oyz5/i8vqSfetLSPhtYw6gura7dT6zqvDGW5b92p/2U6CgDK0TXAiLpPgHwy/2FWKvf3IMcQb+9z8z9a0bX4ey6jKLnxhq82tSADbb48u3TnP3B978a6jVtc0jw5apNqd5BZQs21S52gn0ArP1vxUtnpNvd6NZvrMt1KIYY7VgVJIzlm6AACgDW/4l2haaxxb2VnCCT0RFHWud1PWda122tV8Htb/ZrpWLapMCViwcYCHBJPY9Kg1Tw7b6zZWWqeNJ44xZFpWtopSsAzggNn7xGKraf42uvEV1JY+ENIJso12/2lcDZAp/2V6tQBZ1Twh4el0qG68aTQX1xDEEkvbgiPIBzwBwOfSqcPibUdaj/szwLpSQWUQCrqV1GUgUf9M06sf0q3pXw8RtR/tXxPfya1qAbMfmDbDEOwVOn512scaRIEjRUUcBVGAKAODg+Fum6jOmo+K55Nb1Ubf3z/IiBeQqqvGM+td6qhFCqAABgAdqdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcF8Vv+QNo3/YZtf/Q672uC+K3/ACBtG/7DNr/6HQB3g6ClpB0FLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcb8SptTi8LpFpUk8c1xdxQyPAMusbNhiPTjvVP/hV6f9DRr/8A4FGgDvqK4H/hV6f9DRr/AP4FGj/hV6f9DRr/AP4FGgDoPF2p6jpGhS3mmQLPMnBjKMzNngbcd8kcniq/grUdY1PRRLrUHk3KHYUZCrgjru7H6jisf/hV6f8AQ0a//wCBRo/4Ven/AENGv/8AgUaAO+orgf8AhV6f9DRr/wD4FGj/AIVen/Q0a/8A+BRoA76iuB/4Ven/AENGv/8AgUad8PI9SstR8R6Zd3l5dWlneCO1kuiWYrtBOD35zQB3lFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBfE/7nhf8A7D1t/M13tcF8T/ueF/8AsPW38zXe0AFFFFAGRrfiTTfDyRNfyupl3bEjQuzYGTwKff6jNa+HrzUVg/eRQPKkfXdgEj8+KwfiEk0GmW+p2UrR6hbybLcooLEv8pA/A1x2uab4tPjVLCz1K6uGmthK48zZGucggjPagDt7fxJp0Ea2PA1CdDLNEcqobA35Y8DrUunXOl67NPpltaxzWOmzIDIHyPNADDHrjPX1rE1jRLO71jV0+2R25jtxNPKcboi2DgcjAO3uO9afgTRLfQPD0l4kxl+3H7XKVGQCV6DHXpQB1U88VtA800ixxICzO5wFHqTXj2teHJvivqVzq+l3MmnQWyGzinuIgyXKE/Oydx6Z7108HiN9cttVuvEdnDpfhYKYUS+BSS5HduSMD26mqlk+ueN9Pey06JvD3hlV8qCdR/pEyDgbAeFUjv1xQBT03U7fwppsPhDwFYjV9QiYC6uORDE54LyN0zx0HpW3ovwz0yDVF1/W/wDiY6+7iWS4cYRWxjCr0wBx+FdL4f8ADum+GNKj0/S7cRQryzdWkbuzHuTWtQAVR1bVrHQ9Olv9QnWC3jHLMep7AepPpWXe+ITex3tn4Znsr7VrbbuieQ7Eyf4mHf2rmb7V7bw9bT2/iTUU17WLpllg0qKEPskHQIo5Az3agDC8S6ZrHxQsE1fT4G0j+z3eO3Gox4E8br8z4I+XA6U7S3k0bwhH4I8Gb9S1KRGE+pQnEFs7ZyxccZHYV0Q0DxL42sE/4SiYaTZFgW02zbLSr3Ej9voK7TS9JsNFskstNtIrW2TpHEuB9fc+9AHnPg74WTxadjxpfTatOs2+KBp2aJAOc4/iJ969PggitoVhgjSOJRhURQAB7AVJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVUvNSsdPVWvby3twxwDNIFyfxoAt0UyORJUDxurqejKcg0+gAooooAK4L4rf8gbRv8AsM2v/odd7XBfFb/kDaN/2GbX/wBDoA7wdBS0g6CloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiuQ+IutajofhyKfS5VhuJryGDzCm7YrNgnBqX/hHfEn/AEOU/wD4Ax0AZ/xB1fxPpps4/Dtk90zHzJVjU7gqcnJxjBHGOvPFdXo091c6NaT32wXMkYeQIpUAntg81if8I74k/wChyn/8AY6P+Ed8Sf8AQ5T/APgDHQB1VFee+KrfxT4d8L6hq8PiqSeS0i8xYnsowGwRwcV22k3Ml5pFncy48yaBHbHTJUE0AXKKKKACkAA6DFLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFY2o+JLDTnkjP2i6miIEkNpC0rpnpkDp+NbNcF4mmvtP1vy7XWtUE10plSzsbKKQqi4BYlh0yR1PegDq9P1ux1KVoYJHW4VA7QSxtG6g98MBWlWD4Wa5m0vzr1r17jeV33sCRSY9MJxit6gAooooA4L4n/c8L/wDYetv5mu9rgvif9zwv/wBh62/ma72gAooooAw9S1CdfEWladbk/vS8swC5+RR34wOSO+ah01JZvFmsX0gAgjSO3iPTJALN/Mc5/Cn2+pXT+KNUhm8gWFnboVcD5gxyWBOfQVkpqljD4FvtUsEuIlvpJCpJZmMrnYCMjIGce1AGL4jl0L+wbq8uHl0/+2rkCd5cS/IhxkjdwvC9D3HFc5deNjq/jmfThLeMmlyCKx0vTyym8YdHkboFHpWB4Wg0KS2m1HVopfs+nKXvYZpC8c8+7CCP6sDxznj0r1PwH4PsYJG8XXdj5et6nmeRXGPs4fnYo7YoAXTvBV3rd8ur+NJVvJ1O6305Tm3tvw6M3ua7pEWNFRFCqowABgAU+qmoajZaXbfab65jt4dwXfIcDJ4AoA5jx/40k8IW1gILeKSe9lMSyXDFYosAkliBn8K4KX4sX1/4LudY1nTBb6PKxtI3sbhlmmlzyVP8K4De9aniyOFrmTU/HYhuLeKR49J0SHkztnAY92YjHsM1f0f4fPrlrYzeJreGDToF3WuhQKBDBkdXP8TY/maAKHhoaprOhwW3gvSl8PaJMA0moXOGnnBHJUDv/tE13Wg+DNF8Pss9taiW+xh72f55pCepLnmtyCCK1t44II1jhjUKiKMBQOwqWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPQ14brmsaTo19Kuv8AgN7maaV2SfU9QidpBnqu88L6DtXudeWeNYoF+IdtLPHoq7tPYK2rco+HH3eRgj9c0AdP4BGmXOgJqml2H9nw3ec2qTiSNCpIyu07Rn2rrKx/DHl/8I/b+UNPC/Nj+zv9T1P3ef8AJrYoAKKK52Dxz4cudbGkRanG14WKKMHazDqobGCfagDoq4L4rf8AIG0b/sM2v/oddBF4w0KbxA2hpfob8cBMHDHuA3Qn2rn/AIrf8gbRv+wza/8AodAHeDoKWkHQUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHLDFOmyaNJFyDtYZGRUlFFABRRRQAySNJY2jkRXRhhlYZBFMkjcWrx2xWJ9hEZ28KcccelTUUAeTeJbv4i+Grazml8Q6ZMLm6jtgFscbSxxnrXZ+HbDxba3sj69rNle2xjwkcFr5ZDZHOc9MZrH+Kn/ACDNE/7C9v8A+hV31ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcJ4x0nVtS8QWNzp8E1zbQQSRyrbXot3V2ZSMnuMA8V3dc7NZ6HqWuyMl40WpQ/u5FhnKMeM8r0PB64oAl8K29zaaV5F3FPDPvJ8u4uxcPj13elZ+um61PxZaaCt5PaWjWjXMjW7bZHIbAG7sO9bOl6DY6PJNLbLK00xzJLLIzsfbnoKj1PQze6jbajbXTWl5Apj8xUDbkP8JB7Z5oAoeGNWuH0C++2O082mzTQNKesoTo31xXKaJrmoT3OlavdalfouoXAUiSHNsysSFiUdVYf3u5rvNI0NNI02GximLoCzTM68ys3Un0rHg8ENE9nE+sXMtjaXf2qK2ZBwQ25V3ddoNAHJeOfGOh61qHhzTbG88y8h123MkRRgVAYg9R6163XnvxMtoEbwxKkEayNr1tucIAx5PevQqACs7WNZtNDshdXZfYWCAIu4knpxWjXNeONNt9Q0DzLmdoUs5VuQVJGSp4HHvQBzR8V2t74P1W6iihtdRubg2+xeHlJOFPPciua8T+LjdWsOjqkkFnbM0C3FvORJuUbMEdzn8KztT+G80fie2t4pY3n1VjOmXOEAXc+OeOeh960/F+p+Hra8lNntutYnhFk8K/dRUDeZJgd8bgD60AQ/Dvw5b+JNXabyGXQdLkUxRP0nmA+Un12jn6sa9y6VieFdJt9K0SHyFxJcIk0zbdu59ignHbgDiuW+Jvj678GvYw2oto/tMcjme4DEArjCgDqTQB13iHxHp3hnTTe6jKVQsEjRRlpGPRVHcmvNvEV5DqWv28qfaNU1+REksdDm4isz/flxxx15rltB8b638UPEttbw6PZQ3tsjGO9Z2ZbYHqwUjBb0zXtfhvwpp/huBzApmvZiWuLyUZkmY9ST/SgDM8O+C/Iu01vxDKNS19hzK/KQf7MY6AD1rsaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEPSvLfHFnp2nsJdX1myupIUaVYdStBMQjMBhSvPUgAV6nXIeJPAen+Idat9UubmaMxJteFACsu07lz9DzQBoeDDbN4VsmtFsxAwJX7GhWPqeinkH1HrW/XO+Cbe2tvCttFapdKgeQsbqPZIzFyWYr2ycmuioAQkAEnpjmvM/O03xPrFva6O9haaZptwZY5FKiS4uFzhUHUKD1PevS2UOpVhkEYIrMh8NaHb3CXEOkWUcyNuWRIFDA+ucUAeZ6ZIh8JaHpcrRtr41cF4wMyKVmLOT3A28/Sj4gaf4qgfTJ9T1q0udMbWbfy7eO22OuX+XLd8CvV006yjvHvEtIFuXGGmEYDke561xnxW/5A2jf9hm1/wDQ6AO8HQUtIOgpaACiiigAooooAKKKKACiiigAooooAKKKKACisXxHp2s6jaxRaNrC6ZKr5eQwiQsMdOeleeadB46v/F+s6F/wmQT+zo4X837Gp3+YpPTPGMUAeu0VR0m3vbXTIINQvBeXSLh5wmzefXHar1ABRRRQAUUUUAFFFFABRRRQAUUVXe9tYnKSXMKsOqs4BFAHE/FT/kGaJ/2F7f8A9Crvq86+KN7ayaZooS5hbGrW5O1wcDdXef2jZf8AP5B/38FAFmio4po5k3RSK69MqcipKACiub8R+DrbxJcwzXGp6pa+Uu0JZ3JiU+5AHJrz3wP4Kj16LVpLzXtd3WepS20Wy+YfIuMZ9TQB7NRUcEfk28cW9n2KF3Ock4HU+9SUARXCSSW8iQy+VIykLJjO0+uO9ec+IrjxdoeqaDZp4kjlGp3n2ZmayQbBjOR61U/4WJr93qniGCztrBYdGkcSeaJNzIpIBGBgnjoKyn1HxX43k8PatbppMaW1w9zbiR3QsyjBDAjgUAepaRp+sWc0jalrP29CuFQW6x7T65HWtmvMX8X+MFCgQaOXeVoVG6QDeAT1x0wDzW/8OPFd34x8MPqd7bxQTLcyQlImJX5cc8/WgDr6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK43xFYX2s6qkVpoFsXg4XU7uTb5eef3YQ7jzjuK7KigDL0HS59H0tLS41C4v5ASfOn689h7D3ya1KKKACiiigDgvif9zwv/2Hrb+Zrva4L4n/AHPC/wD2Hrb+ZrvaACue8Y3dhBoog1BrkQ3cyQD7OcNknjnsPWuhrnNbGmaprenaPdTEXSN9sSIAEMqHvntQBwfjTxfa6H46lhDQrc22lNDYK6sT57kAD0xgdap+DNCjCW15qentHc38y2Mc0qp5gRUZpCPTL5+briuS+I+ltqPi/WZ7fVbfz4J0njtUiPmt91cB/XJ6V7Hp9iT4q060w62+maeJlV8kmVyQck9eM0AdoBgADtXjnjfxI+qa/dWItLe7s7YmxtbWeFXNzeN1Zc8hUHU13Pj7xHceHPDwksVRr+6lW3t9/wB1Sc5c+ygE/hXOeAtBuNb1JfF+sSLcbVKad+6VNynrMwHG9jmgDpfAng6z8HeH4rWKCNbyQB7qVeS7nrz6DsK6miigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooARs7TjrivFrS70a6m1GTxp4mvdN1uC6l2wfbGgEcf8AAUXocj0zXtJOASBmvHxqmsX17q2r6l4e0+7XT7kw3FibENcJDj5JEcn5/XFAHdeALm9u/BljPfzyzyNv8uaZcPJGGIRmHqVwa6euV+HeuXfiPwXZ6leoiTyNIpVE2BQrkAY7cAV1VABRRRQAVwXxW/5A2jf9hm1/9Drva4L4rf8AIG0b/sM2v/odAHeDoKWkHQUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXBeHP+SveMv+uFn/6Aa72uC8Of8le8Zf8AXCz/APQDQB3tFFFABRRRQAUUUUAFFFFABRRRQAV8d/F92HxQ1kBmH7wd/YV9iV8c/GD/AJKjrP8A11H8hQBxBdz1Zj+NL5j/AN9vzqykEszFECMxjBwExx+XX3pzW0zCKIBC5IACpz374wfzoA+nvgAS3w2BJJ/0uXr+FbnxM8YX/g/RbSfTYYZLq5uBCpnBKKMEnIFYvwFBHw8cHGRey5wMDt27VV+PJC6DouTjN+Bn6jFAHOQ/FrxzKoY2+i4OfuxyN09wcVjaD478XeHTeQ2cekuLy6a6fzA2Q74yAAc4/Cs2/E2l28ZkKizZGa3MY/h6SZIwT+fFRacLS/a3k0s5vHk8q28xi2Zu3BJyMDoc0Ad3p3xW8XPr2l2l7b6Z9nuryO3cxxSBgGIzjJwDXudfK2mT3U/ijQuvlJrES3OV/wCW4fDY54HTivqmgD5/sp5YNY8druZfNnlWLa55be2Qc9P+A81r+EbmK30bTku3ZZVEgbAVtuemDJ8x/wCBfhUGmWF9Nqnix5VhKyXk66WWjHEwc7s8fMPY5p+mf2ZZ28EXioZ1GFHa/wDKcxKBnCYVSAvPoBQA97vMkQa4lMYu3LD5fuFW7dPwPy1ufAn/AJECbHT+0Jv/AGWsm5h05LMzyeV9lUvLNg4b7LggYPY7tvzZz71qfAYofh7IU+4b+bb9PlxQB6hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHBfE/7nhf/ALD1t/M13tcF8T/ueF/+w9bfzNd7QA13WONnY4VQWJ9AK4i38SeFNS8amSK/t5NSgs3VPkIdFHLcnt7V2V5C1xY3ECkBpI2QE9ASMV4lfeDdb0WOfVZrmzkgsl2uITghTwRj1560Ac9bQGPXLy9Eq3k8s5uopHJBRFOQevTn613XhL4l6LP/AGz4k1eYadHNNHAkTMXyVByVwM8/0rD+HvhhH8S6wNXghmgt4yQn3lXKg4J6Z5rL8WeFrTSPAemXwtTpWqS3M8XllN4aOQtlj6AJyD6UAXLbVNV+LHj6/sbO/k/4RlJF81QCAIl6Y9C5z+Fe9W9vFaW0dvAixxRqFRFGAAO1ed/BbwlD4d8FQXrRut7qSiabf2HO0AduDXpNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIeh5xx1rw7VdXit/E8NtF8UJ0gnkl+0MNn7gqCVXp68V7lXB+JdV8MaDqiWL+HDqF9KhmaO1sw7KuercdzQBv+EPIPhu2Nvq51aIliLwgDzPmOenHHSt2snw5d297okE9rp8unwtu228sflsnJ/h7eta1ABRRRQAVwXxW/5A2jf9hm1/9Drva4L4rf8AIG0b/sM2v/odAHeDoKWkHQUtABRRRQAUUUUAFFFFABRRRQB5R4r174neHodT1NLbRW0q1LOjZO8x54yPXkVqeFb34k32o2c2tW+kR6VKu92hYmTBHGBWp8Uf+SZa/wD9e3/swroND/5AOn/9e6f+gigC/RRWdrurQ6Dod7qs6M8VpC0rKnUgDOBQBo1wXhz/AJK94y/64Wf/AKAa5+P43vNoZ1qPwlqDacHMf2gSpt3AZI/Ks+w8Xa3pfjHXNfl8G6iYdRitwsYkXKBEY5J9wCfwoA9tory3/hcMsM9ut74T1G2hl8omVpFIVZG2q30yD+VeoqQygjuM0ALRRRQAUUUUAFFFFABRRRQAV8c/GD/kqOs/9dR/IV9jV8c/GD/kqOs/9dR/IUAchafaDcr5TyI+37wzkCpFF19uRRLLv3Da49cdqdbXMIn/AHhZVMWzI45p4ubczQISyojDJX056HrQB9M/AHd/wrj5s7vtkuc9c8VX+PbKugaKWXcPt44/DirXwFcSfD13XOGvZSM/hVX49BjoOihRz/aC/ljn9KAPNtWVrbQdOn1FjdRy29yyRJ8qxqp5UfXvWX4UnS/1fSItPhSy86/WKJgMtFJj74NaWsOi6ZaW2msvnQwyrJGvLIzH5QSe5HSqfh22ktLrT7rU4XgEN2JJpZT8scYH3mA7UAaOlrG3iGwaHegi8RrFIC2RIwcZc+5PNfUNfLGlXDN4k0pJpV3S69HNEMcvGX+Vh7YFfU9AHisMN9FqVwY7mdlvdZuorfZnFowc5fr3rE8S3sWi6tqdrqdkdVuLWNTNcP1lDNxnPYGtywvrJNT1hSyyta6ncyXmwkfZ4y52tJ6qfas+/hudWu5brRbK4v7S4QrBLaMFSYg87c9Md80AR3l7IuiXUskbvbx6cbh4iPleLIHldemSD+FdX8AiG+HBZRtBvpSB6cLWNeAyaPNbx2M5uZLV7eNA3LT9dg/2sAn04NbXwEVl+HTKwIYX0oIPY4WgD1GiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkvEcuo6lr9t4e0/UpNM8y2NzJdRIGcgNgKAeB9a62sHWtFu7nULfVNKuYrbUYUMW6aMujxk5KkAg9ecigBvhHUrm+0eRL+QPd2c8ltPJjAdkP3vxFc/beMLnV/iNZ2li2NEVJ4zLniaVV549F9a6LStCl0vT4rMTRzLK0j30jqQ0zN1IweOf0rHt/hro+n+IdL1HTo3t4LLeTB58hBLDjALYAz1HegDlvG/jjw9r2r+H9I02/E95BrtuZEVDgBSQeeh5Nev15v8RtL0+0k8Mz21jbQzNrttukjhVWOSc5IGa9IoAa5KoSMZAzz0ryPxXqV1pPw31O3v/syajfzsVgM4+4zdcjsMV6drayPoV+sSM8jW7qqqMliVIwK+f/iJ4ImsNFtHc2/y6dGFimb96jJ97DenNAGn8OZNT0f4Y67rd2jEXQ/0dy3EhY7dxz6HFHjO+v8AVfFWieC7K6nNqILeOZUUN5hflyxPIwgJ49a1dGt7k/CjQtKvoWWG7vAjoDv/AHQ+br2HFS/Dm7m8a+PdQ8RXUCrbaYrQWe2Ly8FiR2+98gHJ9aAPX4YkggjhjUKiKFVR2AqSiigAooooAKKKKACuY0n4geG9b1t9HsL4y3ybt0flsMbevJGK6eqsOm2NvcvcwWVtFO/3pUiVWb6kDJoA838XfF+HRvEa6JpNtFd3MO5rrzmKBcDO1eOTj8K6S2+JHhya+07T5Lwx39/HE8UJjb+MAgZxjvWhqvg3w9rd9HeX+lwy3MZ4lGVY+xK4yPY1o/2Vp3mwymwtjLCAsTmJSyAdADjIxQBLezm2sLi4UAtFEzgHuQCa5vTdX1eDWtLsdUlt5/7QtXmBhjK+W64JHJ5GGFdPPClxbyQSZ2SIUbHoRg1haX4amtNSivb/AFJ76S2RorQGIJ5SNjOcH5icDnjp0oAuvr1lHeX9qxfzLFEeb5eMMOMetZ3/AAmlp/ai2q2ly1s1ytot4APLMxx8nr369KoXfhPUtQ8V6vdm/e10+7ihTZGoYyFRzz1Xn86oN4U1r/hIY1gKw6TFqaXqxkqVOCCxBzuBOD8uMe9AHReMtR1HSNCk1GwniRomRSkkW4NudV65GMZo1C9vdPksbefVLeIzly07wADgDAAz7nvV7X9HXXdHl055jCsjId4GcbWDdPwqe40+O5vLW4cg/ZwwClcg7sf4UAcFP481W2v9JTbazWM97LDJcgbRLEu0B19OWxWlL4xu01TXTth+wWMRWDPDPKDg8+mSBWt4h8KQ+IJLdnuGgWCGaICNf74GCD2wVBqjB4DhXTdMsp7+WVbQL5rlfmuGDbssc8ZPWgCSy1/Up7SVpoo1lgmgtn+UgNI23fj2G4AVEniTWtLLRa1pqy3dzcNHYW9kctIoBJJJ4GAM5NaUOi3RudRjnnBtpbyO7hIHK4wWXH1Uc+9T63on9qi2nt7prS+tHL29wE37CQVYFT1BBIoAwtM8a3Euj/abnTppbt7u4iSCIBdqxyFfmYnAIGO/NX4fHWjT6a18skvlLCsp+Q9C+zA9Tu4rM/4V2kmmW1ncao9x5dxNPKZIVKymRtxyucAg9D9eKqr4Ba1bw/pcJll06xkke5lLBRKpO5Y2UHJw3P4UAddYasLnV7zTnI86FUlUAY+Rhxn3p2tS38Fqsli8Maq26eWVS2yMDJKqOp9qovo14uqajqVo6QXU4iijL/MpjXrx2JrQ1bT57+3RbW/lsp433pIgDAn0ZT94e1AFfQdXfUtAXULhVUjfnb1IUnBI7EgA47ZrDj+ItrcuEtdJ1CdjareDCADyD/Hkn2PHXitzSdBTS9MubX7RJNNdu8s8zADdIwAJAHQcDis7S/BcemRPGt68m7S49OyUxwm75uv+109qALMfiy3lvxELS4W08zyTeOAIxLnGznk/XpVeXxrAl6kC2N15crSRQ3DKAjyKCSuOvbr0p3/CJub9TJqLPpizC4+xGIf60c535zjPOMVNceFo7n+z91y4FnO83C/f3AjHt1oA5rTviFqM89r5mlSzrNpzXbRQKAykSbSSScYxW1B47tLzULS1s7K5nW4hSYuNq7VcZX5Sct74zil0jwWulSORfvKn2JrJAYwCqFt2Sc8kVnSfDaKT+z1bU3MdpBHCCYR5ilRjdG+cpnAz1oA6PxB4it/D9vG8qGWWXPlxB1UtjGeWIHcVTk8b6PDZ2108j+Vcxl4mVdwZgcFAR/Fk9Ks+IPDqa5Fb4mjjnt8+W80CzL82M5VuvQelZz+BbaWzgs3vJRb26EwrGoTbMTnzeOM56AAY5oASx8f2F69qxsr2C1umZIbmWPCs65yvqOh5PFS2vja1mZvPsrq2V4XuLdpFH7+NOrLjp+NZXhfwLd22m2cOu3rXK2zyOlttXAZifmLDrwenvWrZeDRb3AluNRmmWCF7ezQIqeRGwwR/tHpz7UAP0/xpZ3r2scltPA91OIYclXDEqzA5UkdENPk8YWIuktYIbie4e7ktFRF/jQAscnsAc1j23w2itSLiHU3hvkmWaKWGBURWUMATGOCSHIJ4z7VoWHgtbLUbe9fUZJpIb2e7JaMDe0i7SOOmKAGWnxD0a81+PS4mbEsrQxz7l2tIvVcZz264xXXVx9n8P7Cx1mK7ikRbaKVp44BboGDsSeZOpUZ4H612FABRRRQAUUUUAFeXePJX03xxZX00+sxWz2Lxq+lw7mDbgcMcHg/0r1GuK8VnxBba1FeaZY3Gp2ZtnhNvBdLFskY43HPXjv2oA2vCl0l54dtp45b+VW3Ye/XbMeT94YFbdYvhW21Gz8N2dvqshe9RT5mX3leThS38WBgZ71tUAFFFFABXBfFb/kDaN/2GbX/0Ou9rgvit/wAgbRv+wza/+h0Ad4OgpaQdBXF+L/Doj0jV9Xh1jV4Z0gkmRI7oiNWCkjC46UAdrRXBeCfD5vPD+jazc6zrEtzJCkzq92SjEjuuOld7QAUUVj+JPE2m+FNKOparI8dvvCZSMucnpwKANiivNf8AhevgfOPtl1n/AK9X/wAK7Xw/4h0/xPpEep6ZI8lrISAzoVOR14NAGrRRXm3jv4lah4U8SW+kWOkQXrS2/nl5LkRY5bjkei0AbXxR/wCSZa//ANe3/swroND/AOQDp/8A17p/6CK8G8b/ABX1u/0PUtBvfD1vbGdBE8guslN2GHBUdhWto/xd8RmxitrfwxayiC0WQkXuSUA64CnHSgD3KuZ+IRx8PtdOAcWb8HoeK574dfEu58a6pe2F3pKWUlvCswZJt4YMcegroPiGM/D3XhjObOQY9eKAPNrKAzeHP7b+x2CbQI/7OVj9lOATu/3jjB46U+PRNrOf7TvZdu1tsvT5lLY69BjaPZmqDTtHZfh82kjTo0TeZf7LMx8w7lI378Z56Y2/jWob97kPH/akE2FRdnlBekbLjO7tu2/Vs9sUAc54v0021haMZj/x+W0vBJ+9Jjy/9wYyPcmvoCP/AFSf7orwTxiGi0+0JkhH760t/k5+7KT5fXquc5756Cve4/8AVJ/uigB9FFFABRRRQAUUUUAFFFFABXxz8YP+So6z/wBdR/IV9jV8c/GD/kqOs/8AXUfyFAHILGWJBjRBsByT0HrSvCQI1KRqpI/eZ4NNWIuSvkhfkB3MTge9OeAgIpjVQSP3m7hqAPqP4CAj4eMCoUi9l+UdunFVfj2nmeH9GXBP+nA4HU4XNWfgICvw7YFNhF7KNvp04qv8eJDFoWiupORfgcAHOVxjmgDy++/4nNlEqxKAsTp5iH95J3y2ccr/AA1BpYGmzWkRea5MbiTyrn7j/wCw+M/Kc1PeA6KvnwxG28xfM80HzvMK8bvm6bfTJ/Ci3nOsRoXk+3NcHySgxEZP+meFJwf9oA0AO022Nt4n0PMMfz6zE24kZjy+dif7A7V9UV8qabM9z4q8PFgX8nVIYt2wL5W18bOBzjpnjPXFfVdAHhdlAb3VvEpENvH9hvribgkG6y5+Sb/ZHbrS2umf2xHDcfbrrS/tKsfs+ncxQbT/AMs+Rye9M0yxP9reNCtsifbrmeEl5D/pmHPyL/cI9Ru+lXfD902h2FhZi+i0cWwkP2aRBMbfPGSxKls/QfjQAlxopFmw+1yrvDw+YpO9MAnzF5/1nGPoTW18Bhj4eyDcWxfzDJ6n7tZ07vHAtz9qt18uaS587GdnysPNxnkc429OetaXwIbf8P5W3bs6hMc46/d5oA9PooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDgvif9zwv/wBh62/ma72uC+J/3PC//Yetv5mu9oA5TxX4r0XTcaVc6nZw3sxQGGWVkO0nrleQfTmuB+MOqpth06JbSeRVieJRukl25zkjpt9/Su08Xae098sVv4fF9NqELxG7MuBAQvBIx9MYryPSLl5NU0nw9q+kXEmoQ3KBrm7ZmRkBxt2+h7UAT6z8TNVe2t9RbSorebS1YQs2RDKWG37vfgnAr0v4Ostz4Bj1HYqSX1zNPIiDCqSxGAOwAAryf4nWOkL45udJtfJPnJEkNtACvlzbh1A4Oc9DX0XpenwaXplvZW0McMUKBQka4UHvgfWgC5RRRQAUUUUAFFFFABRRXLyaN4oaV2j8VbEJJVfsMZwPTpQB1FFeVeMfh14w8RyWTJ4vbEL5ZPKEQA/vDZjJ+tdRFoHiqKJIx4uJCKFy1lEScDucUAdWzrGjO7BVUZJJ4ArO07X9L1aTy7G8SZ9m8AAjcucbhkcjPcVWjsdTg0HUIb/UDqM7xPsYQrGQCuNuF681zulXMWreKtFk0+3nSLT7OWK6LwNGEJ27V5HJyD0oA76ivN9W1z7D4t8SWRW7lllgtvISFGYZxzyOB61lTXKJ4hsre8lmbWxrkZLAsVMBIwAegGD09aAPTdS1mw0eMSX9x5KH+MoxHXHJA45NMbXtOSGOVpnCyMVQeS+4kdeMZrL8fwyT+DrtIo2kcvFhVXJ/1i0/xBZ6hd6hpSadeGylUSkzeSJABheMHjn+lAF9PEejvJaxi/h33UjRQoSQXdfvLg9CPQ1MdY08X09kbuMXNvEJpY88onqa898UeH5dN1DSrmCOa8vE+0Xk0qRgGSVQh6AYXIBAFQIl7dWaahb2U4udf+aSORCWjjZ+VORxhR3oA9Ii1rTp1DR3cbKVRs84wxwv50+w1bT9U837DeQ3Hktsk8twdp965S0t7WNNVt7WJ/Nj1aFZFx0UbNuB/dwD7dah8SaJp+j3FlPHZvHpM12ZdSFsrEsQjbCwXkjdjP4UAdtaXttfRvJazLKiSNGxXsynDD8CCKsV43p8Xk+GbGGK1ukha+vmh+0RysozIdgdFIJJByCemKSx1LXYvD2gWbST/bdZDWLmVirQhXJ3YPP3Mj8uaAPXobqG4eVYpAzRNscY+6fSo9Q1G00u3E97MIoi6oCQTlicAADnJNcxa3iaV4w1Zrid1sI7a2j3HJHmHjn3NXPGdtYXFjaHURfLDFcCQSWe7dGQDydvOPpQB0FtcxXcAmhLFD0LKVP5EZqauW8NvfP4ZvDOZ2h3yfYmmz5rQ7RtLZ5yTu684xXEeHNClazlW4F+f+JBDON7vn7QS5Lc/wAQwo9QKAPYKazKiM7HCqMk+grzqZpJ9Xgt4Uul15b5JDIVbZ9nHq33cbe3rTL3SpFn0maKO5M1xd3CTtlslGU4U/7PpQB3lprGn38iR2t3HK7xecoXumcbvpnir1eN+GvD0MzRRT2lyotNFlTY29QJfMPHucYIqJjqf/Epmke7muxZWrpbTRSb5GUZIjkU4Uno26gD2miuG+IMFzNFpkwYR20TSNMZInlQEqAu5UIJ6tisbfr0Gj6dHAlzLepCzXhSMoDa5wFwc/Pt6c54NAHqVFeL+EHlnsdKbRPt39oGSczyThyvlYIGSeDzjA9a0NMS4luIVshqcckWmTpqb7GGZz0ODwzZzjHagD1iivGtKn1Gxn0+5eO4nsLa7jlubm3gkjUDy5EIMZOcg7SSOPyq9Zwz65rFolxHe/YZtavGZHDpmMICu7/Zz0oA9Xorx7SLfxFB4rsobidhdi9czhLeTJh5A3OTt2YxgY4r2GgAooooAKKKKACuP1X4f6HdSSXKXN9pbO2+V7O8eEOfcZxXYdK8f+IdrBrmu2VwuvWqaVLG0U8UkzL80bBsKBwckAGgD0rRdA07RI3NisjNMFMk0szSvJjoSzEk9a1q5nwDAbfwZYRtdR3Bwx3RMWRMsTsUnnC5wPpXTUAFQG8theCz85PtJTzBFn5tvTOPSp64e3022034pGSLzGefTXkkeRy7E+Z057DsKAN9PFOiPq50pNRia+D7DCoJIb0zjGa5v4rf8gbRv+wza/8AodUIb6bSLewutO12G/W61UxyQNbqGYO+COm4FfX0FZXxA/4TDfpn9qnSv7K/tm38v7OG837/AMuc8dOtAFn4o/Fm98B61aadZafBcmWDzneYnjJIAGD7GvOdU/aB1nVdJu9Pk0exRLmJomZWfIDDGRzR+0X/AMjxp/8A14L/AOhtXj1AHr2i/H3WNE0Sz0yLSLKSO1iESuzPkgdzzXp/wr+KV94+1K/tLzT7e2+zwiRWhY884wc/WvlKvbv2bf8AkZNZ/wCvMf8AoYoA+kaZJFHKmyRFdT/CwyKx/F+q3GieENW1O02/aLW2eWPcMjcBxkV80r8ePHLMB9ttBk9TbJgfpQB7ZBZWv/C7LyP7PDsGkxnbsGM7jXoUcaRIEjRUUdAowK+Rbf4q+J/+Ekk1xtRtY76SIWxf7OpXYOemOOe9akXxx8bNOsbalZckYxbLg89M4oA+qa8C+Mc7QePovLdFk/swMuSwPDMTjb7Zz7V7pp8z3Gm2s0n35IUdvqQCa8U+K1x5HxGtz5Bf/iXA+ZuwEwz8f8C6D3IoA4q98mx80ajFmZNu77WFDZZcjOMc46e3Wm6e1xfzPHbLK4WAzFbX5isQGcNu42deR+dQaxbbLmTKy61tKjz7bIEuVzkY/u/dPvV61/0yIQi7XSPKtPvynd5v/TD/AH+2aAOu+C5jfxxqzxx7FbT4mxx/e9q9Q+IQJ+H2ugZybOTp9K8p+B8Xk+N9YG2Rc2ER2ydV+bp+FerfELn4fa6N23/Q5OfTjrQB5ZZx6nH4dGk+VP8Aaj853RL9p2kYHGNu3075q0dSgclYDYsxVQ2wNkEKVI575Iz74osVRPCpsjrdtJIfm/twRfuhkH939V6nmphdxFmA0SaDKp+8cZGdpBP453fRDQBg+LLh2sLLzBFg3NtEcIVxIsmSP9/B57YxX0JH/qk/3RXgXjKSI6fZ7E3k3VqpATbgiTPnf7rdB9K99j/1Sf7ooAfRRRQAUUUUAFFFYHiQeKdsB8Ntp2efOF4G/DGKAN+ivMbPVviZe6nqFhGvh8SWLIJCVkwdy5GOa9FsRdiwgF80TXeweaYgQm7HOM9qALNfHPxg/wCSo6z/ANdR/IV9jV8c/GD/AJKjrP8A11H8hQBx6yXCEsFx8nOUH3aN9wiRsVwoI2koP8mpIGJm+aeFB5eCSuePTp1pyn54V+0RCMEYJXkdeooA+nvgJv8A+FdsZBh/tsu4Yxg8VX+PDBNB0Ziu7F8OPfbxVj4CEn4dsSVYm9lyV6Hp0qt8el3aDoo2s3+njhevTrQB5iwZLOO41BXlWRHZPNxtKr12lucZ65/CoLO5F3dW0FiEVZmCotuSW3+ijJUt168VNrSfa4Uk837ZvjP+j2/3odp+6SM8v1FN0mTMVvbi2k0vdLt864bPkZ/5bMD1AoAsWMcf/CTaE0UZXy9YhjcgLgMGGQ2OjZ6gcV9SV8o6RbeX4p0Jt7R7NXiTY4P7/wDeZ80egbOQK+rqAPB7VbqHVvFBVX/0u9nit98YO5g5z5X+165yKl0+9i0qCK31FrVLi3Vi4vwRJ83TzAuAPbFLp6xpqniovqMLme8nRF8vJ087z+9f2NP0+eKzghik02TxCYUc/bbYbUvCT0UdtvU0AJNfyC3LulsIULTMSpC+WQRknrsyevXOK6H4DkN8PZCMYN/MRjp/DWPcXMQsywsWk275Ps4TDS8H/Rwcfe5zn/ZrX+Axz8PZDsKZv5vlPb7vFAHqFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcF8T/ueF/wDsPW38zXe1wXxP+54X/wCw9bfzNd7QBy19rklj4z+z3F3FDpsdgZnV8DL7uDuPsOleYeAJX8TfFS41m6nFxGiO0S7eFIPyn2xW38RLG517TNU1OKHTz/ZF2u3zOTKifeVse56VS+GlmkHhHxB4iNoltcyh44ZAuwhAOn0z7UAVtEt7XXviys0Om+Xdx3st1dTzPuLIg2qFHYZIr3OvHfhJpkc/ibVtX82d3gt4rY+aScO2WbB9OB+dexUAFFFFABRRRQAUUUUAFFFYen65eXl9FDLot3bwyKxE8mMAg4wR1GaANyivLPHXinU9P1gxx3V3Z2gHlxiGIbmlwSGJOfk4xXRW/iXWLa7stNudFvLpvKi8++jT92WbG4jHGBQB2NJgDpUc4LW8gEhiJQjzP7vHX8K8u1q91Hw5dXFvDfXEUFzAsdvI03mmQ+YA02f4SA3Q0AenR2VtFdzXccKLcTBRJIBywHAzVX+wNK/tYap9hh+3D/ltjmuKu2ez1yTQ7bU7lLWYW7yXBm3FSzYKgnpuFWtPkSbWL3QZJbl7KG9HlzfaDuB2Fim7uMjGPegDvetFch4c1W5HhjV5zKZ/sN1cxwM5zlE+6Ce/pWbqXjy8sNL0q7WGCRrrSXvJEzjEg8sD6Llzn6UAeg4HpSYA7VyHhrW9ZufEd5pOqy2M3k2kVwsloCOXJ4OfpV240yCXxSgZp9rwGUqJmA3buuM0Aby28KztOsaiVwAzAckDpmpCM8V5sTqN9e+JorJb6TUI70xWkwciOH5VxntgZJqv/b+p6X4n8WRyX28tEkVjG+SBcCNMKv8AvF849qAPUcCqr6bZSagl+9tG10i7FlIyVHoPSvKdJ1jV7HQ2ea9uLh9IF5LOzvku/mmOMMe4GGOPYVuy2erXGuy6Pp+szW7jSoJVmk+b5jI+4kepoA7s2NqRIDBGRI+98r95vU1ZrzXxdrHiS30bUltbqzjjsViimcsRLKxxll/u/TvT7zx5d6f4ltLEyWktvJcRWoijDNIdwALMw4Ugn7poA9HpMD0rkLXxFc6xrD6IIXieIXC3kijBQDAQqfcMDn2NavhPUpNW8NWd3MSZSGRmbqxVipP44zQBtYGc96XArh/F4ubKd9Ri1KfEbxl1WQYtEyMtsHL7uetb2t39/DYWh0vymnuZUjV5h8oDfxEf0oA2cDrijA9OlcDP4s1zS7i3a9FnPDKs8YSJSp8yNS27J7HGMVcj17XbWz1BLwWNxdxW6XEDW7YQ7iRsOfTHXvmgDsiM9aMDPSuLk1DxMEW1lurGO7i1GOJpUQ7HiZN2MHoecfhWP4d1/X7W+tUubi3urC9v7uFFYESJsZiPm6Y4xQB6LZ2VtYW4t7SFIYgSQiDABJyanxXG+EfEuoaxrF/a3skWIVysYt2jZTux1bhhjuKyrvx1rKeJp7aCwZrKG8W1I+zsd2cZbzPujr09qAPR8CjArzXV/G+uWcV3aQCyF5YsPOncHy5A0iqmwZ9G+b0K+9WrnxZrViJNKkexm1U3kNutyqsIFWRSwJHXI2kY9xQB6Djv3orzXUPG+s2WmRgtafaIbuW3ublIXeP5OhVRzg55ParEvju8/s/VLmIWj/ZrW2miKklWMhG76igD0KivPL7xhr9uuu3sdtbNZ6dcC1ijALSSuwXDfQFunetjwV4i1HXYL6PUrVoZrSUIJDC0YkBGc7W5BHTH09aAOrooooAQkAZPSvEdf+Il3B4qmgsbvwxJp0QdEW4Yg7sjJbjhsg9K9uPQ8ZryTVTrs/iezvovh2Ghs2mDDMX77cCA39eaAO58D3ct94Ss7qe8truWTeWltV2x53HhR6Dp+FdHWX4emnn0WCS40oaXKc5tBt+Tn/Z4561qUAFReREbgXHlr5wXaHxzj0zUtFAFRNMsY7k3KWkKzk53hBnPrXG/Fb/kDaN/2GbX/wBDrva4L4rf8gbRv+wza/8AodAHj37Rf/I8af8A9eC/+htXj1ew/tF/8jxp/wD14L/6G1ePUAFe3fs2/wDIyaz/ANeY/wDQxXiNe3fs2/8AIyaz/wBeY/8AQxQB7T8R/wDknHiH/rxk/wDQa+K41Dyoh4DMBX2p8R/+SceIf+vGT/0GvipSQwIJBB4xQBdtrRZDgR78yFMlsADFPgtEW9RAGYfKd2fu81Xt7p4N2Q7ZOevf/GnW08i3ABLlnKgHPIGaAPufSP8AkDWP/XvH/wCgivBPjdz8QIFPKHSW3L64LEfkcH8K970j/kDWP/XvH/6CK8Q+L9mlz8RbZ3l8pV0wqWA+YBi4yP6+2aAOY8RvLZy3iabILOJTAEQjdtBjyRnjqeah8Ixw3Gp332uIz4sGkHOMS7fv/wD1qg8TznWLq5mVItkxibdenDgIm3nOPw9qt6DPFoMktx5sshudONuFtx04xk4B+T9PegDsfg0zv431IyPvb+zIcnGP4q9O+IOD8P8AXARkfZHyPwryr4IOH8a6qAIwE06JQUPBw3WvVfiC234f663PFo54+lAHB2uj2rthLGQaasKMbYScbjnLZ9wPSse3S/nnZZbszKuAABjaOMDr2BI/Gr1t4hmaMa2qXflGJYShci4+XJ6Yzt544rOt9NmtJHlD2h3EMfLcZ5w3r1wv54oAh8a2kltp1ixLcalAgyc4j3Dan4HJzXv8f+qT/dFfPHiySaewtFcjH9owXPL5+84GP97jn2xxX0PH/qk/3RQA+iiigAooooA85+Nup3mlfDm4nsbh4JWnjQuhwcE8818v/wDCWeIf+g1ff9/2r6V+P3/JMpf+vqL+dfKNAGrH4k1uOWSVNVvFkkwXYSnLY6ZrovBPibXLjxxokM2rXjxvexKyNMSCNw4NcRXReA/+R+0H/r+i/wDQhQB9u18c/GD/AJKjrP8A11H8hX2NXxz8YP8AkqOs/wDXUfyFAHKQWiyS7cbv3e/BbGT9aebNfMiwnLkAxs2AOveq0M7xShzuIAwRntTjdP8AaBKwcqDkKWoA+pPgKgj+HjoDkLeygfpVb48lhoWilTg/bxz/AMBqf4Akn4cZYksbyXOevaq/x7I/sDRiSoAvwSW6AYoA82AFtodg9iPs0jQ3DO5+bcw6H8Ky9EZ7nXtM+3P9q33SpJj5d6Y+77fWtDWJgdNtbVMyrbwyrvu+FPmHtnHA71U8P2yadc6feGVN9vci4EdrzuA4+XGfm/P6UAbFozv4g0wysHK+IY1jOMbFBGF/AcV9N18r6VdMfEukRmJF+0a7HcZjPTL9G/2uOfevqigDxaysIrjUdWKQsN+qXIusN/r0DnC+2PxrO1Fbq1vLuLS7k2NuI8wxEbtvzc88ZzViDU5F1bV1jWbGnanczNlsbgzniPjlvXGfpVS8spPElxJfo1ugvF2gXrASDacnfkqfpkCgC5eWM8ejzzqZFlW0aRJCchZAfv4+mRj3roPgGSfhy5Y5Jvpcn14WucuVuJtNmsyYsS27WeTINnrk8/c4+mcc10fwEXZ8OnXj5b+YcdOi0Aeo0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc3rWp6i+uW2h6VLDb3Etu1w9xNGXCqDgAKCMknPeukrmte0jVX1q11nRJLX7ZFE1vJHd7tjRk5428g5oAs+GNXudX0uRryONL22me3nWMnbvU4yPY1hz6z4n07VdMN+NPKXt39nNjECZEjz/rQ2ecDBIxgetavh7SNS0XTYoZHtprmaWSe9k5AMjcjb7ZwOe1ZOiaN4utdde/1VtKuzLIQZt774oifuIMYH9aAMr4h69pOoXPhuzs9TtLi5j1233wxTKzLgkHIByMGvR7m6gs4hLczJEhIXc7YGfSvN/iFoGj6ddeG72z0y0t7qTXbffNFCqs2SSckDJya7fxLNLb6DczxKX8pC7LlQGUA5B3A8frQBx+sNpU3hPWLeNLSI31zIXdJy6O6jcGz2Y4HHrXnkHjG70LwFJZhrd2vHDtHK2JFVjhvlx07k54rc8U63PowhXUItUH9oQyTwQ26xsYmYFSZML0wRnFZ/jfw9p1r4F8P2C2EU+pxwoBOI/lJborchsnPFAHe/Bol/AzTMFLSXkxLqOHAIAOe4wK9CrN0HT10rQNPsFjWLyLdEKL0BAGf1zWlQAUUUUAFFFFABRRRQAUUUUARtDG/Lxo3GOVB4p4AAwBgVWudRsbN1S5vLeF2+6skgUn6A1ZBBGQcg0ANkjWWN45FDI4KsD3B6isSy8HaFp8NzDDYgxXClHSR2kAU9VXcTtHsK2ppVhheWQ4RFLMcdABk1z9t410m4W5aQXNqIIvO/wBJhKGSPONyjqRnj1oAltfBmgWmmT6fHYK1vOwaQSOzsxHT5ic8dueKevhHRV0b+yltCLXf5nEjB9/97fndu981DH4z0ttOnvJlurYQlQYZoCJG3fd2qM5z2qT/AISuxOkm/EF6SJPKNsLcmYP/AHSvb69KALo0i2h0STSrSNbeBomjXaM4yDk+55z71zln8N9I07TvLs8pqH2T7L9rfMgwQAfkYkYOOnvXT2GqWmpWAvbeT9zzu3/KUI6hgehHepheWxMeLiI+YhkT5x8yjqR6jkc+9AHO+FvBsPhu9vLwPE81yiRkxoy8L67mOeSa6M20RuxdFf3oTYGz2znFRWmpWN+WFne29wQMnyZVfHbsaxbrxjBaas2mnSdXkmU43R22UIzjcDnpQBtWmnWtjLdS28ex7qXzpjknc2AM/kBWddeEtEvb8XtxYpJcLcrdhyx4lVQobr6AVSuPHemW1/d2z2moGOzk8u4uVt8xRHAPLZ6AEdqvW/irSrnUdVsVnKzaYiyXJcYAVl3Aj1GKAFh8LaTBbalbxW2I9RLm4BYncWyTjPTkk1Np2iQWMkVwxMt6lsts05yCyKSRxn3NZ2m+ONG1W1s7i3eZY7tpVTzI9pURffZs9APX3FLJ440SGOWWaaSKGOBbgySRkDy2YqD+JFAFjVfCWia3ctcX9issrKFY7mG7HTIBwSOx7UyTwZoE18t62np56yLKCGYAOpBDYzjPA571Ne+KdHsNOF9Lex+W0YlRAw3uvqqnk9avDUbM3Edv9qhFxIm9ITIA5Hrt60AUodHmiutTvBcxi8vFCJIIuI1UHbkZ+bBJPajT9CTT7i0kinYR29sYPKUYV2JBLkZxnI/U1cutRtbO3M8koZcMVVDuZ8ZJCjqSADwPSp7eeO6t454W3RyKGU+oNAGTf+FNE1PVU1K7sVlulABYswDAdNyg4bHbNak1tDP5XmJnynDp2wR0rI1HxVaafqw0xbO+u7gKrP8AZYd4jDHjccjFbE91BbQGa4mjgjHVpWCgfUmgCjN4f0y5eJprVZPKaRlDEkZdSrZHfIJqOx8MaRptpNbWlmI4piDIN7EnHQZJzgdhVyDVdPuZRFBfWsshTzAiTKxK/wB7APT3pYNRsbmF5oLy3lijO13SVWVT6Eg8UAQX2h6fqMU0dzCWEsiSMVcqdy42kEHgjAqKDw1pVuLcJbcW0sk0eWJw7/ePvnJqV9e0mO3iuDqNqYZZRCkiyqVLn+HIOM8VFpPiTSdaeSOzvImnjkeNoGcCQFTgnbnOPegA0rw5pmiTzS2EDRtMeQZGYLznCgnCj2FQzeENCuNWOpyWCm6YhmYMwVmHRiucFh64rStdTsL6WSK0vba4kj++kUqsV+oB4ofUrCO8Fm97brdEZEBlUOR67c5oAwNd8B6RrOhw6YsfkCF90cgySMsGYHnnd3zWhF4U0WHSZdNSyX7PK2+TLEuzdm3E7twwMHOauy6tpsFol1LqFrHbudqTPMoRj6A5weh/Klj1TT5bN7yO+tntU+9OsqlF+rZxQBm3Pg7QrnTrexawCQWzFovKdkZSep3A557881FfeBvDuovC1xpy5hRY1EbsgKqcgEAjOD61rSavpsVrHdSajaJbynEcrTKEc+xzg1I19aIHLXUICAM+ZANoPQn0zQBUbw9pb217bSWaPDeyeZcI5JDtgDPt0HSl0fQtO0C3eDToDEkjmSQs7Ozt6kkkmrD6lYxymJ723SQKWKGVQQB1OM9BUltdW97As9rPFPC33ZInDKfxFAE9FFFABRRRQAUUUUAFFFFABXBfFb/kDaN/2GbX/wBDrva4L4rf8gbRv+wza/8AodAHj37Rf/I8af8A9eC/+htXj1ew/tF/8jxp/wD14L/6G1ePUAFe3fs2/wDIyaz/ANeY/wDQxXiNe3fs2/8AIyaz/wBeY/8AQxQB7T8R/wDknHiH/rxk/wDQa+K0bZIrc/KQeDivtT4j/wDJOPEP/XjJ/wCg18VKAWAY4BPJ9KALMN55J/1YcbyxDHPb/PNPgvCb2Ngp5IXliT17HtUMVt5wOyReGwc8cetPt4Ea6QrKCqlSTj36UAfdGkf8gax/694//QRXhPxotpJvHsUkJXzU0vamTzlnZTj8Cc+1e7aR/wAgax/694//AEEV4r8WtQSw+IETScL/AGcrlmQMo2ux5B98YHrjNAHJ3i23iETT6oVS4m8ssLnKsCi7RnHt09qq6PPdaDe3EtuHdJojZ/uAG/c4Ayc/wdeetElpc2Ofsfm3CRDAewb5DvG7Kh+cA9c9+nFLuTW1W0aaCF7dfNY3KFd0g52gpz5nPf5aAO5+DiQx+O9VjgIKpp0S/LnHDV6Z8QmK/D3XWGcizkIx9K8t+CsU0XjrWDNv3yWMb/OeeW/SvUfiGN3w814EgZs5Bz06UAea2Xia5bw9/bzwP/aRAgAfi52qCR8n3cZPBpyaZY2TPLH9hLMFfCzNnJUsfxyoz74FVNP0NB8Pjpa3lr9mDmXzl3fZcspBGSfM3DHPbHStqS+nu1aMwX0QVI0JdY8HEbDPHbDEj2B74oA5rxdLHcWFouyBf9Mtrr5XJ/eNJhh/vYAyOmMV9BR/6pP90V4H4wRorCzP7w4ks7c8DkLKSG/3DnjvnOa98j/1Sf7ooAfRRRQAUUUUAeXfH7/kmUv/AF9Rfzr5Rr6u+P3/ACTKX/r6i/nXyjQAV0XgP/kftB/6/ov/AEIVztdF4D/5H7Qf+v6L/wBCFAH27Xxz8YP+So6z/wBdR/IV9jV8c/GD/kqOs/8AXUfyFAHIRXYjk3GMuNm3BY4/z7U77blo2aPdsIJUt8p/DtUSQrI+1ZATtyMjGT6U42wDrGJFMhOCOw/GgD6k+Aj+Z8O2fB+a9lPJz6d6h+OyK+iaKrEAfbu/rtOP1qX4BAL8OSFbcBeSgH16VB8d9/8AYei+WSGF+CCB04oA8ytZDf2EFnqwKpbrJGpm4Uq/XBHUZ61UtrMaNqltc6cUeO1kW4j+zncTIBjCg9W68VPNEbwfbLB1kacbiLPKspT+8Dxk9scetLFetcqun3e6J7j925vEHAPO5mXkJ9OaALltJBH4k0RLfn7TrcNw+3OAzEFg2ehz1FfT1fK2n2E0Pirw7JLvHkapBABI5JYBsgr/ALODwTzivqmgDwqz1aVdW8So8ZP9mX1xPa+YduXZzny8feb2NLa2Nr4pjh1HU/sqXF6rLML2QxuNpyN4Xge2Kj02wVtV8bFZYc31xNFJszmJVc8y5PCnts5q/wCGruXQdMsLK2hurpLdZDHJp4Ro2zwfLMnzH33fhQAy4FvNaNYsloI5g9k58048rBOT/sZA569K3PgMgj+HsiDGFv5gMdP4ay5hNFGl0Dcs0c73QQKm8ttYbV7eZz3+XGfatX4ENu+H8rEEE6hMcHr/AA0Aen0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwXxP8AueF/+w9bfzNdP4hRZtFmtnkEYuCsOSoOdxwRg+2a5j4n/c8L/wDYetv5mtDxdp51q+sdNiv0gmEcsqxshJLbcI2e2DzQB5t8UNRaDxUsuhXVrPc2titpNbyIJFBd8KFHZvftVrXHm1zxr4c0bzbNiJYftaRRYkikiXLfOe3bFcL4I0W8Pi9PtVpGsMF/turoKX2mJSWO/OME8mu7+HFlLqPxP1HVZHgljggYia35SRpG4OT3xQB7XRRRQAUUUUAFFFFABRRRQAVgN4eu/tMUsev6iiRElIyVYHJz82RlvxrfooA818VfDK98RarFef25J+7AYeYPmDjpjGAB7Yrof+ETvJZVmn8R6mJNqhkgkEcfy46KBxyK6migDF0vSJtDsLxRf3upO5MiC7l3kHb90H0JH61wWoaLq+uX93e2mlX9oZEWS4S+ZSJGRlZEi5O0cN6DkV6vRQB53PHq1/qEviRdEuongWBFsZdu+UK25iuDjvgc1LZpqNte3niV9G1AvPdDbYDZ5gUIV3HnHfpntXf0UAcXo9leWngrW5b63NtLdyXV0IWYFkVhwGxxniuMY6tq/h7Sp7bTLyyis9CeI3M5VUcsIuhBJwQrdu9eyOiyoyOoZGBBB6EU1IIo7dbdI1WFV2BMfKFxjGPSgDzjwDdWt94z1a5sdKNhbrYW8bAFSGcFiT8pI6EV3T28p8RR3AQ+SLYoW7Z3ZxViz0+z06Mx2dtFAjEsVjUDJ9atUAcTZeFJL688QpqT3UVpeXxdYkkwsqbV647EjFYepaDq0XiXWHttKlltdWmWzkdNoCQMkYL884G1hXqVFAHlMXhTVI9B12IWUkbRx3Mdmpf7weZmJA91C10um6euoeJTfG1WXS59IhhUsoKFg7Erj2yK7GmRxJEmyNAq5zgDAoA828YaPc3A1Wxg8OT3ktwI/st1GVCRKuOOTkY9B1rO1HRvEF14tgkGjMiRX9vIbiNFwY125beTu6ZBUYFeu0UAcBottLH4m1Ce6vkm0nSvOeCTOVR5DlgT6qA30DCtLwTcS2+i6dp1xFKZZIZLkSHlQhkO0HuDhh+VdIljaxQPBHbxrFIxd0CjDEnJJ9c1OEVcYUDAwMDt6UAefeKdLefXrySz0LUnv7iKJItRhmAijZTwSMgjHfrmun1bS31Gz023uoxceXPG8/8AdOBySPTPatyigDzXUPCFxHJa/wBnaaIsyXYlMeF+Ro2CgkdicYqfT9HN1p2qRWnh6fSbaa2ihNvIQpkYHkgKew4z1Neh0UAcXeaElk8xttHEtv8A2jBOIYkXnCBSwB9D1+lZOmeF723utLuP7PMUv9o3j3Mi4VvKcttyR2PFelUUAcH4N0/ULPX7wyWM0VoItiy3EMaOTuz95PvfUis+70e6/wCEguY5NHv5jLfrOt1EsWwL8vO8/MMY6V6ZRQB434t0u+g0rUri80ljpU8oa2tgQTbt5ybsjOP3mOMdM+5rSk0bUpLae9stCkt9MN9BM+kEKryqqsHbAO3klDj/AGK9NuLeG6iMU8ayRkglWGRkHI/WpaAPJdQ0LVJdHS7TSLuMi7ne1so443EEbgYDxt8pzjPB4zUd7pXiCGzvLVtCnll1CztYw1tt8uJkI3BsnIr16igDzi48LXDWfiW5fTnkup75ZIsYLyQqEyq545wwwetbXgizlt11KZ7O9skmmBWC5WNRwoBZVTgZ6fhXW0UAFFFFABRRRQAUUUUAFFFFABXBfFb/AJA2jf8AYZtf/Q672uC+K3/IG0b/ALDNr/6HQB49+0X/AMjxp/8A14L/AOhtXj1ew/tF/wDI8af/ANeC/wDobV49QAV7d+zb/wAjJrP/AF5j/wBDFeI17d+zb/yMms/9eY/9DFAHtPxH/wCSceIf+vGT/wBBr4riUPMinoWAP519qfEf/knHiH/rxk/9Br4qXAcFs4zzjrQBdt4sOAnmHdKUIRsZGKfFAqahFEu4I2Cwz71WhmWI8NKFLfNtI6Y/nToJEF3HsMoRiA3PJ5oA+6NI/wCQLY/9e8f/AKCK8W+K9m978RbeISRIjacFYyID/E5B57ZAz7V7TpH/ACBrH/r3j/8AQRXifxajkk+I9tt2qv8AZuGcpu25L4/M8e+aAOH1bUTY3EkOmDZDldhuTvIAX5sk9eenoKuWtvBCn2nUH81ZbbzkFsfLYS9NxI6px0ql4k2XN5cNZwi/jYx7ZHO/cAmGPGM4PHtV/RzFa72vZxbI1gY49mI8vj/V5Ocj2oA6j4I3Ru/HGsucErYRAkHgnd1HtXqnxCx/wr7Xc5x9jkzj6V5V8EMDxrq4EYjxp8QKjpnd+leq/EEgfD7XSTgfZHyfwoA85sLeE+D2MRu10UcmAykzl9p3HzOuMdBU6rqrs4ee2ChUB8uLBI2HHPrt3D6kHtVG31CHyVnS6um0wxqpvxIDhgOV8zpwOcY4qui30blm014lOMlYiCfQ8nuAT+Ge1ACeNY7lNOsyzji5tQc85j8w7R/vZzk9695j/wBUn+6K+d/FU0k1jZDyJlxfwOfMHBTeMSficjPQ4r6Ij/1Sf7ooAfRRRQAUUUUAeXfH7/kmUv8A19Rfzr5Rr6u+P3/JMpf+vqL+dfKNABXReA/+R+0H/r+i/wDQhXO10XgP/kftB/6/ov8A0IUAfbtfHPxg/wCSo6z/ANdR/IV9jV8c/GD/AJKjrP8A11H8hQBysMCiQlVcsIgwCtg5pRDzBIBI0jkZw3J61Xiljjk3ZlGFwCpGc/4U4TIJEctNvBBYgj9KAPqT4DII/h86L0W9lA/MVW+PLmPQtEYED/iYAZboARip/gEVPw5JXO37ZLjPXHFV/j2M6Doo2hv+JguQenSgDzHVWTQoUS1yZQjNI7H5CxOFKjoAO/rTdMjkvY4by+lhdDLtlSBQrtGP7p6g8dafrZRrG3jRvtsiRSCRCeEJPyrgdAf1qvoMTwPZSXCJZxx3AZ9ibDGndwx6fXpQBJpV+LvxToKuj7v7XiaI7jgIH2gN6tx1r6sr5U0h4/8AhJtGXZ5bPrcbxjd99N/DH1J65r6roA8Q0uNH1Pxb5AmUm7n+2kufnj3nAj/ut6mn6YL5be3GjSQQ2pR/sq3iea8Zz825j97PbNVYruOPVtaWN55DHqVw1yY3BFqhc4f/AGc+pzUMwubuSSXTbJtTgkXFvO0ZlMpz83zLgNj26UAbVzDqIsiwuE8zMhTK5US4OSR3TGfl+laXwGz/AMK9k3Yz9vmzjpn5a5eeS7eykiFrOXaJo0Qx/K0n/PPHcYydvXiuo+AoI+Hbhhgi/myPThaAPUKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4D4pOsUHhl3YKi67bFiegHNWbzULLUtRvNW03VrWV7XTZVgEEgZ93JJx7YGPrWd8YbV73SNBtY3CPNrMEYY9idwzWdqngnUrC9v7y0+dU0sWMLFlVpcqAxA/vHDdRnmgDyFdYstPvnS2e58+4Ql2tJC0cnmcHIPQ+pxXtfwbsHs9F1F3t3jMlwMSNwHwuOB2Aqp8OfDum2XifVJYHF1shSBg8G0RFScAZ6EjBr1agAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqPzYxMIi6iQjcEzyR64oAkrgvit/yBtG/7DNr/AOh12Catp0l81il9bNdp96ASqXH1XrXH/Fb/AJA2jf8AYZtf/Q6APHv2i/8AkeNP/wCvBf8A0Nq8er2H9ov/AJHjT/8ArwX/ANDavHqACvbv2bf+Rk1n/rzH/oYrxGvbv2bf+Rk1n/rzH/oYoA9p+I//ACTjxD/14yf+g18Vx/6xfu9R97p+NfanxH/5Jx4h/wCvGT/0GvipThgSAQD0PegDRsVysmPL+/2+h/SltR/pB4g4C9D8vXv71SRXlH7uDdtbJ2gnj0+nFSW533UbrAu1WGQM469TzQB90aR/yBbH/r3j/wDQRXg/xqaQfEW2SNmDNpT4Pbjeefwzj3r3jSP+QNY/9e8f/oIrw74xyQw+P4ZZJJdyaXkRofvgs4b8gSfwoA5Lxs1tpt7fQ3kZd0a3BNodi/NFngDGBjr71N4Lge+v70Aw7I9IMyi5XcBHt6DP8fvVfV7Ia0Z7jUzHpEjhDJAn/LMhcKo/3h8xpdKuZLSZ49Nsv7TcWhtXSY/LFDj/AFo/A5oA7P4JGE+M9SMCFUOmQnBP+1XqfxAGfAGtjjm0fr9K8r+CdsLbxrqsalSv9nRbdvcbuDXqfxCJHw+10gZIs3wPXigDk7W0ZL06UTY/aTbRybgMQYOQPkxjd6muU07UIZLqVAlyDuAHmSkjgqPyyR+GantZL2XTBrb6Ki6wFEY0kK3l7AMrJ1xljxQukacjFotWnuXAB2MGOCRuK/QMqr9GNAFbxw6jTLPgDOsQxDax6qwJP+5zwPWvfI/9Un+6K+ePFVpGljZ5Z1xe28wJDcSM+Gh5PRQAR9a+h4/9Un+6KAH0UUUAFFFFAHl3x+/5JlL/ANfUX86+Ua+rvj9/yTKX/r6i/nXyjQAV0XgP/kftB/6/ov8A0IVztdF4D/5H7Qf+v6L/ANCFAH27Xxz8YP8AkqOs/wDXUfyFfY1fHPxg/wCSo6z/ANdR/IUAcrarm4A/dfc7dfw96lZf9NjH7rO4cr97p3//AFVRUmRtqQgsVwAAc/WlIYlYRbgSA9gdxoA+pvgJ/wAk7b7v/H7L9zp26e1Vfj4V/wCEf0beMr9vAI/CrPwCIb4cZChc3kvA6DpVf49osnh/R1bp9uB574XOPx6UAea6ogtfD+nS6gFlWS2uWHkja21T/Ee59KyfCji+1nR1tNyRyXqxILg7gDj+L1X2rRud2uadDHcQraQJFJHFLJ96VTyzHOPu9BVXS0t9JvLKOwkfUZYXEsKE/JLJ2hPsc/pQBqaZ5D+ILBoU2+X4jSM7uTw4zt9Fz0FfUFfLWn2z2vibRNqxSLJrUTysOsMjMGMY9h0r6loA8e0+Bk1G8LeQRd6vdRR8YwQ5/wBZgfMvoDWF4hu49J1a9t7hJme2iBkNk5jj+ZuNgGNvvU0BuLjVvEAexCix1C4msyob/TpC5zG+D0HvSJp9nrQF1rOoTaFdXQIubSDIW3Cn5SP97pQBcv7qFfD11KQ2E055ztkO/bnHHo/PX0zW38AiG+HDEZ5vpTz16LXOT6ZaG1eNp5I4ZFaCS42tmOEAnzhz1yAPxrpfgMAvw8kVW3KL+YBvUfLzQB6hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzmtaxqK63b6JpMcC3c1u1w09wCyIoOMbQQSSc966Ouc1fS9RXxJZ63pqQzvHC1tNDK+wFCcgqcdc/pQBZ8Oa1LrGkvPdQrDdW8rw3EaHIV1PODXN2njPWpjp2oyafajSb6++xqu4iVBuKh88ggkdOK3fDWk3ulaT5V4scl3dzST3bxtwrMe3r2Fc5Y+E/EMS6fpNw9o2l2WpG7WfcTI0YbeqbegOSQTQBF8S9X02UeG0j1C0dotct2kCzKSgBOSeeMUnxO1OHUdF0+LSbyxuJob1LpsXSYAjVmAIzk5IA/GovGnwz0i6k0iTSfD9sZG1SJ7xkQDMPJfd7V0f8AwrLwX/0Llh/36FAHIfB/xHJPp2tXniC6tba5ur9pcy3CqTwBgAngDGK9J/4SDRf+gxp//gSn+NYv/CsvBf8A0Llh/wB+hR/wrLwX/wBC5Yf9+hQBtf8ACQaL/wBBjT//AAJT/Gj/AISDRf8AoMaf/wCBKf41i/8ACsvBf/QuWH/foUf8Ky8F/wDQuWH/AH6FAG1/wkGi/wDQY0//AMCU/wAaP+Eg0X/oMaf/AOBKf4159pfwx0X/AIT7XTdeHLf+x/It/se5Bs3YO/aPrjNdP/wrLwX/ANC5Yf8AfoUAbX/CQaL/ANBjT/8AwJT/ABo/4SDRf+gxp/8A4Ep/jWL/AMKy8F/9C5Yf9+hR/wAKy8F/9C5Yf9+hQBtf8JBov/QY0/8A8CU/xo/4SDRf+gxp/wD4Ep/jWL/wrLwX/wBC5Yf9+hVXUfhj4SbTLtbXw7Yi4MLiIiMAhtpx+uKAOk/4SDRf+gxp/wD4Ep/jR/wkGi/9BjT/APwJT/GuI8HfDHw+vhHTRrXh21OpCEfaPNQFt3fJrd/4Vl4L/wChcsP+/QoA2v8AhINF/wCgxp//AIEp/jR/wkGi/wDQY0//AMCU/wAaxf8AhWXgv/oXLD/v0KP+FZeC/wDoXLD/AL9CgDa/4SDRf+gxp/8A4Ep/jR/wkGi/9BjT/wDwJT/GsX/hWXgv/oXLD/v0KxvEHww8OumnDTPDtmGF7GZ9iAfusNuz7dKAOz/4SDRf+gxp/wD4Ep/jR/wkGi/9BjT/APwJT/GsX/hWXgv/AKFyw/79Cj/hWXgv/oXLD/v0KANr/hINF/6DGn/+BKf40f8ACQaL/wBBjT//AAJT/GsX/hWXgv8A6Fyw/wC/Qo/4Vl4L/wChcsP+/QoA2v8AhINF/wCgxp//AIEp/jR/wkGi/wDQY0//AMCU/wAaxf8AhWXgv/oXLD/v0K5nRvhfoy+MdeN94etjpjeWbLcgKDj5sDtzQB6B/wAJBov/AEGNP/8AAlP8aP8AhINF/wCgxp//AIEp/jWL/wAKy8F/9C5Yf9+hR/wrLwX/ANC5Yf8AfoUAdNb3VveQiW2niniPAeJwy/mKmqjpWj6fodkLPTLSK1tgSwjiXAyepq9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwcenNp/wAUJp0ubi5nuNLd/wB++QpD/KqgYAFd5Vc2Vsb4XphT7SI/KEuPmC5zj6ZoA8n0+GI+ENE1WW3hTXH1kEyADzCxmKsM9T8vH0q34utfH/iOOC2Tw/p8UNrfR3Ub/bMlgjZAPHGa9AXw7pC6il+LCH7SjmRZNv3WIwWHoa1aAPnrx/8AD7x9491mDUZtJsLRoYBCES63AgEnPI965L/hQvjj/n2tP/Agf4V9ZVheJ/E9t4YsoJpoJ7ma4lEMFvAAXkcjoM/SgD5q/wCFC+OP+fa0/wDAgf4V2fw88DeP/h/qN3dwaRYXZuYhEVe727eQc8D2r2nw7r0HiPSVv7eKaEb2jeKZcOjqcFT9K1qAPL/ED/EXX/D9/pL+G9MiS7haIyLeklQRjOMV48vwI8cqwZbe0BByD9oH+FfU2o6jaaTYyXt7KIrePG5yCcZOBwPeubf4haUngJ/F5SUWI3bEIw7kOVA9skUAeAp8DvH0ZBSK1BDbhi4HX16U5fgh4+WdZTDallx/y8Dp+Ve6r8Q9vh621O40G/jnu5vKtbNCrvLxncCDjGKbd/E7SoLaye2s728nuojO1vDH88ManDM+emKAKlrqfxHtbOG3HhfSyIo1QH7cecDHpXH+KvCXjrxXrY1K78P6chFusGxbzPyhix5I75xXtdldw6hZQXlu26GeMSIfUEZFcr4h8fw+HtWS1n0fUJbQSJFLeqoEaM5woGfvc+lAHlNr8PfiFBGqS6bp9xwQxkueW547dhxUU/wz8eHDWml2VrKZN7ul394f3enSvX/+E5jXxLHpUuj38NtLMbeK+kUCN5QCdoHUjg81S0f4l2+s6rqVvb6Vc/YtP83zb0SKVPl8nC9ee1AHE+EvDPxD8K67eaomi6dcG4hEIjN3tCKDkdq6LX5PiNr2gX2lP4b0yFbuFojIt6SVyOvSug8NeP7HxHqZ08WN7Y3DQ/aIBdIB50WfvLj+VdFql+dN02e8FvNcmJCwhhGXf2FAHitr4W+Jlt4POhCxtGlMjN9sN58+CuAuMdBmtZ9K8fMrBPDWlxsVUEi8PUIy56e4P4V08fxOsJvD8V/Fp9295Lcm0j08Y8x5V5IDfdIA702b4qaSujWV/bWd7cyXQkYW0aDzI1jOJGbngLg/WgDh9X8K/ELV4IopdHsAIxB/y95y0blt3Tqc4rtV1n4kKoH/AAi2l8DH/H8f8Kn1L4n6Rp8FjcLa3lxb3Nul3JLGg2wQscB3yfXtXZ288V1bx3EDh4pFDIw6EHoaAOH/ALb+JH/Qq6X/AOBx/wAKP7b+JH/Qq6X/AOBx/wAK72igDgv7b+JH/Qq6X/4HH/Cj+2/iR/0Kul/+Bx/wrvaKAPHfHOl/EPxt4cfR5tA062RpFk8xbwsflPTGK8v/AOFC+OP+fa0/8CB/hX1lUNxcRWltLcTuI4YlLu5PAA6mgD5T/wCFC+OP+fa0/wDAgf4Vf0P4M+OtF1yx1NLKyla0mWUIbnAbac46V7z4a8b23iS/ltY9Pu7UGLz7aScAC4izjeuOgyR19a6qgDgv7b+JH/Qq6X/4HH/CvJPFnwn8eeKvEt5rMmn2UD3LbjGtzkLx64r6YrltN8daXq/iyTQbEPM0cBla4AITIOCoyOaAPnxfgf4+RtyxWoO3bkXA6enSgfBDx+uzEVqNnK/6QOP0r3bSPiJBq+qanAumXENlp5lEt67rtynUbetR2/xS0htOv7u8s72yNpCtz5U0Y3yxMcK6jPOSR9M0Act4H0v4ieCtAOlx6Dp12DM0ple82klvwpvjTSPiF4ytLO3m0DTbcW0/nAreFt3GMdK9H8MeJ4fEdvOfs0tld27hZ7ScgvHkZUnHYgg0/wASa9JoFglxDpd3qMrsVWG2AzwMkkngCgDw+3+G/j+1kfytMsfKJBSN7rIQfxAcd6dcfDfxxMHdNF0+GcphJEuvuHsw4616fd/Ey0h8OWes2uj6jeRXCNIyxIP3IU4bcTwMfrS6l8R4rSfS4rDSLnUG1C2FygSVEKISAMhj70AeXx/D34iJqmm3rafYH7FPHcFPtXErr3PHevTP7b+JH/Qq6X/4HH/CrF58R9PtNdOn/YbuSCKdLa5vVA8qCV8bVJzz1GfSu1oA8KtPC3xHtLrxDOmmWR/tcsyr9s/49mYkkrxz1q7oWheP9IsLK3uPDum30lvvDSy3nzShvXjtXb2fxAtbjW7/AEu5029s5bWB7gGUD95GnUgA8e2etRab8TNKvba7muLS8sfIg+0xpcIA08XQMgHXntQByLaR8Q3MYbQdOMaztKUN5wykEbDx05z+FP8ABOmfELwZob6XD4f024Rrh5t7XhBG7HGMe1dND8UdJfR7+8ntLu3urGRI5LKRR5pZ/uAc45yPzrf8MeJbbxPYS3EME1tLBKYJ7ecAPG4AyDj60AbELSNChlULIVBZQcgHuKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkdau9avfFA0fSdQjsPJsvtTyPCJPMJbaq89Bwc1oeDtf8A+Em8M2upMu2Vt0coAwN6sVbHtkGoNa0XVpdZTVNFubSCd7c20/2hWOVzlSuO4Ofzq/4a0SPw7oFppccnm+Qp3Sbdpdick49yaANaiiigArB8W6nqek6BdXmmW0M0kMMkjNK+AgVSc479Olb1Z+t6e2q6Ff6fG4R7q3eEOeillIz+tAHO6tqmr3Q8Pafpt5HZ3WoxNNLctEHwqKpICnuS36Vo+ENSvb/TLiLUZEmvLO6ktZJkXaJCjY3Y7Zqvqfh3UnGi3Wl3dvHfaZG0WJ1JjkVlAbpyD8oxV/w1o8+j6fKt3Mk15czvcXDxghN7nJ2g9qANqiiigArgPE954r0YTarHqdoENxHHa6YIQTMCQCN3XOCTx0xXf1wC+GvFy+IrnV5b3SbqR3/0ZZ1kxbp2CjGAfU9aAB9X8TXtxqepWV1bRWmm3PkNYvECZQuN5L9j6V3kT+ZCkmMblBx9a4i68G6zJLqNtbaxFFp2pXIubj92fNjJILKh6YOO/rXbxoI4kQdFAUfhQA+iiigCrqAuzp862DRrdlCImkGVVuxP0rzL/hONW0GTWoL/AFBNS+yWyssv2bydkzNs2gfxLnnNelara3N5pdxb2d2bS5dMRzgZ2N2OK42/8D6t4imafX9QtPMS1e3hFrEcZYg7m3ehUcUATaPrOsaX4m0/Rdc1CK/Op2rTwyRwiMxsvLKcdRg8V3Ncjo/hnVV1621fW7y1mmtLY21vHbRkKAerEnnNddQAUUUUAcx4z8Ry6Hpbx6fH52qzRu1vH1ChQSXb/ZFYukav4j8SeHfD4tb+K0uru0NzdXXlBu+AAp45NbfiTwTpfiR5Lm4SRb77M0EUyysu0EHsD0yax9K8D6l4c0LR4NHvbf8AtCxRo5XuC7RyhuuO455FAG94P1S71TRC1+yPd288lvLIi7RIUONwHbNdBWN4a0aTQ9J+zzyrLcySvPM6DCl2OTgelbNABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXKeM/D99rB0i+0zyjeaXeC5SOVsK4wQy57GurooAwPCOk3ukaPJHqDRG6nuZLiQRfdUuc7ffFb9FFAEVxEs0DxlVbcOAwyM9q88svBmq2/wrtdAms7G5vIZTI9vcNujceYWAz2OCK9IooA8y0/wX4g0vSrKe3Ns13a6jLdx2bOdkcbjHlhvaq0fgHxHpsltfWc1nPdPZS2lxG5KhTIxO4HvjPSvVqKAM/Q9PfStBsNPkcO9vAkTMBwSBjNchr2k6/q3jOGa50mO80S02m3iN2EBk7yOvfHYe1d/RQB59FpXiO78czanqelRSWyForF/tYKW0ZGC+zuxP5A4rL0r4d6lb6xNci1sdOQ2M9tL9mclbp5M4cjtjPevVaKAPPPDHhPXrfxRY6tq7WkaWGnfYY0hJJk5+97D2rttUF8dOm/s0RNdAfIsv3W9QfrV2igDyi0+H+tWcdtqESW6y2uqPfw6aJPlRWXBQP06kmooPhrrWm6ZZSWsttNfLb3drPEzYXZOxOQfVSfxxXrlFAHk+qfDjW30KDSbSe1kim0qLTbl2JUxlH3bx6jqMV6XpOnppWkWlgjFlt4ljDHvgYq7RQAUUUUAFFFFABVHWNOTV9FvdOdiq3ULRFh23DFXqKAOH8H+HNY02/tJNUWBV0/Thp8TRPnzhuUh8fw8KBiu4oooAK48+G7xPiOdagSGOx/s424IwCJC2fu12FFAHlOm/DbUY9b1G7dLKyFxaT27tbklbh3PDle2O9MvPhzrmu2F+2oTWtveHTItOthGSykI4Yu3pkqOO1es0UAcn4R8P3mn6jq+sahGsN3qTRAwI+8IsaBRz3J5P41J44t9evtHSy0KIMZ323DicROsfcKfU11FFAHm+r6L4gn8O6XodhokcWmquLy3S8CuwB4Xd3B6movEngS91lo/s2madD5lklskpYiSyKnIKkfeA7V6bRQB5XN8PNXU3ekrLFcabfX8F9LdO+2RGTbvBHfdt49K9RYN5ZCEBsYBPrT6KAPN08I6/f8AiWbVL5LO1kawmtJpIGJF0WBCsR2AzVEfD7XtShd9RmtILi20z+z7XyyWVzuBLt6A46V6tRQB5FP8NNZ1CPWNTuJLeLU765t5lgDZQCIgkbv9or+Fdn4L0C90dNVu9SMYvNSvGunSI5VAQAFz3IxzXVUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWZq+tQaOLUTRyyPdTCCJIlyWYjP8AStOuZ8W6Xd6ncaGLUSgQ6gskskZAMagH5uaANfTtVh1IThEkilt38uWKUYZDgEZ+oNJBrFhPYNfrcxraK7J5zsFXKttPJ9wRSaZpEGlRz+W8ssk7mSWWZtzuenJ9AOAK5PUYDe2mi3dhoz3OmWk0y3Wm/Lu3dAdrYDENk8+uaAO1e9tY/L33MK+YQEy4G4npj1pUu4JLZriKVJYlBO5CGHHXpXmN54SvLqDWCNCSHNrbLYxAq3llXyQpzwQOtdT4a0q70+PXoXtjDFLOWt0GApBQdAOnNAGzba7Z3WixatGX+zSfdJXn723p9ak1fVrbRNPe8ut5QEKqRrud2JwFUdySa5LS/DNxb+CLSF0ulvo/mMJuX2g+YT93dtxirMn9tX2+Um1v4LO5S4iZI9jPgncignBIGMNkc0Aamn+KIri5Npf2N1pt2YzKkNwFJkQdSpUkEjHTrWzbXMN5bR3EDh4pFDIw6EGuWuftereIdK1N7KWysdMSWWZ7nAZiyAbQAT05yat+Bree28LW6zxtEHeSSKJuscbMSqn6DFAHSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXOI2I6gGnUhAYEHvxQB4t4f1HxOnh3TvFM3imaYXGoi1ewniTYymYpwRg5wM1r3HxTkbX7nSRbxeU63EUU1vKXdHRC2SSu38ATitvTfhV4a0y9iuEW8mWGXzo4JrlmiR85DBemc1KPhf4aSfzoobmNhJJIoW4YqpcEMACcDOaAMXS/Fd+tj4fvWluLqOTSJrqWJsb5mXpnA6/Sui8O+NYvEuqPbWlo4t47OO4ectwGf+DHqMH8qtW/hWy0m2sv7OiLTafavb2qyyHaVPZj/AFqHwT4YPhjR5YZRF9quZ3nm8rJUFjkKCeSBQBxGr+P9c1C406awt1stMOvpp7SiUGR9rYYMuMBT7HPFdBF8QppPI1JrGIaHcX50+OYSnzd+4qHK4xtJHrmtGb4c+H59TF+YZ1dboXiRrOwjWYHJcLnGTjmrUfgnRItXOoLDLu837QIDM3kiXnMgTON3JoA520+Jry+J73SruwS18kTeXFK7CR/LBOR8u0g47GneC/iNdeK9Vhtm0hora4haZJ134jx/CxKgEn/ZJFb0PgXQodXk1IW8jyuXby5JWaNWcYZlUnAJHWpdE8HaV4fnMtgLlQARHE9w7RxA9Qqk4AoAp6jrMrfECw0eGeSNILSS8uEGMSj7qr+Zz+FZGq/FK30nTNKvpdOkZL+3uJsLJynlA8dOc/pXS6jo0s3iOx1W2WEMkMlvOW4Zo2HGD7MAa5vSPhfp9vYWkmob7m/gimjVZJmkgXzMggIe2D7UAaPhnxTq+pajbWWr6ZBavd2ZvYWhn34TcAFYY68544rD+J0eu2N1pt7pniS7sory8hszbxxoVUNnLAkZzxVvwP4I1HQNaN9fPEkcNobWGKO4kmGC24kbvugY4UZ69a67W9BstfjtEvVci1uEuY9rY+demfagDw651fxbaeINZ0i38Sa5e31lcLFaJFZo0cpIB/eNjCj+latx498RaN4y1221C6BhSyCRxhQViufK3cY5IJB9a9c03QLHStR1K+tlcTajKJZyzZBYDHHpWTe/D7QdQ1WbUriCR7ia5iuWJfjegwOPT1FAHC+GvE/iB/AVzb3epPPrM+r/ANmwXEgVShO3Jx7DccVp2HiXWL7QptSa8ZDL4hS1jQAfJErhCvvnBP4111r4K0e0uEmjikLLfyagNz5AmdSpP0weKqaR4Lisre9srmQSWZ1P+0LVY8qUOQ2G9cNn8KAMzU9W8SeDbWfUNTng1N767itbS2T92kJbIBJxk9ATUFv4y1PTtL8Q3upi3Se21BbeOKSUmNMgdCqlm57YzXa65oVh4i042OoxGSLcHUqxVkcdGUjkEVjR/DzQItOlslin2SXIut5nYyLKP4g2c5oAxdI+Jsl7pNjf3OmokUuotYTyCUhYyOjYYA4Poeak0Lxhdav4w0tn8yCx1SwneC1OCMxyACTOARuUnj6VY1jwBCfDMugaLDDHbXl2Z55bmRnaEnBLp3LccZNalr4aktvFtrqCtELCy037HbxhfnDFhuOfoo/M0AdNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFHBFE0jRxqjSNucgY3Hpk/lUtFABRRRQAhAZSCMg9RVW002ysCxtLWKDd97y1AzVuigBjokiMjqGVhggjginAAAADAHSlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqpqGoW+lWE17dsyQQrudlUtgfQc0AR3+r2OmGMXc4R5SVjQDLOfQAdTTtL1Sz1mwS9sJhLbuSA4GOQcH9RXj3xY8RX1i2nXun6pPbxSPFcQtb2wJQMrfeycHOAeR2rpvAvxAs7y7/AOEc1BvI1GMbo90QjSRfQEcFvXGM9qAOi1jxfpmmveA6hEr2EZkuIQAWPt7f/XrL0v4h2OsWcDQTxxSXSu0fmqf3IAyN49PeuV8d6RcaTr2paxqDy3Wm36x7IYjgR+WQxBByCSB7ZrrINe8N654Yg1WysVmWaPbGvkBWDAfdJ4HXtmgDGvPiJfoTbWt1YS3ZRokCIzbpc8MF67cA/ia6nwV4obxJpbG6VI7+DCzxrxzgcgHpzkfUVx2i3OgaB4FihurSH+0rh2S5RINrl2ZmKkn2Hr2p3w5sbi41zXvE9u6rY3SGKB5OgYNuJUDGU56+1AHqxIAyTgUisGGVII9Qa8P1HxA2o/EI2S6xqiWwMObSaLYCM+mQeTznHQitL4SeJ7W108aTPfz3IlmlaOSdCpiw2NrEk4B7c+1AHsFFICCMg8UtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEckqQoXkYKvqaoXOqWTRxQNOUe7BWEOChY9OM459utWNRIWwlcoz7F3bVAJOPTNeU2PiLUrjxsYUhhTTtMIked283yw4I27vXnOO3NAGvJfa3FJMNMtdNBEwgk/tDcPNZUAD+uOCAR+NYUdpr13LazalFY/2FI++VLa+dpGJxwdwz1528Cug0+ay/s3W7zXHxbi+K2rsqtJGGRRuA5xnOfoc1HqUXhl5iLl5JYmG5jHaJhActk8ZHrn1NAHaanIt1pctraR280jw5RLhcx4PA3fWvHPFOraXp9t9h1mwu1udOYLcfYLxoo0Lfc2dAT68CqeteKLWPV9O0bTtV821urtWuZ0hRQYfvKvTkjuDWn4lk0q51GezjjVJbfT47uKRVCNLIXwOn+yelAGXa3GkTXlvPex3t0EVZ5bK4Zpt0PQEer8jgkDk168niKGTTLAaJbWzRSoMxXEnkiKPIXGMH5s8Yrxfxj4euvD09/rkN47FP8ARUUqN7ttDZPHt1p9t4iv/EmkWVqgYZAS7Ywg+XKV+VhyMZyTuGSKAOzlsJdL8X3OoJ4PN7G7gx3jBpHO4A7QrvxjkZ4Fc5dWPiC/8WRnVbK30y91kLCYrOQF4bdPvMw3YAPH6125sm0dbmy0++ZNSjjVY45nV1kkbBBkYjJPfJ9awodC0sz6tNFdo1ztCPNMANse5doTA4BIYE+1AHoNj4lswltaCOZ3wYx5Y3AbeOc4IPGelbNjf2upWwuLSUSxElcgEYI6gg9DXnXivV7FtAlawkkQzttLxRAskiLxkDqPfmug+GlmbXwNYytI7vdKbiQMoGHbrgAe1AHX0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAyRBJGyN91gVP0NeX+IfDVt4bsl03TpnstHv5mfVZ5GyVQ8kg9cnGB9a9TrgfiDqtxDNbaZFZC7W4AVY/LDfvGYBeT0HNAGH4h0bwroujwfazcNFc4l3REs0p2kKcnn7uPyFcvcqmp6i0cq3tl5yBERF3XEgxgAdgTzXTy+E/Ffi8K2sQQaZZ2iMttbJKfMchcJlhwFzzWe1lpsXi2zfX57mzRVxBa+VKHmMfJZmzg/dJGKAPL9S0Wz0bxJbQf6UkQvCkwkwZAvA57bia0/EmqW8vi+S3tJc2dlFAF8xcFgnJDV1+uSaN4n1HUr2zjaXToHW4e/WNliRh1VyT7/w4Oa8t164S7OozWlvHHbXTxmGTDDdt67S2TigD0TX/ABxD4t8MXOm3cam4a0hmVY12nzw2Cuex24rL8OWss2iWcELok1xduJlLEOFiiBYg9sAH8SK5i3iSW7iW0ZQtxCIPtTbtkT4BJ3McE4Brv7aWy8H2unatBK8KtAYYHuIC4mXdlnA5wXwBz2oA6Z9H0nTvEEsttcX02pJsMgumMu5iBtznuN3bt9KS2TR7TTN+m3Dm61KM2amcZVSXY5I7DO7n6VftfDuta7q1vrlzpqWMjHzFMlwWYHbgblBxjpxiovEunpoOhwx6rZRmzhJaS8iLLGCTyCAxYZoAi06w0GHULDw88r6jqM8ZhmkiLbFhU5J9iDxmvTtO0620nT4bGzTy4IhhFznFY3hDStBtdKh1DRLdVju4w/ml2dmHplucV0lABRRRQAUUUUAFFFFABRRRQAUUVG7SCSMIgZSfmJONo/rQBJRUYMpkwVXbzyDz2x/WigCSiiigAooooAKKKKACiiigAooooAKr3tyLOxnuSu4RRs+M4zgZqxUF3brd2c1sxIWVChI7AjFAHKS+PI7VmW4tEyEjl3Q3CuoVmxk+hFbdprsN7rNzYQoWWGBZvOBG1t3Yfhj86dPoFlPZRWvlIiIVLbUA3gDoao+GvCVv4bRliuZZywYFpAM4JBA49AABQBc/tyMWdrcmF9s7SKFHJG1XP/sn61UsfFC3OmXOoT26xQQxCQOk6uDn+E46NnjHvUkPhwxOEa/me1RpHhiwA0bOCDhhycbmx9apt4Liu4Xi1S9lvY5CnmLsWMSBSxAbbjJy2SfYUATy+Klj0SC/WykLyMVeIsB5RHXcfrUSeLJGla3FgHn+TYYpg0bbjjBcDgj0p0HgnTbMzR2W62tZUIMCcruJGW5z2UCppvDC/aZZrS6a2DmN/LWNSgdOjY9x1oAr33i9NOtJzc2yrdwzLE8ImXau7lWLHAAOD+VNXxe02qvYQ2caSR28M7faLgRn95uwoHOSNpzUt14Va6jkdr0C6ll3yzfZ0O8bSoXB6YBPPWqGkeAE0OeSWz1FpDJGsZN1CsrfKzEHPr85/SgDWTxPb/29Npc8ZgMSZM8jARs2FJVT3xuFN1HxMtnqcVpDbpMrw+d5nnKoIzjCA/eP0qzDoNulxHPMRO6+aW3oCCXIJOO2NoFV9X8ONqbkR3pgt2hMLweSjpj1XI+U+4oAgfxUy3ZQWsRjW48hs3CiQe+zqfoOa049UM1hc3UcIURSMi+bIFD44znsM5rMHguxihtRBI6XNrP50VyQGf3Uk9Qa3beygt7NbUIGiGcqwyDk5PX3NAGPB4sshbyPfEQPHK0ZEZ81ThQxYFR0wR1p9r4s0y784JIylGcJvRgJAqhiwOOmCKi17wlba2sCrN9lWLeNqRqVO4YJweNw7GltPCqWqPH9rkeMwvEoKgFQyqpOe/3BQAzUvGuk2EIZJ1nk85IiiNjksASCeDjPOOlak+sW8NhHfAlrZ3VS+MbQTjPPasC78BQX1n9huNQmayWXfHAEUKBuBKnjJHFbw0pToj6Y88joUKLIQNyjt+X9KAK0nijTYPtLzyNHDBKYTLsYgsBlug4A456Uv/CU6N5k0f21SYlLMQrYOAGODjBOCDgetZeo+BodQ0az06S/mYW8bo0kqK5kLDlz/tcnmrZ8Jw/2Wtklyw2btrsit1j2cgjB45oAtN4p0ZFjLXgBckBSjBhg4JYYyoycZNUdG8c6Pq2lC+aU2+Blo5FOfvbeOPm59M1W0/wKulkNa6lLFKQyOyxrzGW3bQDnGDn/AL6NSp4ItU0W100XMhW2QqrOitnLbuQRg0Aag8S6Ofs/+nR/6QcRjnr7/wB38cVNJremxPbo93GpuGKxbjjeQcED8eKwW8B2pmSZZ1SXpIVt49rDOflBGFPuKc/gozCcS6vcsCjJbgIo+z7n37l45IPc0Aaj+JdL+TybyGQsrN97sN2T09VP5GmXHirSobn7Otyskol8tgOADkA/MeDjIz6Vl3XgyG1spxpwZpZHBVHYAKPLKdcdOS31Jqw/gy3k328tyz6c0zT/AGMxqULM25snGSM5/OgDdt9Qt7ux+22z+ZCVLAgYzj61i6J4rTVdN/tKWKG3sxG0jHzw7qAccqBx0rVsNNNlp32L7TJNGFKqz43AHtx6VlaV4T/szSjpgvFe28sxgiBVfGc8sOtADovGGny63Dp4PE0DTJLnGcFRtwecncDWje6tFYyXKyowENsbgH+8BnIH04/OsibwRZTa5FqzTSfaYQ3knA/dsSp3D/vjH4mtDW9ATWp7GVrue3+yyh2ERAEq9SjZHQkD8qAK83jHSLGOMapcCxnaLzHilB+X5QxXOMEgHtV2HXLO7025vbNzMsCFmXaVbIXdjBxjIrm9f+HFt4g1J7ufUJk3Oz4EalhlduN2M4A6CunXSo1jvUEjf6UgVv8AZwgTj8qAMdPGkEp04xW5ZLqPfK3mD/R/QN+PpV2Xxbolu1ws1+itbqGlG08A46cc9R0qrH4K06BJRBmIySK7MqjPAxj6d6qXHgC1n+1p9rdIpwMBYkDLyCfmxk9O570AbWh6/ba+L1raOVFtLg27eYhUkgA5wfrWvWZpWkR6TLqDxSMy3lybkq38LEAED2+UVp0AFFFFABWBfeILmzmu3TTWmtLSRVnlWQblBUMWC9wAa36wL7w9Ney3SjUpIbS6kV54kjXLAAAru6gECgBkHifzr+OEW0ZikuHtwyTguCpYbinXHy/qKQ+LbZ01F4Yi62mNrE7Vk+bYeT0w2RUr+F7YPBNBK8FzBNLKs0YG4792VPqOR/3yKzY/h7pduYXtnkinxi5lHJuRkE7geOozxQBb1PxNc6ZoTao1jDMiOFZYrkNwSACDj1NdBDI7Qo06LFIR8yhsgH696z9Y0K31fRpNMz9nidlOYlAxgg9Pwo1fw7pWuiIalaLceVnZliMZ+hoAfqupyafHAttaPd3FxJ5cUSMFBOCSSTwAACaT+14oIoPt6G2nlJHl8vjB5OR29zxUE/h6EafaWumzPYGzffbvH823OQQQ2cggn86gl8LrNDsmvZZTKsiXJkG4So+NygZ+UccY6UAJq3jHTNNsr+dHa4lslJeNFPJBAIBxg9RUN740s7DQF1KaPdKVB+zxEsRkgcnHHXqakv8Awha32myWPnyRRu0hG0D5QxBx+GKrX3geC7sZLVL2WNZlCTHaDuUMDj26daANE+LtDBkDahGDH14PPIBx/e5OOKX/AISaxbUbW0jLN9pQsjlWA4bGDxwfY1mWXgKwsbyOaKXCQyeZCgiUFfm3EFgMnv8AnVybwqst7bzpfTRrE0jMiqPmLNu69sGgB114t0+JrVYC05nu0tcAFdpbd83PUfKeRW9uXONwz9a5C38A28N1DMb2RvJmilX5FDMU3/ebqxO85PtWofB+gnVP7SOnp9sMnm+ZubO7164oAsXmtR2NzNBNCwZYvNjORiUDqB7ion8U6PCXEt6qGPG/gkKTjjOMZ5HFT61o8WtWJt3keJwwZJU+8hH+elUR4WiMjo9wzWZ3GOAov7tmGCwPU9+vegC3L4l0mFir3igibyDhScPkDB44GSOelQ/8Jbohu2tvtoEquUIKMBkNtPOMY3cZ6ZqnN4LtZbe3QTkyxp5ck8sSO8gLbieRgNnPPvUjeELZr0XP2mXcIXhxgYw0vmZ/PigC3b+JdOnN0rTeW9q7rICCfutt4Pf6Dnmn2viPSr27htbe68yeVC6xhGyADgk8cc+tZ7+EYpRdJLdvJDK0jpG6AiNnYMfqMgcGl0fwhDpOrDUvtBkn8lomCxLGpBbOcKKALA8QSR+IINLuNPlhFyZBBLvU52DJLAcgHtW5uUnGRn61kWujS2+szai90JWlyvzRDcF7KG7AU228KaLaasdUgsVS9LM5l3NnLdeM47mgCQa3G3iQaOkTu3kNK8wPyqQR8h98MD9KNb1W40q3aeKwa4ijjaWV/MCBQvbnqTR/YFomrjU4d8dyFcE7yQxbbk4Jx/DRrGkSao0GLry44juMbRh1Y9iR7UAZF146tbFYri5tpEsZSUSfcCfMC52le3XGabJ45hheK1mt0hv5CpEMkwChGUsrFsYHAPFT6h4MtdVm/wBNuHe1DtKtuFAAkIwWz198dKfD4Wltm+0Rak4vWVY3mMSnfGqlVUj2yTkd6AN+2lM9tHKdvzqG+Rtw/A96mqvZWq2VlDbISViQLk9T71YoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAwPEHiQaJIka26zuULspnVCBnAwD1J5x9DWtM00lnvgYRuV3DcM/hVDVdEbULjzorx7Zni8mbYit5iZzjkcHk8+5qXVtMlvtFlsLS7e0dk2JKoDY4xyD1FAGNpet6rdancxTwIsInjSIiRSSv8ZwOmKreL7GPULgXiK7XGmxG4g8mQKzuCPlOe3Q88ZxWDD8OPGMO8J46OxhgobEEY/76oj+G/jCKOVE8dYWVQrf6EDwOmMt7UAXfFXibxLpOl2Uml2RuZGjiEzNLGoV2ByCT3ziquq61ruqT2FpNolrNZnHnXZnXcrFM5AxkAkdRTLn4c+Mrq38iTx43l8ZC2SjP45rL1bwd45l1Qj+07dNKA2P50wVSduFb7pJwcHmgDTso9TttN1qGfS1SxtlX7PZWzRuk8jD5hgLyOe5rU8KWNhJo1la32m2ltM/nI9sArKu3rgYxVDTPCPjeCG4W68TaYnnIqoVsxIQQMbwSR8x/GpbfwL40to3RPGsBDklt+lxncT1J5oAqa14Otdde1srmFDYLdCPEbhUWMg/MoGAW4x0zzSa34QbyPO0h4pRFH5cdsbkyIIMEhlVgfnwuBjnrzWpa+EPF0DRmTxVY3DxPuzLpik4/u8MMDv+FVNV8L+LZLG6itNS0rzGmjZJQpQhRnMYBDBQTgcH+dAE8/iDxla6kmnixgnhjMbNfj5N4fkAx8kY6HntWdPrvim/8O3U8mmW8lwFKi3mMcgJDHGQflGRg1b1Oy8cX3igNYxfYreVoy0sjJJHEFXnjILZPsOtSv4H8YSWb2w8YwIrFjuXTxkZOePmoA5/StW8W6Z4VzbpDavAyrDY7FIYMeQH6DH0xWiPFfi62fT7UzWd9eXrgLBFAwIGfmO/7vC5P4VpR+C/GMektp//AAl9uVbb+9OnjeMf8Cx+lXk8NeLP9GEviKxYwOGEgsCHwDyM78DIyDx0oA7aiiigAooooAKKKKACiiigAqneJetsNpNGgyNwdc8e1XKoXykk+ajvbbDuVCck+/I4oAp6Db38Ul411f8A2lGlwAYGjIIABIyehPpxRUtjAYr5mtVljtm3+YjuGXfkYI5OO/FFAGtRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQ1WxXUbaO3dN0ZlVnG7HA5/Gr9FAHPmx1uNHeOa2dy4KpIPlCgAAD06VOkOqTzXYu5bYRzQhYbZVJCHuWbv+GK2aYY1Mm8j5sYz7UAclDoOsvBew/2hbxNIUKvCrZRlxjGSeKemg6uu9prpLpo1CQ7jt38gl34+92+ldPFbxROzogDMACfUDp/OpqAKOl21zaafHDdyrLKucsoOMZ4HPPHSr1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFUL83IYBLZbm3ZSJI84OeoPPX0xV+qOolY4vPkuXgiQEOQT0P9aAKtnFO+qC6S1ktYGiIkR3HzNn5TtHfrznvRVi3+zC8Ro7uSQyxl0QyZUrkZI/MUUAaFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWffT29nNFNcSkBz5Qjxu3E9MD1rQrK1ARQXS3f2jypljK8pvAXPJx2+tAFfT5re41t1huI828WBB5JRkDYOPoMfrRS2kyz67GZ7ndOLbMUYhKKVJG5snOedvGePeigDcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKyb+NDqVs0O77SeHCqDuizyGz0Fa1ZOqI0tzAIUuPOT598T7Qo9+x+lAEdlA51bzphPFth2QW+BsjXjdyOD26+hxRVbR7eeLVpJr1Zmllj/cSSzBiEGMgLgbc8UUAdHRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFLbpK6O2cocjBxUtFAEK28azvMF/eMACT7UVNRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z"
ffyb0226
3
{"lines_data": [{"Word": "3030210039", "Confidence": 0.991, "X1": 0.942, "Y1": 0.03962, "X2": 0.942, "Y2": 0.03942, "X3": 0.959, "Y3": 0.03922, "X4": 0.959, "Y4": 0.17063, "page": 0}, {"Word": "PM3030210039", "Confidence": 0.992, "X1": 0.915, "Y1": 0.05933, "X2": 0.916, "Y2": 0.05913, "X3": 0.931, "Y3": 0.05893, "X4": 0.929, "Y4": 0.18114, "page": 0}, {"Word": "Summary of Progress (1)", "Confidence": 0.98875, "X1": 0.244, "Y1": 0.09613, "X2": 0.732, "Y2": 0.09593, "X3": 0.732, "Y3": 0.1588, "X4": 0.244, "Y4": 0.15749, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.996, "X1": 0.697, "Y1": 0.17497, "X2": 0.913, "Y2": 0.17477, "X3": 0.913, "Y3": 0.19822, "X4": 0.697, "Y4": 0.1956, "page": 0}, {"Word": "Brief description of key results (obtained thus far)", "Confidence": 0.994, "X1": 0.144, "Y1": 0.23542, "X2": 0.853, "Y2": 0.23522, "X3": 0.853, "Y3": 0.28495, "X4": 0.144, "Y4": 0.28495, "page": 0}, {"Word": "\u00b7 Obvious pulmonary inflammation as indicated by", "Confidence": 0.85343, "X1": 0.156, "Y1": 0.29586, "X2": 0.804, "Y2": 0.29566, "X3": 0.804, "Y3": 0.33751, "X4": 0.156, "Y4": 0.3362, "page": 0}, {"Word": "\u00b7 Increases of neutrophils and lymphocytes in BALF (dose-", "Confidence": 0.95567, "X1": 0.2, "Y1": 0.3458, "X2": 0.831, "Y2": 0.3456, "X3": 0.831, "Y3": 0.38482, "X4": 0.2, "Y4": 0.38482, "page": 0}, {"Word": "dependent)", "Confidence": 0.991, "X1": 0.221, "Y1": 0.38653, "X2": 0.347, "Y2": 0.38633, "X3": 0.347, "Y3": 0.4203, "X4": 0.221, "Y4": 0.4203, "page": 0}, {"Word": "Increase of a series of pro-inflammatory mediators in BALF", "Confidence": 0.98733, "X1": 0.205, "Y1": 0.4299, "X2": 0.85, "Y2": 0.4297, "X3": 0.85, "Y3": 0.46498, "X4": 0.205, "Y4": 0.46629, "page": 0}, {"Word": "\u00b7 Histopathology", "Confidence": 0.798, "X1": 0.201, "Y1": 0.4772, "X2": 0.382, "Y2": 0.477, "X3": 0.382, "Y3": 0.5136, "X4": 0.2, "Y4": 0.50966, "page": 0}, {"Word": "\u00b7 Lung function parameters indicate a pattern of", "Confidence": 0.87087, "X1": 0.159, "Y1": 0.52451, "X2": 0.777, "Y2": 0.52431, "X3": 0.777, "Y3": 0.56485, "X4": 0.159, "Y4": 0.56616, "page": 0}, {"Word": "emphysematous (after 3 and 5 months) and fibrotic", "Confidence": 0.99425, "X1": 0.185, "Y1": 0.56919, "X2": 0.838, "Y2": 0.56899, "X3": 0.839, "Y3": 0.60821, "X4": 0.185, "Y4": 0.61084, "page": 0}, {"Word": "(after 5 months) changes in smoke-exposed mice", "Confidence": 0.98871, "X1": 0.185, "Y1": 0.61518, "X2": 0.818, "Y2": 0.61498, "X3": 0.818, "Y3": 0.65683, "X4": 0.185, "Y4": 0.65683, "page": 0}, {"Word": "MicroCT analysis of lungs (after 5 months of", "Confidence": 0.98925, "X1": 0.158, "Y1": 0.66774, "X2": 0.753, "Y2": 0.66754, "X3": 0.753, "Y3": 0.71202, "X4": 0.158, "Y4": 0.71071, "page": 0}, {"Word": "exposure) indicates fibrotic changes", "Confidence": 0.9945, "X1": 0.182, "Y1": 0.71505, "X2": 0.646, "Y2": 0.71485, "X3": 0.646, "Y3": 0.7567, "X4": 0.182, "Y4": 0.7567, "page": 0}, {"Word": "3030210039", "Confidence": 0.896, "X1": 0.985, "Y1": 0.87142, "X2": 0.985, "Y2": 0.87122, "X3": 0.996, "Y3": 0.87102, "X4": 0.996, "Y4": 0.9722, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.81957, "X1": 0.091, "Y1": 0.88325, "X2": 0.359, "Y2": 0.88305, "X3": 0.359, "Y3": 0.90125, "X4": 0.091, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.93044, "X1": 0.389, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.389, "Y4": 0.90125, "page": 0}], "words_data": [{"Word": "3030210039", "Confidence": 0.991, "X1": 0.943, "Y1": 0.04619, "X2": 0.942, "Y2": 0.04599, "X3": 0.959, "Y3": 0.04448, "X4": 0.959, "Y4": 0.17063, "page": 0, "Index": 0}, {"Word": "PM3030210039", "Confidence": 0.992, "X1": 0.915, "Y1": 0.06196, "X2": 0.916, "Y2": 0.06176, "X3": 0.931, "Y3": 0.06156, "X4": 0.93, "Y4": 0.17983, "page": 0, "Index": 1}, {"Word": "Summary", "Confidence": 0.963, "X1": 0.246, "Y1": 0.09875, "X2": 0.429, "Y2": 0.09855, "X3": 0.428, "Y3": 0.15749, "X4": 0.244, "Y4": 0.15617, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.998, "X1": 0.438, "Y1": 0.09875, "X2": 0.477, "Y2": 0.09855, "X3": 0.476, "Y3": 0.1588, "X4": 0.437, "Y4": 0.15749, "page": 0, "Index": 3}, {"Word": "Progress", "Confidence": 0.996, "X1": 0.486, "Y1": 0.09744, "X2": 0.667, "Y2": 0.09724, "X3": 0.666, "Y3": 0.16012, "X4": 0.485, "Y4": 0.1588, "page": 0, "Index": 4}, {"Word": "(1)", "Confidence": 0.998, "X1": 0.676, "Y1": 0.09744, "X2": 0.73, "Y2": 0.09724, "X3": 0.73, "Y3": 0.16012, "X4": 0.675, "Y4": 0.16012, "page": 0, "Index": 5}, {"Word": "HSR", "Confidence": 0.998, "X1": 0.699, "Y1": 0.17366, "X2": 0.727, "Y2": 0.17346, "X3": 0.726, "Y3": 0.1956, "X4": 0.698, "Y4": 0.1956, "page": 0, "Index": 6}, {"Word": "Information", "Confidence": 0.993, "X1": 0.73, "Y1": 0.17497, "X2": 0.804, "Y2": 0.17477, "X3": 0.803, "Y3": 0.19822, "X4": 0.729, "Y4": 0.19691, "page": 0, "Index": 7}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.807, "Y1": 0.17497, "X2": 0.856, "Y2": 0.17477, "X3": 0.856, "Y3": 0.19822, "X4": 0.806, "Y4": 0.19822, "page": 0, "Index": 8}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.86, "Y1": 0.17628, "X2": 0.912, "Y2": 0.17608, "X3": 0.912, "Y3": 0.19822, "X4": 0.859, "Y4": 0.19822, "page": 0, "Index": 9}, {"Word": "Brief", "Confidence": 0.993, "X1": 0.145, "Y1": 0.23673, "X2": 0.21, "Y2": 0.23653, "X3": 0.21, "Y3": 0.28364, "X4": 0.144, "Y4": 0.28364, "page": 0, "Index": 10}, {"Word": "description", "Confidence": 0.993, "X1": 0.218, "Y1": 0.23673, "X2": 0.378, "Y2": 0.23653, "X3": 0.377, "Y3": 0.28495, "X4": 0.217, "Y4": 0.28364, "page": 0, "Index": 11}, {"Word": "of", "Confidence": 0.998, "X1": 0.386, "Y1": 0.23673, "X2": 0.413, "Y2": 0.23653, "X3": 0.412, "Y3": 0.28495, "X4": 0.385, "Y4": 0.28495, "page": 0, "Index": 12}, {"Word": "key", "Confidence": 0.998, "X1": 0.42, "Y1": 0.23673, "X2": 0.471, "Y2": 0.23653, "X3": 0.471, "Y3": 0.28627, "X4": 0.419, "Y4": 0.28627, "page": 0, "Index": 13}, {"Word": "results", "Confidence": 0.996, "X1": 0.479, "Y1": 0.23673, "X2": 0.579, "Y2": 0.23653, "X3": 0.578, "Y3": 0.28627, "X4": 0.478, "Y4": 0.28627, "page": 0, "Index": 14}, {"Word": "(obtained", "Confidence": 0.995, "X1": 0.586, "Y1": 0.23673, "X2": 0.72, "Y2": 0.23653, "X3": 0.719, "Y3": 0.28627, "X4": 0.585, "Y4": 0.28627, "page": 0, "Index": 15}, {"Word": "thus", "Confidence": 0.988, "X1": 0.727, "Y1": 0.23673, "X2": 0.791, "Y2": 0.23653, "X3": 0.79, "Y3": 0.28495, "X4": 0.726, "Y4": 0.28627, "page": 0, "Index": 16}, {"Word": "far)", "Confidence": 0.991, "X1": 0.798, "Y1": 0.23542, "X2": 0.852, "Y2": 0.23522, "X3": 0.851, "Y3": 0.28495, "X4": 0.797, "Y4": 0.28495, "page": 0, "Index": 17}, {"Word": "\u00b7", "Confidence": 0.001, "X1": 0.157, "Y1": 0.29718, "X2": 0.174, "Y2": 0.29698, "X3": 0.175, "Y3": 0.3362, "X4": 0.157, "Y4": 0.33489, "page": 0, "Index": 18}, {"Word": "Obvious", "Confidence": 0.994, "X1": 0.181, "Y1": 0.29718, "X2": 0.287, "Y2": 0.29698, "X3": 0.288, "Y3": 0.33751, "X4": 0.181, "Y4": 0.3362, "page": 0, "Index": 19}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.648, "Y1": 0.29718, "X2": 0.765, "Y2": 0.29698, "X3": 0.765, "Y3": 0.33751, "X4": 0.648, "Y4": 0.33883, "page": 0, "Index": 20}, {"Word": "by", "Confidence": 0.998, "X1": 0.771, "Y1": 0.29718, "X2": 0.804, "Y2": 0.29698, "X3": 0.805, "Y3": 0.33751, "X4": 0.771, "Y4": 0.33751, "page": 0, "Index": 21}, {"Word": "pulmonary", "Confidence": 0.995, "X1": 0.294, "Y1": 0.29718, "X2": 0.431, "Y2": 0.29698, "X3": 0.431, "Y3": 0.33883, "X4": 0.294, "Y4": 0.33751, "page": 0, "Index": 22}, {"Word": "inflammation", "Confidence": 0.993, "X1": 0.437, "Y1": 0.29718, "X2": 0.602, "Y2": 0.29698, "X3": 0.603, "Y3": 0.33883, "X4": 0.437, "Y4": 0.33883, "page": 0, "Index": 23}, {"Word": "as", "Confidence": 0.998, "X1": 0.609, "Y1": 0.29718, "X2": 0.642, "Y2": 0.29698, "X3": 0.642, "Y3": 0.33883, "X4": 0.609, "Y4": 0.33883, "page": 0, "Index": 24}, {"Word": "\u00b7", "Confidence": 0.677, "X1": 0.2, "Y1": 0.34974, "X2": 0.214, "Y2": 0.34954, "X3": 0.214, "Y3": 0.37956, "X4": 0.2, "Y4": 0.37956, "page": 0, "Index": 25}, {"Word": "Increases", "Confidence": 0.959, "X1": 0.22, "Y1": 0.34843, "X2": 0.325, "Y2": 0.34823, "X3": 0.325, "Y3": 0.38219, "X4": 0.219, "Y4": 0.37956, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.33, "Y1": 0.34843, "X2": 0.352, "Y2": 0.34823, "X3": 0.352, "Y3": 0.38351, "X4": 0.33, "Y4": 0.38219, "page": 0, "Index": 27}, {"Word": "neutrophils", "Confidence": 0.994, "X1": 0.357, "Y1": 0.34843, "X2": 0.475, "Y2": 0.34823, "X3": 0.475, "Y3": 0.38482, "X4": 0.357, "Y4": 0.38351, "page": 0, "Index": 28}, {"Word": "and", "Confidence": 0.998, "X1": 0.481, "Y1": 0.34711, "X2": 0.522, "Y2": 0.34691, "X3": 0.522, "Y3": 0.38482, "X4": 0.481, "Y4": 0.38482, "page": 0, "Index": 29}, {"Word": "lymphocytes", "Confidence": 0.992, "X1": 0.527, "Y1": 0.34711, "X2": 0.663, "Y2": 0.34691, "X3": 0.663, "Y3": 0.38482, "X4": 0.527, "Y4": 0.38482, "page": 0, "Index": 30}, {"Word": "in", "Confidence": 0.998, "X1": 0.668, "Y1": 0.34711, "X2": 0.688, "Y2": 0.34691, "X3": 0.688, "Y3": 0.38482, "X4": 0.669, "Y4": 0.38482, "page": 0, "Index": 31}, {"Word": "BALF", "Confidence": 0.988, "X1": 0.693, "Y1": 0.34711, "X2": 0.753, "Y2": 0.34691, "X3": 0.754, "Y3": 0.38351, "X4": 0.694, "Y4": 0.38482, "page": 0, "Index": 32}, {"Word": "(dose-", "Confidence": 0.997, "X1": 0.761, "Y1": 0.34711, "X2": 0.831, "Y2": 0.34691, "X3": 0.832, "Y3": 0.38219, "X4": 0.762, "Y4": 0.38351, "page": 0, "Index": 33}, {"Word": "dependent)", "Confidence": 0.991, "X1": 0.221, "Y1": 0.38653, "X2": 0.346, "Y2": 0.38633, "X3": 0.346, "Y3": 0.42161, "X4": 0.221, "Y4": 0.4203, "page": 0, "Index": 34}, {"Word": "Increase", "Confidence": 0.932, "X1": 0.219, "Y1": 0.43253, "X2": 0.313, "Y2": 0.43233, "X3": 0.314, "Y3": 0.46498, "X4": 0.219, "Y4": 0.46366, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.995, "X1": 0.319, "Y1": 0.43253, "X2": 0.34, "Y2": 0.43233, "X3": 0.341, "Y3": 0.46498, "X4": 0.319, "Y4": 0.46498, "page": 0, "Index": 36}, {"Word": "a", "Confidence": 0.995, "X1": 0.345, "Y1": 0.43253, "X2": 0.359, "Y2": 0.43233, "X3": 0.359, "Y3": 0.46629, "X4": 0.346, "Y4": 0.46498, "page": 0, "Index": 37}, {"Word": "series", "Confidence": 0.997, "X1": 0.364, "Y1": 0.43253, "X2": 0.431, "Y2": 0.43233, "X3": 0.431, "Y3": 0.46629, "X4": 0.364, "Y4": 0.46629, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.995, "X1": 0.436, "Y1": 0.43253, "X2": 0.457, "Y2": 0.43233, "X3": 0.458, "Y3": 0.46629, "X4": 0.436, "Y4": 0.46629, "page": 0, "Index": 39}, {"Word": "pro-inflammatory", "Confidence": 0.991, "X1": 0.462, "Y1": 0.43253, "X2": 0.644, "Y2": 0.43233, "X3": 0.645, "Y3": 0.46629, "X4": 0.463, "Y4": 0.46629, "page": 0, "Index": 40}, {"Word": "mediators", "Confidence": 0.995, "X1": 0.649, "Y1": 0.43121, "X2": 0.756, "Y2": 0.43101, "X3": 0.757, "Y3": 0.46498, "X4": 0.65, "Y4": 0.46629, "page": 0, "Index": 41}, {"Word": "in", "Confidence": 0.998, "X1": 0.761, "Y1": 0.43121, "X2": 0.781, "Y2": 0.43101, "X3": 0.782, "Y3": 0.46366, "X4": 0.762, "Y4": 0.46366, "page": 0, "Index": 42}, {"Word": "BALF", "Confidence": 0.988, "X1": 0.786, "Y1": 0.4299, "X2": 0.846, "Y2": 0.4297, "X3": 0.846, "Y3": 0.46235, "X4": 0.787, "Y4": 0.46366, "page": 0, "Index": 43}, {"Word": "\u00b7", "Confidence": 0.602, "X1": 0.202, "Y1": 0.47589, "X2": 0.214, "Y2": 0.47569, "X3": 0.213, "Y3": 0.51097, "X4": 0.201, "Y4": 0.51097, "page": 0, "Index": 44}, {"Word": "Histopathology", "Confidence": 0.994, "X1": 0.219, "Y1": 0.47852, "X2": 0.381, "Y2": 0.47832, "X3": 0.381, "Y3": 0.51491, "X4": 0.219, "Y4": 0.51097, "page": 0, "Index": 45}, {"Word": "\u00b7", "Confidence": 0.002, "X1": 0.159, "Y1": 0.52582, "X2": 0.174, "Y2": 0.52562, "X3": 0.174, "Y3": 0.56353, "X4": 0.159, "Y4": 0.56353, "page": 0, "Index": 46}, {"Word": "Lung", "Confidence": 0.989, "X1": 0.18, "Y1": 0.52582, "X2": 0.247, "Y2": 0.52562, "X3": 0.247, "Y3": 0.56485, "X4": 0.18, "Y4": 0.56353, "page": 0, "Index": 47}, {"Word": "function", "Confidence": 0.996, "X1": 0.253, "Y1": 0.52582, "X2": 0.357, "Y2": 0.52562, "X3": 0.357, "Y3": 0.56616, "X4": 0.253, "Y4": 0.56485, "page": 0, "Index": 48}, {"Word": "parameters", "Confidence": 0.994, "X1": 0.363, "Y1": 0.52582, "X2": 0.51, "Y2": 0.52562, "X3": 0.51, "Y3": 0.56616, "X4": 0.363, "Y4": 0.56616, "page": 0, "Index": 49}, {"Word": "indicate", "Confidence": 0.996, "X1": 0.516, "Y1": 0.52582, "X2": 0.618, "Y2": 0.52562, "X3": 0.618, "Y3": 0.56485, "X4": 0.516, "Y4": 0.56616, "page": 0, "Index": 50}, {"Word": "a", "Confidence": 0.996, "X1": 0.624, "Y1": 0.52582, "X2": 0.642, "Y2": 0.52562, "X3": 0.642, "Y3": 0.56485, "X4": 0.624, "Y4": 0.56485, "page": 0, "Index": 51}, {"Word": "pattern", "Confidence": 0.996, "X1": 0.648, "Y1": 0.52582, "X2": 0.74, "Y2": 0.52562, "X3": 0.74, "Y3": 0.56353, "X4": 0.648, "Y4": 0.56485, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.998, "X1": 0.746, "Y1": 0.52582, "X2": 0.778, "Y2": 0.52562, "X3": 0.778, "Y3": 0.56222, "X4": 0.746, "Y4": 0.56353, "page": 0, "Index": 53}, {"Word": "emphysematous", "Confidence": 0.991, "X1": 0.186, "Y1": 0.5705, "X2": 0.395, "Y2": 0.5703, "X3": 0.395, "Y3": 0.61215, "X4": 0.185, "Y4": 0.61215, "page": 0, "Index": 54}, {"Word": "(after", "Confidence": 0.997, "X1": 0.401, "Y1": 0.5705, "X2": 0.47, "Y2": 0.5703, "X3": 0.47, "Y3": 0.61084, "X4": 0.401, "Y4": 0.61215, "page": 0, "Index": 55}, {"Word": "3", "Confidence": 0.996, "X1": 0.476, "Y1": 0.5705, "X2": 0.493, "Y2": 0.5703, "X3": 0.494, "Y3": 0.61084, "X4": 0.476, "Y4": 0.61084, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.5, "Y1": 0.5705, "X2": 0.548, "Y2": 0.5703, "X3": 0.549, "Y3": 0.61084, "X4": 0.5, "Y4": 0.61084, "page": 0, "Index": 57}, {"Word": "5", "Confidence": 0.981, "X1": 0.554, "Y1": 0.5705, "X2": 0.573, "Y2": 0.5703, "X3": 0.573, "Y3": 0.61084, "X4": 0.555, "Y4": 0.61084, "page": 0, "Index": 58}, {"Word": "months)", "Confidence": 0.997, "X1": 0.579, "Y1": 0.5705, "X2": 0.685, "Y2": 0.5703, "X3": 0.686, "Y3": 0.60952, "X4": 0.579, "Y4": 0.61084, "page": 0, "Index": 59}, {"Word": "and", "Confidence": 0.998, "X1": 0.691, "Y1": 0.5705, "X2": 0.741, "Y2": 0.5703, "X3": 0.742, "Y3": 0.60952, "X4": 0.692, "Y4": 0.60952, "page": 0, "Index": 60}, {"Word": "fibrotic", "Confidence": 0.996, "X1": 0.748, "Y1": 0.5705, "X2": 0.837, "Y2": 0.5703, "X3": 0.838, "Y3": 0.60821, "X4": 0.749, "Y4": 0.60952, "page": 0, "Index": 61}, {"Word": "(after", "Confidence": 0.991, "X1": 0.186, "Y1": 0.61518, "X2": 0.249, "Y2": 0.61498, "X3": 0.249, "Y3": 0.65683, "X4": 0.186, "Y4": 0.65552, "page": 0, "Index": 62}, {"Word": "5", "Confidence": 0.956, "X1": 0.256, "Y1": 0.61518, "X2": 0.274, "Y2": 0.61498, "X3": 0.274, "Y3": 0.65683, "X4": 0.256, "Y4": 0.65683, "page": 0, "Index": 63}, {"Word": "smoke-exposed", "Confidence": 0.993, "X1": 0.538, "Y1": 0.61649, "X2": 0.744, "Y2": 0.61629, "X3": 0.744, "Y3": 0.65552, "X4": 0.538, "Y4": 0.65814, "page": 0, "Index": 64}, {"Word": "mice", "Confidence": 0.991, "X1": 0.75, "Y1": 0.61649, "X2": 0.814, "Y2": 0.61629, "X3": 0.814, "Y3": 0.6542, "X4": 0.75, "Y4": 0.65552, "page": 0, "Index": 65}, {"Word": "months)", "Confidence": 0.996, "X1": 0.281, "Y1": 0.61518, "X2": 0.387, "Y2": 0.61498, "X3": 0.386, "Y3": 0.65814, "X4": 0.281, "Y4": 0.65683, "page": 0, "Index": 66}, {"Word": "changes", "Confidence": 0.996, "X1": 0.393, "Y1": 0.61518, "X2": 0.503, "Y2": 0.61498, "X3": 0.503, "Y3": 0.65814, "X4": 0.393, "Y4": 0.65814, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.998, "X1": 0.509, "Y1": 0.61518, "X2": 0.532, "Y2": 0.61498, "X3": 0.532, "Y3": 0.65814, "X4": 0.509, "Y4": 0.65814, "page": 0, "Index": 68}, {"Word": "MicroCT", "Confidence": 0.94, "X1": 0.181, "Y1": 0.66906, "X2": 0.293, "Y2": 0.66886, "X3": 0.293, "Y3": 0.71071, "X4": 0.181, "Y4": 0.70808, "page": 0, "Index": 69}, {"Word": "analysis", "Confidence": 0.996, "X1": 0.3, "Y1": 0.66906, "X2": 0.404, "Y2": 0.66886, "X3": 0.404, "Y3": 0.71202, "X4": 0.3, "Y4": 0.71071, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.411, "Y1": 0.66906, "X2": 0.436, "Y2": 0.66886, "X3": 0.436, "Y3": 0.71202, "X4": 0.41, "Y4": 0.71202, "page": 0, "Index": 71}, {"Word": "lungs", "Confidence": 0.996, "X1": 0.442, "Y1": 0.66906, "X2": 0.513, "Y2": 0.66886, "X3": 0.513, "Y3": 0.71202, "X4": 0.442, "Y4": 0.71202, "page": 0, "Index": 72}, {"Word": "(after", "Confidence": 0.997, "X1": 0.519, "Y1": 0.66906, "X2": 0.588, "Y2": 0.66886, "X3": 0.588, "Y3": 0.71202, "X4": 0.519, "Y4": 0.71202, "page": 0, "Index": 73}, {"Word": "5", "Confidence": 0.998, "X1": 0.594, "Y1": 0.66906, "X2": 0.612, "Y2": 0.66886, "X3": 0.613, "Y3": 0.71071, "X4": 0.594, "Y4": 0.71202, "page": 0, "Index": 74}, {"Word": "months", "Confidence": 0.997, "X1": 0.619, "Y1": 0.66906, "X2": 0.715, "Y2": 0.66886, "X3": 0.716, "Y3": 0.70939, "X4": 0.619, "Y4": 0.71071, "page": 0, "Index": 75}, {"Word": "of", "Confidence": 0.992, "X1": 0.721, "Y1": 0.66906, "X2": 0.753, "Y2": 0.66886, "X3": 0.754, "Y3": 0.70808, "X4": 0.722, "Y4": 0.70939, "page": 0, "Index": 76}, {"Word": "exposure)", "Confidence": 0.991, "X1": 0.184, "Y1": 0.71636, "X2": 0.312, "Y2": 0.71616, "X3": 0.311, "Y3": 0.75538, "X4": 0.183, "Y4": 0.75801, "page": 0, "Index": 77}, {"Word": "indicates", "Confidence": 0.995, "X1": 0.318, "Y1": 0.71636, "X2": 0.433, "Y2": 0.71616, "X3": 0.433, "Y3": 0.75538, "X4": 0.317, "Y4": 0.75538, "page": 0, "Index": 78}, {"Word": "fibrotic", "Confidence": 0.995, "X1": 0.439, "Y1": 0.71636, "X2": 0.526, "Y2": 0.71616, "X3": 0.526, "Y3": 0.75538, "X4": 0.439, "Y4": 0.75538, "page": 0, "Index": 79}, {"Word": "changes", "Confidence": 0.997, "X1": 0.532, "Y1": 0.71768, "X2": 0.645, "Y2": 0.71748, "X3": 0.645, "Y3": 0.75801, "X4": 0.532, "Y4": 0.75538, "page": 0, "Index": 80}, {"Word": "3030210039", "Confidence": 0.896, "X1": 0.986, "Y1": 0.87799, "X2": 0.986, "Y2": 0.87779, "X3": 0.996, "Y3": 0.87628, "X4": 0.996, "Y4": 0.9722, "page": 0, "Index": 81}, {"Word": "PM", "Confidence": 0.994, "X1": 0.093, "Y1": 0.88456, "X2": 0.106, "Y2": 0.88436, "X3": 0.105, "Y3": 0.90256, "X4": 0.092, "Y4": 0.90256, "page": 0, "Index": 82}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.484, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.184, "Y3": 0.90256, "X4": 0.108, "Y4": 0.90256, "page": 0, "Index": 83}, {"Word": "Patrick", "Confidence": 0.613, "X1": 0.188, "Y1": 0.88456, "X2": 0.216, "Y2": 0.88436, "X3": 0.215, "Y3": 0.90256, "X4": 0.187, "Y4": 0.90256, "page": 0, "Index": 84}, {"Word": "Vanscheeuwijck", "Confidence": 0.85, "X1": 0.219, "Y1": 0.88456, "X2": 0.29, "Y2": 0.88436, "X3": 0.29, "Y3": 0.90256, "X4": 0.218, "Y4": 0.90256, "page": 0, "Index": 85}, {"Word": "Erik", "Confidence": 0.846, "X1": 0.293, "Y1": 0.88456, "X2": 0.31, "Y2": 0.88436, "X3": 0.309, "Y3": 0.90256, "X4": 0.292, "Y4": 0.90256, "page": 0, "Index": 86}, {"Word": "Van", "Confidence": 0.994, "X1": 0.312, "Y1": 0.88456, "X2": 0.33, "Y2": 0.88436, "X3": 0.329, "Y3": 0.90256, "X4": 0.312, "Y4": 0.90256, "page": 0, "Index": 87}, {"Word": "Miert", "Confidence": 0.956, "X1": 0.332, "Y1": 0.88456, "X2": 0.359, "Y2": 0.88436, "X3": 0.358, "Y3": 0.90125, "X4": 0.332, "Y4": 0.90256, "page": 0, "Index": 88}, {"Word": "DRAFT", "Confidence": 0.993, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 89}, {"Word": "-", "Confidence": 0.994, "X1": 0.426, "Y1": 0.88456, "X2": 0.432, "Y2": 0.88436, "X3": 0.431, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 90}, {"Word": "Confidential", "Confidence": 0.936, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.485, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 91}, {"Word": "-", "Confidence": 0.991, "X1": 0.488, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 92}, {"Word": "November", "Confidence": 0.606, "X1": 0.496, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.539, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 93}, {"Word": "2", "Confidence": 0.993, "X1": 0.543, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.548, "Y3": 0.90256, "X4": 0.542, "Y4": 0.90256, "page": 0, "Index": 94}, {"Word": "-", "Confidence": 0.995, "X1": 0.551, "Y1": 0.88456, "X2": 0.557, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.551, "Y4": 0.90256, "page": 0, "Index": 95}, {"Word": "4.", "Confidence": 0.883, "X1": 0.559, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.566, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 96}, {"Word": "2005", "Confidence": 0.983, "X1": 0.57, "Y1": 0.88456, "X2": 0.595, "Y2": 0.88436, "X3": 0.595, "Y3": 0.90256, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 97}]}
"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"
ffyb0226
2
{"lines_data": [{"Word": "3030210038", "Confidence": 0.995, "X1": 0.942, "Y1": 0.04094, "X2": 0.942, "Y2": 0.04074, "X3": 0.959, "Y3": 0.04054, "X4": 0.959, "Y4": 0.17063, "page": 0}, {"Word": "PM3030210038", "Confidence": 0.992, "X1": 0.915, "Y1": 0.05802, "X2": 0.916, "Y2": 0.05782, "X3": 0.93, "Y3": 0.05762, "X4": 0.929, "Y4": 0.18245, "page": 0}, {"Word": "Deliverables", "Confidence": 0.988, "X1": 0.365, "Y1": 0.09875, "X2": 0.61, "Y2": 0.09855, "X3": 0.61, "Y3": 0.1496, "X4": 0.365, "Y4": 0.14829, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.99125, "X1": 0.698, "Y1": 0.17628, "X2": 0.913, "Y2": 0.17608, "X3": 0.912, "Y3": 0.19691, "X4": 0.698, "Y4": 0.19428, "page": 0}, {"Word": "This project will provide a very detailed", "Confidence": 0.99243, "X1": 0.127, "Y1": 0.23673, "X2": 0.704, "Y2": 0.23653, "X3": 0.705, "Y3": 0.28232, "X4": 0.127, "Y4": 0.28495, "page": 0}, {"Word": "assessment of the A/J mouse as a model of", "Confidence": 0.99667, "X1": 0.148, "Y1": 0.28929, "X2": 0.78, "Y2": 0.28909, "X3": 0.78, "Y3": 0.32963, "X4": 0.148, "Y4": 0.33226, "page": 0}, {"Word": "smoke-induced COPD", "Confidence": 0.992, "X1": 0.145, "Y1": 0.33923, "X2": 0.473, "Y2": 0.33903, "X3": 0.473, "Y3": 0.38351, "X4": 0.145, "Y4": 0.38482, "page": 0}, {"Word": "The information obtained will be shared via", "Confidence": 0.99514, "X1": 0.144, "Y1": 0.39836, "X2": 0.764, "Y2": 0.39816, "X3": 0.764, "Y3": 0.44395, "X4": 0.144, "Y4": 0.44527, "page": 0}, {"Word": "Current Research Topics meeting (first foreseen on", "Confidence": 0.99129, "X1": 0.157, "Y1": 0.45881, "X2": 0.842, "Y2": 0.45861, "X3": 0.842, "Y3": 0.50177, "X4": 0.157, "Y4": 0.50046, "page": 0}, {"Word": "23 Nov 2005)", "Confidence": 0.99733, "X1": 0.184, "Y1": 0.50611, "X2": 0.359, "Y2": 0.50591, "X3": 0.359, "Y3": 0.54514, "X4": 0.183, "Y4": 0.54251, "page": 0}, {"Word": "\u00b7 Report", "Confidence": 0.5055, "X1": 0.156, "Y1": 0.55999, "X2": 0.276, "Y2": 0.55979, "X3": 0.275, "Y3": 0.59901, "X4": 0.156, "Y4": 0.59638, "page": 0}, {"Word": "Publication", "Confidence": 0.994, "X1": 0.156, "Y1": 0.61387, "X2": 0.328, "Y2": 0.61367, "X3": 0.328, "Y3": 0.65026, "X4": 0.156, "Y4": 0.64763, "page": 0}, {"Word": "3030210038", "Confidence": 0.868, "X1": 0.985, "Y1": 0.87011, "X2": 0.985, "Y2": 0.86991, "X3": 0.996, "Y3": 0.86971, "X4": 0.996, "Y4": 0.9722, "page": 0}, {"Word": "3", "Confidence": 0.991, "X1": 0.803, "Y1": 0.88588, "X2": 0.81, "Y2": 0.88568, "X3": 0.81, "Y3": 0.8973, "X4": 0.803, "Y4": 0.8973, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.78414, "X1": 0.092, "Y1": 0.88456, "X2": 0.358, "Y2": 0.88436, "X3": 0.358, "Y3": 0.90125, "X4": 0.092, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.91433, "X1": 0.39, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.39, "Y4": 0.90125, "page": 0}], "words_data": [{"Word": "3030210038", "Confidence": 0.995, "X1": 0.943, "Y1": 0.04619, "X2": 0.942, "Y2": 0.04599, "X3": 0.959, "Y3": 0.04448, "X4": 0.959, "Y4": 0.16931, "page": 0, "Index": 0}, {"Word": "PM3030210038", "Confidence": 0.992, "X1": 0.915, "Y1": 0.06196, "X2": 0.916, "Y2": 0.06176, "X3": 0.93, "Y3": 0.06156, "X4": 0.93, "Y4": 0.18114, "page": 0, "Index": 1}, {"Word": "Deliverables", "Confidence": 0.988, "X1": 0.367, "Y1": 0.10138, "X2": 0.606, "Y2": 0.10118, "X3": 0.605, "Y3": 0.1496, "X4": 0.365, "Y4": 0.1496, "page": 0, "Index": 2}, {"Word": "HSR", "Confidence": 0.991, "X1": 0.699, "Y1": 0.17366, "X2": 0.726, "Y2": 0.17346, "X3": 0.725, "Y3": 0.1956, "X4": 0.699, "Y4": 0.1956, "page": 0, "Index": 3}, {"Word": "Information", "Confidence": 0.981, "X1": 0.729, "Y1": 0.17497, "X2": 0.803, "Y2": 0.17477, "X3": 0.803, "Y3": 0.19691, "X4": 0.729, "Y4": 0.1956, "page": 0, "Index": 4}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.806, "Y1": 0.17628, "X2": 0.855, "Y2": 0.17608, "X3": 0.855, "Y3": 0.19691, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 5}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.859, "Y1": 0.17628, "X2": 0.912, "Y2": 0.17608, "X3": 0.911, "Y3": 0.19691, "X4": 0.858, "Y4": 0.19691, "page": 0, "Index": 6}, {"Word": "This", "Confidence": 0.987, "X1": 0.144, "Y1": 0.23804, "X2": 0.205, "Y2": 0.23784, "X3": 0.205, "Y3": 0.28495, "X4": 0.143, "Y4": 0.28495, "page": 0, "Index": 7}, {"Word": "project", "Confidence": 0.993, "X1": 0.213, "Y1": 0.23804, "X2": 0.312, "Y2": 0.23784, "X3": 0.312, "Y3": 0.28495, "X4": 0.212, "Y4": 0.28495, "page": 0, "Index": 8}, {"Word": "will", "Confidence": 0.991, "X1": 0.319, "Y1": 0.23804, "X2": 0.366, "Y2": 0.23784, "X3": 0.366, "Y3": 0.28495, "X4": 0.319, "Y4": 0.28495, "page": 0, "Index": 9}, {"Word": "provide", "Confidence": 0.995, "X1": 0.373, "Y1": 0.23673, "X2": 0.482, "Y2": 0.23653, "X3": 0.482, "Y3": 0.28495, "X4": 0.373, "Y4": 0.28495, "page": 0, "Index": 10}, {"Word": "a", "Confidence": 0.998, "X1": 0.489, "Y1": 0.23673, "X2": 0.508, "Y2": 0.23653, "X3": 0.508, "Y3": 0.28364, "X4": 0.49, "Y4": 0.28495, "page": 0, "Index": 11}, {"Word": "very", "Confidence": 0.988, "X1": 0.515, "Y1": 0.23673, "X2": 0.579, "Y2": 0.23653, "X3": 0.58, "Y3": 0.28364, "X4": 0.516, "Y4": 0.28364, "page": 0, "Index": 12}, {"Word": "detailed", "Confidence": 0.995, "X1": 0.586, "Y1": 0.23673, "X2": 0.702, "Y2": 0.23653, "X3": 0.702, "Y3": 0.28232, "X4": 0.587, "Y4": 0.28364, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.996, "X1": 0.745, "Y1": 0.29061, "X2": 0.778, "Y2": 0.29041, "X3": 0.78, "Y3": 0.327, "X4": 0.746, "Y4": 0.32832, "page": 0, "Index": 14}, {"Word": "assessment", "Confidence": 0.991, "X1": 0.149, "Y1": 0.29192, "X2": 0.319, "Y2": 0.29172, "X3": 0.319, "Y3": 0.33094, "X4": 0.149, "Y4": 0.32963, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.325, "Y1": 0.29192, "X2": 0.354, "Y2": 0.29172, "X3": 0.355, "Y3": 0.33226, "X4": 0.325, "Y4": 0.33226, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.36, "Y1": 0.29192, "X2": 0.407, "Y2": 0.29172, "X3": 0.407, "Y3": 0.33226, "X4": 0.36, "Y4": 0.33226, "page": 0, "Index": 17}, {"Word": "A/J", "Confidence": 0.998, "X1": 0.415, "Y1": 0.29061, "X2": 0.464, "Y2": 0.29041, "X3": 0.464, "Y3": 0.33226, "X4": 0.416, "Y4": 0.33226, "page": 0, "Index": 18}, {"Word": "mouse", "Confidence": 0.998, "X1": 0.47, "Y1": 0.29061, "X2": 0.568, "Y2": 0.29041, "X3": 0.568, "Y3": 0.33094, "X4": 0.471, "Y4": 0.33226, "page": 0, "Index": 19}, {"Word": "as", "Confidence": 0.998, "X1": 0.578, "Y1": 0.29061, "X2": 0.613, "Y2": 0.29041, "X3": 0.614, "Y3": 0.33094, "X4": 0.579, "Y4": 0.33094, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.995, "X1": 0.621, "Y1": 0.29061, "X2": 0.638, "Y2": 0.29041, "X3": 0.639, "Y3": 0.32963, "X4": 0.622, "Y4": 0.32963, "page": 0, "Index": 21}, {"Word": "model", "Confidence": 0.998, "X1": 0.647, "Y1": 0.29061, "X2": 0.739, "Y2": 0.29041, "X3": 0.74, "Y3": 0.32832, "X4": 0.648, "Y4": 0.32963, "page": 0, "Index": 22}, {"Word": "smoke-induced", "Confidence": 0.993, "X1": 0.146, "Y1": 0.33923, "X2": 0.364, "Y2": 0.33903, "X3": 0.364, "Y3": 0.38482, "X4": 0.146, "Y4": 0.38613, "page": 0, "Index": 23}, {"Word": "COPD", "Confidence": 0.991, "X1": 0.371, "Y1": 0.33923, "X2": 0.462, "Y2": 0.33903, "X3": 0.462, "Y3": 0.38351, "X4": 0.371, "Y4": 0.38482, "page": 0, "Index": 24}, {"Word": "The", "Confidence": 0.998, "X1": 0.147, "Y1": 0.39967, "X2": 0.2, "Y2": 0.39947, "X3": 0.2, "Y3": 0.44527, "X4": 0.147, "Y4": 0.44527, "page": 0, "Index": 25}, {"Word": "information", "Confidence": 0.991, "X1": 0.207, "Y1": 0.39967, "X2": 0.37, "Y2": 0.39947, "X3": 0.371, "Y3": 0.44527, "X4": 0.207, "Y4": 0.44527, "page": 0, "Index": 26}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.377, "Y1": 0.39967, "X2": 0.503, "Y2": 0.39947, "X3": 0.504, "Y3": 0.44527, "X4": 0.378, "Y4": 0.44527, "page": 0, "Index": 27}, {"Word": "will", "Confidence": 0.989, "X1": 0.51, "Y1": 0.39967, "X2": 0.557, "Y2": 0.39947, "X3": 0.557, "Y3": 0.44527, "X4": 0.511, "Y4": 0.44527, "page": 0, "Index": 28}, {"Word": "be", "Confidence": 0.998, "X1": 0.564, "Y1": 0.39836, "X2": 0.603, "Y2": 0.39816, "X3": 0.603, "Y3": 0.44527, "X4": 0.564, "Y4": 0.44527, "page": 0, "Index": 29}, {"Word": "shared", "Confidence": 0.997, "X1": 0.611, "Y1": 0.39836, "X2": 0.711, "Y2": 0.39816, "X3": 0.711, "Y3": 0.44527, "X4": 0.611, "Y4": 0.44527, "page": 0, "Index": 30}, {"Word": "via", "Confidence": 0.998, "X1": 0.718, "Y1": 0.39836, "X2": 0.764, "Y2": 0.39816, "X3": 0.764, "Y3": 0.44527, "X4": 0.718, "Y4": 0.44527, "page": 0, "Index": 31}, {"Word": "Current", "Confidence": 0.962, "X1": 0.179, "Y1": 0.46012, "X2": 0.28, "Y2": 0.45992, "X3": 0.28, "Y3": 0.49783, "X4": 0.18, "Y4": 0.4952, "page": 0, "Index": 32}, {"Word": "Research", "Confidence": 0.996, "X1": 0.286, "Y1": 0.45881, "X2": 0.41, "Y2": 0.45861, "X3": 0.411, "Y3": 0.50177, "X4": 0.287, "Y4": 0.49914, "page": 0, "Index": 33}, {"Word": "Topics", "Confidence": 0.997, "X1": 0.419, "Y1": 0.45881, "X2": 0.503, "Y2": 0.45861, "X3": 0.503, "Y3": 0.50177, "X4": 0.42, "Y4": 0.50177, "page": 0, "Index": 34}, {"Word": "meeting", "Confidence": 0.996, "X1": 0.509, "Y1": 0.45881, "X2": 0.613, "Y2": 0.45861, "X3": 0.614, "Y3": 0.50309, "X4": 0.51, "Y4": 0.50309, "page": 0, "Index": 35}, {"Word": "(first", "Confidence": 0.994, "X1": 0.619, "Y1": 0.45881, "X2": 0.679, "Y2": 0.45861, "X3": 0.679, "Y3": 0.50177, "X4": 0.62, "Y4": 0.50309, "page": 0, "Index": 36}, {"Word": "foreseen", "Confidence": 0.996, "X1": 0.685, "Y1": 0.46012, "X2": 0.797, "Y2": 0.45992, "X3": 0.798, "Y3": 0.50046, "X4": 0.686, "Y4": 0.50177, "page": 0, "Index": 37}, {"Word": "on", "Confidence": 0.998, "X1": 0.804, "Y1": 0.46012, "X2": 0.838, "Y2": 0.45992, "X3": 0.839, "Y3": 0.50046, "X4": 0.804, "Y4": 0.50046, "page": 0, "Index": 38}, {"Word": "23", "Confidence": 0.998, "X1": 0.184, "Y1": 0.5048, "X2": 0.215, "Y2": 0.5046, "X3": 0.214, "Y3": 0.54382, "X4": 0.184, "Y4": 0.54382, "page": 0, "Index": 39}, {"Word": "Nov", "Confidence": 0.998, "X1": 0.221, "Y1": 0.50611, "X2": 0.275, "Y2": 0.50591, "X3": 0.275, "Y3": 0.54382, "X4": 0.221, "Y4": 0.54382, "page": 0, "Index": 40}, {"Word": "2005)", "Confidence": 0.996, "X1": 0.281, "Y1": 0.50743, "X2": 0.358, "Y2": 0.50723, "X3": 0.357, "Y3": 0.54645, "X4": 0.281, "Y4": 0.54514, "page": 0, "Index": 41}, {"Word": "\u00b7", "Confidence": 0.014, "X1": 0.157, "Y1": 0.55999, "X2": 0.173, "Y2": 0.55979, "X3": 0.173, "Y3": 0.59638, "X4": 0.157, "Y4": 0.59507, "page": 0, "Index": 42}, {"Word": "Report", "Confidence": 0.997, "X1": 0.181, "Y1": 0.55999, "X2": 0.277, "Y2": 0.55979, "X3": 0.276, "Y3": 0.60033, "X4": 0.181, "Y4": 0.5977, "page": 0, "Index": 43}, {"Word": "Publication", "Confidence": 0.994, "X1": 0.181, "Y1": 0.61518, "X2": 0.323, "Y2": 0.61498, "X3": 0.323, "Y3": 0.65157, "X4": 0.181, "Y4": 0.64895, "page": 0, "Index": 44}, {"Word": "3030210038", "Confidence": 0.868, "X1": 0.985, "Y1": 0.87668, "X2": 0.985, "Y2": 0.87648, "X3": 0.997, "Y3": 0.87628, "X4": 0.996, "Y4": 0.97089, "page": 0, "Index": 45}, {"Word": "3", "Confidence": 0.991, "X1": 0.803, "Y1": 0.88588, "X2": 0.809, "Y2": 0.88568, "X3": 0.809, "Y3": 0.8973, "X4": 0.803, "Y4": 0.8973, "page": 0, "Index": 46}, {"Word": "PM", "Confidence": 0.994, "X1": 0.093, "Y1": 0.88456, "X2": 0.106, "Y2": 0.88436, "X3": 0.106, "Y3": 0.90125, "X4": 0.092, "Y4": 0.90125, "page": 0, "Index": 47}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.246, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.185, "Y3": 0.90125, "X4": 0.109, "Y4": 0.90125, "page": 0, "Index": 48}, {"Word": "Patrick", "Confidence": 0.625, "X1": 0.188, "Y1": 0.88456, "X2": 0.217, "Y2": 0.88436, "X3": 0.217, "Y3": 0.90125, "X4": 0.187, "Y4": 0.90125, "page": 0, "Index": 49}, {"Word": "Vanscheeuwijck", "Confidence": 0.852, "X1": 0.22, "Y1": 0.88588, "X2": 0.291, "Y2": 0.88568, "X3": 0.291, "Y3": 0.90125, "X4": 0.219, "Y4": 0.90125, "page": 0, "Index": 50}, {"Word": "Erik", "Confidence": 0.783, "X1": 0.294, "Y1": 0.88588, "X2": 0.31, "Y2": 0.88568, "X3": 0.31, "Y3": 0.90125, "X4": 0.293, "Y4": 0.90125, "page": 0, "Index": 51}, {"Word": "Van", "Confidence": 0.995, "X1": 0.313, "Y1": 0.88588, "X2": 0.331, "Y2": 0.88568, "X3": 0.331, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 52}, {"Word": "Miert", "Confidence": 0.994, "X1": 0.333, "Y1": 0.88588, "X2": 0.359, "Y2": 0.88568, "X3": 0.358, "Y3": 0.90125, "X4": 0.333, "Y4": 0.90125, "page": 0, "Index": 53}, {"Word": "DRAFT", "Confidence": 0.994, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 54}, {"Word": "-", "Confidence": 0.995, "X1": 0.426, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 55}, {"Word": "Confidential", "Confidence": 0.802, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.981, "X1": 0.487, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 57}, {"Word": "November", "Confidence": 0.608, "X1": 0.496, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.54, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 58}, {"Word": "2", "Confidence": 0.994, "X1": 0.543, "Y1": 0.88456, "X2": 0.547, "Y2": 0.88436, "X3": 0.547, "Y3": 0.90256, "X4": 0.542, "Y4": 0.90256, "page": 0, "Index": 59}, {"Word": "-", "Confidence": 0.981, "X1": 0.55, "Y1": 0.88456, "X2": 0.556, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 60}, {"Word": "4.", "Confidence": 0.892, "X1": 0.559, "Y1": 0.88456, "X2": 0.566, "Y2": 0.88436, "X3": 0.566, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 61}, {"Word": "2005", "Confidence": 0.982, "X1": 0.569, "Y1": 0.88456, "X2": 0.594, "Y2": 0.88436, "X3": 0.594, "Y3": 0.90256, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 62}]}
"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"
ffyb0226
1
{"lines_data": [{"Word": "3030210037", "Confidence": 0.981, "X1": 0.942, "Y1": 0.04094, "X2": 0.942, "Y2": 0.04074, "X3": 0.959, "Y3": 0.04054, "X4": 0.959, "Y4": 0.17063, "page": 0}, {"Word": "PM3030210037", "Confidence": 0.991, "X1": 0.915, "Y1": 0.06065, "X2": 0.916, "Y2": 0.06045, "X3": 0.931, "Y3": 0.06025, "X4": 0.929, "Y4": 0.18114, "page": 0}, {"Word": "Key Milestones", "Confidence": 0.9965, "X1": 0.337, "Y1": 0.09875, "X2": 0.638, "Y2": 0.09855, "X3": 0.638, "Y3": 0.15355, "X4": 0.337, "Y4": 0.15486, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.99525, "X1": 0.698, "Y1": 0.17628, "X2": 0.913, "Y2": 0.17608, "X3": 0.913, "Y3": 0.19691, "X4": 0.698, "Y4": 0.19428, "page": 0}, {"Word": "Start exposure: 18-Apr-2005", "Confidence": 0.995, "X1": 0.146, "Y1": 0.2341, "X2": 0.557, "Y2": 0.2339, "X3": 0.557, "Y3": 0.28232, "X4": 0.146, "Y4": 0.28232, "page": 0}, {"Word": "End inhalation experiment: 8-Sep-2005", "Confidence": 0.9955, "X1": 0.146, "Y1": 0.29849, "X2": 0.708, "Y2": 0.29829, "X3": 0.708, "Y3": 0.3454, "X4": 0.146, "Y4": 0.34146, "page": 0}, {"Word": "Presentation first results in Current Research", "Confidence": 0.99617, "X1": 0.148, "Y1": 0.35894, "X2": 0.795, "Y2": 0.35874, "X3": 0.795, "Y3": 0.40322, "X4": 0.148, "Y4": 0.40453, "page": 0}, {"Word": "Topics Meeting: 23 Nov 2005", "Confidence": 0.995, "X1": 0.147, "Y1": 0.40887, "X2": 0.57, "Y2": 0.40867, "X3": 0.57, "Y3": 0.45578, "X4": 0.147, "Y4": 0.45841, "page": 0}, {"Word": "Target reporting date (GLP-part): 10CW2006", "Confidence": 0.9932, "X1": 0.144, "Y1": 0.46801, "X2": 0.793, "Y2": 0.46781, "X3": 0.793, "Y3": 0.51754, "X4": 0.145, "Y4": 0.52148, "page": 0}, {"Word": "Abstract/Publication: November 2006", "Confidence": 0.99233, "X1": 0.116, "Y1": 0.53239, "X2": 0.682, "Y2": 0.53219, "X3": 0.682, "Y3": 0.57273, "X4": 0.116, "Y4": 0.57536, "page": 0}, {"Word": "Completion date: November 2006", "Confidence": 0.9945, "X1": 0.116, "Y1": 0.59284, "X2": 0.633, "Y2": 0.59264, "X3": 0.634, "Y3": 0.63581, "X4": 0.116, "Y4": 0.63843, "page": 0}, {"Word": "3030210037", "Confidence": 0.941, "X1": 0.985, "Y1": 0.87142, "X2": 0.985, "Y2": 0.87122, "X3": 0.996, "Y3": 0.87102, "X4": 0.996, "Y4": 0.97352, "page": 0}, {"Word": "2 .\"", "Confidence": 0.4965, "X1": 0.801, "Y1": 0.88325, "X2": 0.83, "Y2": 0.88305, "X3": 0.83, "Y3": 0.8973, "X4": 0.801, "Y4": 0.89993, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.82757, "X1": 0.092, "Y1": 0.88456, "X2": 0.359, "Y2": 0.88436, "X3": 0.359, "Y3": 0.90125, "X4": 0.092, "Y4": 0.89993, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.92278, "X1": 0.39, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.39, "Y4": 0.90125, "page": 0}], "words_data": [{"Word": "3030210037", "Confidence": 0.981, "X1": 0.943, "Y1": 0.04488, "X2": 0.942, "Y2": 0.04468, "X3": 0.959, "Y3": 0.04185, "X4": 0.96, "Y4": 0.17063, "page": 0, "Index": 0}, {"Word": "PM3030210037", "Confidence": 0.991, "X1": 0.916, "Y1": 0.06065, "X2": 0.916, "Y2": 0.06045, "X3": 0.931, "Y3": 0.06025, "X4": 0.929, "Y4": 0.18114, "page": 0, "Index": 1}, {"Word": "Milestones", "Confidence": 0.995, "X1": 0.421, "Y1": 0.10138, "X2": 0.635, "Y2": 0.10118, "X3": 0.637, "Y3": 0.14697, "X4": 0.42, "Y4": 0.15617, "page": 0, "Index": 2}, {"Word": "Key", "Confidence": 0.998, "X1": 0.338, "Y1": 0.09875, "X2": 0.412, "Y2": 0.09855, "X3": 0.412, "Y3": 0.15617, "X4": 0.337, "Y4": 0.15223, "page": 0, "Index": 3}, {"Word": "HSR", "Confidence": 0.995, "X1": 0.698, "Y1": 0.17366, "X2": 0.726, "Y2": 0.17346, "X3": 0.726, "Y3": 0.1956, "X4": 0.698, "Y4": 0.1956, "page": 0, "Index": 4}, {"Word": "Information", "Confidence": 0.993, "X1": 0.73, "Y1": 0.17497, "X2": 0.803, "Y2": 0.17477, "X3": 0.803, "Y3": 0.19691, "X4": 0.729, "Y4": 0.1956, "page": 0, "Index": 5}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.807, "Y1": 0.17628, "X2": 0.856, "Y2": 0.17608, "X3": 0.855, "Y3": 0.19691, "X4": 0.807, "Y4": 0.19691, "page": 0, "Index": 6}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.859, "Y1": 0.17628, "X2": 0.911, "Y2": 0.17608, "X3": 0.91, "Y3": 0.19822, "X4": 0.859, "Y4": 0.19691, "page": 0, "Index": 7}, {"Word": "Start", "Confidence": 0.996, "X1": 0.147, "Y1": 0.23936, "X2": 0.214, "Y2": 0.23916, "X3": 0.214, "Y3": 0.28232, "X4": 0.146, "Y4": 0.28101, "page": 0, "Index": 8}, {"Word": "exposure:", "Confidence": 0.995, "X1": 0.221, "Y1": 0.23936, "X2": 0.369, "Y2": 0.23916, "X3": 0.37, "Y3": 0.28364, "X4": 0.221, "Y4": 0.28232, "page": 0, "Index": 9}, {"Word": "18-Apr-2005", "Confidence": 0.994, "X1": 0.376, "Y1": 0.2341, "X2": 0.555, "Y2": 0.2339, "X3": 0.556, "Y3": 0.28364, "X4": 0.377, "Y4": 0.28364, "page": 0, "Index": 10}, {"Word": "End", "Confidence": 0.998, "X1": 0.146, "Y1": 0.29849, "X2": 0.202, "Y2": 0.29829, "X3": 0.203, "Y3": 0.34014, "X4": 0.147, "Y4": 0.33883, "page": 0, "Index": 11}, {"Word": "inhalation", "Confidence": 0.995, "X1": 0.21, "Y1": 0.29981, "X2": 0.35, "Y2": 0.29961, "X3": 0.35, "Y3": 0.34408, "X4": 0.21, "Y4": 0.34014, "page": 0, "Index": 12}, {"Word": "experiment:", "Confidence": 0.994, "X1": 0.357, "Y1": 0.29981, "X2": 0.528, "Y2": 0.29961, "X3": 0.529, "Y3": 0.3454, "X4": 0.357, "Y4": 0.34408, "page": 0, "Index": 13}, {"Word": "8-Sep-2005", "Confidence": 0.995, "X1": 0.535, "Y1": 0.29981, "X2": 0.706, "Y2": 0.29961, "X3": 0.706, "Y3": 0.34408, "X4": 0.535, "Y4": 0.3454, "page": 0, "Index": 14}, {"Word": "Presentation", "Confidence": 0.993, "X1": 0.149, "Y1": 0.36025, "X2": 0.327, "Y2": 0.36005, "X3": 0.327, "Y3": 0.40453, "X4": 0.148, "Y4": 0.40322, "page": 0, "Index": 15}, {"Word": "first", "Confidence": 0.997, "X1": 0.334, "Y1": 0.35894, "X2": 0.389, "Y2": 0.35874, "X3": 0.389, "Y3": 0.40453, "X4": 0.334, "Y4": 0.40453, "page": 0, "Index": 16}, {"Word": "results", "Confidence": 0.996, "X1": 0.396, "Y1": 0.35894, "X2": 0.493, "Y2": 0.35874, "X3": 0.493, "Y3": 0.40453, "X4": 0.396, "Y4": 0.40453, "page": 0, "Index": 17}, {"Word": "in", "Confidence": 0.998, "X1": 0.5, "Y1": 0.35894, "X2": 0.526, "Y2": 0.35874, "X3": 0.527, "Y3": 0.40453, "X4": 0.5, "Y4": 0.40453, "page": 0, "Index": 18}, {"Word": "Current", "Confidence": 0.997, "X1": 0.533, "Y1": 0.36025, "X2": 0.643, "Y2": 0.36005, "X3": 0.644, "Y3": 0.40322, "X4": 0.533, "Y4": 0.40453, "page": 0, "Index": 19}, {"Word": "Research", "Confidence": 0.996, "X1": 0.65, "Y1": 0.36025, "X2": 0.791, "Y2": 0.36005, "X3": 0.792, "Y3": 0.40059, "X4": 0.651, "Y4": 0.40322, "page": 0, "Index": 20}, {"Word": "Nov", "Confidence": 0.998, "X1": 0.426, "Y1": 0.41019, "X2": 0.487, "Y2": 0.40999, "X3": 0.487, "Y3": 0.45578, "X4": 0.426, "Y4": 0.45709, "page": 0, "Index": 21}, {"Word": "2005", "Confidence": 0.989, "X1": 0.493, "Y1": 0.41019, "X2": 0.567, "Y2": 0.40999, "X3": 0.567, "Y3": 0.45184, "X4": 0.493, "Y4": 0.45578, "page": 0, "Index": 22}, {"Word": "Topics", "Confidence": 0.994, "X1": 0.147, "Y1": 0.41281, "X2": 0.241, "Y2": 0.41261, "X3": 0.241, "Y3": 0.45841, "X4": 0.147, "Y4": 0.45446, "page": 0, "Index": 23}, {"Word": "Meeting:", "Confidence": 0.996, "X1": 0.248, "Y1": 0.4115, "X2": 0.376, "Y2": 0.4113, "X3": 0.376, "Y3": 0.45841, "X4": 0.248, "Y4": 0.45841, "page": 0, "Index": 24}, {"Word": "23", "Confidence": 0.998, "X1": 0.383, "Y1": 0.4115, "X2": 0.419, "Y2": 0.4113, "X3": 0.419, "Y3": 0.45841, "X4": 0.383, "Y4": 0.45841, "page": 0, "Index": 25}, {"Word": "10CW2006", "Confidence": 0.995, "X1": 0.627, "Y1": 0.46801, "X2": 0.791, "Y2": 0.46781, "X3": 0.791, "Y3": 0.51623, "X4": 0.627, "Y4": 0.51885, "page": 0, "Index": 26}, {"Word": "Target", "Confidence": 0.997, "X1": 0.147, "Y1": 0.47195, "X2": 0.238, "Y2": 0.47175, "X3": 0.238, "Y3": 0.52148, "X4": 0.147, "Y4": 0.52017, "page": 0, "Index": 27}, {"Word": "reporting", "Confidence": 0.995, "X1": 0.245, "Y1": 0.47195, "X2": 0.375, "Y2": 0.47175, "X3": 0.375, "Y3": 0.52148, "X4": 0.245, "Y4": 0.52148, "page": 0, "Index": 28}, {"Word": "date", "Confidence": 0.988, "X1": 0.382, "Y1": 0.47195, "X2": 0.446, "Y2": 0.47175, "X3": 0.446, "Y3": 0.52017, "X4": 0.382, "Y4": 0.52148, "page": 0, "Index": 29}, {"Word": "(GLP-part):", "Confidence": 0.991, "X1": 0.453, "Y1": 0.47063, "X2": 0.62, "Y2": 0.47043, "X3": 0.62, "Y3": 0.51885, "X4": 0.453, "Y4": 0.52017, "page": 0, "Index": 30}, {"Word": "Abstract/Publication:", "Confidence": 0.991, "X1": 0.144, "Y1": 0.53371, "X2": 0.442, "Y2": 0.53351, "X3": 0.441, "Y3": 0.57536, "X4": 0.143, "Y4": 0.57536, "page": 0, "Index": 31}, {"Word": "November", "Confidence": 0.996, "X1": 0.448, "Y1": 0.53371, "X2": 0.602, "Y2": 0.53351, "X3": 0.601, "Y3": 0.57536, "X4": 0.447, "Y4": 0.57536, "page": 0, "Index": 32}, {"Word": "2006", "Confidence": 0.99, "X1": 0.608, "Y1": 0.53371, "X2": 0.681, "Y2": 0.53351, "X3": 0.68, "Y3": 0.57404, "X4": 0.608, "Y4": 0.57404, "page": 0, "Index": 33}, {"Word": "November", "Confidence": 0.996, "X1": 0.398, "Y1": 0.59416, "X2": 0.552, "Y2": 0.59396, "X3": 0.551, "Y3": 0.63581, "X4": 0.397, "Y4": 0.63843, "page": 0, "Index": 34}, {"Word": "2006", "Confidence": 0.991, "X1": 0.558, "Y1": 0.59416, "X2": 0.63, "Y2": 0.59396, "X3": 0.629, "Y3": 0.63449, "X4": 0.558, "Y4": 0.63581, "page": 0, "Index": 35}, {"Word": "Completion", "Confidence": 0.994, "X1": 0.143, "Y1": 0.59416, "X2": 0.31, "Y2": 0.59396, "X3": 0.309, "Y3": 0.63975, "X4": 0.142, "Y4": 0.63975, "page": 0, "Index": 36}, {"Word": "date:", "Confidence": 0.997, "X1": 0.317, "Y1": 0.59416, "X2": 0.391, "Y2": 0.59396, "X3": 0.391, "Y3": 0.63843, "X4": 0.316, "Y4": 0.63843, "page": 0, "Index": 37}, {"Word": "3030210037", "Confidence": 0.941, "X1": 0.985, "Y1": 0.87536, "X2": 0.985, "Y2": 0.87516, "X3": 0.996, "Y3": 0.87496, "X4": 0.996, "Y4": 0.9722, "page": 0, "Index": 38}, {"Word": "PM", "Confidence": 0.994, "X1": 0.093, "Y1": 0.88456, "X2": 0.106, "Y2": 0.88436, "X3": 0.106, "Y3": 0.90125, "X4": 0.093, "Y4": 0.90125, "page": 0, "Index": 39}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.367, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.185, "Y3": 0.90125, "X4": 0.109, "Y4": 0.90125, "page": 0, "Index": 40}, {"Word": "Patrick", "Confidence": 0.616, "X1": 0.188, "Y1": 0.88456, "X2": 0.216, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90125, "X4": 0.188, "Y4": 0.90125, "page": 0, "Index": 41}, {"Word": "Vanscheeuwijck", "Confidence": 0.957, "X1": 0.219, "Y1": 0.88588, "X2": 0.291, "Y2": 0.88568, "X3": 0.29, "Y3": 0.90125, "X4": 0.218, "Y4": 0.90125, "page": 0, "Index": 42}, {"Word": "Erik", "Confidence": 0.869, "X1": 0.293, "Y1": 0.88588, "X2": 0.31, "Y2": 0.88568, "X3": 0.31, "Y3": 0.90125, "X4": 0.293, "Y4": 0.90125, "page": 0, "Index": 43}, {"Word": "Van", "Confidence": 0.996, "X1": 0.313, "Y1": 0.88588, "X2": 0.33, "Y2": 0.88568, "X3": 0.33, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 44}, {"Word": "Miert", "Confidence": 0.994, "X1": 0.333, "Y1": 0.88588, "X2": 0.359, "Y2": 0.88568, "X3": 0.358, "Y3": 0.90125, "X4": 0.332, "Y4": 0.90125, "page": 0, "Index": 45}, {"Word": "DRAFT", "Confidence": 0.993, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 46}, {"Word": "-", "Confidence": 0.995, "X1": 0.426, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 47}, {"Word": "Confidential", "Confidence": 0.847, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.991, "X1": 0.488, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.494, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 49}, {"Word": "November", "Confidence": 0.607, "X1": 0.497, "Y1": 0.88456, "X2": 0.541, "Y2": 0.88436, "X3": 0.54, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 50}, {"Word": "2", "Confidence": 0.993, "X1": 0.543, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.548, "Y3": 0.90256, "X4": 0.543, "Y4": 0.90256, "page": 0, "Index": 51}, {"Word": "-", "Confidence": 0.995, "X1": 0.551, "Y1": 0.88456, "X2": 0.557, "Y2": 0.88436, "X3": 0.557, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 52}, {"Word": "4.", "Confidence": 0.902, "X1": 0.56, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.567, "Y3": 0.90256, "X4": 0.56, "Y4": 0.90256, "page": 0, "Index": 53}, {"Word": "2005", "Confidence": 0.982, "X1": 0.57, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90256, "X4": 0.57, "Y4": 0.90256, "page": 0, "Index": 54}, {"Word": "2", "Confidence": 0.991, "X1": 0.801, "Y1": 0.88456, "X2": 0.806, "Y2": 0.88436, "X3": 0.807, "Y3": 0.89993, "X4": 0.802, "Y4": 0.89993, "page": 0, "Index": 55}, {"Word": ".\"", "Confidence": 0.002, "X1": 0.809, "Y1": 0.88325, "X2": 0.82, "Y2": 0.88305, "X3": 0.82, "Y3": 0.89862, "X4": 0.81, "Y4": 0.89993, "page": 0, "Index": 56}]}
"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"
ffyb0226
6
{"lines_data": [{"Word": "3030210042", "Confidence": 0.991, "X1": 0.942, "Y1": 0.03831, "X2": 0.942, "Y2": 0.03811, "X3": 0.96, "Y3": 0.03791, "X4": 0.96, "Y4": 0.17063, "page": 0}, {"Word": "PM3030210042", "Confidence": 0.991, "X1": 0.915, "Y1": 0.05802, "X2": 0.916, "Y2": 0.05782, "X3": 0.931, "Y3": 0.05762, "X4": 0.93, "Y4": 0.18114, "page": 0}, {"Word": "Summary of Progress (2)", "Confidence": 0.996, "X1": 0.243, "Y1": 0.09613, "X2": 0.732, "Y2": 0.09593, "X3": 0.732, "Y3": 0.15749, "X4": 0.243, "Y4": 0.15749, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.995, "X1": 0.697, "Y1": 0.17628, "X2": 0.913, "Y2": 0.17608, "X3": 0.913, "Y3": 0.19691, "X4": 0.697, "Y4": 0.19428, "page": 0}, {"Word": "Data still to come", "Confidence": 0.99425, "X1": 0.112, "Y1": 0.23804, "X2": 0.398, "Y2": 0.23784, "X3": 0.398, "Y3": 0.28101, "X4": 0.111, "Y4": 0.27969, "page": 0}, {"Word": "\u00b7 Morphometric analysis", "Confidence": 0.66333, "X1": 0.156, "Y1": 0.29718, "X2": 0.475, "Y2": 0.29698, "X3": 0.475, "Y3": 0.33883, "X4": 0.156, "Y4": 0.33751, "page": 0}, {"Word": "\u00b7 Real-time PCR analysis", "Confidence": 0.75125, "X1": 0.156, "Y1": 0.35105, "X2": 0.49, "Y2": 0.35085, "X3": 0.49, "Y3": 0.3927, "X4": 0.156, "Y4": 0.39008, "page": 0}, {"Word": "\u00b7 Immunohistochemistry", "Confidence": 0.4975, "X1": 0.156, "Y1": 0.40493, "X2": 0.476, "Y2": 0.40473, "X3": 0.475, "Y3": 0.44789, "X4": 0.156, "Y4": 0.44395, "page": 0}, {"Word": "Assessment of likelihood of meeting CTQ", "Confidence": 0.9965, "X1": 0.142, "Y1": 0.45881, "X2": 0.744, "Y2": 0.45861, "X3": 0.744, "Y3": 0.50834, "X4": 0.142, "Y4": 0.50703, "page": 0}, {"Word": "Preliminary results are very promising with respect to", "Confidence": 1.0, "X1": 0.158, "Y1": 0.52057, "X2": 0.863, "Y2": 0.52037, "X3": 0.863, "Y3": 0.56353, "X4": 0.158, "Y4": 0.56222, "page": 0}, {"Word": "functional and inflammatory changes and the dose-", "Confidence": 0.99643, "X1": 0.185, "Y1": 0.56525, "X2": 0.84, "Y2": 0.56505, "X3": 0.84, "Y3": 0.6069, "X4": 0.185, "Y4": 0.60558, "page": 0}, {"Word": "dependency of these changes. The critical", "Confidence": 0.994, "X1": 0.183, "Y1": 0.60992, "X2": 0.726, "Y2": 0.60972, "X3": 0.726, "Y3": 0.65026, "X4": 0.183, "Y4": 0.65289, "page": 0}, {"Word": "parameter, i.e. morphometry, has not yet been", "Confidence": 0.994, "X1": 0.184, "Y1": 0.65329, "X2": 0.778, "Y2": 0.65309, "X3": 0.778, "Y3": 0.69888, "X4": 0.184, "Y4": 0.70151, "page": 0}, {"Word": "performed.", "Confidence": 0.993, "X1": 0.185, "Y1": 0.70322, "X2": 0.323, "Y2": 0.70302, "X3": 0.324, "Y3": 0.7383, "X4": 0.185, "Y4": 0.74224, "page": 0}, {"Word": "3030210042", "Confidence": 0.782, "X1": 0.984, "Y1": 0.87011, "X2": 0.984, "Y2": 0.86991, "X3": 0.996, "Y3": 0.86971, "X4": 0.996, "Y4": 0.9722, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck. Erik Van Miert", "Confidence": 0.79929, "X1": 0.091, "Y1": 0.88325, "X2": 0.359, "Y2": 0.88305, "X3": 0.359, "Y3": 0.90125, "X4": 0.091, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.92178, "X1": 0.39, "Y1": 0.88325, "X2": 0.596, "Y2": 0.88305, "X3": 0.596, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0}], "words_data": [{"Word": "3030210042", "Confidence": 0.991, "X1": 0.943, "Y1": 0.04356, "X2": 0.942, "Y2": 0.04336, "X3": 0.96, "Y3": 0.04185, "X4": 0.96, "Y4": 0.16931, "page": 0, "Index": 0}, {"Word": "PM3030210042", "Confidence": 0.991, "X1": 0.915, "Y1": 0.06065, "X2": 0.916, "Y2": 0.06045, "X3": 0.931, "Y3": 0.06025, "X4": 0.931, "Y4": 0.18114, "page": 0, "Index": 1}, {"Word": "Summary", "Confidence": 0.997, "X1": 0.246, "Y1": 0.10007, "X2": 0.429, "Y2": 0.09987, "X3": 0.427, "Y3": 0.15749, "X4": 0.244, "Y4": 0.15617, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.998, "X1": 0.438, "Y1": 0.09875, "X2": 0.479, "Y2": 0.09855, "X3": 0.478, "Y3": 0.15749, "X4": 0.436, "Y4": 0.15749, "page": 0, "Index": 3}, {"Word": "Progress", "Confidence": 0.996, "X1": 0.488, "Y1": 0.09744, "X2": 0.668, "Y2": 0.09724, "X3": 0.668, "Y3": 0.1588, "X4": 0.487, "Y4": 0.15749, "page": 0, "Index": 4}, {"Word": "(2)", "Confidence": 0.993, "X1": 0.678, "Y1": 0.09744, "X2": 0.732, "Y2": 0.09724, "X3": 0.732, "Y3": 0.1588, "X4": 0.677, "Y4": 0.1588, "page": 0, "Index": 5}, {"Word": "HSR", "Confidence": 0.996, "X1": 0.699, "Y1": 0.17497, "X2": 0.726, "Y2": 0.17477, "X3": 0.726, "Y3": 0.1956, "X4": 0.698, "Y4": 0.19428, "page": 0, "Index": 6}, {"Word": "Information", "Confidence": 0.991, "X1": 0.729, "Y1": 0.17497, "X2": 0.804, "Y2": 0.17477, "X3": 0.803, "Y3": 0.1956, "X4": 0.729, "Y4": 0.1956, "page": 0, "Index": 7}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.807, "Y1": 0.17628, "X2": 0.857, "Y2": 0.17608, "X3": 0.856, "Y3": 0.19691, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 8}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.86, "Y1": 0.17628, "X2": 0.912, "Y2": 0.17608, "X3": 0.91, "Y3": 0.19822, "X4": 0.859, "Y4": 0.19691, "page": 0, "Index": 9}, {"Word": "Data", "Confidence": 0.991, "X1": 0.142, "Y1": 0.23936, "X2": 0.214, "Y2": 0.23916, "X3": 0.214, "Y3": 0.27969, "X4": 0.142, "Y4": 0.27969, "page": 0, "Index": 10}, {"Word": "still", "Confidence": 0.997, "X1": 0.22, "Y1": 0.23936, "X2": 0.271, "Y2": 0.23916, "X3": 0.271, "Y3": 0.27969, "X4": 0.22, "Y4": 0.27969, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.278, "Y1": 0.23936, "X2": 0.306, "Y2": 0.23916, "X3": 0.305, "Y3": 0.27969, "X4": 0.277, "Y4": 0.27969, "page": 0, "Index": 12}, {"Word": "come", "Confidence": 0.991, "X1": 0.314, "Y1": 0.24067, "X2": 0.394, "Y2": 0.24047, "X3": 0.393, "Y3": 0.27969, "X4": 0.314, "Y4": 0.27969, "page": 0, "Index": 13}, {"Word": "\u00b7", "Confidence": 0.001, "X1": 0.157, "Y1": 0.29718, "X2": 0.174, "Y2": 0.29698, "X3": 0.175, "Y3": 0.3362, "X4": 0.157, "Y4": 0.33489, "page": 0, "Index": 14}, {"Word": "Morphometric", "Confidence": 0.993, "X1": 0.181, "Y1": 0.29718, "X2": 0.36, "Y2": 0.29698, "X3": 0.36, "Y3": 0.34014, "X4": 0.181, "Y4": 0.3362, "page": 0, "Index": 15}, {"Word": "analysis", "Confidence": 0.996, "X1": 0.366, "Y1": 0.29718, "X2": 0.474, "Y2": 0.29698, "X3": 0.474, "Y3": 0.33883, "X4": 0.366, "Y4": 0.34014, "page": 0, "Index": 16}, {"Word": "\u00b7", "Confidence": 0.018, "X1": 0.156, "Y1": 0.35237, "X2": 0.174, "Y2": 0.35217, "X3": 0.174, "Y3": 0.38613, "X4": 0.156, "Y4": 0.38613, "page": 0, "Index": 17}, {"Word": "Real-time", "Confidence": 0.993, "X1": 0.18, "Y1": 0.34974, "X2": 0.307, "Y2": 0.34954, "X3": 0.307, "Y3": 0.39008, "X4": 0.18, "Y4": 0.38745, "page": 0, "Index": 18}, {"Word": "PCR", "Confidence": 0.998, "X1": 0.313, "Y1": 0.34974, "X2": 0.371, "Y2": 0.34954, "X3": 0.371, "Y3": 0.3927, "X4": 0.313, "Y4": 0.39139, "page": 0, "Index": 19}, {"Word": "analysis", "Confidence": 0.996, "X1": 0.383, "Y1": 0.35105, "X2": 0.49, "Y2": 0.35085, "X3": 0.49, "Y3": 0.39402, "X4": 0.383, "Y4": 0.3927, "page": 0, "Index": 20}, {"Word": "\u00b7", "Confidence": 0.013, "X1": 0.156, "Y1": 0.40624, "X2": 0.173, "Y2": 0.40604, "X3": 0.174, "Y3": 0.44132, "X4": 0.157, "Y4": 0.44132, "page": 0, "Index": 21}, {"Word": "Immunohistochemistry", "Confidence": 0.982, "X1": 0.18, "Y1": 0.40493, "X2": 0.475, "Y2": 0.40473, "X3": 0.474, "Y3": 0.44921, "X4": 0.18, "Y4": 0.44132, "page": 0, "Index": 22}, {"Word": "CTQ", "Confidence": 0.998, "X1": 0.669, "Y1": 0.46012, "X2": 0.736, "Y2": 0.45992, "X3": 0.734, "Y3": 0.50703, "X4": 0.668, "Y4": 0.50834, "page": 0, "Index": 23}, {"Word": "Assessment", "Confidence": 0.994, "X1": 0.145, "Y1": 0.46012, "X2": 0.321, "Y2": 0.45992, "X3": 0.32, "Y3": 0.50834, "X4": 0.144, "Y4": 0.50571, "page": 0, "Index": 24}, {"Word": "of", "Confidence": 0.998, "X1": 0.328, "Y1": 0.46012, "X2": 0.357, "Y2": 0.45992, "X3": 0.356, "Y3": 0.50834, "X4": 0.327, "Y4": 0.50834, "page": 0, "Index": 25}, {"Word": "likelihood", "Confidence": 0.994, "X1": 0.364, "Y1": 0.46012, "X2": 0.503, "Y2": 0.45992, "X3": 0.502, "Y3": 0.50834, "X4": 0.363, "Y4": 0.50834, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.51, "Y1": 0.46012, "X2": 0.537, "Y2": 0.45992, "X3": 0.536, "Y3": 0.50834, "X4": 0.509, "Y4": 0.50834, "page": 0, "Index": 27}, {"Word": "meeting", "Confidence": 0.997, "X1": 0.544, "Y1": 0.46012, "X2": 0.662, "Y2": 0.45992, "X3": 0.661, "Y3": 0.50834, "X4": 0.543, "Y4": 0.50834, "page": 0, "Index": 28}, {"Word": "Preliminary", "Confidence": 1, "X1": 0.18, "Y1": 0.52188, "X2": 0.328, "Y2": 0.52168, "X3": 0.328, "Y3": 0.56222, "X4": 0.18, "Y4": 0.55828, "page": 0, "Index": 29}, {"Word": "results", "Confidence": 1, "X1": 0.334, "Y1": 0.52188, "X2": 0.42, "Y2": 0.52168, "X3": 0.42, "Y3": 0.56353, "X4": 0.334, "Y4": 0.56222, "page": 0, "Index": 30}, {"Word": "are", "Confidence": 1, "X1": 0.426, "Y1": 0.52188, "X2": 0.469, "Y2": 0.52168, "X3": 0.469, "Y3": 0.56353, "X4": 0.426, "Y4": 0.56353, "page": 0, "Index": 31}, {"Word": "very", "Confidence": 1, "X1": 0.476, "Y1": 0.52188, "X2": 0.533, "Y2": 0.52168, "X3": 0.532, "Y3": 0.56353, "X4": 0.475, "Y4": 0.56353, "page": 0, "Index": 32}, {"Word": "promising", "Confidence": 1, "X1": 0.539, "Y1": 0.52188, "X2": 0.666, "Y2": 0.52168, "X3": 0.665, "Y3": 0.56353, "X4": 0.539, "Y4": 0.56353, "page": 0, "Index": 33}, {"Word": "with", "Confidence": 1, "X1": 0.672, "Y1": 0.52188, "X2": 0.726, "Y2": 0.52168, "X3": 0.725, "Y3": 0.56353, "X4": 0.672, "Y4": 0.56353, "page": 0, "Index": 34}, {"Word": "respect", "Confidence": 1, "X1": 0.732, "Y1": 0.52057, "X2": 0.828, "Y2": 0.52037, "X3": 0.827, "Y3": 0.5609, "X4": 0.731, "Y4": 0.56353, "page": 0, "Index": 35}, {"Word": "to", "Confidence": 1, "X1": 0.834, "Y1": 0.52057, "X2": 0.862, "Y2": 0.52037, "X3": 0.862, "Y3": 0.5609, "X4": 0.834, "Y4": 0.5609, "page": 0, "Index": 36}, {"Word": "functional", "Confidence": 0.993, "X1": 0.186, "Y1": 0.56525, "X2": 0.307, "Y2": 0.56505, "X3": 0.307, "Y3": 0.60558, "X4": 0.185, "Y4": 0.60295, "page": 0, "Index": 37}, {"Word": "and", "Confidence": 0.998, "X1": 0.313, "Y1": 0.56656, "X2": 0.362, "Y2": 0.56636, "X3": 0.362, "Y3": 0.60558, "X4": 0.313, "Y4": 0.60558, "page": 0, "Index": 38}, {"Word": "inflammatory", "Confidence": 0.993, "X1": 0.368, "Y1": 0.56656, "X2": 0.535, "Y2": 0.56636, "X3": 0.535, "Y3": 0.6069, "X4": 0.368, "Y4": 0.6069, "page": 0, "Index": 39}, {"Word": "changes", "Confidence": 0.997, "X1": 0.541, "Y1": 0.56656, "X2": 0.653, "Y2": 0.56636, "X3": 0.653, "Y3": 0.6069, "X4": 0.541, "Y4": 0.6069, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.998, "X1": 0.659, "Y1": 0.56656, "X2": 0.708, "Y2": 0.56636, "X3": 0.708, "Y3": 0.60558, "X4": 0.659, "Y4": 0.6069, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.714, "Y1": 0.56656, "X2": 0.757, "Y2": 0.56636, "X3": 0.757, "Y3": 0.60427, "X4": 0.714, "Y4": 0.60558, "page": 0, "Index": 42}, {"Word": "dose-", "Confidence": 0.998, "X1": 0.763, "Y1": 0.56656, "X2": 0.839, "Y2": 0.56636, "X3": 0.839, "Y3": 0.60295, "X4": 0.764, "Y4": 0.60427, "page": 0, "Index": 43}, {"Word": "dependency", "Confidence": 0.992, "X1": 0.184, "Y1": 0.61255, "X2": 0.34, "Y2": 0.61235, "X3": 0.34, "Y3": 0.65289, "X4": 0.184, "Y4": 0.65157, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.992, "X1": 0.346, "Y1": 0.61255, "X2": 0.372, "Y2": 0.61235, "X3": 0.372, "Y3": 0.65289, "X4": 0.346, "Y4": 0.65289, "page": 0, "Index": 45}, {"Word": "these", "Confidence": 0.998, "X1": 0.378, "Y1": 0.61124, "X2": 0.451, "Y2": 0.61104, "X3": 0.451, "Y3": 0.65289, "X4": 0.378, "Y4": 0.65289, "page": 0, "Index": 46}, {"Word": "changes.", "Confidence": 0.996, "X1": 0.457, "Y1": 0.61124, "X2": 0.577, "Y2": 0.61104, "X3": 0.577, "Y3": 0.65289, "X4": 0.458, "Y4": 0.65289, "page": 0, "Index": 47}, {"Word": "The", "Confidence": 0.991, "X1": 0.583, "Y1": 0.61124, "X2": 0.634, "Y2": 0.61104, "X3": 0.634, "Y3": 0.65157, "X4": 0.584, "Y4": 0.65157, "page": 0, "Index": 48}, {"Word": "critical", "Confidence": 0.995, "X1": 0.64, "Y1": 0.61124, "X2": 0.726, "Y2": 0.61104, "X3": 0.726, "Y3": 0.65026, "X4": 0.64, "Y4": 0.65157, "page": 0, "Index": 49}, {"Word": "parameter,", "Confidence": 0.991, "X1": 0.185, "Y1": 0.65723, "X2": 0.322, "Y2": 0.65703, "X3": 0.322, "Y3": 0.70151, "X4": 0.184, "Y4": 0.70151, "page": 0, "Index": 50}, {"Word": "i.e.", "Confidence": 0.991, "X1": 0.329, "Y1": 0.65723, "X2": 0.367, "Y2": 0.65703, "X3": 0.367, "Y3": 0.70151, "X4": 0.329, "Y4": 0.70151, "page": 0, "Index": 51}, {"Word": "morphometry,", "Confidence": 0.993, "X1": 0.374, "Y1": 0.65592, "X2": 0.555, "Y2": 0.65572, "X3": 0.554, "Y3": 0.70151, "X4": 0.374, "Y4": 0.70151, "page": 0, "Index": 52}, {"Word": "has", "Confidence": 0.998, "X1": 0.561, "Y1": 0.6546, "X2": 0.609, "Y2": 0.6544, "X3": 0.609, "Y3": 0.70151, "X4": 0.561, "Y4": 0.70151, "page": 0, "Index": 53}, {"Word": "not", "Confidence": 0.998, "X1": 0.616, "Y1": 0.6546, "X2": 0.656, "Y2": 0.6544, "X3": 0.656, "Y3": 0.70019, "X4": 0.615, "Y4": 0.70151, "page": 0, "Index": 54}, {"Word": "yet", "Confidence": 0.998, "X1": 0.663, "Y1": 0.6546, "X2": 0.704, "Y2": 0.6544, "X3": 0.704, "Y3": 0.70019, "X4": 0.663, "Y4": 0.70019, "page": 0, "Index": 55}, {"Word": "been", "Confidence": 0.989, "X1": 0.71, "Y1": 0.6546, "X2": 0.778, "Y2": 0.6544, "X3": 0.778, "Y3": 0.70019, "X4": 0.71, "Y4": 0.70019, "page": 0, "Index": 56}, {"Word": "performed.", "Confidence": 0.993, "X1": 0.185, "Y1": 0.70322, "X2": 0.323, "Y2": 0.70302, "X3": 0.324, "Y3": 0.73962, "X4": 0.186, "Y4": 0.74224, "page": 0, "Index": 57}, {"Word": "3030210042", "Confidence": 0.782, "X1": 0.985, "Y1": 0.87536, "X2": 0.985, "Y2": 0.87516, "X3": 0.996, "Y3": 0.87365, "X4": 0.996, "Y4": 0.9722, "page": 0, "Index": 58}, {"Word": "PM", "Confidence": 0.996, "X1": 0.093, "Y1": 0.88456, "X2": 0.107, "Y2": 0.88436, "X3": 0.106, "Y3": 0.90256, "X4": 0.092, "Y4": 0.90256, "page": 0, "Index": 59}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.326, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.184, "Y3": 0.90256, "X4": 0.109, "Y4": 0.90256, "page": 0, "Index": 60}, {"Word": "Patrick", "Confidence": 0.618, "X1": 0.187, "Y1": 0.88456, "X2": 0.217, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90256, "X4": 0.187, "Y4": 0.90256, "page": 0, "Index": 61}, {"Word": "Vanscheeuwijck.", "Confidence": 0.863, "X1": 0.22, "Y1": 0.88456, "X2": 0.29, "Y2": 0.88436, "X3": 0.289, "Y3": 0.90256, "X4": 0.219, "Y4": 0.90256, "page": 0, "Index": 62}, {"Word": "Erik", "Confidence": 0.833, "X1": 0.293, "Y1": 0.88456, "X2": 0.31, "Y2": 0.88436, "X3": 0.309, "Y3": 0.90125, "X4": 0.292, "Y4": 0.90256, "page": 0, "Index": 63}, {"Word": "Van", "Confidence": 0.995, "X1": 0.313, "Y1": 0.88456, "X2": 0.33, "Y2": 0.88436, "X3": 0.329, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 64}, {"Word": "Miert", "Confidence": 0.964, "X1": 0.333, "Y1": 0.88456, "X2": 0.36, "Y2": 0.88436, "X3": 0.359, "Y3": 0.90125, "X4": 0.332, "Y4": 0.90125, "page": 0, "Index": 65}, {"Word": "DRAFT", "Confidence": 0.993, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 66}, {"Word": "-", "Confidence": 0.998, "X1": 0.426, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.431, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 67}, {"Word": "Confidential", "Confidence": 0.819, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 68}, {"Word": "-", "Confidence": 0.991, "X1": 0.488, "Y1": 0.88456, "X2": 0.493, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 69}, {"Word": "November", "Confidence": 0.63, "X1": 0.496, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.54, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 70}, {"Word": "2", "Confidence": 0.993, "X1": 0.543, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.547, "Y3": 0.90256, "X4": 0.543, "Y4": 0.90256, "page": 0, "Index": 71}, {"Word": "-", "Confidence": 0.996, "X1": 0.551, "Y1": 0.88456, "X2": 0.556, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 72}, {"Word": "4.", "Confidence": 0.894, "X1": 0.559, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.566, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 73}, {"Word": "2005", "Confidence": 0.982, "X1": 0.569, "Y1": 0.88456, "X2": 0.594, "Y2": 0.88436, "X3": 0.594, "Y3": 0.90387, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 74}]}
"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"
ffyb0226
0
{"lines_data": [{"Word": "3030210036", "Confidence": 0.991, "X1": 0.942, "Y1": 0.03699, "X2": 0.942, "Y2": 0.03679, "X3": 0.959, "Y3": 0.03659, "X4": 0.959, "Y4": 0.16931, "page": 0}, {"Word": "PM3030210036", "Confidence": 0.966, "X1": 0.915, "Y1": 0.05802, "X2": 0.915, "Y2": 0.05782, "X3": 0.931, "Y3": 0.05762, "X4": 0.93, "Y4": 0.18114, "page": 0}, {"Word": "Develop animal models of smoke-induced", "Confidence": 0.9956, "X1": 0.129, "Y1": 0.06985, "X2": 0.851, "Y2": 0.06965, "X3": 0.851, "Y3": 0.11938, "X4": 0.129, "Y4": 0.12201, "page": 0}, {"Word": "emphysema - part1, the A/J mouse", "Confidence": 0.99583, "X1": 0.185, "Y1": 0.12504, "X2": 0.791, "Y2": 0.12484, "X3": 0.792, "Y3": 0.17457, "X4": 0.185, "Y4": 0.18114, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.99575, "X1": 0.698, "Y1": 0.17497, "X2": 0.913, "Y2": 0.17477, "X3": 0.913, "Y3": 0.19691, "X4": 0.698, "Y4": 0.1956, "page": 0}, {"Word": "Patrick Vanscheeuwijck, Erik Van Miert", "Confidence": 0.9942, "X1": 0.145, "Y1": 0.23147, "X2": 0.671, "Y2": 0.23127, "X3": 0.671, "Y3": 0.27575, "X4": 0.145, "Y4": 0.27444, "page": 0}, {"Word": "Specific objectives:", "Confidence": 0.994, "X1": 0.144, "Y1": 0.28535, "X2": 0.404, "Y2": 0.28515, "X3": 0.404, "Y3": 0.32832, "X4": 0.144, "Y4": 0.32569, "page": 0}, {"Word": "Animal models of COPD must reflect functional and/or structural", "Confidence": 0.98722, "X1": 0.159, "Y1": 0.33397, "X2": 0.865, "Y2": 0.33377, "X3": 0.865, "Y3": 0.36642, "X4": 0.159, "Y4": 0.36511, "page": 0}, {"Word": "features characteristic of human disease. The A/J mouse model", "Confidence": 0.99644, "X1": 0.185, "Y1": 0.36814, "X2": 0.864, "Y2": 0.36794, "X3": 0.864, "Y3": 0.40059, "X4": 0.185, "Y4": 0.40059, "page": 0}, {"Word": "has been reported to develop smoke-induced emphysema and", "Confidence": 0.99525, "X1": 0.184, "Y1": 0.4023, "X2": 0.85, "Y2": 0.4021, "X3": 0.85, "Y3": 0.43607, "X4": 0.184, "Y4": 0.43475, "page": 0}, {"Word": "reflect established susceptibility factors in smokers (e.g. low", "Confidence": 0.99263, "X1": 0.183, "Y1": 0.43647, "X2": 0.821, "Y2": 0.43627, "X3": 0.821, "Y3": 0.47023, "X4": 0.183, "Y4": 0.46892, "page": 0}, {"Word": "level of antiproteases). A/J mice were exposed to different", "Confidence": 0.99433, "X1": 0.184, "Y1": 0.46932, "X2": 0.803, "Y2": 0.46912, "X3": 0.803, "Y3": 0.5044, "X4": 0.184, "Y4": 0.5044, "page": 0}, {"Word": "smoke concentrations to establish dose-related effects.", "Confidence": 0.9945, "X1": 0.184, "Y1": 0.50349, "X2": 0.77, "Y2": 0.50329, "X3": 0.77, "Y3": 0.53594, "X4": 0.184, "Y4": 0.53725, "page": 0}, {"Word": "\u00b7 To further develop the A/J mouse model as a model for smoke-", "Confidence": 0.92038, "X1": 0.158, "Y1": 0.54554, "X2": 0.855, "Y2": 0.54534, "X3": 0.855, "Y3": 0.5793, "X4": 0.158, "Y4": 0.5793, "page": 0}, {"Word": "induced emphysema/COPD", "Confidence": 0.993, "X1": 0.183, "Y1": 0.57839, "X2": 0.482, "Y2": 0.57819, "X3": 0.482, "Y3": 0.61215, "X4": 0.183, "Y4": 0.61347, "page": 0}, {"Word": "To develop animal models that may be used for screening and", "Confidence": 0.99809, "X1": 0.159, "Y1": 0.62175, "X2": 0.85, "Y2": 0.62155, "X3": 0.85, "Y3": 0.65552, "X4": 0.159, "Y4": 0.6542, "page": 0}, {"Word": "evaluation of PREPs.", "Confidence": 0.99433, "X1": 0.185, "Y1": 0.65592, "X2": 0.413, "Y2": 0.65572, "X3": 0.413, "Y3": 0.68705, "X4": 0.185, "Y4": 0.68837, "page": 0}, {"Word": "Reference:", "Confidence": 0.992, "X1": 0.145, "Y1": 0.69928, "X2": 0.282, "Y2": 0.69908, "X3": 0.282, "Y3": 0.73305, "X4": 0.145, "Y4": 0.73305, "page": 0}, {"Word": "\u00b7 Guerassimov, A. et al.(2004) Am. J. Respir. Crit. Care Med .,", "Confidence": 0.91308, "X1": 0.156, "Y1": 0.74264, "X2": 0.824, "Y2": 0.74244, "X3": 0.824, "Y3": 0.78035, "X4": 0.156, "Y4": 0.77904, "page": 0}, {"Word": "170: 974-980", "Confidence": 0.9965, "X1": 0.187, "Y1": 0.77812, "X2": 0.328, "Y2": 0.77792, "X3": 0.328, "Y3": 0.80795, "X4": 0.187, "Y4": 0.80795, "page": 0}, {"Word": "3030210036", "Confidence": 0.883, "X1": 0.984, "Y1": 0.87011, "X2": 0.984, "Y2": 0.86991, "X3": 0.996, "Y3": 0.86971, "X4": 0.996, "Y4": 0.9722, "page": 0}, {"Word": "1 3", "Confidence": 0.5005, "X1": 0.804, "Y1": 0.88325, "X2": 0.827, "Y2": 0.88305, "X3": 0.828, "Y3": 0.89599, "X4": 0.805, "Y4": 0.89993, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.82371, "X1": 0.091, "Y1": 0.88325, "X2": 0.359, "Y2": 0.88305, "X3": 0.359, "Y3": 0.90125, "X4": 0.091, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.935, "X1": 0.39, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.39, "Y4": 0.90125, "page": 0}], "words_data": [{"Word": "3030210036", "Confidence": 0.991, "X1": 0.943, "Y1": 0.04488, "X2": 0.942, "Y2": 0.04468, "X3": 0.959, "Y3": 0.04448, "X4": 0.959, "Y4": 0.16931, "page": 0, "Index": 0}, {"Word": "PM3030210036", "Confidence": 0.966, "X1": 0.915, "Y1": 0.06327, "X2": 0.916, "Y2": 0.06307, "X3": 0.931, "Y3": 0.06156, "X4": 0.929, "Y4": 0.18114, "page": 0, "Index": 1}, {"Word": "smoke-induced", "Confidence": 0.993, "X1": 0.579, "Y1": 0.07116, "X2": 0.843, "Y2": 0.07096, "X3": 0.844, "Y3": 0.11544, "X4": 0.579, "Y4": 0.12069, "page": 0, "Index": 2}, {"Word": "Develop", "Confidence": 0.993, "X1": 0.131, "Y1": 0.07116, "X2": 0.264, "Y2": 0.07096, "X3": 0.263, "Y3": 0.12201, "X4": 0.129, "Y4": 0.12069, "page": 0, "Index": 3}, {"Word": "animal", "Confidence": 0.997, "X1": 0.275, "Y1": 0.07247, "X2": 0.39, "Y2": 0.07227, "X3": 0.389, "Y3": 0.12332, "X4": 0.274, "Y4": 0.12201, "page": 0, "Index": 4}, {"Word": "models", "Confidence": 0.997, "X1": 0.397, "Y1": 0.07247, "X2": 0.527, "Y2": 0.07227, "X3": 0.527, "Y3": 0.12201, "X4": 0.397, "Y4": 0.12332, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.998, "X1": 0.535, "Y1": 0.07247, "X2": 0.572, "Y2": 0.07227, "X3": 0.571, "Y3": 0.12201, "X4": 0.534, "Y4": 0.12201, "page": 0, "Index": 6}, {"Word": "A/J", "Confidence": 0.998, "X1": 0.603, "Y1": 0.12898, "X2": 0.662, "Y2": 0.12878, "X3": 0.662, "Y3": 0.17588, "X4": 0.604, "Y4": 0.1772, "page": 0, "Index": 7}, {"Word": "mouse", "Confidence": 0.998, "X1": 0.669, "Y1": 0.12635, "X2": 0.787, "Y2": 0.12615, "X3": 0.788, "Y3": 0.17063, "X4": 0.669, "Y4": 0.17588, "page": 0, "Index": 8}, {"Word": "emphysema", "Confidence": 0.991, "X1": 0.186, "Y1": 0.13161, "X2": 0.392, "Y2": 0.13141, "X3": 0.392, "Y3": 0.18114, "X4": 0.185, "Y4": 0.17983, "page": 0, "Index": 9}, {"Word": "-", "Confidence": 0.995, "X1": 0.399, "Y1": 0.13161, "X2": 0.421, "Y2": 0.13141, "X3": 0.42, "Y3": 0.18114, "X4": 0.399, "Y4": 0.18114, "page": 0, "Index": 10}, {"Word": "part1,", "Confidence": 0.995, "X1": 0.431, "Y1": 0.13029, "X2": 0.533, "Y2": 0.13009, "X3": 0.533, "Y3": 0.17983, "X4": 0.431, "Y4": 0.18114, "page": 0, "Index": 11}, {"Word": "the", "Confidence": 0.998, "X1": 0.54, "Y1": 0.12898, "X2": 0.595, "Y2": 0.12878, "X3": 0.596, "Y3": 0.17851, "X4": 0.54, "Y4": 0.17983, "page": 0, "Index": 12}, {"Word": "HSR", "Confidence": 0.997, "X1": 0.699, "Y1": 0.17497, "X2": 0.726, "Y2": 0.17477, "X3": 0.725, "Y3": 0.1956, "X4": 0.698, "Y4": 0.1956, "page": 0, "Index": 13}, {"Word": "Information", "Confidence": 0.993, "X1": 0.73, "Y1": 0.17497, "X2": 0.803, "Y2": 0.17477, "X3": 0.802, "Y3": 0.19691, "X4": 0.729, "Y4": 0.1956, "page": 0, "Index": 14}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.806, "Y1": 0.17497, "X2": 0.856, "Y2": 0.17477, "X3": 0.855, "Y3": 0.19691, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 15}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.859, "Y1": 0.17628, "X2": 0.911, "Y2": 0.17608, "X3": 0.911, "Y3": 0.19822, "X4": 0.858, "Y4": 0.19691, "page": 0, "Index": 16}, {"Word": "Patrick", "Confidence": 0.994, "X1": 0.145, "Y1": 0.23147, "X2": 0.237, "Y2": 0.23127, "X3": 0.238, "Y3": 0.27444, "X4": 0.146, "Y4": 0.27181, "page": 0, "Index": 17}, {"Word": "Vanscheeuwijck,", "Confidence": 0.993, "X1": 0.243, "Y1": 0.23147, "X2": 0.469, "Y2": 0.23127, "X3": 0.47, "Y3": 0.27575, "X4": 0.244, "Y4": 0.27444, "page": 0, "Index": 18}, {"Word": "Erik", "Confidence": 0.988, "X1": 0.476, "Y1": 0.23147, "X2": 0.529, "Y2": 0.23127, "X3": 0.53, "Y3": 0.27575, "X4": 0.476, "Y4": 0.27575, "page": 0, "Index": 19}, {"Word": "Van", "Confidence": 0.998, "X1": 0.536, "Y1": 0.23279, "X2": 0.59, "Y2": 0.23259, "X3": 0.59, "Y3": 0.27444, "X4": 0.537, "Y4": 0.27575, "page": 0, "Index": 20}, {"Word": "Miert", "Confidence": 0.998, "X1": 0.596, "Y1": 0.23279, "X2": 0.67, "Y2": 0.23259, "X3": 0.67, "Y3": 0.27312, "X4": 0.597, "Y4": 0.27444, "page": 0, "Index": 21}, {"Word": "Specific", "Confidence": 0.994, "X1": 0.145, "Y1": 0.28667, "X2": 0.25, "Y2": 0.28647, "X3": 0.251, "Y3": 0.32569, "X4": 0.145, "Y4": 0.327, "page": 0, "Index": 22}, {"Word": "objectives:", "Confidence": 0.994, "X1": 0.257, "Y1": 0.28535, "X2": 0.405, "Y2": 0.28515, "X3": 0.405, "Y3": 0.32963, "X4": 0.257, "Y4": 0.32569, "page": 0, "Index": 23}, {"Word": "Animal", "Confidence": 0.934, "X1": 0.183, "Y1": 0.33529, "X2": 0.258, "Y2": 0.33509, "X3": 0.257, "Y3": 0.36642, "X4": 0.183, "Y4": 0.36642, "page": 0, "Index": 24}, {"Word": "models", "Confidence": 0.996, "X1": 0.262, "Y1": 0.33397, "X2": 0.342, "Y2": 0.33377, "X3": 0.342, "Y3": 0.36642, "X4": 0.262, "Y4": 0.36642, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.998, "X1": 0.347, "Y1": 0.33397, "X2": 0.368, "Y2": 0.33377, "X3": 0.367, "Y3": 0.36642, "X4": 0.347, "Y4": 0.36642, "page": 0, "Index": 26}, {"Word": "COPD", "Confidence": 0.988, "X1": 0.372, "Y1": 0.33397, "X2": 0.439, "Y2": 0.33377, "X3": 0.439, "Y3": 0.36774, "X4": 0.372, "Y4": 0.36642, "page": 0, "Index": 27}, {"Word": "must", "Confidence": 0.988, "X1": 0.449, "Y1": 0.33397, "X2": 0.503, "Y2": 0.33377, "X3": 0.503, "Y3": 0.36774, "X4": 0.449, "Y4": 0.36774, "page": 0, "Index": 28}, {"Word": "reflect", "Confidence": 0.996, "X1": 0.508, "Y1": 0.33397, "X2": 0.575, "Y2": 0.33377, "X3": 0.574, "Y3": 0.36774, "X4": 0.507, "Y4": 0.36774, "page": 0, "Index": 29}, {"Word": "functional", "Confidence": 0.994, "X1": 0.579, "Y1": 0.33529, "X2": 0.684, "Y2": 0.33509, "X3": 0.684, "Y3": 0.36774, "X4": 0.579, "Y4": 0.36774, "page": 0, "Index": 30}, {"Word": "and/or", "Confidence": 0.997, "X1": 0.689, "Y1": 0.33529, "X2": 0.758, "Y2": 0.33509, "X3": 0.758, "Y3": 0.36642, "X4": 0.689, "Y4": 0.36774, "page": 0, "Index": 31}, {"Word": "structural", "Confidence": 0.994, "X1": 0.762, "Y1": 0.3366, "X2": 0.865, "Y2": 0.3364, "X3": 0.865, "Y3": 0.36642, "X4": 0.762, "Y4": 0.36642, "page": 0, "Index": 32}, {"Word": "features", "Confidence": 0.995, "X1": 0.185, "Y1": 0.36945, "X2": 0.27, "Y2": 0.36925, "X3": 0.27, "Y3": 0.40059, "X4": 0.185, "Y4": 0.40059, "page": 0, "Index": 33}, {"Word": "characteristic", "Confidence": 0.992, "X1": 0.275, "Y1": 0.36945, "X2": 0.419, "Y2": 0.36925, "X3": 0.418, "Y3": 0.4019, "X4": 0.275, "Y4": 0.40059, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.424, "Y1": 0.36945, "X2": 0.445, "Y2": 0.36925, "X3": 0.444, "Y3": 0.4019, "X4": 0.423, "Y4": 0.4019, "page": 0, "Index": 35}, {"Word": "human", "Confidence": 0.997, "X1": 0.449, "Y1": 0.36945, "X2": 0.525, "Y2": 0.36925, "X3": 0.524, "Y3": 0.4019, "X4": 0.449, "Y4": 0.4019, "page": 0, "Index": 36}, {"Word": "disease.", "Confidence": 0.995, "X1": 0.53, "Y1": 0.36945, "X2": 0.624, "Y2": 0.36925, "X3": 0.623, "Y3": 0.4019, "X4": 0.53, "Y4": 0.4019, "page": 0, "Index": 37}, {"Word": "The", "Confidence": 0.998, "X1": 0.628, "Y1": 0.36945, "X2": 0.669, "Y2": 0.36925, "X3": 0.668, "Y3": 0.4019, "X4": 0.628, "Y4": 0.4019, "page": 0, "Index": 38}, {"Word": "A/J", "Confidence": 0.998, "X1": 0.674, "Y1": 0.36945, "X2": 0.711, "Y2": 0.36925, "X3": 0.71, "Y3": 0.4019, "X4": 0.673, "Y4": 0.4019, "page": 0, "Index": 39}, {"Word": "mouse", "Confidence": 0.998, "X1": 0.716, "Y1": 0.36945, "X2": 0.789, "Y2": 0.36925, "X3": 0.788, "Y3": 0.4019, "X4": 0.715, "Y4": 0.4019, "page": 0, "Index": 40}, {"Word": "model", "Confidence": 0.997, "X1": 0.795, "Y1": 0.36945, "X2": 0.864, "Y2": 0.36925, "X3": 0.863, "Y3": 0.40059, "X4": 0.794, "Y4": 0.4019, "page": 0, "Index": 41}, {"Word": "has", "Confidence": 0.997, "X1": 0.185, "Y1": 0.40493, "X2": 0.222, "Y2": 0.40473, "X3": 0.222, "Y3": 0.43475, "X4": 0.185, "Y4": 0.43344, "page": 0, "Index": 42}, {"Word": "been", "Confidence": 0.988, "X1": 0.227, "Y1": 0.40362, "X2": 0.281, "Y2": 0.40342, "X3": 0.281, "Y3": 0.43475, "X4": 0.227, "Y4": 0.43475, "page": 0, "Index": 43}, {"Word": "reported", "Confidence": 0.996, "X1": 0.286, "Y1": 0.40362, "X2": 0.378, "Y2": 0.40342, "X3": 0.378, "Y3": 0.43607, "X4": 0.286, "Y4": 0.43475, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.998, "X1": 0.383, "Y1": 0.40362, "X2": 0.405, "Y2": 0.40342, "X3": 0.404, "Y3": 0.43607, "X4": 0.383, "Y4": 0.43607, "page": 0, "Index": 45}, {"Word": "develop", "Confidence": 0.997, "X1": 0.409, "Y1": 0.40362, "X2": 0.495, "Y2": 0.40342, "X3": 0.494, "Y3": 0.43607, "X4": 0.409, "Y4": 0.43607, "page": 0, "Index": 46}, {"Word": "smoke-induced", "Confidence": 0.993, "X1": 0.5, "Y1": 0.40362, "X2": 0.666, "Y2": 0.40342, "X3": 0.665, "Y3": 0.43738, "X4": 0.499, "Y4": 0.43607, "page": 0, "Index": 47}, {"Word": "emphysema", "Confidence": 0.995, "X1": 0.671, "Y1": 0.40362, "X2": 0.803, "Y2": 0.40342, "X3": 0.802, "Y3": 0.43738, "X4": 0.67, "Y4": 0.43738, "page": 0, "Index": 48}, {"Word": "and", "Confidence": 0.998, "X1": 0.808, "Y1": 0.40362, "X2": 0.85, "Y2": 0.40342, "X3": 0.849, "Y3": 0.43738, "X4": 0.807, "Y4": 0.43738, "page": 0, "Index": 49}, {"Word": "reflect", "Confidence": 0.994, "X1": 0.185, "Y1": 0.43778, "X2": 0.25, "Y2": 0.43758, "X3": 0.248, "Y3": 0.46761, "X4": 0.184, "Y4": 0.46629, "page": 0, "Index": 50}, {"Word": "established", "Confidence": 0.993, "X1": 0.255, "Y1": 0.43647, "X2": 0.377, "Y2": 0.43627, "X3": 0.376, "Y3": 0.47023, "X4": 0.253, "Y4": 0.46761, "page": 0, "Index": 51}, {"Word": "susceptibility", "Confidence": 0.991, "X1": 0.383, "Y1": 0.43647, "X2": 0.521, "Y2": 0.43627, "X3": 0.519, "Y3": 0.47023, "X4": 0.381, "Y4": 0.47023, "page": 0, "Index": 52}, {"Word": "factors", "Confidence": 0.994, "X1": 0.526, "Y1": 0.43647, "X2": 0.599, "Y2": 0.43627, "X3": 0.597, "Y3": 0.47155, "X4": 0.524, "Y4": 0.47155, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.998, "X1": 0.604, "Y1": 0.43647, "X2": 0.624, "Y2": 0.43627, "X3": 0.622, "Y3": 0.47155, "X4": 0.602, "Y4": 0.47155, "page": 0, "Index": 54}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.629, "Y1": 0.43647, "X2": 0.722, "Y2": 0.43627, "X3": 0.72, "Y3": 0.47155, "X4": 0.627, "Y4": 0.47155, "page": 0, "Index": 55}, {"Word": "(e.g.", "Confidence": 0.995, "X1": 0.727, "Y1": 0.43647, "X2": 0.775, "Y2": 0.43627, "X3": 0.773, "Y3": 0.47023, "X4": 0.725, "Y4": 0.47155, "page": 0, "Index": 56}, {"Word": "low", "Confidence": 0.981, "X1": 0.78, "Y1": 0.43778, "X2": 0.815, "Y2": 0.43758, "X3": 0.813, "Y3": 0.47023, "X4": 0.778, "Y4": 0.47023, "page": 0, "Index": 57}, {"Word": "level", "Confidence": 0.994, "X1": 0.185, "Y1": 0.47063, "X2": 0.233, "Y2": 0.47043, "X3": 0.232, "Y3": 0.5044, "X4": 0.184, "Y4": 0.50309, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.998, "X1": 0.238, "Y1": 0.47063, "X2": 0.261, "Y2": 0.47043, "X3": 0.26, "Y3": 0.5044, "X4": 0.238, "Y4": 0.5044, "page": 0, "Index": 59}, {"Word": "antiproteases).", "Confidence": 0.992, "X1": 0.266, "Y1": 0.47063, "X2": 0.425, "Y2": 0.47043, "X3": 0.424, "Y3": 0.50571, "X4": 0.265, "Y4": 0.5044, "page": 0, "Index": 60}, {"Word": "A/J", "Confidence": 0.998, "X1": 0.43, "Y1": 0.47063, "X2": 0.465, "Y2": 0.47043, "X3": 0.464, "Y3": 0.50571, "X4": 0.429, "Y4": 0.50571, "page": 0, "Index": 61}, {"Word": "mice", "Confidence": 0.988, "X1": 0.47, "Y1": 0.47063, "X2": 0.524, "Y2": 0.47043, "X3": 0.523, "Y3": 0.50571, "X4": 0.469, "Y4": 0.50571, "page": 0, "Index": 62}, {"Word": "were", "Confidence": 0.989, "X1": 0.529, "Y1": 0.47063, "X2": 0.582, "Y2": 0.47043, "X3": 0.582, "Y3": 0.50571, "X4": 0.528, "Y4": 0.50571, "page": 0, "Index": 63}, {"Word": "exposed", "Confidence": 0.997, "X1": 0.588, "Y1": 0.47063, "X2": 0.679, "Y2": 0.47043, "X3": 0.678, "Y3": 0.5044, "X4": 0.587, "Y4": 0.50571, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.684, "Y1": 0.47063, "X2": 0.705, "Y2": 0.47043, "X3": 0.704, "Y3": 0.5044, "X4": 0.684, "Y4": 0.5044, "page": 0, "Index": 65}, {"Word": "different", "Confidence": 0.995, "X1": 0.71, "Y1": 0.47063, "X2": 0.803, "Y2": 0.47043, "X3": 0.801, "Y3": 0.50309, "X4": 0.709, "Y4": 0.5044, "page": 0, "Index": 66}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.185, "Y1": 0.50611, "X2": 0.254, "Y2": 0.50591, "X3": 0.254, "Y3": 0.53725, "X4": 0.184, "Y4": 0.53594, "page": 0, "Index": 67}, {"Word": "concentrations", "Confidence": 0.993, "X1": 0.26, "Y1": 0.50611, "X2": 0.417, "Y2": 0.50591, "X3": 0.417, "Y3": 0.53725, "X4": 0.259, "Y4": 0.53725, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.998, "X1": 0.422, "Y1": 0.50611, "X2": 0.442, "Y2": 0.50591, "X3": 0.442, "Y3": 0.53725, "X4": 0.422, "Y4": 0.53725, "page": 0, "Index": 69}, {"Word": "dose-related", "Confidence": 0.993, "X1": 0.55, "Y1": 0.5048, "X2": 0.684, "Y2": 0.5046, "X3": 0.685, "Y3": 0.53725, "X4": 0.55, "Y4": 0.53856, "page": 0, "Index": 70}, {"Word": "effects.", "Confidence": 0.991, "X1": 0.689, "Y1": 0.5048, "X2": 0.768, "Y2": 0.5046, "X3": 0.769, "Y3": 0.53725, "X4": 0.69, "Y4": 0.53725, "page": 0, "Index": 71}, {"Word": "establish", "Confidence": 0.995, "X1": 0.447, "Y1": 0.50611, "X2": 0.543, "Y2": 0.50591, "X3": 0.543, "Y3": 0.53856, "X4": 0.447, "Y4": 0.53725, "page": 0, "Index": 72}, {"Word": "\u00b7", "Confidence": 0.001, "X1": 0.159, "Y1": 0.54816, "X2": 0.173, "Y2": 0.54796, "X3": 0.172, "Y3": 0.57667, "X4": 0.158, "Y4": 0.57667, "page": 0, "Index": 73}, {"Word": "To", "Confidence": 0.998, "X1": 0.185, "Y1": 0.54816, "X2": 0.211, "Y2": 0.54796, "X3": 0.21, "Y3": 0.57667, "X4": 0.184, "Y4": 0.57667, "page": 0, "Index": 74}, {"Word": "further", "Confidence": 0.996, "X1": 0.215, "Y1": 0.54816, "X2": 0.288, "Y2": 0.54796, "X3": 0.287, "Y3": 0.57799, "X4": 0.215, "Y4": 0.57667, "page": 0, "Index": 75}, {"Word": "smoke-", "Confidence": 0.997, "X1": 0.773, "Y1": 0.54685, "X2": 0.856, "Y2": 0.54665, "X3": 0.856, "Y3": 0.57799, "X4": 0.773, "Y4": 0.5793, "page": 0, "Index": 76}, {"Word": "develop", "Confidence": 0.997, "X1": 0.293, "Y1": 0.54685, "X2": 0.378, "Y2": 0.54665, "X3": 0.377, "Y3": 0.5793, "X4": 0.292, "Y4": 0.57799, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.998, "X1": 0.383, "Y1": 0.54685, "X2": 0.418, "Y2": 0.54665, "X3": 0.418, "Y3": 0.5793, "X4": 0.382, "Y4": 0.5793, "page": 0, "Index": 78}, {"Word": "A/J", "Confidence": 0.995, "X1": 0.423, "Y1": 0.54685, "X2": 0.459, "Y2": 0.54665, "X3": 0.458, "Y3": 0.58061, "X4": 0.423, "Y4": 0.5793, "page": 0, "Index": 79}, {"Word": "mouse", "Confidence": 0.998, "X1": 0.464, "Y1": 0.54685, "X2": 0.538, "Y2": 0.54665, "X3": 0.537, "Y3": 0.58061, "X4": 0.463, "Y4": 0.58061, "page": 0, "Index": 80}, {"Word": "model", "Confidence": 0.997, "X1": 0.543, "Y1": 0.54685, "X2": 0.61, "Y2": 0.54665, "X3": 0.61, "Y3": 0.58061, "X4": 0.542, "Y4": 0.58061, "page": 0, "Index": 81}, {"Word": "as", "Confidence": 0.998, "X1": 0.615, "Y1": 0.54685, "X2": 0.643, "Y2": 0.54665, "X3": 0.642, "Y3": 0.58061, "X4": 0.615, "Y4": 0.58061, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.648, "Y1": 0.54685, "X2": 0.662, "Y2": 0.54665, "X3": 0.661, "Y3": 0.58061, "X4": 0.647, "Y4": 0.58061, "page": 0, "Index": 83}, {"Word": "model", "Confidence": 0.997, "X1": 0.667, "Y1": 0.54685, "X2": 0.735, "Y2": 0.54665, "X3": 0.734, "Y3": 0.5793, "X4": 0.667, "Y4": 0.58061, "page": 0, "Index": 84}, {"Word": "for", "Confidence": 0.998, "X1": 0.739, "Y1": 0.54685, "X2": 0.768, "Y2": 0.54665, "X3": 0.768, "Y3": 0.5793, "X4": 0.739, "Y4": 0.5793, "page": 0, "Index": 85}, {"Word": "induced", "Confidence": 0.993, "X1": 0.183, "Y1": 0.58101, "X2": 0.267, "Y2": 0.58081, "X3": 0.267, "Y3": 0.61478, "X4": 0.183, "Y4": 0.61347, "page": 0, "Index": 86}, {"Word": "emphysema/COPD", "Confidence": 0.993, "X1": 0.272, "Y1": 0.57839, "X2": 0.478, "Y2": 0.57819, "X3": 0.478, "Y3": 0.61347, "X4": 0.272, "Y4": 0.61478, "page": 0, "Index": 87}, {"Word": "To", "Confidence": 1, "X1": 0.184, "Y1": 0.62175, "X2": 0.211, "Y2": 0.62155, "X3": 0.211, "Y3": 0.65289, "X4": 0.184, "Y4": 0.65289, "page": 0, "Index": 88}, {"Word": "develop", "Confidence": 1, "X1": 0.216, "Y1": 0.62175, "X2": 0.302, "Y2": 0.62155, "X3": 0.302, "Y3": 0.6542, "X4": 0.216, "Y4": 0.6542, "page": 0, "Index": 89}, {"Word": "animal", "Confidence": 1, "X1": 0.309, "Y1": 0.62175, "X2": 0.38, "Y2": 0.62155, "X3": 0.38, "Y3": 0.65552, "X4": 0.309, "Y4": 0.6542, "page": 0, "Index": 90}, {"Word": "models", "Confidence": 1, "X1": 0.385, "Y1": 0.62175, "X2": 0.464, "Y2": 0.62155, "X3": 0.464, "Y3": 0.65552, "X4": 0.385, "Y4": 0.65552, "page": 0, "Index": 91}, {"Word": "that", "Confidence": 1, "X1": 0.469, "Y1": 0.62175, "X2": 0.51, "Y2": 0.62155, "X3": 0.51, "Y3": 0.65552, "X4": 0.469, "Y4": 0.65552, "page": 0, "Index": 92}, {"Word": "may", "Confidence": 1, "X1": 0.515, "Y1": 0.62175, "X2": 0.562, "Y2": 0.62155, "X3": 0.562, "Y3": 0.65552, "X4": 0.515, "Y4": 0.65552, "page": 0, "Index": 93}, {"Word": "be", "Confidence": 1, "X1": 0.567, "Y1": 0.62175, "X2": 0.596, "Y2": 0.62155, "X3": 0.596, "Y3": 0.65552, "X4": 0.567, "Y4": 0.65552, "page": 0, "Index": 94}, {"Word": "used", "Confidence": 1, "X1": 0.601, "Y1": 0.62175, "X2": 0.654, "Y2": 0.62155, "X3": 0.654, "Y3": 0.65683, "X4": 0.601, "Y4": 0.65552, "page": 0, "Index": 95}, {"Word": "for", "Confidence": 1, "X1": 0.66, "Y1": 0.62175, "X2": 0.688, "Y2": 0.62155, "X3": 0.688, "Y3": 0.65683, "X4": 0.66, "Y4": 0.65683, "page": 0, "Index": 96}, {"Word": "screening", "Confidence": 0.979, "X1": 0.693, "Y1": 0.62306, "X2": 0.801, "Y2": 0.62286, "X3": 0.801, "Y3": 0.65683, "X4": 0.693, "Y4": 0.65683, "page": 0, "Index": 97}, {"Word": "and", "Confidence": 1, "X1": 0.807, "Y1": 0.62306, "X2": 0.848, "Y2": 0.62286, "X3": 0.848, "Y3": 0.65683, "X4": 0.807, "Y4": 0.65683, "page": 0, "Index": 98}, {"Word": "evaluation", "Confidence": 0.991, "X1": 0.186, "Y1": 0.65723, "X2": 0.292, "Y2": 0.65703, "X3": 0.293, "Y3": 0.68705, "X4": 0.186, "Y4": 0.68837, "page": 0, "Index": 99}, {"Word": "of", "Confidence": 0.998, "X1": 0.299, "Y1": 0.65592, "X2": 0.32, "Y2": 0.65572, "X3": 0.321, "Y3": 0.68705, "X4": 0.299, "Y4": 0.68705, "page": 0, "Index": 100}, {"Word": "PREPs.", "Confidence": 0.994, "X1": 0.325, "Y1": 0.65592, "X2": 0.413, "Y2": 0.65572, "X3": 0.414, "Y3": 0.68705, "X4": 0.326, "Y4": 0.68705, "page": 0, "Index": 101}, {"Word": "Reference:", "Confidence": 0.992, "X1": 0.147, "Y1": 0.70191, "X2": 0.282, "Y2": 0.70171, "X3": 0.282, "Y3": 0.73305, "X4": 0.146, "Y4": 0.73305, "page": 0, "Index": 102}, {"Word": "\u00b7", "Confidence": 0.055, "X1": 0.157, "Y1": 0.74659, "X2": 0.172, "Y2": 0.74639, "X3": 0.171, "Y3": 0.7751, "X4": 0.156, "Y4": 0.7751, "page": 0, "Index": 103}, {"Word": "Guerassimov,", "Confidence": 0.991, "X1": 0.181, "Y1": 0.74527, "X2": 0.331, "Y2": 0.74507, "X3": 0.331, "Y3": 0.77772, "X4": 0.18, "Y4": 0.7751, "page": 0, "Index": 104}, {"Word": "A.", "Confidence": 0.991, "X1": 0.336, "Y1": 0.74396, "X2": 0.36, "Y2": 0.74376, "X3": 0.36, "Y3": 0.77904, "X4": 0.336, "Y4": 0.77772, "page": 0, "Index": 105}, {"Word": "et", "Confidence": 0.997, "X1": 0.366, "Y1": 0.74396, "X2": 0.388, "Y2": 0.74376, "X3": 0.388, "Y3": 0.77904, "X4": 0.366, "Y4": 0.77904, "page": 0, "Index": 106}, {"Word": "al.(2004)", "Confidence": 0.992, "X1": 0.394, "Y1": 0.74396, "X2": 0.488, "Y2": 0.74376, "X3": 0.488, "Y3": 0.78035, "X4": 0.394, "Y4": 0.77904, "page": 0, "Index": 107}, {"Word": "Am.", "Confidence": 0.998, "X1": 0.493, "Y1": 0.74396, "X2": 0.537, "Y2": 0.74376, "X3": 0.537, "Y3": 0.78035, "X4": 0.493, "Y4": 0.78035, "page": 0, "Index": 108}, {"Word": "J.", "Confidence": 0.998, "X1": 0.542, "Y1": 0.74396, "X2": 0.563, "Y2": 0.74376, "X3": 0.563, "Y3": 0.78035, "X4": 0.542, "Y4": 0.78035, "page": 0, "Index": 109}, {"Word": "Respir.", "Confidence": 0.995, "X1": 0.568, "Y1": 0.74396, "X2": 0.645, "Y2": 0.74376, "X3": 0.645, "Y3": 0.78035, "X4": 0.568, "Y4": 0.78035, "page": 0, "Index": 110}, {"Word": "Crit.", "Confidence": 0.996, "X1": 0.65, "Y1": 0.74396, "X2": 0.695, "Y2": 0.74376, "X3": 0.696, "Y3": 0.78035, "X4": 0.651, "Y4": 0.78035, "page": 0, "Index": 111}, {"Word": "Care", "Confidence": 0.988, "X1": 0.7, "Y1": 0.74396, "X2": 0.753, "Y2": 0.74376, "X3": 0.754, "Y3": 0.78035, "X4": 0.701, "Y4": 0.78035, "page": 0, "Index": 112}, {"Word": "Med", "Confidence": 0.998, "X1": 0.758, "Y1": 0.74396, "X2": 0.802, "Y2": 0.74376, "X3": 0.803, "Y3": 0.78035, "X4": 0.759, "Y4": 0.78035, "page": 0, "Index": 113}, {"Word": ".,", "Confidence": 0.958, "X1": 0.807, "Y1": 0.74396, "X2": 0.823, "Y2": 0.74376, "X3": 0.824, "Y3": 0.78035, "X4": 0.808, "Y4": 0.78035, "page": 0, "Index": 114}, {"Word": "974-980", "Confidence": 0.997, "X1": 0.236, "Y1": 0.78075, "X2": 0.325, "Y2": 0.78055, "X3": 0.325, "Y3": 0.80795, "X4": 0.236, "Y4": 0.80926, "page": 0, "Index": 115}, {"Word": "170:", "Confidence": 0.996, "X1": 0.187, "Y1": 0.77944, "X2": 0.232, "Y2": 0.77924, "X3": 0.231, "Y3": 0.80926, "X4": 0.187, "Y4": 0.80926, "page": 0, "Index": 116}, {"Word": "3030210036", "Confidence": 0.883, "X1": 0.986, "Y1": 0.87799, "X2": 0.985, "Y2": 0.87779, "X3": 0.997, "Y3": 0.87628, "X4": 0.996, "Y4": 0.9722, "page": 0, "Index": 117}, {"Word": "3", "Confidence": 0.007, "X1": 0.811, "Y1": 0.88325, "X2": 0.818, "Y2": 0.88305, "X3": 0.819, "Y3": 0.8973, "X4": 0.813, "Y4": 0.89862, "page": 0, "Index": 118}, {"Word": "PM", "Confidence": 0.996, "X1": 0.093, "Y1": 0.88325, "X2": 0.106, "Y2": 0.88305, "X3": 0.106, "Y3": 0.90256, "X4": 0.092, "Y4": 0.90256, "page": 0, "Index": 119}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.381, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.184, "Y3": 0.90125, "X4": 0.108, "Y4": 0.90125, "page": 0, "Index": 120}, {"Word": "Patrick", "Confidence": 0.612, "X1": 0.187, "Y1": 0.88456, "X2": 0.217, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90125, "X4": 0.187, "Y4": 0.90125, "page": 0, "Index": 121}, {"Word": "Vanscheeuwijck", "Confidence": 0.886, "X1": 0.22, "Y1": 0.88456, "X2": 0.29, "Y2": 0.88436, "X3": 0.29, "Y3": 0.90125, "X4": 0.219, "Y4": 0.90125, "page": 0, "Index": 122}, {"Word": "Erik", "Confidence": 0.901, "X1": 0.293, "Y1": 0.88456, "X2": 0.31, "Y2": 0.88436, "X3": 0.31, "Y3": 0.90125, "X4": 0.292, "Y4": 0.90125, "page": 0, "Index": 123}, {"Word": "Van", "Confidence": 0.996, "X1": 0.313, "Y1": 0.88456, "X2": 0.33, "Y2": 0.88436, "X3": 0.33, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 124}, {"Word": "Miert", "Confidence": 0.994, "X1": 0.333, "Y1": 0.88456, "X2": 0.359, "Y2": 0.88436, "X3": 0.358, "Y3": 0.90125, "X4": 0.332, "Y4": 0.90125, "page": 0, "Index": 125}, {"Word": "DRAFT", "Confidence": 0.994, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 126}, {"Word": "-", "Confidence": 0.995, "X1": 0.426, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 127}, {"Word": "Confidential", "Confidence": 0.934, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 128}, {"Word": "-", "Confidence": 0.97, "X1": 0.487, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 129}, {"Word": "November", "Confidence": 0.669, "X1": 0.497, "Y1": 0.88456, "X2": 0.541, "Y2": 0.88436, "X3": 0.54, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 130}, {"Word": "2", "Confidence": 0.998, "X1": 0.544, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.548, "Y3": 0.90256, "X4": 0.543, "Y4": 0.90256, "page": 0, "Index": 131}, {"Word": "-", "Confidence": 0.996, "X1": 0.551, "Y1": 0.88456, "X2": 0.557, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.551, "Y4": 0.90256, "page": 0, "Index": 132}, {"Word": "4.", "Confidence": 0.876, "X1": 0.559, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.566, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 133}, {"Word": "2005", "Confidence": 0.983, "X1": 0.57, "Y1": 0.88456, "X2": 0.595, "Y2": 0.88436, "X3": 0.594, "Y3": 0.90256, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 134}, {"Word": "1", "Confidence": 0.994, "X1": 0.804, "Y1": 0.88456, "X2": 0.809, "Y2": 0.88436, "X3": 0.81, "Y3": 0.89862, "X4": 0.805, "Y4": 0.89993, "page": 0, "Index": 135}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAL5A+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiioJby2glSKW4ijkk+4juAW+gPWgCeiiigDgb3xPqUema4v2iKK8h1FbZAwGYIW2gSYPXqTzxxVjw1c6hp/iaXw/da0daQWn2k3DoqvC24AKdvHIJI+lUde1TQ9VvbuTUvCwvrKxkNsb2RUP73A+UKecZIGfer3gy6jsb6bRZvDUOh3bxm5VIHV0lQELnIxyMjg+tAHbUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUc0qQQSTOQEjUsxPYAZr5zm+P3iefU7iDTtJtpkV2CKqMzbQevFAH0hRXzjH8f/ABPY3kLatoUSWxPzLsZGYexPevc/CniS08W+HbXWbJWWKcHKP1RgcEGgDbooooAKKKKACiiigAoormfH3iSXwn4OvdXgETTwgCNZejMT0oA6aiuC+FXjLVPG/h+41LUraGELP5cRizhgBz/Su9oAKKKKACiiigAooooAKKKKACiiigAoqK5l8m1ll/uIW/IV5f8ADjx34r8X+ILq31LTYbSytk3MxjdWck4GM/SgD1WiiigAooooAKKKKACiuQ+JPiyfwb4On1a0WF7lZESNJTw2Tz+marfC/wAVav4x8Mvq+qwQQh5ikKxA8qOpOff+VAHcUUUUAFFFFABRRRQAUUUUAFFFeafFr4jXngODTRp8dvLcXTNuSXPCgDkY9zQB6XRWR4Yv7vVfDGm6hfLGtzc26TOIvujcMjH4GtegAoorxyf4pa5cfFhvCOmxWDW32gRCZ8k4ABbp360Aex0UUUAFFFFABRRRQAUVFPPHbW8s8rbY4kLufQAZNfPMnxd8d+JvEF9D4Rso3tYMssfkh3CA9ST3NAH0XRWD4Ov9V1TwtZXmtW/2fUJVzLFt27T9K3qACiiigAooooAKKKKACiiigAorN8QahJpXh+/1CIKZLeBpFDdCQO9ed/Cb4ja548v79b+1tYrW2jB3RA5LE8D8s0AerUUUUAFFFFABRRXl3xL+ImueFtZstO0LSvtjyR75naNmC5OFAx9DQB6jRUFm80llA9wmyZo1Mi+jY5FT0AFFFFABRUF3cJa2c1w7KqRIXLMcAADPNeU/C74l6/478QXltcwWUNnaR73KA7mJJC4/I0Aeu0UUUAFFFFABRRRQAUUUUAFFFeX/ABb+JN/4Ck0yPToraaS6DtIsucqBjB4/H8qAPUKKzPD17daj4d0+9vYliup4EkljXorEZIFadABRRRQAUUUUAFFFFAFTVLQX+k3loZTEJ4XjMi9VyCM/hXksmmS3DuL+70a4e7hhsrXUBc58pkyCyD+EkYPX7xr1fWbc3eh39sJxAZbd080nhMqRu/CuDm0rwu2hzxW80cE9zZrZ/bPKIhDL0ccYBz39hQB6NCnlwxoWLFVA3Hvx1qSordPLtok3b9qAbvXjrUtAHDajrWmaM17Y6XoV9rEj3Jmuo7ZdypIcZyzHGeBwKv6Hf6freu/2g9vd2erRWnlNaXS7WSMsCSOzcgc1h67NqHhO/uv7H1rSIkvZjcPa6gSGVyAGII7HA4NavhOGbVL5tfvtVsb67EP2ZFsf9XEpIZgc8k5A/KgDsaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDm/H2rDRfAmsXxxlbZlGRnlvl/rXj/wCzjoxku9W1qROFVYEYjueTiup/aEvXt/AMMCOoE90oZT1IAJ4qb4CQva/DlGnAjEtw7puIG5fWgDoPinpVnqXw81g3EcfmQWzSxyFQWVlGeD2rzz9nnWfs3hvX0u3CWdm63BkY8KCp3fotW/jp4+sYtAPhvTrqKe6uiPtGz5gkY7ZHQk1jaTot9oX7N+q3UEciXV+fNlBBBEW4L3/2cn8aAILvxx48+J+tXmneEg1rpsbYLoQpC9iznpnHQVD4X8eeLfAnjePwz4nuHuLVphE/nHcV3dGVj1FZnwp0DxtqWj3tx4T8QWlhF5wWeKTliQOD908c1sXnwt8Va14strzWPFGjXd/FKgZfOw5CkHbtCjnAoA3Pij498UeEPHllDaXgGlXKxyKhjGCM4YZr1fXPElrofhWfXZyDDHB5qqD94kZAFeOftHaYVtdD1DYSU3QM+eOmcYrl9d8T3XxQuvDnhDRQ8VrFFGkhkGN0gXDMcdgM0AeifCrxh4m8Svq2v69eeTolsrGNTEAhPJPzf7Ix+dcldeNvHXxR1680vwqTaaamAWjO3CgnDM/UZx0r0Xxxog8MfBLUNK0iMBLe1VGwPvDI3sfcjJryL4U+H/G2o6Te3XhTXbXT4vOCTRyfeYgZB+6eOaANLwx498W+APGcfhzxTLLcWzyiNxM24puPDq3cV1f7ROsxReFrDTEmPm3U3m7B0ZF7n8a5u/8AhZ4t1/xPBdav4o0e8v4nUFfOxJhTnG0KKo/Gq9/tb4kaXoTkeVaxxQkjnlyM0Aei+E9T034bfBay1K63BpkMwjbhpJW6KPyFedW2o/FD4pPNeabPLb2ETsU8qTyUB7LnqxxW/wDtCwSWHhvw5YQxj7FCxQP33KmAPyzXqPw3t7Wz+HOhpbbFjNqrsQR948sSfqTQB5d4B+JfiXR/GEfhLxnvaSRxEkkwAeNj93JHUHjH1rqfjX431LwfpemjSLkQXdxK2SUDZUD3+teaatqS+Mf2hrNrAq0UF5HGjgcMsXLH9D+lL8eNXXUfiLaaY8QWOyjRGYt9/edx+nXFAFyS/wDi14y8GDVIZDFYRLuzCwjkmA6sO+K6v4KfEq/8Syz6FrUnnXcMfmQznALqMAqR6jrmvRr6ew0nwJK5kit7OOxKqc4UDZwBXgP7Penz3Pjq5vkX/R7e2YO2O7cAUAfT9eefFrxfrXhXQYf7CspZbqdjunWIusKjGSfc5r0OvCfFfxO8R+IfGjeEPBapBKkrRNcvjLlfvfe4AGD9aAOQvbX4qaPpK+M7vULtIwwdkeXlQeASnTFex/Cnx1ceMPB8t5qKhbqyby5pRwJOM7vbivJvinZeMtC8O2kfiLxet6bpipsol2ggckkgDI6da6rwkkfgz9n291STck97G8gIOCS3yrigDlrX4weNdR8Y3FppRF4kkskdrbLGCO4Uk+g61n+Kta+JngjxFbX+sapKs9ym9FVw0RA6rt6cZFdP+zjoqSTatrcgzIgW3jJHrySD+FZnx1ml1z4l6XoduSzJEkaruyN8jenY9KAPXvEXi+ey+EreJYyILqWyjljwM7XcDHH1NYfwc8Wa54k8O6pq2vXiSxQy7YyEC7Qq5Y1z/wAebn+w/Amg+HYFAhdgDjsI1AA/8e/SrvhySTwh+znLfIoE81u8qiQjB8w4GPwOaAOQ0n4seO9c8V3en6OqXhmMiW0WwYiGeHJ9AKzdS8W/EH4e+Nw2uX0k0k22SSHcGjlTPIXsOmOK7L9nPRQLDVdbljXzJJBDG5UZwOWwe3Ncx4njk8aftAx6aZvMt4bhIhgcKi4LD+dAF7x5rXxKvNDXxS0raVovmq1vBC4WQKx+Vnx17V6X8I/F+o+KfAr3+qnzLm2leIygY8wAAg/XnH4Vzn7ROpR2vhDT9MUKHubkMAOMKgPT8xUWh+IT8MPgVpt+8Jmu7ti0EbDC7nJYZI7beaAOf1HWviZ8RfEN1pulw3Gk2kXzbDmIKvbc55JNVvC3j7xj4K8a2/hrxJLJdQmVYnjkbe67ujKw61t+E2+KPjmybXD4lh0rTpAfLIiQ5xwcDGQOO5rhvh/aT618arc3V0+ovDcPLJcE4L7P4vpQB6H+0fqwi0PS9KXG6eYzNx2UY/ma9A+F2lppPw30WBcZkgEzEdy/zfyIrxL42T/8JB8VLHR7cBniSOA7TyWduR/KvpLTLGLTNLtbGEYit4liX6KMUASXdylnZz3MhwkMbSN9AM183+Hfin8QfEXiK50/ShHeSTBhEhjAWEZ++T7CvY/ivqX9mfDTWpRIEeSHyUyM5LEAj8s1xP7Ouix2/hq/1hl/fXU3lqSOir6fjmgDz2Pxr42+H3j6WHWrqe8k8wfaLZpNyyKem3sPbFanj7VfiYljF4nvZ5dL01rgfZ7WOUBowfu7gOv41n2aReOvj+zPbt9nN4XZM87Y+5/Ku3/aN1eSHR9L0eMJsuZTK/PPy9B+ZoA7f4f+MZ9Z+GsfiDWCFkhSTzpAMBgn8X5V5Fc+O/HvxQ1q403wwHtLEMOIjtKJngu/b8K6/wARWN7of7NkNnChLm2iM+eCqu4Y9D74q1+zzbWsfgS4uI9v2iW7bzTnnAAxQBwth4w8dfC3xDb6d4oeW406V8t5reZlc8sj17Z408a2vhjwVLrsbxu8kYNqjH/WMw4FeOftA6ymseJ9L8PWQEs1sCX2jJDvjC8ewFL8dRPaaF4T02WTEcdvl1A43AAZoAztLm+LfjFT4l0+6ufKhyYgrhEfnkKv8Vc9rfiDU/iB4y0Kx1S12X8DpZTKxwHbzOSR29D9K+n/AAj9gsPAulm1ljNnFaKwkXAB4yT+ea8D+H1xaeIf2gJtRhiZ7d5p549w+78pwTj3oA9F+K3xFk8DWdnoWhQoNRmjXyyBlYUBwAF9TjArzTUv+FseHbGHxff3t0Eb7ys4bYp6b06AVV+IFtq2qfHSa0WdLe8a5jW0llOFQAAoe9dprvgn4m3uky2WteM9L+wzgI6zOEVu+M7B6UAeh/D3xq3i/wAD/wBsXUQhnhDJPtPBKjlh6Zrxj4L241b4vX2oDDRxCeYbxk/MxA/Hmut07w/N8Ofgv4jabUrS4mugTG9uxdMkbQAfWqf7OtnFZaVretXMghiLpCJHYBcDk/0oAi8ffELxXrHjybwj4Vl+yiJvKLAhWdgMsdx6AVlRRfFzwJrECL9q1OOdgdisZ43xjIz/AAmt3xZ8MNO8fa3e694O1+za43AXEQclfM9QwzjI/lXKWHjLx78Ltet9K1tpLi2Yj/R7h94ZS2NyP17H/CgD6X0m7nvtJtbq6tJLSeWMNJbyfejYjkGpNQv7bS9PnvryVYreBC8jseABU0T+bCkmMblDY+tee/G6W7i+GN/9lXIZ0WU56ITyaAPLr/xv49+Jut3en+FRJBp8Z4EJCELnALP70y18ZeO/hZ4ittO8SSSXdi7ZKytvDqepR/bNdz+zxDbJ4HupY5FaeS6IlXbgrgDHPfvXGftB60mq+KdM0O02yyWqEts5O9yAF+vA496AOz+MGteLrfSFvvDzImgtZ5urgMp3bzgAA89COnrXm/wc0/xp/aIv/D8SLp0twkd5M+3lQckDPPQ9q7L4u7/D3wb0DQmlxK3lRurDkhE5/IkV1vwO0ybTvhpZvMf+Pp2nUeik8UAek15D8ZPibe+E5LXSNEljTUJh5krkZMa9uOnP9K9dJAGTwK8l+IXhHw38SdYt7Wx8QWcGu26MNiEOXTuGAPagDzm+0/4raRZweLG1G5nWQrIVin8zbuwBlBxg5Fe2+AvEWs6j4KN/4l06azu7ZSXaRdvnKFzvA7f/AFq8I1Kx+InwhkEyXz/2cXCI6v5kL9SBtPK9D6V6rrnjqTUfgPN4hltFWa9tzbtGr8BmJQsP1OKAPO9D+KPxC8SeIbjTtHdLmWYsIl8oBYV3feP0FZZ8Z+Ofh/48li1i9muZt4M9u0m9JVPPy9h+Fehfs66JFB4dv9ZeJTPcT+UjleQijoD6Zrg4YP8AhMf2g3BImhF8WJC8bE9j9KANHx7qfxOTTofEuoTtpmnmYeRbwSBSgPKlgOv41658PfGM+s/DaPX9ZZVkgEgmk6Bwn8VcR+0dqTx6RpGlxsAs0zSOA3UKMAY9Mn9Kt+JNMutA/ZuSxh2zH7NE0rdMK7hjj6ZxQBx8/j3x98T9Yn03wyrWdmCMrCdpRc9Xeiw8b+O/ht4otNE8STfaLV3XInbdlGONyv7V2/7O9tbReB7q4jC/aJbthIc84AGK4v4/3kWreN9J0m2KvNFEI22sDhnbgH0NAHpvxo1oWHwwvGhbP23bCrDnhuTz9K8x8C+MtP8Ah38LLi8SSKbWdRnYw24OSAowGYdgMmtX463r6X4O8O+HAdxKh5CSM/IoA4+teY6r4A1fw/4P0/xNe7US5mCrAQdyrjKse2DQB7t8L7jx/rxTWfEV+INMIzHbmEK0wI6+wrmvF/xQ8ReJvFjeGPAhOASjToPmcj7xBP3VHrXpOneIJPEHwobVtMC/an099qL/AAyqhGPzFfOnwu0XxJrGuXknhrWLTT9Rij+Zpz87qx52/Ke4GfwoA6JPEfj/AOE/iG2j8QXEl1YXDBnWSTzFde5VuoI9K+lLC9h1Kwt723JMM8YkQkY4IzXz/wCKPhz471429p4i8X6PMYyWhjml2EE8cYQE1b8ZaD8TUvbGx8PC9Wys7OOHfa3CokjgfMRyD+dAHv1eE3XxF8R3XxtXw5a3gh0wXiwmNYwxKgAtz781r/Cux8baRcard+MnvfIS3zEbmfeoIOTwCe1cN8G7YeIfi9qWt5CpD51yFB6l2IH6NQB2Xxs8fa94Qv8ASrfRrpIBNE7yZQMSQcDrXI6nqnxW8VeDBq/z2enW0AdmiPlvcDGS47kfSq3xEjn8afHaHRVjBWKSO2wTjKAb3OfoWr1r4t3LaH8Kr2KxdYAVS3UDj5TwQPwFAHP/AAI8aav4j0+/sNWma4+xBTFO/wB7B7E96wfHXxI8ReKPFL+E/BIlUIzRySwn55SPvYP8Kj1qf4I21xY/DXxJqCnaJd5iOOcqhFZH7OZjl8VavNMUa4NtlWbG7JYZxQBQ1vVvHngDQb7QvE2+8stVt3ihlabeY2I5w348g113wCtE0vwLreutCfMZ2wzcBkjTOAfqTVf9pDWIfsmkaMuGmMjXDeqgDaPzyfyq1eRTeEP2a0SJNk93CvmE5BHmtk9fY4oAl+D3jTxT4y8Sai2pXqyadax/6sRgfMx+Xn2ANO+M/wARNc8Lazp2m6FcCGSSMyS5jDFiTgAZqD9nCFI/Des3LIqlrkL5h7gKOM+nWuR8V3//AAn3x0srO0mje2gnSGOWPkEKcsc9+aAPXte8dt4I+Hmn6nq2651OeFAsRAUvIRk5HYD+leRJL8V/HumyeIbW5njtICWijgfy9+DztXq2KX9oW6nl8cWNpICLeK1Up1wSx59uwr3ix1HSfDHgTTrq9mjtLCG0hBY5IGVH4nk0AcV8HPiHqPiaCbSNcWQ6hbLvSdlx5qdDn3HH51znjD4neJPEXit/C/gYcKTG08WGLnuQeigV61Za1o2t+F7u80G4hltlhkUNCu3aQp4xgYr5o+GOkeKNW17Um8L6zb6dexr+8Mx+Z1JPT5T3oA128SfEH4U+IIItcuZbm1nIdklfzEkHfa3Yivb/ABZ8QbHw54Gj8QqvmG6jU2kTcF2YZAP07/SvJfFHwz8b69cW6eIvFujzTRAiJZpdhAPoAoqj8b47zSbDwpoM1xuit7P50Q/IXXA3flmgBunD4teK1bxZZXNwIo/3kEYfasgB6In8QrmNd8R6x8SfGmkQ3dqq3qlLQwj7pYMdxx29x7V9R+GTZ6X4C0t1kVLWGwjcuWyANgJOfzr56+FVoPE/xnm1QxDyYpZrwgAkAknaM/Vv0oA+obeIQ28UQAUIgXA6DAqWiigAooooAKKKKACiiigClqqWsmj3qXzbbRoHExzjCbTu/TNeZPd3sun/ANnX1zqQ8MCMK1w2mFSYQOMyZ4XHfHSvUNQS2k026S8XdatEwmGCcpjnpz09K8uuda8JJpkxbxFrN5pKR7f7PELeWyrxt37AccY5agD1e3EYt4xFzGEG36Y4qSorZka1iaNdqFAVHoMcVLQBwDRz+Htc1D7Z4cn1eG9ma4jvLeESsgwB5bA8jGOO3NXvDdldXHiC41n+yjo9m0JhW2YBXnbcD5jKOmAMDPPNKJvGt5qupRQPptrbQTbYDPbSMZEIzkEMM96NLi8UR+NU/te4hmsjYPg2sTJGH3pjOSfmxnHtmgDsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyb4v+APEfjq609NLktVtLZGLCaUqS5PoAe2K84j+AnjlQqC+sUQccXL8D6ba+oKKAPGfCXwA03SruK/129OozxkMIVXbFkHvnlq9cu7C2vtOmsLiINbTRGJ4xwNpGCOOnFWqKAPn2b4L+MvD2t3E3g/XUgtJehaZo2A/ukAEHHrXUfDj4RTeHdWPiDxDei91cklQrFlQnqxY8sa9aooA4f4qeEb3xn4Q/szTvIF0J0kVpjgADrzg1k/CX4ZP4Htbm61PyZNVnOzfESypH6AkDrXp1FAFa/sbfUrGeyu4hLbzoY5EPQqRg14LcfBTxhoGsTzeEdcjhtpgf+WrRMAc/KQM5wO9fQdFAHkfw2+EEvhvUzrviC6F3qwYmMIxZUJ6sSfvE1my/CbX9R+LR8S6g9kdO+1+dtRyXKj7o2kY/WvbqKAOa8beDbDxvoD6ZekxsDvhmUZMb9j/9avFB8GfiLZ2txpljrkI012IEYunVWXPGVxgfSvpCigDzj4afC2z8CW73l3Kl1qsqjfLj5YhjlVz+PPevFtO0yH4kfGjUYLgl7WeWZi6HaVVeFYfpX1TeQG6sbi3DbTLGyBvTIxmvMPh78HW8FeJ5NZm1ZbtjE0aIsRXG48k8+1AHF3XwZ8f3MSaNJ4gil0WOX92r3DnC567MYz7Zr2TwR4M0/wAEaCmm2RMjk75p2GGkb19h7V01FABXh/jX4N61P4vbxF4R1FLWeeQyyB5DGY39VKjkHmvcKKAPnrXvgf4q1nTba9u9bS+1tmPn/aZW2ImOApwe+ewrrvEfgLxFqHwl0jwpYvai6gVFuWaUhML2HHPNer0UAcX8MPB9x4K8IJpt4Ymu2laWVomJXJ6dfYVxL/CfXb34v/8ACT381q+mi7E6jzGMmFHyjGPUDvXtVFAHkHxb+G+v+Otc0+bTmtEtLaHYxllIYktk4GD2ra+IHgzV9a8BWXhrQhaqsexZWnYqAqDjGAe9ei0UAcT8N/CV54O8Drpdx5P2/c7s0bllLHpya5H4d/DDX/D/AI/u/EWuyWkvmrIUaKVmYMx9CB2Jr2SigDxv4sfDbxP458RWk9hNZrYW8IRVmkYEMT8xwAfauu8WfD+38U+BLfw/JIsEtqieRKg+VXVcdPQ8121FAHz7oHwf8d26rpF74i+y6E7EyxWtwxJHoFIAGa2vhj8LNd8FeM7jULv7DJYyRvGjLIWkUZ+XsPxr2iigDxWH4RarP8XpPEuoSWzaX9qNwqpKfMJA+UEY9R617VRRQB5/8WvCOr+NPDdtpmk/Z1ZbgSyNPIVGACABgHPX9Ku+BfDOpeFPh3Do0rwvqEaSkFGOzcxJHOPfriuzooA8f+F3wv1jwt4pv9b1yS1eWVCIvJcudzHLE5AqD4k/DLxL408b22oW8tkmnQKiKJZTuwDljt2/1r2eigCje6Xa6ho82l3MStaywmF0A42kY4rwN/gp430LUrkeGNejis5M4b7Q8TFTkYYAEE4719FUUAeN/Dz4MS6LrA17xNdreakjlo40Ysqt/eLHljXWfE3wDH478PC3iKR6jbnfbSv0B7qfY13FFAHztpXwX8dCwl0i+15INKZS/kQXDMGcdBggADNdT8IvhZqngnWL3UdYe1aSSERQ+Q5bAJyc5A9BXsFFAHmHxR+FX/CayRapptytrq0CBAW4WQA5GSOQRzzXDr8GvHmu3Vrb+JfEKvp0IAOLh5SoHopAGfevoeigDzPx38O7rUfh7ZeFvDaQRxQSKSZ5CvA78A5JNX/B3w8h0v4bf8IxrMccpuNxufLPBJPY4B4wK72igD55PwW8beG9Ymk8J68kVq3KuZ2icjnhgAQcZ61qeGPgxrdz4lj1nxtqq3xgcOkIkMvmHr8xYcDPYV7lRQAgAUAAYA4AqnqumWutaVc6bepvtriMxyLnHBq7RQB88t8F/HHh/Vbg+FteSKzfO0+e0TEHsVAIOPWuj+HvwWOi6oNc8T3CX2oq5aOMEuitn75Y8sa9jooA8h+Lvw78S+OtVsDpk1mtjbREbZpGU7yeTgA9gK9M0DTf7H8P2GnHZutoEjOwYBIGDitKigBCAQQRkHqK8L8YfBDUm8RNrHg6/SzeZizxNI0ZjJ6lWGTg+le60UAfPS/Bnx14gv4Y/FHiFZLFcF8XDykYHGFIAz712nxB+HN/q3gfSvDHhkW0NraSBnE7kZAGByAcnJJNeo0UAcp4O8NXPhTwDbaMhja9ihbJVjtMpyc59MmuJ+GHwu1nwv4svtc1yS1eSVGEXkuXO5jk5yBXsNFAHi/xO+Gfifxp4xt9QtHsxYW8aoiyzEHrljjb3r1i80m01HRZNKu4Ue1kh8p48cYxjj6VoUUAfPDfBXxv4e1C4HhbX447SZdpbzmhYg9iACPxroPAHwUfS9WGueKrlL6/Ry8cQYuobPDsx5Y17PRQB458RvhdrnjTx5Z6ik9uNKiREZXkIcAHLYGO9d1418KjxF4Eu9BttiuYVW3L9Ay425PPp1rqaKAPPPhN4T1/wdoF3pOtPaPCZfMg8hi2Mj5gcgegrjPEnwU1qy8TnWPA+opZCQlijysjRnvhhnIJ5xXu1FAHivhD4O6qfEg1/wAbakuoXETbo4hIzhmHIYscdD2xXtPSlooAwfGOnahq/hHU9O0tolu7mExIZSQozweR7VxPwf8AhxqvgUapLqz2rS3QRY/IYsQBnOSQPUflXqlFAHi3g34U67pfxNm8T61Payxb5ZUKSMzlmzgngdia6T4u+DNa8baHZ2GkSwJ5cxklEzlQwxx0B969FooA5TwH4Wbw14Fs9DvUiaVUYXARiysW69a8i1P4GeJ9L8Ty3/hPU4YINxeJ2laOSPJ+7wDkCvoiigD501z4F+KdRu7W6bUob66dA15NdTtkuTyqjB4HrnnPavXfGfg0eJvAcnh63mFuyxoIWPIBToD7V11FAHzv4e+CnjazEmn3Gux2WlSt5k6Wk7ZkIGMYwOo4zWt8OPhFr3hPx5Hq961mbJEkVQkpZxkcdVFe5UUAcJ8SPhvaePtOizN9m1C3z5E+MjB6qw9K8rT4J+PdSW003Vtdh/suFuF+0PJ5Y/2VIA/Wvo+igDB8JeFrLwh4dg0eyy0ceS7t1dj1JryfxH8FdbsvE7ax4J1NLPzWLFHlZGiJ7BhnIPvXu1FAHiPhL4Maq/iUa9401Jb2eOQOsSOX8wjoWY44z2rsPij8PF8eaJGls8cOo2pLQSOvDcfcJ6gGu+ooA+dbX4OfEKXSpdJvPEMcWnCMlLdLh3VmA+VSMDA/ziuz+D3w41bwLNqkmrm0Z7lYxE0DFiAM5ByBjqK9XooAKKKKACiiigAooooAKKKKAKuo3kenabdX0wLRW8TSuB1IUZP8q4aXxDBpnhK5XVNBt7WzmtnntoUl3RTq3zFCcDaxznH5V22qyxwaReTTQGeJIHZ4QM+YApyuO+elecajrMl94dMmoXPh6701o1ZtIjb96FGCFU7vvD0x14oA9OtWV7SF1UIrIpCjsMdKmqK3Km2iKIUXYMKewx0qWgDif7e8SXl9qV7p1vayadp9wbdrRgfNm2gF2VugPPAxzWla+IWvfFlrYwFTaS6e9yysMOrh0GD6EBjkVSXUL2XU9RTwvpVsxE+27u7mQqjSgDICjkkAjmjQFtE8WXTX2jRWHiCW3LvLE+5J4wVBZT2528GgDsaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK888WfGPwz4VvfsTSSX92rFZYrXB8sj1J4z7U3wj8ZPDni3VBpsYnsrt+IkuQB5nGSAR34oA9ForlfHHjvTPAmmw3eoJLKZpNkcUWNx9Tz2Fcje/H7wvZ2VpMLa8mlnTe8CBd0PoGOcZ+lAHrFFeeWPxl8KXfhibW3ne3EbmP7NJjzWbGQAB1zVPwx8b/AA94m1630iO1u7Wa4O2N59u0t2Xg9TQB6fRXK+OPHeneA9NgvdQimmE8nlpHCBk8ZJ5/zzXJXPx98LQaXbXQhu5ZpslraPaWiA6FjnAz6UAer1ka74m0bw1BHNrF/DZxyttRpD944zWb4K8eaP46sJLjTWdJIjiW3lwHT0Jx2rxb9onVDP4o0rSs4jgh8xiemWOP5CgD6I0/ULXVbCG+s5RLbTLujkXow9atV4zH8bfCnhbTdP0e3guL1ba2jjaS1AMYYLggEnnmu7tPH2k6h4Hn8VWSzXFrBGXkhQDzFI6qR6igDq6K47wJ8RNN8fQ3b2FvPAbVgrJNjJyOowab46+JGk+Ahai/imnluSdsUGNwA7nJ6UAdnRXH3fxG0XTPCFr4i1LzbOK6TfDbyj96/oABXFf8NG+Hep0nUsfRP8aAPZaKyfDviLTfFGjQ6ppk4lt5Bz6oe6sOxFcd4p+NHhfwzffYg8uoXCkrItrgiMjsSeM0Aej0V5/4N+L3h7xjqB0+AT2l4f8AVxXAA8z1wRx+FX/HfxD03wDDaSX9vPObpiqpDjIwOpyelAHY0V5TqPx78MWFvaOLe7uJJ4/MeKIKTD6BjnGfatO3+M3hOXwwutS3MkAZ2jW2ZcyllGcAD6jnpzQB6HRXmnhT41eH/FevxaRDbXVpPMD5bT7cMw/h4PWuu8UeLtH8Iad9t1e6ESHhEAy7n0A70AbtFeNj9ovw3vAOl6iFzjdhcY9eteqaNrOn+INLh1LTLhZ7WUZV1/UH3FAGhRRRQAUUUUAFFRzzJbwSTysFjjUszHsAMmvK7H4++F7ua6SWC6thBE0itLtxKR0VcHqe1AHrFFeX+Hfjn4a1/WItNMF1ZSTHbG9wBtLdhweK9D1PU7PR9Nn1C/nWG1gXdJI3QCgC7RXj1x+0T4ZiuJEh0/UZ41OBKqqA3vgnNd34O8c6L43sGuNKmPmR/wCtt5OHjz6j+tAHTUVwOv8AxX0fQPGMXhqa2uZbligeSPbsj3c85PYcmsK+/aA8N2t7cQQWF/dxQsV8+JV2N7jJ6UAep3d7bWEHn3c8cMWQu9zgZPQVOCCMjoa+Sdf+JsviXx7bajfNdnQre4V47JCAdo55HQnNew+MviveaToGjXGj6PK19qyM8VvcKd0ajgEgdeSOKAO88ReKtG8KWQu9YvUt42OFB5Zj6AdTV3SdUtta0q31KzLNbXCB4yy7SVPQ4r458UP4m1fxZAnicXC39yUKxOMFFY4GF7dK+ydPtI7DTbaziAEcESxqAMcAYoAtUUUUAFQQ3dvcSyxwzJI8JCyKrZKkjODXjPxZ+LraQNQ8N6Sl1b6ojKpuxt2hTgnHfOOKj+A3iuCTTLnR2t7yW73Pd3N44BQdAAWzk9O/vQB6hP438N2+vDQ5dWgXUi4j+zknduPQfrXQ18neGfEWlz/GK98Ua1dpFaQyzXCFjksfuoqjqeD09q9X079oHwve6nFaTW15aRyNt8+YLsX3ODnFAHrVFU7rU7Ky01tRubmKKzVPMMzNhQvrmvL7/wDaE8L2l7LBBaX13GhwJ4lUK30yc0AeuUVz3hLxhpHjPShfaXNuxgSxN9+I+jCuhoAKxNd8W6D4ZMQ1nU4LRpc7BI3Jx7VsO6xozuwVFGST0Ar5T8R3Go/Fv4kXEVrGBa2iuqMgztiTPzH1JNAH0xoXiXR/EsEs+j38V3HEwV2jP3Se1a9fPv7N90I73XdPaRg+1JBGfYkE/qK99ubiO0tZbiZtscSF2PoAMmgDLvfFWiadrNvpF1qMMeoXGPKtycs2enFbNeF/DO2ufG/xM1bx3dRAWcTGG1DjvgAEfRRz/vV7pQBz2teN/Dfh69Wz1bVre1uWUMI3POD0NbsMqTwxzRMGjkUMrDuCMg18teOLseKPjstpNBuiiu47XYvJdVPWvqaONYo0jjUKiAKoHYDpQA+isHxd4otfB3h6fWbyGWaGFlUpFjcdxAHX61xEvx78KRaJBfhLl55WINmgBkQAkZbnA6evegD1WivOdD+NHhXWdKvb+WaSxFpgvFOBuYHoVAznmsuy+P8A4YvdXhsfsl7CksgjFxIFCDPQnnOKAPWqKqX2o2emafLf3lxHDaxLveRjgAV5ZeftC+GLe8lhgsb+5jQ4WaNVCv7jJzQB69RXKeC/iBovjm0kl0yR1niwZbeUYdMk4PuOO1QeO/iNpfgGO0bUIJ53uSwRIQMgDuc0AdlRWRo+uxav4bg1sQS28M0PnCObAZVxnmua8GfFLTfG+tXOm6fp95GbdC7yyBdmAcdj3oA7yiuA8Y/Fzw54OvhYTmW8vAf3kNtgmP6k8fhWRo3x78MarqkNlNBd2IlO0TXAXYD2BwaAPVqKp3+qWWl6fJf3t1FBaxruaV2woFeV3f7Q/hiC5kjhsdQuI0OBKiqFb3GTmgD2CisHwp4t0vxjo66lpcxaPO10YYaNvQit6gAooooAKKKKACiiigAooooAKKKKACiiigAooooApavdtp+jXt6kXmvBA8oT+8VUnFeYMviC006TWX0zRVjtbVL9Z47Qfv8AdyY/9ll9R6ivUdUmnt9KvJrWHz544XaOLGd7AHA/E1wEniTbouLfWEuNYEQb+yfswwzEf6rZ1A5x+FAHotvIZraKUjG9A2PTIqWo4CzQRl12MVBK+hx0qSgDgtRl03T9fuodI8Uw6Zfy7p7m1kAkjJA+Ztp6NgCrvg2TSL+e41C31v8AtjUCNskzDb5anB2ov8KkgflVabw7o1pHqdvrVzYIb29N1HI5CyY+X5STz/D+tatnpsU3iuPWrCS0+wixa2xARlmLqQeOMAKR+NAHSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXOePNZn0DwRq2pWoBnhgYpk9CeAa6OsHxloT+JfCOpaRFII5bmEqjHpu7ZoA+Xvhv4l8NaHrF7qninT59RuJB+5byxIMkncWDHBPT9ah8ZazpGteO7bVfCdlNah2jPlPGEHmg4GADjB4/Wui8FeKdT+GV3eaH4g8Ny3UG8sFEI3K3TIYj5lOB3rtPh74o8X+LfGD3Emg2sPh/d83mW4TyeDjY2AWORz1/CgDm/2gL2W913QdLDKZUtgzJjBDuccn8q7bXfB+heEPgrep/ZlvNcraAvO8alzI2Odx5GD6V594hs9Q8V/tAGOO3MkUN4iAtnZ5ceM8njtXf/tA3skfg21023Ll7mcFo40JJVR7dBmgDl/gB4NsNQgv9f1K1juFRvJgSaPcgOMs2DwT2/Gud0qKLXP2hkbSLdI7aLUd4VFwqpH944A4ztP51698M7L/AIRT4PJdnzJmeKS8aPbggkfdA/CvNfgTp11f/EbUNYnt5oVSGSTlCF3O3Tn2J/KgCz+0Tqj3viPSNCgJYxR+YUB6u5wBj6D9a9R0X4e6BpPgRdOm0q0lkNqTPJJGGZnK5J3Hkc14Z8UZLvxN8ZLm00tQ11AVhixwS0a7j+OQa6TW/jVqt/4MfSINDuoNWlTyJptpKgdCV75NAGL8CnuoPihNBag/ZmilWYdgoPy/rUGv2M3xE+OlxpwaV7b7SIWdF5jiT7x59Oa9B+Efge88JeGNT8QalE1vqNzbt5SPjMaAZB9iTXIfAq01C8+JN3qNzHJkQSSSvIpBYscd/c0Adh8ZtF0Hwz8Moray0a1V2mjgimEYDocEliw5JIB/OrHwQ0EP8Kr0Spkao8owW4K7dnbp0NYf7Rl9cXEuj6PbxSuoDXEgRWIz91fb+9XrngbTDo/gfRrFlZXjtU3hhghiMkH8TQB4X8C79dB8U+I4Llo0t4rYvLITwoRj3/GodBtbj4v/ABcn1K4Lf2XZuJNj8gRg/KgHTk1y/jSObw98RvEOm6V5m27doQiEg4cg4AHX0r6F+E/gr/hDvCMaXCbdRu8S3GQMqccL+FAHEfHzwprGpHS9S0zT2nsrGFklEQzs5BHyjnGB2rmtP+JfhHVNJOheKvCkNmnlrE1zZRKHBGOegK9PetzxF47+IfgfxtjVYWv9IaRvJRYlCyx5/vKOGHvXL/EPxXafEFrO00XwfPDqDSDNwYv3jdfl4HIyc5NAHqN8ugeDfg7qereDlZILqBWSZZCzFmwu456EZ5rxz4Y+J/CfhqW9vPEemzX91KQIsQLIqDufmPUmvZNN+Huor8DX8K3BT+0JY2kVd2Arl94Un26GvMfA3i66+Gv27RNc8KzXBMpfd5fzq2MY5GCvHUUAYHiHW9O1b4l2mreE7Sa0WSWIrEYxHh8gHAU4wa6n4/G4vvGuj2W/Lm1UCPPCszc/Su1+HXiPxX4t8SS3lzoFna+HySUZ4ArIR0CngsffFcXLYS+Lf2iixhma0iuwxLjK7YxkjnjGQaAOq8eeFdH8HfBBrT7BaJfbYkaUoGdpSwLYbr2P5VQ+AXg7S7rQ7zX9Ss0uJWlMMInjDIqgAkgHg5PGfatH9om/n/sHTNJt45JDPOZZAi7sBRgZ9OW/Sui+H1q3hP4MQzzgs4tZLsoQTywLBcDnuKAPIfB4tNb/AGgBc2SrBareSzRIigDaMgAAdBXoXxQv/htca6ieJry9nv7RNotrUkhec4PGAT9a5f8AZ+0SebxZqmszxNGsMRRQ6kZLnPce1c9rbX3hL403Wq6rpM19El0ZghUsJEPQgkEUAaXj/wAZ+FNU8FLpuieFZrTJTy7uS1SPbg/3hycjNeo/ArTprH4aW0kzOftUzzIrfwrnHHtwTXjvxT8Uaz4xj06VNBudP0dCxtUZDmQ92IA4619GeBYRB4E0KNY/LxZRZXGMEqCePrQBW8eeNYfAuiRanPZy3SyTCHZGQCCQTnn6V5z/AMNIad/0L17/AN/Fr2yWCKdds0SSKDnDqCKg/syw/wCfK3/79igDxr/hpDTv+hevf+/i17HpV+uqaTaX6oY1uYllCN1XIzinf2ZYf8+Vv/37FWVVUUKoAUDAA7UAYHjjUo9H8D6zeyYIjtXABOMkjAH5kV4V8AvB9lreo3+talaR3ENriOFJV3LvPJOOhwMdfWu8/aC1N7PwBHaRuAby6VGG7BKgFjx35Arzb4f+LdZ+GFqftmjTXmm6rCt1A0RPXGBg4x6A/SgCz8fNIsNJ8WaTLpdrDbzTQhmSFQoJDYU4Feo+NdS8MDwNp1l40vpbdZ4o3aG3Y73IA7AHjNeTaZpevfF/4kJq9/p8ltp8bL5pO5URF6KpPUn2q/8AHTQ9UtvGdhqws5bjS1ijjj25YAr1U+maALdv43+H2j+Frmy0bwle3sXzgzXVuh6jkmTqKg/Z00+R9e1jVg5jtoYBEUzwSxyM/QKaTxn4/wBQ8W+BrjT9D8LXFnYRhPtsrIMLyMKoA56VtfC500D4Ka/qG1zcFpS0TRnO7YAo6Z5zQB5/baRL8S/jNewG4D28l1JJJKDj9wjY+X8MD8a+ib3w94Z8L+F7yePRrNYbW2djmFSWwO5xzzXlH7OugyrqOr6xcQOhRFgjLrjknLYzz2FelfF6O+l+GmqxWFs88rqquqAlgmckgDr0oA8d+A+iQa14x1PULm0iltYYjiOSNXTcx4GD6CvpX7LbiRJPIi3xrtRtgyo9Aewr5u+CHidPDd/LpM2i3st3qU6IkqjCqPQ5r6L1a5NlpF5cjGYoWcZ9QKAPmwQt4w/aNZRcqqw3u4OFz8sIzj/x3FfUFfOXwB024u/Gmr6zeW8yusJIdwQNztk9ep4NesfEvxtceBvDsWoWlkLuaSYR7XztUYJJOPpQB2tFcj8OfFt1408Kpq93aR20jysgSPOMA8HmuuoA+a/2g2t7nxjpdhbQQi48rMjoBucswA3fl3r1jUIrH4ffCu5mht4bee308RtJHGqs8hXaCfU7j3rw74txajD8XLi8ntbmSFGiaIhCQyDHQ/XNdl8UfHC+KvhdbNaadf2zX15tWORDlkj5JOO2SPyoAw/gT4FtPEF9deINVhWe3tH8uGKRcq0hGST64B6e9UvjTpdvP8TbPSdKs7a3eSKOMCJQgZmPGQOB1r1n4G6IdI+HUEzO5e+la4ZGXbs/hx/47n8a8zsLK58XftDy3M1tKLeC6ZyXj42x8L/SgDQ+PGu3FjpeieFkcqVt1kudpIDEAAD3FU/Cvj34d6J4Ph0i80K4ublo2+0TNaoxZz1wxOQK6r46+B7/AFqKz17SLVri4tFKzxoMsU6ggd8elc7H8ZpoPC6Wq+Eh/bKIIvNaD93wMbsYzn2oAzvgHNcL8Rr2OxWRdPkt5C6v2UMNmffoPxr6crifhnca9f8AhmO/8Q6faWlzLjyjDFsd09XHbPpXY3E8drbyzyttjjUux9ABk0AeWfHPxoug+GP7GtJtuoagMHb1SLufx6fnXBfCbxp4M8G+HrttSunGrXZIcrA7bU7LnGPes6x0m8+K/wAXbiW+W4OmCRnZnUriBT8qj0zx+tew/wDCjvAf/QKk/wDAmT/GgDx74K6ssXxalCO/lXwmUAdG6sM/lXp/xt8Tm00KHwzYvu1LV3WPYp5WPPJ/E8fnXmFjoreA/jtbQQJIlhFdDbJtLARMOhOPQkV23gezvPH3xTv/ABjqUMsdjpzGGyRgQCRkDrz0O7p1NAHqXg/w/D4U8KafpEbD9xGN7Z+855Y/mTWrf3Qs9Nubs8iGJpOOfugn+leSfH7RNZvtI07U9L894rNnWdId27DYw2B2GP1rhLP4w+I4fBKeHF0R5bnyTbC6KsSVIx93HLUAVPhDb/8ACQ/F7+0JiCY2luuc/e7fzr6qryD4G+A7vw3pt1rGq27QXt4AscT9VjHPI7EmvX6APEP2j9QaLQtIsEuGUzzs7xA8OqjqfXBIqz4P8F6T4b+Dt3qep2FrJfXNjJcSSzxhyoKnYBnp1HTvXJfGyO+8QfFDTdIhikeNI44lKAkBnbn2B6V6X8YJJNN+E91aQLM7yeVbL5Y5xnJzjthT+dAHkHwL8J2niLxVdX1/As1rYoGEbrlGdjxnscelP+IdnZ618bLXRtJt4bcJLFAwiRUXcDk8DAr0T9n3TG07wTe31xEImuLljuYENtUY5/HNcH4MsJvFHx5n1KZpUjiuZLpZPKID7eg9s0Ab37Q2uNFBpPhqCSTJHnSgcBgOFB/HmvQ/AfgDQ9G8G2ME+l201zNCstxJPCrsXYZIyc4x0rjfj74OvdVtrHXtMtZJ5bQGOcRDLbOoOOpwf51kR/HXUYPCEVhHoF1/aqQeT9oJOwELgPjHJ74oAxfBsUOgftCvpuj3JNi1zLEQvQrtJ2/gRj8Kn+Nd63iP4o6doEJYrB5cBGeNzkEnn2P6Vv8AwN8CahDqNx4s1q3lhmkBW2WVcFtx+ZyOo/LvXH+KZNQ8I/G+71y60ia6jW7aeFSDh0PQgj2oA928c3Mfhz4XaiEkEPlWfkRkAfeIwBivN/2cNLZbHWtTaPb5jJBHJnsMkjH1xXM/FLx1rnjXSLRYdDu7HRjKShkUlpmA7jHQV6J4S0DxFpPwVtV8MXgj1aUm7CyxrhsnlPmBxwOtAHlOs6frfw4+Ic2s6toyalay3ErI1yoeOZWJ5zyA2D3rstL1r4XfEXWbFdU0k6ZqI/dJAuI4ZT6ErgZz64NV9C+MOvaTPeaZ410S41BlkPKwgMh/u4xgiuX07Q7n4hfEyK80XQDpOnJOkkuEwkYU5yegycdBQB0v7Q13NZTaHolvI6aeluXEW4nJBKjOeuAO9VNN8b/Diw8Df2G2gXM9y1uVkne1Tc0hH3t2cjmun+O3g3WdUfTdc0q3a5SxiKSxoMsuGyGx3HPSsF/jNdt4aW0t/CYj1nAjE3kbk6Y3bcdfagBv7N0ky+IdYh3MIjahivbcGAz+tfR9cb8N5ddu/DKXniPT7ezvpG+VY4RGxTAwWA6E+nFdlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAUtXe7i0a9ksV3XiwOYFxnL7Tt4+uK4K4sPFg0me/GoXUjxWMdzbFYkWVrjB3xuoGWXpxgdfau+1MRHSrsT3DW8PkvvmRsGNcHLA9iOteTaEPD89/HBJ4lmurDysi9k1iSGQuD0KGTnPsBQB7BbM72sTSDEhQFhjHOOalpkYURqFOVwMHOcj60+gDzoQWej6zqsviHQJ9RlurkyW9ylobseVgALgA7MHPGB1rQ8NWO7xNPqmm6ZLpekyWxjaGRPKM0u4EOI/4QBkZOOvSqUl54rvJNXv7K/2xW941pFZfZ1xtwBv3EZJBbPpxWjoI1nR/FB0W/wBVl1S2mtGuVmnjCvGwcArlcAg7v0oA7GiiigAooooAKKKKACiiigAooooAKKKKACuK1D4fz3+oz3a+LfEFuJXLCKG5wiZ7AY4FdrRQBwP/AArS4/6HXxL/AOBf/wBaj/hWlx/0OviX/wAC/wD61d9RQBwP/CtLj/odfEv/AIF//Wo/4Vpcf9Dr4l/8C/8A61d9RQBwP/CtLj/odfEv/gX/APWo/wCFaXH/AEOviX/wL/8ArV31FAHA/wDCtLj/AKHXxL/4F/8A1qP+FaXH/Q6+Jf8AwL/+tXfUUAcD/wAK0uP+h18S/wDgX/8AWo/4Vpcf9Dr4l/8AAv8A+tXfUUAcD/wrS4/6HXxL/wCBf/1qP+FaXH/Q6+Jf/Av/AOtXfUUAcD/wrS4/6HXxL/4F/wD1qP8AhWlx/wBDr4l/8C//AK1d9RQBwP8AwrS4/wCh18S/+Bf/ANaj/hWlx/0OviX/AMC//rV31FAHn7fDCRzlvGPiJj6m5B/pSr8MpkGF8Z+JFHoLoD+ld/RQB5+PhhIG3Dxj4iDev2kZ/lQ3wxlf7/jLxG2PW5B/pXoFFAHAf8KymC7R4z8SbfT7UMfyqOT4aSW8Mki+MvEa7VLHbcjt9BXodFAHyj8N/A2seJ/HUtxey6jZLBume8+ZJSxyAVYjknvXtv8Awq5uv/CYeIf/AAIH+FegBVXoAPoKWgDgT8M5yMHxp4kI9PtQ/wAKavwwkQ5Txl4jU+1yB/SvQKKAPP2+GEjnLeMvETH/AGrkH+lcX8R9E17whp1vPpOu+KNReQsHAnLCMYGCdo9TXulIQCMEZoA+ZPh98M9f8W64+t+IptRs0A3pdFtszycYIzz07169/wAK0uP+h18S/wDgX/8AWrvelLQB5+3wxlf7/jLxG2PW5B/pSD4XupyvjDxECO4uB/hXoNFAHA/8K0uP+h18S/8AgX/9amN8L5HOW8Y+ImPqbkH+leg0UAcAvwymVcL4z8SAegugP6Ug+GEituHjHxED6i5Gf5V6BRQB5+3wwkfl/GXiNvrcg/0pf+FZTbdv/CZ+JNvTH2oY/lXf0UAefr8MZU+54y8Rrn0uQP6UN8MJHOX8Y+ImPqbkH+legUUAefH4YSMAD4x8REDoDcjj9KePhnOBgeNPEgA/6eh/hXfUUAcD/wAK0uP+h18S/wDgX/8AWo/4Vpcf9Dr4l/8AAv8A+tXfUUAcD/wrS4/6HXxL/wCBf/1qP+FaXH/Q6+Jf/Av/AOtXfUUAfMXxg8L6nZatpmm2t9rmshkMjG53SrGScDBAwOhzXp+kfCiS20ayt28Va7CY4VBiiuAEQ45CjHAzXppUE5IBP0paAOAX4ZTIML4z8RqPa6A/pSN8MpnGG8Z+I2HoboH+legUUAefD4YSBSo8Y+IgD1H2kYP6Uo+GEgUqPGXiIKeo+0jB/SvQKKAOAX4YyoMJ4y8Rr/u3IH9KX/hWlweP+E18S4/6+v8A61d9RQB58Phe6nI8YeIgfUXA/wAKefhnORg+NPEhB7G6H+Fd9RQB5+vwxlT7njLxGufS5A/pXOeJ/hd4kv7i00/TvFGqTadMCL2S9udwC5HCrjk4zXsdFAHnVn8KBp9pFa2ni7xDBBEoVI47kKqj2GKn/wCFaXH/AEOviX/wL/8ArV31FAHn7fDCRzl/GXiJj73IP9KQ/C9yAD4x8REDoPtI4/SvQaKAOAHwzmUYXxp4kAHYXQ/wpB8MZVYsPGXiMN6i5Gf5V6BRQBwP/CtLj/odfEv/AIFf/WqP/hVrf9Dh4h/8CB/hXoVFAHA/8K0uBwPGviX/AMCv/rUH4ZzkYPjXxIQf+nof4V31FAHn6/DCRDlfGXiNT7XIH9Kd/wAK0uP+h18S/wDgX/8AWrvqKAPPj8MJGbcfGPiIn1NyM/ypy/DKZBhfGfiNR7XQH9K7+igDgT8M5yMHxr4kIP8A09D/AApn/CrmHTxh4hz/ANfA/wAK9BooA4H/AIVpcf8AQ6+Jf/Av/wCtR/wrS4/6HXxL/wCBf/1q76igDz8/DCQtuPjHxEW9ftIz/Klb4ZTOMN4z8SMPQ3QP9K7+igDgB8MplXavjPxGB6C6AH8qavwwkQ5Xxj4iU+ouQP6V6DXO+Or+bS/A+sXlucTR2zbOcfMeBj35oAw/+FaXB/5nXxL/AOBX/wBaov8AhV5zt/4TDxBu64+0D/CsS1m8SJJ4M0fUIfstuHFxLcLd5kkVELHePT1qnbWzaf46s7rU7i8aTUdQL2OpWlz5kM6EkrC6dgB/KgDrP+FaTjgeNPEv/gV/9amt8MJHOX8ZeI2Pvcg/0rzq81uTV9U1u9kg1JbbUL82WmXRvDDDDIq4w2PUjj8q9C8Rz634b+EsFq90J9YaOKzafcSS7HaWB6k0AOPwvkKgHxj4iIHQfaRx+lOHwznAwPGniQAdhdD/AArn73x5rei29zY6fFbSx6Tc21gZLhi0lxI4G4e31qDUfEmsL411jUf9HnXSRDaQWqysiedKcAsehwetAHSn4XuxJPjDxET6m4H+FKvwxlQfJ4y8Rrn+7cgf0qhe+P8AV/DdvrdvqwtL29s7SK5ikt1Kx7pG2iNvcHBz6VX1Xxz4u0qQ2c9pp63K6dJqFzIoZktlAO1Pckg9fWgDZ/4Vpcf9Dr4l/wDAr/61M/4Vc2c/8Jh4h/8AAgf4Vn2XxA8QQWkN7rNrYQW8mlG8JVmwjliI1J/2vSsRviT4nm8N6/uSGO8tUiSN2iMZSWQ42Adzg5BoA67/AIVpcf8AQ6+Jf/Av/wCtR/wrS4/6HXxL/wCBf/1q5y78X6l4Ucvq1qLm9sdNhQSRyttaeVuA46dsk1oX/wARNV8Ox65balFa3t3YWcd1HJb5CbnYL5behBI9yKANP/hWlx/0OviX/wAC/wD61IfhtOMZ8beJBngf6WP8KPBHinxDrXiXVtP1iC1jjtIIJMQggxvIu7ac9eK5z4jWs7a5davdTXN/ottEsbxWNzsl09+77f4vXmgDpP8AhWlx/wBDr4l/8C//AK1H/CtLj/odfEv/AIF//Wrk59e1RtTiuNE1Jriy0PRfPea6J/fu4+XcB1b61Y134r6tY21vJaWsTeTZRT3ZEZYCZ8Yib+7nOc0AdJ/wrS4/6HXxL/4F/wD1qP8AhWlx/wBDr4l/8C//AK1ZsvxD1ufUNVhtrC1jttIsorq9lk3Ehiu5o1A744FVYfF2sWulpa6WlpCsOkDVLu4uXeQRF8sqrnqT6GgDc/4Vpcf9Dr4l/wDAv/61H/CtLj/odfEv/gX/APWrMj8e6/qOI7KKxt5LPSo9QvjdZAZnUkIvp061tf2/e6h8J5tcvwlncz2TSYiJATP3evOaAIP+FaXH/Q6+Jf8AwL/+tR/wrS4/6HXxL/4F/wD1q8dsfEfiJfB1x4bN5ef2n9q825m8w744iF2jJ/vMw/Wu8b4iatpWof2XZW3nwaVNFZTRvGzy3BIUM+/oCMk470AdN/wrS4/6HXxL/wCBf/1qP+FaXH/Q6+Jf/Av/AOtXP6f8T9X1XxBF9lihFhJftaeQ0TbggzmQv0zx92qml+LtT1ixVtTC3f8AbGsNbWaW7tGI44/vc+mBketAHV/8K0uP+h18S/8AgX/9aj/hWlx/0OviX/wL/wDrVmab4+16/bTLlLOzh064v5LZY9xaR4kzub2IxVZPiL4hnjsdVgh08afqWpCxtbeQnzAu7HmHHuOlAGhqvw/ubHSLy7Xxb4juWggeQQtc5EhAJ2kY5z0rI8Pa9pNrqUceq4u4Li1WV2OmMot588oMJnbg8fQ17D1pvlp/dX8qABCrRqV+6QCOO1OoooAQADoB60YGc4GfWlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqWp6VZaxafZdQgE0G9X2EkAkHIzirtFAFCXRrCfUEvpbZXuEiaBWbnCN1AHTmsLTvh14c0rVP7QtrWXzFJMUbzM0cJPdFPC11lFAGI3hLQn0QaM2nxmxEnmiLJ+/u3bs5znPNXNQ0ew1SK3ivbcSpbyrNECT8rr0NX6KAMH/hDtAMgkOmxFvtX2zJyczf3j60+TwloUsGoQSabC0eoSCW6Bz+8cdCTW3RQBzieBfDa6c9h/ZiNbPKszq7s25l+6SScnHpVq98K6LqEl691YpI17EkNwST86KcqvXsa2aKAMW58KaJdw3MM9hG8dzGkUqEnBVPugemPaqn/CBeGTY3NkdMUwXLpJMDIxLsv3TnOciulooAxz4X0VrW7t3sI3iu1VJw+WLhRhck88VUXwL4bWxNn/ZiGBpVmcM7MXdfuliTk4966OigCla6VY2V7d3ltbpHcXZUzyDq+0YXP0FYWo/D3w5qmstqlzaSGeQhpkSZljmI7uoOGrqqKAMOXwlocqXqNp8ey+2faFUkCTb90HHaoNQ8C+GtTnaa70uKR3ChsMyhtv3SQDgketdHRQBkReGtHhttRt47GNYtRJN2uT+9JGDn8KY3hTRHW+RtPj230aRXC5OHRBhRjsAPStqigDy7xb8NtT8Raq4jfTI7CXYhlCus8cS4wnBw3Tv616BNotjc6MmlXEIks1RU8vOAQuMdPpWjRQBgTeDPD1xPczy6ZE0t1JHJM2TlmTG3v2wKWTwdoMurf2o1gBdmQSsyuwDOOjFQcE/hW9RQBgJ4M8Pxap/aMenIlzvL5VmC7iMFtuducHrimWPgfw7pxgNrpyx+Q7SRDexCMwwxGTwcV0VFAGCfCekx29qlpaRwyWSv9kfBIiZxycZ5znvXG+Hfhtf2Piu21PUV0lbe0d3SO1jfMjsuN5DHCkHnAr1CigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy/EOt2/hzQrnVrpWaC3AZwvXBIH9atafqFrqljFe2U6T28o3JIhyCK5T4tf8kv13/rgP/QhXgHwv+Kl14JnXT7xfP0eWTLL/ABQk4yy+3cigD60oqrp+oWmqWMV7ZTpPbSruSRDkEVaoAz9a1SLRNEvdUnRnitIWmZV6kAZwK84tvjjaXkCz23hjWpoW6PHGCD+Ndn8Qf+Se6/8A9eMv/oJrivhD4r8P6b8NdMtb7WbK3uEMm6OWZVYZcnoaAOg8J/FHRvFOqyaV5NzYakgyLa7Xazj2/wAK7mvEvGep6b4l+JnhSPwrLb3OpW9wZbq5twGCx/L95h14z+ddh4r8W+IrbxLb+HPDejrcXc0PmtdXBKxRj+tAHe1n32tafp17ZWd1cpHc3r+Xbxnq59q8sfx5438G+I9P0/xdZ2N1a6hKI4ri0O3bk4PHf8azfiRdeK1+LPh77Hp9o7Ru39m7pAPN4G7f6c0Ae61j+JdeHhzR31FrK5vArqvlW65c574rjvGnjrX/AAsPDMEWlRXV/qeUnt0bOJAF+VT9Saq6r4r8b+EvBN/q2v2unNdpcxpbiInaUbrnHp0/CgD0+J/NhSTaV3KDg9RmpK4fxx8QB4R0bT5IbT7ZqeoFUt7UEjcSOTn6kVyt54t+JnheGLWNe0mxuNLlcebFb/6y3BPfHWgD0C98XWll4z0/wy8ErXN7E8qSDG1Qo5zXRV5Jr1/bt8bPCt+0gjtjps0peTgKu0nJ9K2dH8dap4s8YG18P2KN4ftiRPqMwOJWB5EfrQB6FXJ+E/Hun+LNQ1Kwht5rW70+TZLDPgMecZH4iusryPWrGLwh8a9M8QcpY60jW0zdFSXjGfrgdfWgD1yuU8O+O7HxL4k1XR7G2nxpx2yXJx5bNnGB79fyqfx3r8fhrwZqWpOpYrEUjUHBLNwOfxrlfh1pb+BvhbLqs9vJdXs8bX0scYzI+RlV9zj+dAHp1FeSRax8WtXsl1my0zTLO1I8yOxmJMsi9evbIra8K/ESXxJ4A1TWzaxw6hpySiWDdld6JuH4GgD0GivHdH8c+P8Axv4dS88N6RZW5jBEtxct8srjqsa/1Nb3gz4jXGs6TrJ1vTjZahowIukXkNgdvTpQB6JRXj9h4p+JfinT/wC39EsNLt9N+Z4baZt0k6j37Hiut0Pxtcz+CLzXdf0mfTJ7JWM8Eild20Zyueuf50AdnWD4v8U23g7w/LrF3DJNDG6oUjxnJ+tef2vin4m+Jbdtb0XRrOz0tV3w210cy3K9ePTNZXjfxdJ4x+CV9fT2D2NzFeLDLC2cBgexPWgD2fStQj1XSrXUIlZI7iMSKrdQCO9XK8W0vXPiQPBthqWkaPZxadZ26kW87bprlFHJA7V1+kfE3S774eSeK7sC3WAFZ4N2SJB/CPc8YoA7qivI7bxF8UtZtv7f03SNPi0113wWM5/fSp2Oex711vhjx1Brfhm91W+tm06XTmeO9glPMTKMmgDr6K8ktfEvxO8UW39r6Fpen2enZ3QRXTfvLhc9fbNdX4R8at4isdQhvLJrHWNNJW6tGOdpxwQe4NAHYUVzvgjX7jxL4Wt9Uuo0jlld1Kp0+ViB/KuYbx5rM2o+NrO1tIGfQo1e2GCTJ8u4hvyoA9Jorhbzx68HwlXxekUBuGtkkERf5PMJAK59jn8qTwD4+/4SjwTca1fpHDcWZkFzGnRdoyOvtQBu+KfEo8MWEV0dPu77zJRHstl3MM9z7VBrfi5dGuNJhOl3tz/aBADQpkQ5x9/061wV78VNctfh9aeJfsVqGvL8wwxnOPKzgMfc1u+MvH2oeHb/AMLQW1vBIurOqzF8/Lnb0/OgD0WivP8Axn461Sw12Hwz4Y0wahrM0XmMWOEt1JwGase38aeNvC/iPS9K8W6bbXVvqUgjju7IHCMTjBHt/KgDttH8W2ms+JtY0OGCVJ9LKiV2xtbdnp+VdFXj3h3WtP0D4lfEHUdSuUt7aJossx6nngep9q6bwR4o8ReLry41GbTY7HQMkWplB86Ydm9hQB3dFFFAHnniH4r2egeJrnQhouo31zbqrObZQwwwBH86o/8AC54/+hR13/vzWSPEukeGfjt4juNYvY7SKWzhRGfoTtU4rsv+Ft+Bv+hgtvzNAHS6LqY1nR7XURbTWwuED+VMMOnsRVq6n+y2s0+xn8tC+1epwOgrl/HHi2Tw/wCBJvEOlrFcYCNFvztYMetYvh7X/Hd7bvrmq2Fha6S9m00duCfNRguVJ9if0oA1rv4g2tj4CPiy6068hgDAG2cASDL7eh/Ouk0fUo9Z0az1OFGSO7hWZVbqAwyAfzryDxf4kufFn7O8us3cUcU88iblj+6MTAf0rTg8fNovg3wvoug28ep6/c2kKLbBuIhsHzPjoKAPWq5fxD42tPDev6TpV3azEak+xLgYEaNnoSa29KXUBp0X9qNC14RmTyQQgPoM1xfxh8OSa94Ilntsm705xdRADO7b1H5UAegda5TxZ47tPCeo6XYSWc93c6i5SKOEjIOQOc/Wp/AfiA+JvBenaq8Yjkkj2yLnOGXg/wAs1xHh6FPGXxo1fXmbzLPQ1FrbZGVMhzkg9Mg5/SgD1sHIBxilrzfXfFHjW/8AFN54f8L6NFCtqF8zUL3PlnIBG0d/Sqvhnxt4rtPG8PhPxfYWy3FxE0kFzbHhgPb0oA9Sory3xD8QvEtp8Q7nwromjRXr+SjROxIEZYcs5/uil0fxl4s0bxjZeHPGNlasNRYi1vLTIUn+7igD1GuB8c/FTS/AeqW9hfWdzO88PnBosYAyR3+ld9XivxI0GDxL8W9N0mdA/n6PMEz/AAv8+0/gcUAexWN5FqFhBeQNuinjWRD6gjIrhvGfxZ0fwXrsWk3drcXE7oHPlEYXJ4zmr3wy1f8AtDwLaRzoIbjTwbS4Q/wNHxz+AzXg/jGEa7Zav4wm3F5tYW0t8jgRr6GgD6LvvE6Wd7otuNPuphqhAWSNcrDkA5c9utdBXA6r4tvNC1LwXpVvDE8OqlIpWfOVG1en50eLfGmsW3iOHwx4Y0tL7VJYfOklkfEduucAt+X8qAO+oryyLxh408JXttF40060n0+6nSBNQs3AEbN03Ke3+FWviF8QdU8KeIdH03TLCK8OooQoYkHeThce3QmgDt9b1zT/AA9pkmoalcLDbp3PUnsB6mrltcJdWsNxHnZKiuuRzgjIr5/+K8vjj/hBbePxJbWGz7aMy27f988V694Cn16fwvbnX7SC2mCKIVhfcGj2jaT70AdRRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXxa/5Jfrv/AFwH/oQrwf4V/CibxlKuq6kTDo8UmCuCGnI7KfT1NfT2s6PZ6/pNxpl+he1nAWRQ2CRnPX8KsWdnb6faRWlpCkNvEoVI0GAoHagBLOzt9PtIrS0hSGCJQqRoMBQKsUUUAc38Qf8Aknuv/wDXjL/6Ca8u+GPws8J+JPAOn6pqdg8t3MX3sJmXOGIHAPoK9p1TTbfV9LutOu1Zre5jMUgU4JUjB5qt4e0Cw8MaLDpOmo6WsOdiuxY8nJ5PuaAKvh3wZoHhSNk0fTYrdmGGk5Z2+rHmuJ1/xP4l174gXPhLw1qFppRsog809wNzS7gPujB6A16rXFeKfhhoHirURqU/2m01EAD7VaSlGwP0oA8f8eaTf6P4n8Mxat4rfWrw3akxsqqIl3DnA9fevQ/HpA+LfgMkgDzJf6Vdj+Cvg5bdFltrmadZBIbl52MjEep9K3fFngTSvF9nawXzXET2hzbzQPtdDjHWgDlviR/yUT4f/wDX8/8A7LVj45/8k0uP+vmL+ddK/grTJzoUl09xcTaLg20skh3E8ct69BV3xH4c0/xTpDaZqaO9szq5CMVOR05FAHmfjqeDSfHngbWNTVn0xIvJxgkRyHox7dx+VeieKfE+l+GvD02q35E0CgFI0wTIT0Cg9asa34Z0rxDov9k6naie0wMKSQVIGAQRyDXHWPwV8MWuoR3NxLqF8kLAwQXNwWSPByAB6fWgDjfHWmv47+I3hO23T6ct/YNJIrHDrH1KnHcj+ddF8OtVuPCfiGf4d6uqqId0unXGcCWMnO33PJ/I131x4X0y68S2WvyRv9us42ihKuQoVhg8dKZrPhPSde1LTtRvIW+2afIJLeaNirKeuPce1AG7XFfFTQJ9f8CXkVoCbu1Iuocddyc/yzXa010WSNkYZVgQR6g0AeDzeJJviVP4O8OJIIlkUXWo7WBOYz90j8M816j498Vr4J8Iz6okHmyLtjhT+HceBn0FR+G/hx4c8KavPqel20iXMwKszylgATk4BroNU0uy1rTZ9O1CBZ7WddskbdxQB5S+k+MNY8PrrWs/EGGx094fOdbGEACMruI3cHIHFc/8JCp+FvjcLIXH74hj1I8rrXcQfBDwrDKRJJqE9oGDJZyXLeUp+g659639G+Hfh7QLbVrbTraSKHVFKXCeYSMEEYX0+8aAKPwfjSP4X6NsRV3RljgYySTk1zPhCW1g8XfEmW9jMlqs5MqgZJXbyMV6doei2fh3R7fStPVltbddqB23ED61W0zwtpek6nqmoWsT+fqb77ncxIY+w7UAeRaP4Ekv7KPXvh34xubCzdiwtLpjsjwehAJ9+o70y/1zxF4s+GnjHR9QlhnvtHlXfc233Z0DZYcegU12V58FPDFxfyXNvLqFlHMxaa3t7grHJk8gj0+ldZoHhHRPDWkSaXptkiWsuTKrHcZCRg7ievFAFLwDqdjc/D7RpobqJ44bOOORgwwrKoDA/QivOfiH4wsPF3wq1uTTbSWK0tL5IRKwULKcnJUA9K6S4+B/heWdjBNqNrbO5aW1huCI35zyP8K6S58A+H7jwkvhj7I0elqQ3lxuQcg5znrQA/w5/wAk5sP+wcP/AECvni3sbq8+CGryW5by7fVxLMq5yU6fpnP4V9QWmm29npUemwqwto4vJUE5O3GOtZOg+CtF8OaTd6ZYwObS7dnmSVy+4kYPWgDzvQfh1/avh6x1K28f62lvLAjhRPgJkfd+9xjpVOTw9YR/DDxonh7WLzW55XAuJZFIJdCCwB/i4rpZvgd4WeXEE+pW1qzbpLSK5Plvz3B5rtPD3hjSfC+k/wBmaVaiG2JLMMkl2IwSSepoA8o8I+Al8Q+GLG/svH+tIjRDdEk+BEQOVxu4xWx4I0HRdK8R6+1h4mvtX1BLcxXYmUlRxxl+hP41fvPgn4XnvWuLSS/09ZD+9htrghZB6HOa63w34S0bwpprWOk2axROcyEnc0h/2ieTQBzXwh1C0l8AxRJcR77eeZZQWwUO8nn86wvhrdQat8SvH0yDMMssac4IYDKk/Q4rWn+CfhWXVZbyM30EU5JmtYbgrHJk55749s10+geDNF8M397d6XA8L3aosgLllwgwoAPTigDwy4kLx/8ACshJKXXxDtRNp/49vvdznHJPHpU2v6gng3WfGfhTTvNaTVmgFqm7GGkHzH19q9nl8A6BN4xTxU9q39qJjDhyFzt25x0zim6z8P8Aw/r3iK112/tne+ttuxlkIB2nIyB1oA85+LmlR6J8LfD2nRRCIQTxIUHY45/Wk+KX/Ia+Hn/XVP8A2SvVPE/hPS/F1jFZ6rHI8MUglUI5U7h9K8r8aXml+KfiR4R0LR7lrh9NuSLnykLeUFI6n8KAL+mt/Yv7ReqnUp9g1KyH2MvnDfd+UH/gLV3HijxjpHhzUNIs7yP7Rd39yIYEQKShOBuOeg5FSeKvA2h+MY4f7Ut3M0GfJnico8efQj6VkeHvhN4c0HUk1Nhc6jfxnKT3svmFT2IHTNAHmN74Dl8c/E7xnDHfNb/ZWWREB+V5D93d7DBr0v4ZeLH1bTZNC1NVg1zSf3NzDjG5RwGHbmum03wxpula7qWsWqOLvUSpuCXJBx0wO3Wq7eDNH/4SxfE0cUkWphdjPG5CyD/aHQ0AbyyIzsqupZeoB5FPri/DOkG28feKNSS3nghnMS5lBxK4HzMue3QcV2lAHkFpp+l6h8evEkeq2trcRrZQlVuEVgDtXpmu7/4Rjwd/0B9G/wC/Ef8AhWX4h+FHhjxNrU2rajDcm6mCh2jnZRgAAcD2FZn/AAorwX/zxvf/AAKagCX4xLAnwpvktwghVowqx42gBhwMV0rf8k8H/YMX/wBFioP+EB0M+Dx4XMcx0zOdplO7Oc/e69a3f7Ptzpf9nbT9n8nycZ524x1+lAHgk3/Jqyf9dB/6PpmgaQ/wrsNA8bo73tlqFukV+hX5og43Bl9hgDrXsDfD/QW8FjwmYpv7KBzs807s7t33uvWtJ/DmmS+GR4elg8zThALfy2OTtAwOfX3oA0LO7gv7OG7tZVlgmQOjqchgehqV0WRGRhlWGCPUVl+HvD9n4Z0iLS9PM32aInYJZC5UHsCe3tWtQB4bbeILf4bHxn4ecsNmbrTldsGTzONq/Qnt6V3nwq8NyeGvAlnDcjF5ck3M+eu5+cH3xirniT4eeH/FeqWupanbyNdWwARkkK8A5GQOtdVQB5RJqni7xp4m1qy0PXbPR9P02c2kgaMPMxHVwMcc8de1ctpVnNpvx30e0vfEU2t3qW7edNIAFQkEhVAPpivQ/EHwn0DX9Yk1US3thdTf8fDWc2wTD/aH+FSaZ8JfCekX9hfWdlKl1ZOXjlMrFmJ/vevWgDH0z/k4fWf+wZHR8Qf+SpeAf+vl/wCldxD4Y02DxTceIkR/7QnhWF23nbtHTijVPDGm6vrOmardo7XWmuXt2VyACfUd+lAGzXl2uf8AJwfh3/sGSfzevUaxrnwxpt14otfEUqOdQtYTDGwc7Qpznj8TQB4frXiC5+HOv+N9HeZ9upxm6snA53v1x+B/SpvHehx+H/gl4es05ZrmOaVs/eduSa9Y8S/D3w/4t1O01DVraSSe2AVCkhUEA55x1q74k8I6T4q0yHT9TidreF1dFjcrgjpyKAOA8Y/8jd8M/wDrsn/oK1z+paH9v+N2t2V74gvtDe8jjktHgk2icBQCM59jx7GvYL/wnpWpX2kXlxHIZtJYNakOQAQB19elVvFfgTQfGUcf9rWpaaIYjnjYrIg9AR2oA818U/DzStKsIv8AhIPiBrLQSyqsccjGQs/8OFBJ/GtXxRbxj4ueAoWzKiQPgyDk4BwTnvW1o3wf8NaTqEGoTtealdwMGjkvJy+0jpxwOK6i/wDDGm6l4h0/XLiNze2AYQMHIAB65HfrQBwP7QH/ACIUH/X7HXpGhkHQNOIIP+ixf+gioPEfh3TvFOjTaVqkRktpcHg4KkdCD61X8JeFbXwho/8AZtnc3VxHvLbrmTcw9h6CgDeooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKy/EOuW3hvQrrV7tXa3tlDOEGTjIH9an0vVLLWtNh1DT7hJ7WZQyOh/zzQBdooooAKKa7qiM7sAqjJJ6AV5ve/FyGW8lt/DugajrawsVee3TEfHBwT1oA9KorjvCnxF0nxVeyackVxY6nEu57S6Ta+Pb1rsaACiiigAooooAKKKxJfEccXiyDQDZ3JklhMwuAn7oAdifWgDborh/FnxGj8O63DoljpN3quqSR+aYLcfcT1JrQ0Txiusa/caO+lXtpcW8KyvJMn7vJCnaG7kbv0NAHUUUUUAFFFFABRRXP8AhnxbZ+KJNTS0iljOn3TWsnmd2XqR7UAdBRRWJpHiOPV9X1PT0s7mFrCQRtJKmFk91PcUAbdFFFABRRTJJFijeWRgqICzE9AB1NAD6KzdN1yw1jS31HT5ftFspcB1H3ivXHrUPhvX4/Emlfb47S4tV8xo/LuF2t8vfHpQBsUUUUAFFFFABRRRQAUUUUAFUbbR9NsrqS6trG3huJM75EjAZs9cmr1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXxa/5Jfrv/XAf+hCvnn4ZfE+98DXotJh5+kTyAzRnrGTxuX+or6G+LX/ACS/Xf8ArgP/AEIV4h8JPhS/iqZNa1dCujxv8id7hgen+7nrQB9M6dqNpq2nw31jOs1tMoZJFOQRVuoba2gtLdLe2hSKJBhURQAB9BU1AGX4j0+XVvDepafBKYpbi3eNHH8JI4rxrwL8SLL4faHF4W8S6ZfWV1aSsDIIsqwZs5/DNeueL9R1PSfCt/f6PbpcX0Ee+ONxkHHXjI7Vk+E/Eeh+P/DFreXcdjLcNGVuLeQKxjbo3B5ANAEWnx+EPGfiS18S6TqSzahZKVJtpACVI6OuMmuZ8Y/EXxNo/wATovDWj2dvdpPCvlRMuG3sOpb0HWsfxRYaToPxP8NxeBxDBqstwVvra2clfLOCdw6Djdx7VNreoWmm/tJWU97PHBG1osYdzgbivAzQBo3HjLx74N1Sxl8YWlhNpF1IInntAR5LE8Emt7xj441K21my8NeFbWK61m8QSiSU/u4o+u41j/He8trnwZb6TDPG99d3cfkQK2WfB5OB2rjrjRvsXxfs7HWtWv8ATVutNiSK4tpfL2sEA2bj2yD+JoA6y98W/EPwU8GoeKrKwvNHZxHO9iCGhyeGPNdJ448eS6DaabbaJai/1bVziyi/hxgHcfbmuc8T+EPDOlaYR4h8c62LSY7fLmvQ4k9tu0k1S8Xrb6N8TPAWrSXbLoyweRHLJkKvykAk9idy/lQBdvPEfxN8KCDUtfstNvNM8xUnS0BDxgn734Vu33i7VT8SrPw/YmD7LdaY9ym9Pm8zGV59K3fFXjLSvCuj/b7txPuZVjgiZS8pJ42gnmuLnl8/4/6LNsZPM0h22t1XIzg0Ac3Zx/Es/E6/2Po/9sDT4/OJX935W7jHPXNdj4W8a61qPxP1vw5qJt/sthbK48tMHfhN3OemWNXdO/5LhrH/AGB4f/Q64zw9BJc/HTxzBFIY5JLFkRx1UkRgGgDTi8ZeOvGeq30ngy1sYdHtZDCtxernzmHUjmtzwL4y1zUdavvDvifThbaraDcJolIjmX1FZHwKvbaDwjdaVNcIt/aXkvnwucOuTwSD9DXV6X490vWfGV14e06Ga4e1j3y3kQVoVP8Ad3A9e34UAdRczra2stw+dkSF2x1wBmvINM8Z/ELxzLdX/hS00610iKTyo2vAS0hHU9fpXp/iS3lu/DOp28EjRyyW0gV16g7TXF/BrXNMuPh/Z2EcsMN3Zbo7iEsAwbJ+Yj3oAseAfHeoa3qmoeHfENmtprtgNzhOFlTpuA/EfnXnXg3V/FX/AAkXirRvCdpbm4bVJria6uuY0XdtC/UkH8q6zw5e2+tfHnWdR02QXNlFpqwPcRcoJNw+XPTPB/Kqvwf1Kzj8VeNbGQxR3Lak8qszAF13MMD6H/0KgDb8H+NfEB8X3HhPxdbW0WoLF50E8HypMvsD1q74Z8ZXmoeJvFtpqTwpZaRNtiZVwQmMnJ71gaxd2/iD476DDphWdtJgdryRMEJnPyk+vI4qhokMlxrXxShhRpJHdgqKMknbQBes/E/xG8YNPqXhi10210bzCls94p3TAH7w9q6HwT4w1bUdW1Hw94lso7bV9PUSNJFxHNGf4lzXDfDTwxp2ueD7Ty/GGs213ApW4s7e8CCBsnjaRkV0WgaD4bi8TaodM8RahrGtxWLwSCebzQinsWAxnI6ZoAqReMfHfjDVtSbwfb6dDpdlObdZ7r5vOI6kf570ReJ/G+p6J4k0K8srW31zT48mcoRDLCQcke+OlWvgffW8PgybR5sQahp93LHcxPgMGLEg/wBPwroJvGena1d+INE09JJ2sbOQzXSYMQYqfkznJNAHEfBd/FcPhZJpGsf7ASOdo1A/e+YM9fbNT/8ACxfFD/Cj/hKoIrWS5t75kuFEfHkg44GevPWtT4Qyxt8JFRZFLr5+VB5HJqH4Radb6v8ACi50+7QPBcXNxG6n0JoA7W58UQW/gZvEzKqR/YvtSo7cZK5C5+vFcPYfE7UrL4ZQ+I9atll1DULhorC2hjKhsnC/UcZzXDzXd3e+EYPhr58kl8NaNnjaAy2yncGI7jvXTfGfS4tM0vwhtWaLTLC6EUssB2tEuFAIOODwT07UAaT33xgsrT+0ZrXR7mJFEjWkSnzGH90c9av6x8VIrP4c2viO2td15dyC3jt3PEcucMGPtUB8IaONJ/tRvH+uix2b/O/tJduPriqV0PAen/CmGGR7zVNBmuyqXOD5iSs33t2BjB70AFxrXxZ0qyXV7i00rULNCrvbWikyMp7DH1rudSu/EOo+FbO80GGC11GcRyPFeDhFIyyn3FeW6p4N1vwno9zrfhn4gS/2fFF50cNzJvDD0BOQSe3FereDdZn1vwXpOq3w8ue4gVpM8Zbpn8cZ/GgDeXdsG7G7HOPWnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBR1fSrTW9Mm06/j821mwJEzjcAQcfpVi2tYLK3S3tYY4YUGFjjUKqj2AqaigAooooAQqGBBGQeCDXAat8G/B+q373hs5bSWTlxaymNWPrgcV6BRQByvhf4e+HfCMjTaZZf6U2QbiZi8mD2yeg+lea+JdGsde/aHi0/UrdZ7WWwAZG9dvBHoRXulRG3gM/nmJPNAxv2jdj60Acf4e+FnhXw3fC+tbN57pTmOS5kMhj/wB3PStnxH4S0TxXafZ9XsY58AhJMYePPdW6ityigDz/AEr4N+D9Lv0vPsc13JHyi3UpkVT64PFdVrvh3S/EulPpuq2iT2zdFPBU9ipHQ1rUUAcBpPwc8IaTfpeLaS3UkZBjF1KZFUjuAeK6OTwrpsviuDxGyyfb4ITAhDfLtPtW5RQBlRaDZQ+JLjXkD/bZ7dbdyW+XYpyOPXNUtP8ABmlaZ4sv/Elusv8AaF8myYs+Vxx0Hb7oroqKAOH8QfCjwt4j1N9RurWWC6k/1j20pj8w+pA71t+GvCOi+ErNrbR7JIA2N79XkPqzHk1u0UAFcJr3wj8Ka/qb6hPaS29xJ/rDayGMOfUgd67uigDG8PeF9H8Laf8AYtHsktojguRyzn1YnkmuavPhD4VvkuRLBcb7i6a6aVZiHDt94A+h44rvqKAOQ0zQfCvwz0S5uogtnbjBnuZWLO57ZPU/SuQ+Dl62ueIPF+uxwMlpe3YMZPQ16teWNrqNs9teW8VxA/3o5VDKfwNOtrW3s4RDbQRwxL0SNQoH4CgDh9Z+D/hHWdQe9ezltZpMmT7LKYw5PcgcZrf8MeDtF8IWb2+j2gh8zBlkYlnkI9Sa36KAOJ8Q/Cvwt4k1A391aSQXLf6x7WQx+Z7sBwT71teHvCejeF9LOn6XZpHC4/eFvmaU4xlietblFAHHaP8ADPw5oWuXOq6dDNDLOro0YlPlgN1wvatnw14bsPCuk/2bpokFv5jS/vG3HLdea2KKAObXwRoaeMT4pS226mY9hYHC9MbseuOM1t31haanZSWd9bx3FtKMPHIuVYfSrNFAHm0fwO8GJdCU2108Yfd5DXDeX9MeldrN4d0ifQ/7Fk0+A6bt2fZwuFA+lalFAHnNr8EvBltdrObW5mRW3CCWdmj+mO4rqda8J6XrmhRaNPG8VlCyGNIG2bdvQDHat2igBqqEQKOgGBTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxLzxf4e0+7ktbvWbOCeM4eN5QGU+4rXiljniSWJw8bgMrA8EHvXzZ8RPhX4v1zx7q2pafpYltZ5Q0b+aoyNoHQmvobQbaWy0DT7addssVuiOuehAANAGjWfreqwaJot5qdywWK2iaQk+w6VoV5d8XtXu7iLT/CekQC71DUZQ8lvuwTEvJBPYHGKAJvh54l1u71u4sPEV3FJJfWkepWKIpASNycoD328V3Wo67pWkOiajqFvatICyCVwu4DqRXiviLUfHVne6N4i1LwvDp9nocmXa2nDZhbCspHpitzx1DZa58UPAQnhS4s7lJX2SDIYbdwyPyoA9C0Pxj4f8SyyRaPqlvdSR/eRG5A9celN06+gsoNSubzXY7qFLlsu2ALf/YOPSuR1bRtO0X4r+FJNMs4rMzxTxyiBQgdQARkCuXvVDfD3x+vTdqzDI/3hQB6uPGnhttXTSl1m0N63SISDOfT60lp418N3+tHSLXWLWW/Gf3KvkkjqB71wHj/AMK6LpvwwguLSwhiu42tttyq4lyWXJ3dcnJq54v8P6Vot/4LfT7GCCY6xDG0saAO42tnJHXPegDuta8UaJ4dQNq2pW9pkbgsj4JHsKbp/iXSde0q4u9G1CC6EcZJMbZKnHGR2rhvFF3p114zvrbTPCTa/rkVuiyvMV8iEclQS3Q9+K53wF9vi+JfiWG+0220uU6YpeztGBjU446cZoA9L+Heq3mteC7O+v5jNcyM4ZyMZwxArevdVsNNGb27htxsZ/3jY+Vep/CuV+E3/JO7D/ek/wDQjTfE+l2ureP/AA5Bex+bAsVw5jP3Xwo4Ydx7UAbFr438M3un3N/b61ZvbWxxNJ5gASrOh+JtF8SQvLpGoQXap97y25X6j8K4KTwvoTfGaKxOlWotBo5m8gRgIXEuASo4Jwe9MFnHoHxI8TjQ7SO3ddCWaOKJcKZBuwcDvwKAO2v/ABz4Y0zUxpt5rVpDdk48tn5B9/Stia/tLeyN5NcxR2wXd5rMAuPXNea/D/wzoWsfDWC/1PTLW6vLmJ5LmaZdzs2TkknkVwmlztqPgzwvpmpXjjTZdfkgkWRsqYl5VTntmgD0bxb8QrGfQ0k8M61by3CX8EMvlMCQrOAePTmuz1rxHo/h23WfV9QgtEb7vmNgt9B3rzj4qeGtB03TNGurKztrO5XUoVTyUCmQFuQcdcDn8Kq6imt6x8T/ABFBa6PpWrC0SBI01GTHlIVydg56k8n2FAHqFjr2m63pUt7pF9DdRqhO+Js4OMjPpXPeCvFIf4dWet+IL+NCxfzJ5SFHDED9BXP+G9J1vTPGF5Lc2Oj6XBPYMJ7Oyn3F2H3X2du4zWDaaHc638J/DK2N/aQ30N1I8FtdkeXdNuPykHrgUAetaF4t0HxKH/sjU7e6ZPvKjfMPwrbrxrwxerpPjbTrbxN4Rt9G1WdWis7uzIEUuRyCB3r1jVpJIdIvJYmKyJC7KR1BAOKAMnUPHfhfS9QFje63aQ3JbYY2flT6H061hfFDxuvhvwY1xpl9At9dbRbMGBO0nl1HfA/nVT4feG/D2sfD+y1DUNPtLy7u0eW7nmUM7SEndk9v6V5nqNuJ/greSXFsjCz1loLKVlyVh3fdUntnI/CgD3HwJbvB4ZhZ9dfWvNYuLtyDnPbj0rA8T+LNZvvGSeC/DQSG6MQlur6Rc+Qh/ujucV2+kWltY6TbQWkEcEKxghI1wBkZPFcFp93Dpvxz1eG8jMT6jZRfZJXGA+37wBoAq3+meOPA9t/a1prlz4jjEo8+wni+ZlJwShHTFbHirx1e2R0fStF095Na1hN0KTDC2645Z/pnp7V1PiDX9P8ADOjz6pqc3lW0I5IGST2AHc15xqGrwQfFzwx4iuJZI9L1TTjBbM6kBJG5APpnIoAvP4I8c2vmaha+OLie/wBmRbzRDyXYY+XHYcU9vHN/qHws1zU18u01rTQ8M6xHcI5FIGR9RzXo8ksccTSu6rGo3FicAD1zXg8UTXfhT4ma7bjbpd9IwtgOjlT8zDtg/wBKAOz0/wAL+Mb7TLa7/wCE7ulM8SybfsycZGcU3RfGGqz6D4q06/kQ6voKMn2mMYEvykq2Ox6cVmaP4C8aT6TYyJ8QLqKB4UYRrCvyqQOB+FdHJ4Ts/CngDXooJZbm5uLeWW5upzmSZtp5NAGNoGheM9b8N2GqjxxcRvdW6yiP7OpCkjOK2fA/i3UtR1jVPDevQouq6YRunjUhLhCThwO1a3gA4+H2gk/8+Mf/AKDXJaJcDV/jxrN5ZSsbWxsFtZ+CA0m7p6HHNAHpN5eW1hbNc3c6Qwrjc7nAGTgVjx+NfDc2tf2RHrFq1/8A88g/P0rG+Lqh/hrqa5I3GMZHUfOtc9498NaPpHw6tZ7KwgiuVltl89VAkOWAOW685NAHeWPjPw5qWqtpllrFpPeLx5SPkk+3rWlDqdjcX89jDdRPdQAGWJWyyA9MivO/GGhaVo+s+C5dO062tZG1eNGeGMKxXaeCR1qPwk6L8dPGaFlDtBCQO5wFzQB6X9vtDfPZC4j+1JGJGi3fMF9celYkfj3wrNqv9mx65Ztd5x5fmDk+mema5O6ktrr4seI4TeJAq6CsUs27Hkkk8k9sAg1xMVjqHhnQYx4g8Hafq+hRKrf2ppxXzSgwVbI5+poA9N8ReO7fSPHGjaN9vtI4J9/2vew3Jx8o9smu4BBAIOQa8q1qz0fV/iB4LvVsIWivIJJD5kYJYBQV3euK9VwAuBwAKAMKbxn4ct7uK0l1m0WeWQxInmclh1H1zS6r4y8OaHdJa6lrFpbzuQBG8gyM+vpXC/Dfw7pctl4h1eXT4bm/Gr3XltKoYqUbK7fTk1y3gi08Ra7pdzqSeGNB1Oea6l8+e+m/fbgx+UgjjHQe1AHqHjTxnZ6L4HutYsb+2aWSI/Y23giRuBx64zmuK0zUdU0i18OSQ+LJNYGqaqkdw+QVQFMtGPTmsu80G8svhv4wh1eDTCkMvnWtvbSCQWbMw3KP7tdN4k0+z06LwBFZ20VvG2pROyxKFBJj5PHegDutc8VaF4bVTq+p29oW5VZG+Y/hV3TtUsdXs1u9Ou4rm3bpJE2RXk11YapqfxB8StYaHo+rPFLGhOozfNEu0EBVIOB1p9vB4k8P2/iu7Njpdix0suljp827bIucSbe3BPb+EUAd9N498Kwar/Zkuu2a3ecbDIODnGM9M1m6l4+stP8AiDZ6BNeWkVq9o0ssjvyJCQEX2yOfxrH8J+GPCVx8LNPu9TsbIxSWIkurp1G4EjLsX6g5zVOHSvD198VNB+yQW95YPojSRyOA/mbXAVsnqQB1oA9UuLqC1tXuZ5UjgRd7SMcAD1zXlPgzXZfEnizUNeuvFipaWs0yJpaMNnkqMCQ+3Oc16vPbQ3Nu9vNEkkLrtaNhlSPQivH/AAvpWnwfDnxjdRWUCTrcX0SyKgDBAOFz6e1AHrqXltJZC9SdGtinmCUH5SuM5z6YqpceIdHtbS2u59Sto7e5/wBTI8gCyfQ1y2l3VvD8EYJ5JkWFdGwXJ4B8vGPz4rzzWreG78F/Cy3uI1khluIkdGHDKQuQaAPYNJ8aeHNdvXs9M1e1ubhCQY0fk4649ak1zxboHhwhdX1S3tHYAhJG+Yj1xXF+MtC0rRfEXg+40zT7ezmbUvLZ4ECEqVOQcdRR4P0nTNf8T+LbnWLaG+vIdQMMf2kBzHEBwAD0FAGp40+IFjpPgx9W0fUrOWaVlW3JYMH+YBsDvgHNbUmoQajPol3aa7FFBM7ERJgi7+XlQfY88elecePNG8H2vg7XoNFS1a6t7mJp4UYN9ndnUHA/hyK6HxLaW9j4r8AW9rBHDCl1LtjjXCj90TwKAOr1vxf4f8OOker6rbWsj42o7fNz3xV+01XT76wN9aXkM1oAWMsbgqAOTzXmXgTSrLxJ4q8YXviCxgutRi1EwIJ0DeXEo+UAHoKi0WG207xL8RdM0x9unR2fmCBRhI5WRtwAoA7u68e+FrK9hs59cs0uJSAqeYD16Z9K2L7U7HTbI3t7dw29sACZZGAXnpzXnT+DvD9v8InkGl2zzjTTJ57oDIW25zu65zVS81LRj4R8HW2p6bca1qk0CPaWCNkSMF5ZgeCB70Ad7onjTw54jnaDSdWtrqZc5RG+bA74rO8I6vfaj4k8VWt1OZIbK+WKBcfcXYDj8680jOq2/wASfCy3/hjTtAd7pxH9lkBeVCpyGA7dK77wJ/yN/jf/ALCS/wDotaAO2urq3sraS5upkhhjGXkdsAD3NYNh4/8ACup6n/Z1nrlpNdk7RGr/AHj6D1qt8RLzRrTwwBrVpNewS3EaR2sJ+eaTPyqPWvHvHp1eGytJ/wDhCbTQbL7ZCYrlHUTg7uAQvIzQB75qHiDSNJZ1v9Rt7Zo4/NZZHAITOM1FofijRPEkTSaPqMF2F5YRtyv1FcPdaTYaz8Y7WPUrWO6jXRQ4SUZG7eOcd6w9RgXQfi9q8eiwJaY8OSSLHAm0FxuIOB1OQKAPSr3xv4bs9QbTJtatI77BAiMgyG9PrWR4K8S3Vx8Mhr2qTGeaJJ5HfHUKzY6ewFYnw/8ADPh/VPhbZ3mpadazXE8Mj3FxIoLltzZYt1B9656xn/4sfo2jW9w8U+q3ptIwnVkMp3fhtoA9D8H+IH/4QS217xFfrF9qzMXmwixqT8qj8K19D8W6D4jLrpGqW926Z3LG3zDHfFcP4l0yyl+Ivg/QL1x/ZUdpIy2z/wCrkkXhQR0JpvjXTrbw54t8HXHh+wt7W6m1DyZBBGFLxEfMCB1FAHbaj408N6TdC1vtYtIJzJ5RjZ+Q2M4PpW6jrJGroQVYZB9RXmXhLQdJ1Txv42nv9OtrmVL+NVaWMMVHlg8Zr0e8jV9PuIjJ5KmJl3jjYMdfwoAxJPHvhWLURYPrtkLnn5PMHUHGPrWZ4t8cweHfEWgWBu7WOC9lb7S8rcpGBkH2ye9eXadoup6FoLBvC+keKND3u7ahaMDMUySeeuRXVa8dE8S638Pr6CziltLqVk2yoCdgThWz1waAPRL/AMV6Dpdsbi91a1hiCK+WkHKt90j61ZtNa0y+uRbWt9BNOYhMI0bJ2Ho2PTmuCTRNLv8A4z39td2FvPBBo8JiikQFU+fHA6dKg0WKOD9oLV44o1SNNIjVVUYAAZeBQB6Wt9avfPZLcRm6jQO8QPzBT0JFY17468Mabqg0281q0huyceWz8g+h9K5aO6X/AIW34peCUGWDRowSvVWG4j+Yo+H/AIc8P6p8PLK91PTbO4mnjd7ieZAzsSTkljzQBf1r4iWGm+NdI0ldRsRZ3Ecj3MjOCUIHyjPbNdfBq2n3N81lDeQyXKRiRolbLBT0OPSvKZdD8Ly+PvCEWmWtpdabJbXADYDh9vTJ74rQ8Posfx+8QIqgKumRhQB2yKAPSP7RsvtU1t9pi8+BBJLHu5RT3PtWXD408OT6pBpkOsWsl5Ou6KJXyWHtXHJPDP8AEzxoInVzHo8aPg5w3zHB/MVB8GtH0kfDiz1WWwga7BmLXBQGQAMw4PUcDFAHY3/xA8KaZfixvNctIrncUKF/ukdj6VQ8deILmw0fR7zSbsBLrUIIzImCHjY8/nXn18Zrvw9PceG/h7bzaY0crfb9QdRK4wcuM8+pGar6bI8nwb8I72LFdXiUZPQB+lAHv1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzsPhCyi8Zz+KHnuJr2SHyERyNkS/wCyMV0Vcp428U3nh2GxttLsBfapqE3k20TttTOMksfoKAN7VdNg1jSbrTrkZguYmifHXBGK52P4f2K3/h+9lvryafQ0aOBpGX5wRj5uOcCt7Srq9l0W3udXgjs7wpmeIOCqH6+laAYMoIIIPIIoAx9Q8O2uo+INM1iWSVZ9PDiJVI2tuGDmsuXwBpsujavphuLjydUuTczNkZViQcDjpxXTyXMEUipJNGjt91WYAn6CszxL4it/DOlpfXMUkiPPHAqpjO5zgfhQA3XvDNp4g8PDRrmWVLcGM7oyN3yEEdfpTta8OWuuS6XJcSSodOu1uothHzMoIAPtzWzRQBx2ufD631fXZdXt9Z1TTLmaNY5vsMoQSbehPHWoND+GGkeH9en1azvNQaaeBoZlmm3iTP8AESRnNdq0kaMqu6qzHCgnBJ9qJJEiAMjqgJwCxxzQBm+HdBt/DWiw6XaSSPDEWIaQjdyc9qkuNIhudbstVd3E1ojoij7pDDBzWjUUc8MrMscsbsvDBWBI+tAGYfDtsfFo8ReZL9qFobTZkbNu7dn1zmkj8OWkfim51/fI1zcWy2zxkjZtUk9PXmtmo3mji2+ZIibjhdzAZPoKAOEu/hRpst1dNZavq2nWl026WytJ9sRz97Axxn2rX1HwDoOo+FIfDj27RWUGDC0Zw8bD+IN61Y8S+JP+Eel0lPs3nfb7xbXO/bsyCc9OelbizRNK0ayIZF5ZQwyPqKAOAPwlsJ/JN/rmsX7QujQm5nDCPaQeBjvjH0rY8R+BbPxDqcGppf3+m38SGMz2MuxnX0bjmuokkSJC8jqijqzHAFKjpIgdGDKeQynINAHMeHPA1j4de9n+13l/e3g2y3d5Jvk244UHHA5NVZvhto83hK18PtLchLNzJb3SsBNExbOVOOK7Dem/ZuG7GduecetNaeFJViaVFkb7qFgCfoKAOQ0j4cWOna1Bq17qmp6td2wItzfTBxFnqQABzXZkAjBGQaWo45opQxikRwpwdrA4PpQBwV78JtMuJrz7Hq+r6faXjl57O1nCxMT97jHGa1dT+H2jaj4Og8LoJbawhZGXySNxK9ySOSe5rT8PeIbfxHDey20Uka2l5JaNvx8zJjJHtzWo08KzCJpoxI3IQsMn8KAHRRiKFIwchFCjPtWB4q8G6V4utoo79ZI54G3QXMDbJYj7NXRVm3t9eRtaHTrRL2OSYJO4mCiJO7e+PSgDkF+E2nT3dvNq2taxqsduwaOC7uA0eQe4xzXV674c0vxFpLabqNqkluRhcAAxnHBU9iK0ZZ4YADLLHHuOBvYDJ/GqeuavDoOh3mq3Cu0NpE0rKnUgDoKAOKb4SW81qtnc+KPEM9kMA273Q2so/hPGcV09x4S0yXwdJ4YhRrfT3g8kCLAYD1+tTyarezadpl5p2n/aFu2jaVWlCGGNhkt7444rVkljhQvK6oo6sxwBQBFZWqWNjBaRklIY1jUnqQBimalYx6nplzYzMyx3ETRsV6gEY4q0CGAKkEHkEUtAHnMfwmSGxWxj8W+IktVTy1iW5UKF9BgV2Hh/w7p3hnTVsdNhKR5LO7Hc8jHqzN1JrRinhn3eVKkm04bYwOD74rjdW8Xa2vjuHw5oukRXKxpHNeTyy7dkbNjKjjJGDQB0PiPQbfxLok+lXckkcMxUs0ZG4YIPf6VFr/hq08Q6Emk3UsqQo8bhoyN2UII6/SpvEer/ANgeHb/VvJ877LEZPL3Y3Y7ZqPw5r0Wu+HtN1N1S3e+hEqwlwSM9h60AGs+HLXW7jSpriSVG026W6iCEfMwGMH2rH8Q/DrTtd1yPWob2+0zUlTy2uLGQIzr6NxzXY0UAcho3w60bRtRub1GuLiS7tfs1z9off5wJJZmPUk5rHT4Q2CWxsh4g1z+zWJzZC5Hl7c524xnFeiu6RoXdlVRySxwBTHnhjVWeVFVjhSzAAn2oA5nXfAtjrTaU8V5eafLpg2272jhSFxjByOnFdRGpWJULFiFALHqfen1Es8LzNEs0ZkXqgYbh9RQBmeH/AA7a+HLW6t7WSSRLm6kumMhBIZzkgY7VzV58LdPfV7zUNN1jVdIa8bfPFYzBEZvXGK7wkAZJwKZFLHOm+KRZEP8AEhBFAHKQfD3SbbwbeeG0mumhvCWnuHcNK7Egli2OTxWlqXhaz1T+xvOlmX+ypkmh2kfMVXA3Vu1jeJNej0DQNR1JVSeWygMxg3gEgfyoAyPEHw+sdb1ldXg1DUNLv9mx5rGUIZB/tcc1b8N+C9P8Ox3pE1zf3F7j7TcXjh3kAGADx0welO0rxDf6xpOh6ja6WGg1ABrg+cB9nUg89Pm5reknhhZVllRC5woZgMn2oA8+b4P6TmSCPV9Yi0x5fMbTkuMQnnlcYzg+lbGtfD/T9VutMubW7utLl06MxQtYsE+T+6eOntXXVGs0cjuiSIzJwyhgSv19KAFjUpGqlixUAFj1PvWNonhex0TTr2wjMk0F5cSzyiXB5fqPpW07rGpZ2CqOSScAUkcscyB4nV1PRlOQaAPPYfhBpUUTWn9ras+lksV095wYVznHGOxOR9K1Z/h5pk+neHbJri5EehSLJbkEZcrjG7j27V1RuYBN5Jmj80/8s943flU1AGNrXh211260ye4klRtPuPtEQQjDNjGD7Vk698P7HWtX/tW31C/0q+ZPLllsZAhlXtu45+tdZHKkqb43V16ZU5FPoA4tfhloMfhW80GP7QqXjB7i635mkcHIYsR61ch8FQK2iSXOo3t3NpEjyQyzMCz7gRhjjnGa2NZutQs9Lln0ywF/drjZbmUR7uefmPSvPJfiV4rh8SQeH38FINSnhM0cX9oLgoM5OduOxoA6DW/hzYarrj6zaalqOlXsqhZnsJQglx0LDHJ96t6D4H03w/oN9pdvLcS/bt5uLiZg0jswwSTis6fxprWl6Xa3WteHVsprnUYrJIluhJ8r/wAeQOx7V2omjMpiEieYBkpuGQPpQBnSaFbyeGm0MvJ9na3+z78jdtxjP1rD1T4daXqekaTZfary2n0pQtreW7hZVAGMZx3rrpJEiQvI6oo5LMcAUqsrqGVgynkEHINAHDWXwu0y11ux1m41PU77UbOTek91PvJGCNuMYA5zxXR6R4ettH1LVb6CSVpNSnE8ocjCkKBge3FbFcHrvxKg0XxjFof2CSaBGiS7uw2FgaQ/IMY5zxQB0Xibw3aeKdIOn3ck0IDrIk0DbXjZTwVPauRu/g9pupBDqmu63fvEwaIz3AIQg54GMV6OCCMiuf8ADviceIdR1iGG32W2n3P2ZZi2fNYDkjjoOlAEyeGrSPxQmviWX7Slp9kCZG3bnOfrxUJ8I2J8anxSZZjdm0+ymPI2bc5zjGc0ut+JP7H13RNN+zeb/ac7Rb9+PLwuc4xzXQUAeev8I9JFxOLbVdXtbC4ffLYQXO2FsnJGMZANaukeAdN0eHRYYLi4eLSWlaBJNpBL9SeO3auqaREdUZ1Vn4VScE/ShpI1dUZ1DN0Unk/QUAYnijwnp3iuzihvTNFLA/mQXED7ZIm9QazdD+H1npOspq11qWo6reRKUhe/lD+UD12jHB9668nHJpkc0cy7opFdc4yrAjNAGVpHh210bUtWvoJJWk1OZZpQ5GFIXbxWtJGk0TxSKGR1Ksp6EHqKfRQB5x/wp/ToRcw2Ova3Y2Nw5ZrO3ucRjPUDjIFbOtfD/TdX0/SrWG5u9OOlnNtLZuEZeMHtXVLNE7siSIzp95QwJX6+lLJIkSF5HVFHVmOAKAMTT/C1tp+vtrIubia7aySzYysDuVTncePvGs7xF8PrLX9bj1mPUdQ03UEi8kzWUoQumc4PHNdarK6hlIIPIIPBp1AHJeG/AOm+GtTuNQgubu6uLmAQzvcuHMmCTuJxyTn8qyrv4S6XPPci11fV7CxuX3y2NrcbYTnqAMcA133nRed5XmJ5mM7Nwzj1xQs0TyNGkiM6feUMCR9RQBx2qfDTSb6HSI7S6vdNOlKUtntJArBT1BJHNSa38PbDWNRh1KPUdR0/UY4RA91aShHlQdm45rrpJEiQvI6oo6sxwBSqyuoZWDKeQQcg0Aclofw80vQbi+ntp7l5b62FvO8jBi/Ulyf7xzWl4a8LWXhfw1HoVpJLLbJvG6UjcdxJPT61pX19HZ200hZGljiaQR7gCwAJ/pWR4I8Uf8Jh4VttaNr9m85nXyt+7G1iOuB6UAc9/wAKlsTC1m3iDXTphyPsX2rEe0/w9M4rSg+HOlW3hnT9CjuLn7NY3S3UTFhuLBsgHjpXWxzRTAmKRHAOCVYHB9Kw9L8Sf2l4p1jRfs3l/wBnCM+bvzv3DPTHFAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXk3xK8LadqfjrwtLO1yGvbryJdk7KNoUkbcHg+4r1muW8S+H7vV/EPhu+t2jEWnXZmm3HBKlSOPzoA8x8UXGmTeN7rw/r02tSaLpdtClta2Cu+8leWkZec1o/D/VfsPjObR9G/tltBuLVpI/7ShcC3mB6Bj/Dj3rpvEPhjxJZ+L28R+E7i1Mt1GsV7a3f3JAv3WB7HtUvh3w34nmutS1DxTqiGW7t2to7S04ihQ5+b3bnrQB55rGmeCnW6m1nV9X13XRuL3NkJCsbclcBflAFGt2CeIPg74a1bUZ7qa7SeGAOZWGUaTByO5x3rotO8J/EOy0NfDcFzpNpYjMX2+NczGPnjHc471dPgPW/+FV2/h3zLY6hZXKywtu+SQI+5dx7Z70AWdStV0f4heCNLtJZhaxw3K7WkLFgE43E9fxq34vnkj+IfgmJJWVZJ7jeobAYeX3FQeKPDPibWU0DXLKe1tvEGmMS8OT5LhuGXPXGKpw+D/Fmo+NtD8Ta3d2u6zeQPaQH5IkK4G09SSetAGdoHhK18W+LfEl7q93eyppurOlpAk7IkZ4Ynj1zj8K5YatoXi29vNQ8VP4huCJ3jtrayhkMMCKxC4Zep716/wCEvD93omo+Ip7oxlNR1F7qHYc/IVA59+K5geD/ABX4S1e+k8HTWU2m3zmZra9OBDIf7pHagDB0vUfEFz4C8Tadon9qSw2bqLGS7jaO4aE8sqk9SBnBrL8LjwlDq+ktp13rfh7WGmVpf7QL7JwPvKSx28/SvRbLwdrs/hHULfVtbkOtXzibzoDtSB1+6qj09awL7wf468W2ljpfiaTSktIZklluoATK4U5wPTNAHreeMivIdI8LL8StQ1jVfEl9dSxWt/LaWdtBK0aQhDjcMHknivXVUKiqOgGK8zfwn4w8Ma9ql14SurKaw1KRp2trwkeTKerL65JoAxPGHh3VNJ8OeHtDGttczrrCpbXTf6yJCDgN6kDNSeIPBsPgO90PWNF1C9W9mv47e7klmZvPVzzkHgc1qw/DnVIbHSXmvVu9SXVFv7+Z2ODwRhc9hXT+N/D154htdMis2jDW1/FcPvOPlU8496AOU+INpoVzr4bxRr1w1gIgsGj2Rfez/wB5gvJPp0rH+HdzbWuueKNM0abURpC2Anhhv1ZXifkHG7nFb+q+EvFWm+OL/X/DR0+5TUI1Ekd91iZehU+nepvDfgjX9P13V9X1jUor261OwETlV2iOT+6B/dAoAzPhp4Sjv/Dum+K9SvLifWDC3kyyTNsRACqArnBwADXK6tp3g02t3cajrer614hXeWvbASMsbckDj5QB0r1XQfCc9t8NIfDF/N5c32VoJJIG+6STyD+NcfpXg74hW2gx+GlvdLstPVWia9hTMzx84GPX3oAyrTxXq2s/Dzwno7X0sV3rN0bSW7X74iU88/3iOK6y0+Flp4d1O3vND1e6tIz+7vIZ5S63CHr1PDH1FUrX4ZalH8NbLRvtcUOs6ddNc2twvIDbsjPsR1qxF4W8Y+JtY06Txfd2kOn2DCUQWLH/AEiQdC3t7UAc/wCCNNsPCnhnxV4mgNybrT7q8hiDys6YXG3K5wTnGT1rnbN/C+s6fDq2tS+K7jXpkErXcEMm2NjzhMcbR2r03QvCWt2N5r+kXgtX8O6nLPMsgb98GkAyMdMday7Lw98R/DmlyaFo9zplzYRDZaXNzxLGh9uhxQBh6pd674k8NeBY7q6ubK+vL6SCWQAxOUAIyR6lR+Zrd1/w7ZeDh4TsNIM8cUusoZWeVmaQkHOSetbFx4K1BR4QjS9N1/ZFy01zNcN87grjj8TWp4v8P3mu3mgS2pjC2GoLcy7zjKgdvegDyzxVFaSeOtUXx1p2tz2md1hc2RcxRRAei989zW1rOl6XqvwSvGh1q41W3sY5ZraYuVdcA4SQd8A9DW7e6H450nX9QuNBurK/0+/bzDBqBP7lsYwvt7U3Tvh5eWvw/wBe0yW4hbWNa8yWd1GIlkYcKo7AUAZOo6fHoHg7wPb2Es6pNqtq77pWYncpJGT29qsT+H4PiJ471+HV7m7fS9KZLaC2ilMY3lcsSByeehq/J4X8Saj4a8M2mo/Y1vNL1CGaQxMdrRRgjI96k1jw34q0zxfd694Vns5F1BFW6trvhQUGFZSKANfwZ4auvCqXennWGvtPD7rWKXmSBf7pbPIrF+KGsXqS6J4asJHgfWroQyzI20rEPvAHsTmtDwL4T1PRp9Q1fXr77Tq+osDMEP7uMDoqirfjvwo/inSIVtZxb6jZzLcWkxXO117H2NAHB+I/CMXw1uNL17wtc3MO+9jt7uGadpFlRzjkHvmprDwXpT/GrUstd/ubWK9X/SH/ANYzknPPK+3SrzeEvGfizVdMHi64sYdMsJFuDDZnJnlU8Z9B1rqbTw/dw/EbUNeYx/Y7ixit0APzblJJ4/GgBfiN/wAk717/AK9Gry+y8A2knwltfE32+9OsW9gLi2mM7BYdvIUKDjAr17xbpU+t+E9T0y1Kie5gMaFzgZPrWTZ+Gb6D4Vp4bdo/tq2BtyQfl3Y9fSgDnW1S8vtc+HNxPOxkuonebBwHPl55FbHjWaWLxl4LSOR1WS+kDgHAYeWetUda8Ea3L4X8NnSLmGDXdFCbHc/Iw24ZfoahTwx411jxVomta9cWSJp9yzfZLc/IqFMbs9SxP6UAZul+Fz4x8X+L7bVr+6OkQX4C2kUxTc+0ckjnAHQe5rK8EeFo/HHh++i13Ur6e00m6lt7KBZiojAHDEjkke/pXpvhfw/eaPrfiO8uTGY9RvfPh2nJC7QOfyrP+H3hPUPDGl6xbXzRF7u9knj8tsjaw4zQBy3hHVdR1T4Q3aXGvLp5trmS2N/PlmWJWxjOfvY4BrifEVx4T0CCDVfCFzrLatFPH/pj+aYZRkBgWbj8K7q3+GOsJ8ObnRmngTUV1Fr63wdyMd2Qre1ReIvBnxA8YaT9h1GbSbG2hKyJb2o4mcEcsew70AXPEmlv4p+JulabPf3draTaO008dtIU8wbx8uew5q/4X8Mw+DPiHLpml3Nx/Zd1pxn+zSyFwkiuBkE+oNbKeG71fH+na3uj+y2+ltaOM/NvLA8D04rTk0m4fxrDq4KfZksGtyM/NuLhvywKAIvG+rzaD4L1XU7b/XwQExn0YkAH8M15j4i+Glnp/wAO7/Xl1TUG1drIzXE7TEiYMASpU8Y5r17W9Jt9d0S80u6GYbqIxt7Z6H8Dg15dfeD/AIkX3he48LvqVgbAKyJcknzZYx91G9B70AJp80sem/C5I5HVZJcOAcBhsbg1z3iRNNbxhrA8eWWthxLmxvrRnMMcRHy4A4B/rXoNv4K1OK18ERs0O7RZN1z83UbSPl9etMv9F8caXq2ojQJNPvdLvGMyx6gxLQyHqF9V4yB70Ac9reuyaP8ACzRrax8QzahBd3i2k1/bqWn8ptxIA6h8YFctez6N4fSPVPBcfihNZjdS63FvKUuRn5g+f6V38XwuuJfA72U96sOuSXp1Pz4RhI7jsFHZccUseh/EfWUtNP1vUbCzs4nV57mzz50208D2zQBW8bppOo3thP4r8QTW1hJbK66Ra7xI8hHJO3nHasT4c39rY/EjUNH8Ni/j0qaw81YNQVgySjPIDc4rqde8KeKLXxy/iDw4dPuUuLZIZor/AJwV6EHtUXhvwP4lg8dt4m1+/t7iS5s3hlWH5RET91V9sd6APO3ttDZ7xvFT65pPioTuDqbCRoA+SVK4424wMV1PjrxM8eoeHPDtxq+oTabcWXn3V5pyZluh0GAvQHGTj1rRm8M/EWHS7zQIbjSrrTpGZILu5yZo42J7HqQCRV3VPhvqFtpOgXGgagkevaJAIIppV+SdO6sPzoA5XQLzTNF8V6TH4Oh8QJDdT+TewX0Ehi8vBO7LdDmvdq870nRfHepeJLO98S31rbWNmN6QWBx5r4x83t7V1WnjxAPEeoG/a1OkFV+xiMfvAe+6gDary/VP+TiNF/7BUn/s9eoVxV74Vv7j4s6d4mRovsNvYtbuCfm3Hd0H4igDO+MkVxP4a0mG0m8m5fV7dYpf7jEtg/ga57xZ4HtfB9rp/iGx1DUW1k6hBHNcyXDHzQ7YYEdK7/xvoF34hstLhszGGtdSgun3nHyISTj3pPHegXniPQ7azsjGJI72Cdt5wNqNk/jQB514513T9W+IVxoWuyas+jWVsjG20+Nj5krdS+3nA7VN4G1lNL8cwaRoceuSeH7yJgY7+BwLaUcgqzdiK6jxP4R1tfFEXinwvdQrqJiFvcW9z/qpUHf2NWfCuieKv+Egudb8UX8W8x+Tb2Vof3SLnJY+poA66/vbfTbCe8upVighQu7scAAV8/2PiDTtR8IeIzqdrrEuq61K06vHYsyLtOYdrenC/nXrnxD0XV/Efhl9H0ryVF06rcSSNjbGCCcepOMV0tnaRWVlBaxqAkMaovHYDFAHE+GPGn234UHXLqbbd2dq6XBYYKyoMcjsc44q98ObT+zvBFhJdOou77NzMzEAvI5zXK6p8N9cfXNZhsZ4v7F1W7hunV3wUZWy429weldX478KXfiHQLaLSbkWuoWEqz2rdF3L2PtQBQ8bf8j14I/6/ZP/AEA12t+SNOuSOCIm/lXC6N4c8V6n4us9a8Wy2SxafERa29qcqZCMFznviu9uommtJolxudCoz6kUAeH+HfBB8QfC+LX9U1a+a/t7eWWxeOYqIApYjjuSRyTVPxJpJk+Fll47n1G/l8QMkMizmdgqZPQKOAK9T8NeGr3Sfhmnh64MZvFtJYcqcrubdjn8RWLq3gXVb34OWnhWJ4P7QiiiRiW+TKnnmgCt4oF/4n13wx4XbUJraxvbI3l40Jw8u0D5d3YGo08PxfDjxtoMeh3NyNO1edra5tJpS67tpIcE9DxWv4o8HavdpoeraDdRQa5pMQiUS8xypgBlNQ6T4Z8Vat4ws9c8WzWSxacp+yWlpkrvYYLEnuKAIPhTcTT6x40WWZ5AmrMqBmJ2jLcCsd5Nen8KfENdFkle9TV5VQBiXEeF3BPQ4zWtL4S8XeG/EOr3XhGawez1Z/OkS7zuhl7svr1NSaR8P9YtvC/iPTrvVHF9f3rXVveRNh92FwWx0yRyPSgDgfDSeGVv9KmtNS1rw1rhkUzi/LlLjnlctwcmtfxdrmm67461HSvET6u+laeFSO006N2EjkZLuV6ewrUvPCXxA8TWtjpXiCbSUsopVee6hXdM4U5GPQ1sa54Q8Qaf4pHiHwhParNPGsV7bXPCTBejZ9aAMT4b6obXxnc6Jo8Gqnw5Jb+dGdRidTDKOqqW7Hiuq+Lc0sHwx1mSGRo5FRMMhwR861J4T0XxJHq13rPiW+jNxMgijs7U/uUUHIb3bkirnj7QrvxL4J1HSLEoLi4VQhkOF4YHn8qAPL9Y8JHQfBmkeMbHV9QXXsW4e5eUsHWTau3aeMAH9K09T8I2/g3xF4Z1XTr+/a+v78RXkss5bzwwJOR0611viDwrf6n8OrHQoGiF3ALYMWb5f3ZXdz+Bq34q8O3mtXHh6S2aMDT71Z5txxlQuOKAOUu9Db4hfEHWbDWb24GkaSEjis4HMYdmGSzEcmq2n3V18Oda8R6LDey3Ok2ulnUbVJsu8LZxtB7itjXvCfiiw8YyeI/CF3bBrxAt7a3X3HK9CKk8K+BtT+36trPi27S61HUoTatDD/q44c/dFAHO2Xw+sdf8FDxVPe339vXVo10Lnz22o5BOAo42+1cnpvia40f4W+EdKjnu7eHUbucXM9mCZvLVzlVA5yc13H/CMfEO00S68MWVxpp0lt0EFzIx86OA8AY9QO9JZfC3UYvh5pFh9qjtvEOkTSXFpcIdyBmYnafYjFAHLQ3Wi+H9Usb3wXb+I471rlI5oLuCUwyxscMWz0I616J4V5+KPjD/AHYP/QarW2j/ABE1fU7Fdc1CysNPtyJJf7PP7ydh2J7A9639E8PXmn+Ndf1eYxm2vxEIgD83yjBzQB1NFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVian4o07Sde0zR7ppBd6kWFuFQkHHXJ7da268g+Kg1I/EbwYNIaBb8mUQtPnYDkcnFAHr9FeaaXqfjLw94303R/Ed/ZalaaqJTDJBEUaJkG7H0x/Oodfu/Hl1qOoSLrOmeGdJt5Qtu90FLygAfMTyMEmgD1GivIdD+JmsT/DnXtUuIobzUdKnNuJbZcxv0w+BngZzUfhrxB4yvr2zuLPxRoevQzur3FlHiOWKM9doODx70AexVi6H4n07xDd6nbWLSGTTp/In3IQA3PT16GtqvA/C1v4u1DxT4ys/DV5bafH/ajSTXky7jkFsIBg9e5oA98orzOx+IGpaPouu2vieO3GuaQqt+7O2K4VziNgT2yea5qXxf4q0+P+25fGnhu8WMB5dJikXle4VupbHvQB7jRXl/ij4ku6aJZaFe2dhcarB9pN3qHyxwxY/Vs1V8OeM9W03xLp+k6x4k0fXbW/fyo57IgypIegZR/D74oA9aoryi21bx/wCLNU16x0i90/T7TT714FupIiztjGFA5HHc+9bXw48Uarq7atouvBG1bSJxFNNEMJIDnB+vBoA72iuJ+I3iLWPD9lpX9iJC91eXq2+2UZBBB/L1rntb8Q+L/Auiourapp99f6lciG0kaPy4rfjLFzxwO1AHq9FeLReONc8OXlvean4u0HW7CWZUuLe1dRJErHGUx1AzW3ruv+MdR8d3fhrw1JZRQiyiuPtU6k+SGYgkepPYUAenUV55oHiPXdE1660Hxjc29xItoby2vLeMqrxp9/cOxHX8axbHUfiP4wsG8R6HqOnWViXc2llJHuMqA4G5uxP4UAeu1Q1TWdO0W3SfUbuK2jdxGhkONzHoB6mvPL34jao/w/stXsbaFdWN8ljcW8mdqyZ2sPYZ5rj/AIk6X44s9E0xtd1yxvEk1GMxokBBikPQZ4yooA+gqK8r8U+M9Z0y/wBO8Kx6xpdlrD25nvdRul2QquSBsB7n+lR+FPG+o2Pii20DWtd07Xo71WNveWDKWRlGSrgdBjofagD1isvRtfsdd+2fYmc/ZJ2t5dykfOvXHrXn9tqvjrxrJcat4bv7HT9JimZLWO4hJe42nBLHsCR2q38HpLqXS9ce+iEV22py+cinIDd8UAd7qGqWWlpE97cJCJpFij3H7znoo96uV5X8X4Nbkl0BrG8tYrb+0YVRJIyWE275WJ/u+1aGv694nfWdO8I6JLarrD2guL2+kjYxxr0yq+pOcZoA9EorzXQdc8V+HvF9r4d8XXFvewX8bGyv4Iyu6ReSjds4/pXeavqUOj6Rd6jcECK2iaVucZwOlAFi5nS0tZbiXPlxIXbAzwBk1W0XV7XXtHtdUsixtrlN8ZZcHGcdK8vkb4n6h4bn1x7zTFt5rd2GmPGQfKIODuH8W33qC08bS+FfhX4Ss7I266jqMYjhkum2xRDcdzMfagD2aivF7Tx3rfhrVLI6n4m0bxFYXdwIZEsnUTQljgEAdVFdloPiy+k8ca/4e1lI4fs2LmycYG63Pc89v60AdtRXka/E7Uz4f1LWSLWOG6vzZaOJjtQY4LyN6daop408QeH5o9R1Dxj4e1mzaRftFnbuokRTwfLx1x6UAeqza/YweI7XQnZ/ttzC80YCnbtXrk/jWrXnep3Eb/GLw/cod0TaTcSAjuvBrMtNQ+Ifi+CbXdB1HTrLTDI5sreaHLzKuVw55xyPWgD1eivHdU+Kmqp8N/7TtYI4tcs9QSwvYJF3Lvwd2Oe+OKs3ur/EHwvYx+KNbu7G50zchutPgjw0MZ4yGPcZGaAPWaKhtbmO8tIbmFg0cqB1IPUEZrxrW/GviC/8a6rpNr4o03w+lhKEhhvIwDONuSSxyMflQB7XRXnOs+J/FWh/C9tWvYbMa1HNHGDGQ8UqtIAGGDwCDWLq+tfEjwzqGnX15Ppt4mqTfZY9OjBVYXYZU78ZOMc0AewUV5bban458NeMdGtPEGoWWoWWsytFshj2fZ2C5wD1I+tS3+t+J/GXiLUdM8IanbadZaYRFPdyxbzJL1KqMcACgD0LUtQg0rTLnULksILaNpZCoycAZPFLp19Dqem21/bEmC5iWWMsMHawyOK80fxFql14T8XeHPEPltrGnWLs00KkJNGynawz3qDw54u1LXdO0Pw94PeDzLO0g/tK9nTckI2j5VAPLdfbigD1yivNPG3i/U7XxBB4a0vV9L0uUWwnudQvnAC5yAqr/e4zUPhHxxeW3iA6Fr2vaTqqSW5mgv7NxgbfvLIBwD3zQB6e7BEZjnABPFZ2ia3b69ZNdW0VxGiytERPEUbK9Tg9veqsXi7QLxjBY63p9xclSUjiuFZmIGeADzXnsHxE1+T4Uah4iH2ZtRh1E20Y8vCld6qBjPXBoA9foryfVtT+IXheFPE+p31hcaWGj+06bHGQYUYgfKx5LDIFamv614m13xRJ4e8J3FtZLbW6y3l7Mm/Yz8qgHrjnmgDqW8Uaavi1PDRaT+0HgNwBsO3YPetuvEvD39ux/Hm3t/EJhkvYNKZPtEH3Z1yMNjsfUV6B4G8QX2v+Hb29vTGZobyeFdi4G1GwKAOtorzKP4hahbfDJ9dmijn1KS7e1t41QhWbftXIFSWcHxO0nULW5u7uw1m0nlAuLaNPKaBSOSpOOB75oA9JorxzV/HOsa74gvrXRvEujaDp9jMYC96w86WRfvYU/wAOcj8K1PD3xInbQfEA1a5sbrUNHTeJrM5hmVh8hBz1LcYoA9F1G+h0zTri+uCRDBGZHKjJwOvFJpmoQatpltqFqWMFxGJIywwcHpxXketRfEz/AIRG91jUL/Tri1ls2M2mxxlSqMOobH3gPevRvAn/ACIeh/8AXnH/ACoA6GivMvHPjDUU8RDw5pGsadosscInuL2/cAFWJAWMHqeOareFfHGo2/iI+HtW1zS9Zea1aa1vLIg/MoyVcDjPU/hQB6tRXiGj+IviX4r8J3Gu2F9ptrHaPIRGYvmuNhOR32jHH4VYvPEnxBv/AAinjO1utPsNOghE32LbvadRwxJxxnsBQB7PRXnPjDxT4kgh8LxeHltFvNYIDC4BKrlN3X2qvY6r418L+KdLsfE15Zalp+qymGOW3TY8UpGQMd14oA7rTtestU1PUtPtmcz6dIsc4ZSACRkYPfitSvGrSy8XX/j3xnD4b1Oy06L7VGZZpoy77ti4CjpjGat2PjTxXJ4Z8S2eLSbX/D822SUKfLnjHJOPXANAHrVFedeIPiBN/wAIdoV5oQjk1LWpI4rdXHAJ+8SPbmsTxX4t1/8A4TGTw9B4l07QBb20cnn3cf8Ax8OR82CcgDj60AewUV5vD4y1zw78Pb7WvEqWVzPC4W0ltZV8u6ViAp4Jx6n2rmJPG/ijTbV9bn8W+GbsKoeTSYpFLbe4Rs8tj+VAHt9FeUa58QNevPEPhqz8KraPDrNiZ1+1AjacnkkemOlU01r4g6d4obwfPqWn3eoX0P2i3vmjKrAo+8NoHPtQB7HRXBeDtW8QWviDUvDHiO7i1C9trdLuG5hTYHRjjBHHOa53VdS8f5k1O68Q6L4eiWVxb6fdlcyKD8u9vfHagD1+iuZ8A+IbjxR4MsNWu0jS4lDLJ5f3SVYrkfXGai8ZXfiWJbK28OpbxGaQ/aL25wY4FA7jOaAOrorxzQvF/iLR/iDp/h/WPEOm65bX5Zd9qBvhfHAOMYFSaXr3j7xjqPiDT9Lv9P0+DT7wxLdPEWfHOFA5HbrQB6/VDWdWttC0e61S8LC2tk3yFVycfSuE0bxzqlp4I8RXuuLBNf6HNJbmSIELOwA2nHbJIrl/FsHxLPgHUdR1S/0uayubcNPZohBhQ45Vu56Z5oA9m0rUrfWNKtdStCxt7mJZYywwdpGRxVyua+H3/JPdA/68Yv8A0EV0tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFed+MtH1G9+Jvg2+trSWW1tHkM8qj5Y84xmvRKKAOL8Tabe3XxB8I3kFtJJb2pufOkUcR7o8DP1NeXJpX2fxDejxV4N1zW9TuLqQ27+ZutyhPy9DheMda+haMUAeN+BtC8U6B4V8VLBo9vb6hLemWC0mGYnTaMqMdRjiuek0yz1rWLaTQvAms6TrcM8ZlnQ+TCvzDd3wR16V7pda7pNjfRWN1qNtDdS8pFJIAzfhV2KWKeMSQyJIh6MhBB/EUASV4joWp6/4D8S+Kry88L6jd6ZfX5eKS2QM+7LYOOpUg9a9uo60AeQ3HhDWfGWleI9Zv7EWd/qAiFjZzEfLHEdyiTHHzc5rMGppPbDSrf4VLHrxjA3S2SfZ1bjLFsdPxr3Gk460AeQ+LvCl9Z6r4e8RPoVtrENla/ZrzToIgFAP8UaHIwPSrHhmddf8Q2M2jeA7fRrG3cvcXd7ZKkmR0WMDBB969XoAA6UAcX4B0290+68Ttd20kIuNWklhLj76FVww9qz/A2kahYeP/Gt5dWksNtd3EbQSOOJAN2SPzr0SkJA5JxQBxnj7Tb3ULjw21pbSTC31NJZSg+4oB5PtVP4qeHtR1nTNNvdMs4r6bTLoTtZyqGE64wV54r0CigDxiC5j164gstF+GkVjcidFuLi/sYxFEv8RHTcfTFWNT1vUPDvxj1O7tNIn1K1XSYhcR2wG9BuOCB357CvWop4Zt/kyxybTtbYwOD6HHesOPQYLDxdf+JpbwKLi0S3ZHwqoFYnOfxoA5LTLLVPHHii51zUdKuNL00aW9naLOQJX8z75Yc4x2rK8O6/4g8A6LF4VuPCV/eXkTOtrPa4aGUEkqS38PXnNevfaIPNWLzo/MddypuGSPUD0qXFAHjs3g/W7XwHp8M9q02qXGtR311HEQwjBfJ/IVtfGbTtQvvDFjLYWU121pfR3EkcIy2xc5IHevQ5J4YmRZJURpDtQMwBY+g9TUtAHjXiLTri98RaZ4/PhiXVNOmsTDdabPGpmhwThgjdTV/wsz674ktbvSfBFromkwo3n3F3ZrHOzEEYjxyOvX616tR0oA8j0PV9e+Hgm8N3Phq/1K3Fy50+5tAGVlYlgGPbGeprd+Fdlq9pperS61YvZXVzqEk3ltjofTHWu9ZgqlmIAHJJ7U2KaOeMSQyJJGejIwIP4igDhvirDef2Hpt9aWU94LDUYbmWKBdzlFPOB3rK1yfWtN8VaX460zRru9s7vTxBe2aqBNEud4OD3yentXqVFAHmGnvrPjzxppOsXOkXWlaJpSNLCt0AskszDHTqBg13PiXSRrvhrUdLOM3UDRrk4G4jj9cVrUUAeSJ4t8U2/h5/DE/g2+l1dLVoBLER9nYBdobdn07VnX/gjVp/AXg69XTBdXuijdPpk6j96hb5hg8Zx2r2yigDxm0u/wC39TtLfw58OINPaK4U3V1qViiLGgPO3oS3pitL4r6DrD3ljrfh+xmu7xreWwuI4jjMTqcE/QnNep4ApaAPLdc+Hk8Hw60XTtJtYrq50qVLk2twBtuDj51btk5rKhvrfWJhpulfDBLTUg6iSa8sYxBEM/Mc8Z9sV7PRigDhdR0a9k+J2i3Mds32OLTJ4HmVcIjEAAe30rmdD8Qa/wCAdO/4RWfwrfahPFJILK4tVzFMpYsCx/h5Nety3EMERlllSOMdXdgAPxNIbm3FwsBmiEzDcsZcbiPUDrQB8/eLPDOpeH/hTc3mooqatqmtpdywqcrGx3YWul1nXNf8eaL/AMInbeGb+zkl8tL65ulCxpHkFihzyeOMZrvfG3hNPGWiR6bJdNbhLlJ96rknbnj9a2UvrGO23/bbfy4yI2k81cBvQnPX2oAdp9lHp2nW9lDny4I1jXPoBivIvGAL6rqFp4s8EzavbvKosb7TbcK5XHRmByD+lexC4h81YvOj81l3Km4biPUD0qTg8cHFAHikXhfXk+El7pwsb0b9SjksrKdg8sUIkQ8kfQnHau38dabe3954Va0tpJhbaoksxQfcQKck+1drRQBxfjLTr298U+D7i2tpJYrW+d53UcRqUwCfxrmN+p/DHxTrM8WiX2q6Nqsq3CSWq75I5TwVI9Pwr0y+1rTNNnigvb+3t5ZjtjSSQAsfYVe4I9aAPJoNI1zW7bxn4iu9NuLSXUrA2tlZSY8woFOM47k1AvgzUPCvh/w74g8Maey6rZ26Jf2WebhGGXB5+8CSRXsNFAHkHivT57PxjD4sl8KPrWmXtiqXVs0KvLbuvIIUj04OKueFIIvEmtNcW/gi20bQxbtG73Nosc8rnghcYIXHWvUsjOMjPpS0Acna/DvwrpMxvdN0S3gu40by5EzkEj6151YeGNbj+Dd/pj6ZcC9fV/NWDb8xTzVO76YBr3GigDj/AIl6deap8PNRs7G3ee5cR7Y0GScOpP6Cuf1KTV/A3i681220S61LSdRtovtQtQDJHMg2jA6kYxXqFFAHj/h4a/rvxki8S3eg3Wn6Y2nNHC0wGccY3ehPPFReHde13wjFqHhuTwjqd1eTXU89vLEB5ThySCW6CvYIp4Zg3kypJtJVtjA4I7HHepaAPHbTwnr158H4rUWj2+s216b2O2fHzMJN23njntWrH448VeI7m20/RfDN5p00cyfbbnUEAjRAfmC/3s89K9NooA8Qk00+Ctc1gaz4KOvafe3jT2l3BbJK4L8lGBGQATW5YeG73xD4X8RRyeHbLRILxQLG2jgVJjt+ZTIVODk9q9TooA8d1Lxl4l1HwpceGk8G6kutNZmJ3KgQdMEhs88dBmvRvB1rPZeDtItrmJoporVFdG6qQOhrcx3ooA8o8a6VJpHjhvE114aXxBpVxaCCaJIRJJAykkEKeuc0/wALiXWdcN7p/gi20PS4rZ8TT2qJcSSEYAXGCo5NeoSyxQRNJNIkca8szsAB9SaWN0kjV42VkYZVlOQR7UAebfDbRdS0v4W3un3tlLBdu11ticYY7t2Pzoj0XUh8BDpBspf7R/s8x/Z8fNuz0xXplFAHknjObUNKn+Hz2tg11eW7gfZdwVmIiwwye/WrAv8AWPH/AIp0SaLw/eaXYaRdm4nmvhtZ2AI2qO/U812us+G01jXNF1Jrho20yZpQgGQ+Vxg1vUAcX4S028s/GPi+5uLZ44bq6ieB2HEgCAEj8azPBGh31r418bzX9lJHaX11mJ3Hyyqc5x+dej1ma9bSXWjzxw6k2my4BW6UgeWc988EfWgDyfwV4alj+Jk+ly+ZJpvh1pJLVtwKhpTkAj1ArR8fSFNZuIfEfg99c0h0H2O5soMzRseqsQc/jxXZeC/CMXhWyus3st/eXsxnuLuQ8yHt+ldQRnrQB4Vp/gG/1j4ea/p9vpt7p0MlylzplpezB2+UHIPoDU/24T266TZ/CuNde8sAyXFnGLdW7sW7ivbqPegDyyfw5qkPxK8HXIsEFtZ2DR3ElrHshjc54A7Cr1/o+oyfHHS9VS0lNhHp8kbzgfKrHoK9FooA4dNN1Bfipq+opbyLbyaOkMU/8JkDZwD615ZpujMI7iz1DwHqmreKyGZ7m+fNvu3EghicY5HHevoaOeKVnWOVHaM7XCsCVPofSpfegDjfhbpl9o/w/wBPsdRtjbXcTS74j/DmRj+Vc38W7G7uNR0me60zUNT8PRI4urawchzIehIHJGK9WooA8A07QbhvG/hfV9H8D3Ok6PDLl5GIaV8/xOM5A+td38MtI1HStU8WvfWksCXOpGSEuMb155FeiUUAeW2/hTUNQ8N+PNOltZI5NQvpZLUOdok+VSpz6EisvX/E/iXXfBd/4ag8Fakmoi3WGdmx5SjjJVv4unAFezUUAYHgm0uLHwRotpdRNFPFZxpJG3VWA5BrfoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjvFvjaTw3remaVBpj3txqKSGFUcAl1xhfxJ612NeXePP+SueA/9+X+lAG1feOdQ0zTLNbzw/P8A25fOy2+nQuHyAR8zMPujmm6d48vjqg0nXNAn0zULhGayDOGjuGUZ2hh0Ncp8SbBrX4kaRq+pate6dpE9sbUXVqceTJnPzHsGyPyo0uDwy3j3Q4rbxPq2v3sTPLEBIJYoBtIJcjpn/CgDI8O2E3iHxh4nvtb8LpLLHcSA3Ms242ZVMqijvXYeDPEVr4c+E2k3l2skrOTFFFGNzyuWOFAp/hL/AJCHxE/7CEv/AKLFcXfWksnwY8MXmbhLeyvBLcS23+siTcQWX6UAd/D491SwvIR4l8NXGl2U7iNLoSCRVYnAD4+71q94j8bHTNYi0PR9Ok1XWXTzWt422iOP+8zdq811e18J39rZ2Z8ba1rJvpUSOzgmVyWJyCw/hx710MOoWHg34tXb62fstvf6bDHa3k5+XKDDKzdMnA/KgCPxj451O9+H2u240m50/WLXalzEXx5UbHiRW/iHQcetd74PvtT1Dw/BLqmnGxmChVQyb9y4GGz71xXjHxTb+K/Bni210e1e5tbW2UfboxmOVtwLKp74HJruvC+r6frGgWk+nXcVzEsSozRtnawUZB9DQBT8T+Ll0O4t9OsrKXUdYugWgs4uCVHVmPYCquh+Mru51hNI13RZtJvpkMkG5w8coHUBh3HpXG/Ee2jtviXpF/qOo3mlabcWjW/2+2bbsfOQGPYGk0mx8P3vjjSraz8UavrtzasbpdsyvDEBx8x9/QUAb03xH1O7kvZ9B8Mz6jp1lI8U1wJlViU+9tXqaz/iV4jv7nw14avtIsZ3gu7+CU7n8ts5ysZH+1z+Vcxe2vhWXVNavtI8UXnhXVIp3E9pO21XYZOQh6hjzV/Utd1HVPhZ4Y1TXgIZF1q3LTMNgeNWbEhHbIoA7nUfGmo6fZ6bbnQZpddvgStij/KgHUs/QCk0LxtfXXiMaHr+ivpN3LEZbbMgdZgOoBHcVg+NPGLS65pGnaf4gt9J029gaY6sFDhsEjYrHgfjXK+HZ7Jvi5odvaeI77XnhSYS3M4/dhiOidjQBseE/E2pafe+JLDRtEm1W7XVZZZQHCJGhxjk9z6Vp+KPFtp4p+E3iGSFJLe8tY/Ku7aTh4ZNwyD/AI1R8BeLND0LWfFdpqlzFYyvqUkqTTHasoHGAe5Hp71hyzLrHhD4keI7WDytP1B41tztI8zZwW59SaAPRYdTsIfF2gWUtgjXj6S0qXhPMaDblce/Ws1/iZqV8Ly98P8AhmbU9JtZCjXSShS+37xVepxzTf8AmqPhfjP/ABIpOPXla4mWy8PwT6te6D4ru/C2ow3DmXT7twEZhzwvofbNAHWeP/EVq9r4J18RzrbNqCzeWUIk+6eNvrmtWD4iX1prdhY+IPDlxpkOoyeVaz7w4LHorAdDXLvq2oeItH+Ht/q8KLcS6vggJtDqAQGwfXrXVfE4fvPChx/zG4P60AXNZ8bXMWszaP4f0WbV723UNcMjhI4s9ix/i9quaB4tGpWt6uqWb6XfaeN11bzEHauCQ4PdSB1rzCezsrD4jeIbTW/EeoaC13MLq2aKUJDMm0DJY/xZHSrul6HY63D4qfQtT1XVpzYPYi9unBhkb7wVCOSR6+9AGxcfEnULzRrrUR4Yu00CSN0W9LDdjBAbZ125rd+FLb/hrozZzmInP/AjXPWfxB8Nj4aC1acSXsdmbVtPx++MgUqRs64z3roPhP8A8kz0Xjb+5PHpyaAJvE/jGfR9XtNF0nS31LVLhDL5IcIqxjqST/KpfDHiy41tNQg1DSbjTdQsD+9gk5UggkFW6HOK5X4jWnhy88U6dHq15faLf+SxtdWifZEMclCfX2qH4eazqz65rOgyazHr2mW1t5sWoovO4nhCw4JxmgDv9N17+0PCMWu+Rs8y1Nx5Weny5xmuSh+K1vN4Q03VV0921DU5ngtLFXGXZWwfm6AVmeHvH3h+L4XR2Mt4Ev4bR7VrPGZi4BXhByR3+lcxo0GgXHwc0AeIYLxbdr2VY7224Nqxc4Zj2FAHqHh/xdqt9rraRrfh240ydo/Nhk3eZG4HUbh0NVdR8e6i+oXtv4d8Oz6tDYOY7mdZAi7wMlVz94iuQ8N6nf6P41sNF0rxaPEmnXwYSAje9qoH3iw6Vq+CfFeieFLLVtD1y9is9QsryWSUynHnhjuDL/eOKAN9/iTpg8Jwa0lrdme4lNvDYmM+a039zH9agtfHup2mp2lt4l8OT6XBeOIoLhXEi+YSMK2Omc1xXjTWT4l03w74mFrf6Xo8OoyI9zEAJBGwwJcdhnNTOnhgaxo9tH4y1jXJpruNo7WGZZVBUghnx0AoA6/VfiFd2ni6+8NaboU2oX0EcckexwqkMMksT0ApYfG13qeh65anSZbXX7CBmksHfkqRwyt3FYsXifSfDvxq8QxarcLbLdWtuI5pOEBVehbtnNRadOPEfxF8S6/pcryaTFpZtTMFOyaQA8Ke+KAK2ga9NF8ERd6/ov2q0hCBFklz9pBkPzH0wf5Uni3VJ9M+NXh+5srCW8mOlssVtEcbmbcBk9gO5qh/aNne/s5CC2uEkltRHHOinmNvNzgjtWh4l1mw0L43eGbzUpxb239mFDI33VLbgMnsM0AdjoPjW7utfGh69o76TfyxGa2VpA6zKODgjuPSvNPE2r6fqvwq1qTTNKXTVi1pY5FRs+YwPLfjXUatfWfjX4o+Gk0K8S4j0lZLq6uYjuQBsAJuHc4PFeeyf8ki8Sf9jCP50Aeuy6rb2/ivTLOLSVuNTOjNNDcb8HAA+T8TXG/DDxJ4iTRPEt0+lSXfk3M026S453g8xDPoK6MD/i7WgD/qAv8A0qh8Gru1SPxHo88qrfDUppGtm4fYT1x6UAdbJ47sI/h6nixlPkvAHWIckyHgJ/31xXQ6ZczXml2tzcW5t5pYld4SclCRkj8K8MbTrubxVH8NkjeOzg1Y6ll8lTa437cj/ayB7176BgYoA8OkgvNe+M96NU8Jx3fkxQbVkmBFugY4lH1x09q7W48d6rdX91B4b8NTalb2beVLO0giBcdlB603Tcj41+IDjP8AxLLf+tcKPFMviD+0rjWvGLeH0tLhk/smziAlYKeCM8kn2oA9K0r4h6Tf+EbnX7jNotozRXMEh+aOUcbPck9Kxo/iXqtt9lvNX8JX1npNyQEuVPmMgP3S6jkZrzvw5pl3e/CzxJHaQT3Dw6wlyUkXEjRqwYkg/wAW3nFel6j8WvDSaRazadMNTu7oqsNjDzISSBhh/Dj3oA5vwbrmv3Pxm8RwzafI0DeWkqtPkWqAEqQO+7+tdPe+P9TuNRvYPDPh2bV7eyYxz3AkCKZB1Vc9cVg+FrqKz+Nfi2C9kS1nvooPs8cjYMh2c7fXFN+HviDS/BNhrOieIr9bO9tbyWYi4+UyoxJDLn72R6UAdTN8Q7ZfANx4mhs5C1sdk9o/DxuDhlPuKpT/ABJutN0K41nWPD9xZ2ZCfYwZAXnLHAXH8J7/AErlL2Yaj8LfFWsw25htNRv/ADrcEEFk3AbsHpmu08d/2P8A8K1J121uJ7Dyog5twN8Z4w4+hoANI8b6xNrdjp2t+GLjT1vwfs86SCRMhdxDEdOK7mvCNKvH8O+I9Ch8MeMW160vJ1ibTJmDvHGRktn+HAz1xXu9AHnEHjSw0Twp4g1m10hYUstSeKaNH/1rbwGf9c02++Juo6bDBql14YuE0CZ0AvPMBYK3RinUCuSugG+GfjAEZB118g/9dVru/iQqj4T34AAAto8DHTkUAdvDKk8Ec0ZykihlPqCMiuHv/Hupy6tf2Xh3w9Jqiae/lXEvnKg34ztUHk4rr9J/5A1j/wBe8f8A6CK8f8QWPhe88YavNF4ju/CuuxECXfIFjmyOHAzg5HWgDs9T+JFtp3gzTvErafcLBdXKQPFKu148kgnHfG0/Wqtx8S7rS7mCTWfDl3ZaddnbazlwzO5HyqVHQmuLGtap4g+HuiSasRcCPxHBDDclNouYwxAbbXT/ABqH/Et8OY/6C8P8xQBsab471D/hJbXSNe0GXSheg/Y5WkDiRh/CcdDipNZ8cXcOuzaL4f0SXVry2QPclXCJFnouT1b2qt48/wCRp8C/9hM/+gVl+Gtd0nwd4r8TaTrl5FaXNxdm9juJjhZY2HAye45GKAIfFPjK18UfCzxJGIZbLUrSELdWc3DxHcOfcH1rQ0nxpFpnhjw1o+m2zalrM9lBi3jPEa7Blnb+ECuH1y5XxFaeP/E+n25Gky2MdrFcEEee6sCSAfy/AVc8I6NN8N4dF8TJPJcaPqtrEmpPJgtC7AbGHfaM4oA9J1/xdcaZewaTpumSalrMkYla3jbasaf3mY9OelR+HfGsmp6rLo2r6VPpWrIhlWCQhllQfxKw61wniyG0i+K0tzqeuXujWOo2UQtby2kCxyFRyrN0HtWh4Rh8PP8AELOn67qmuXlvZuDcyOJII1b+HcO9AGtofxJvtdu5Ba+H5TZW1xJDeXRlAWEK2M+/HOKjb4l6k9s2r2vhe4uPD6vj7ZHKGcoGwWCDn3x6VN8Ko0/4Q7UiYg+7UrvcoAy/z9K84u49B0rTL/V/C3jC70a8ikkZ9HuCGPmKfubPr/OgD6EgmFxbxzKrKHUMAwwRkd64vxVMNY8Z6J4YO57fa19eIpwCqnCBvbd2rb8GalqOseEdOv8AVoPIvpot0se0rg5OOD6jBrn0/wCJf8a5muOF1LTFFu3bMbHcv15zQBp+IfFk+l6jHpGi6RLqmpFBI0UbBViToCzdvak8L+L59Y1C50rVtJm0rVIF8wQSHKyR/wB5W71wXiezt7T4r3susa5faHa6hbR/ZbmCQIkhXhlYnp7Vf8IWmh3XxBR9N17V9bnsIGLXDyK0CBhjbnufYUAem6rqdroul3Go30nl21uheR8ZwBXAXHxQ1Ky0ibXLzwtdQ6MY2e3uC4Jb+5uXqob19xWp8REHiT4d61baO6Xk8RCtHEdx3IwZk474HSuT8W/Erw5e/Cue0tSs17c232f7AFO+FgBksOoC4zn2FAHq2jah/a2i2WoeX5f2mFZdmc7dwzir1cv4X1SwsvCvhy2uruGGe5tI1gjdwGkIUcAd66igDzfwdqFvpeqePr67k2W9vqG92PYCMUz/AIWfqkdsmr3HhK9h8Ps3N4WG9I/75TriscWFxqWj/E+0tYzJPJdkIo6k+WKtal8SfDDfDFrdLtLm8lsvsi2JU+YZNm3BXqBkdaAOq0vx1bal4w/sRYgsM9ml5ZXO7idD1wOxFR+HfiBaeIPF2saHFEFWw5juA2VmAOGI+hrhNWtrvwX4R8D+JprcibSYvs91HtyVSRO/0P8AOsi4e58EeHPDPiYQMjXNrcwzQ45LzEupx9TQB7R4a8QnxFHfTpb+XbQXTQQShsiZV6sPbNbtcz8P9Lk0jwNpVrMhSfyRJKpOcM3J/nXTUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVaawtLi5huZrWGSeHPlSOgLJ9D2qzXnHjTU7+0+J/guzt7yaK2uXkE0SOQsmMY3DvQB393ZWt/btb3ltFcQtgmOVAyn8DUFjomlaW7Safptpau4wzQQqhI9DgVz2vfE3wt4c1H+z77UC10CBJHDGX8vPdsdP51rP4s0JNDi1o6lCdOldUW4XJXJOADjpz60AaUdlawmdoraJDOxaYqgHmHplvX8aI7K0htPskVtCltgr5SoAuD1GOlV9U1rTtFsBfahdJBbFlQOcnJY4AGKxvEXxC8NeF5Ug1O/23DoHWCNC7lT0OB0/GgDWtPD2i6fOJ7PSbG3lHAkit1VvzAqe+0uw1SJY7+yt7pFO5VniDgH1GaytN8U6T4m0G8vdFvhcJEjKzKCpRsZwQeRVP4Z3lzqHw60e6vJ5J7iSNi8sjFmY72HJNAHRW2m2NlaNaWtnbwWzZzFHGFQ568Diix0yx0yNo7Czt7VGO5lgjCAn1IFVNf8AEmk+GLD7bq94ltCW2rkElm9AByTWRoHxH8MeJI7g2N+RJbxtLLFLGVdUHU47/hQB0l5YWmowGC9tYbmEnJjmQOufoahsNG0vS2dtP061tGfhjBCqFvrgV5R4Q8RweMviLfzzeJ74JDcEWGnQb0ikjUZ3Pxz9Dg17FLLHBE8srqkaAszMcAD1NAFC78PaLf3BuLzSbG4mOAZJbdWY/iRVm50+zvbT7Jc2kE1tx+6kjDJx04PFcUfjJ4JGoi0OqNgnAuPJbys+m7FdJrHizQ9ANv8A2pqMVsLhGeItnDqoBOCPqKALUugaPPaRWkul2T20X+riaBSqfQYwKdb6NpdoYjbadaQmHPlmOFV2Z64wOK5zQvih4W8RXU9tZXsizQxtKUmiKlkUZLL61z/gz4iDxV4q8TWL6gPskSk2OyIqRGBy/TOfrQB30/h3RboEXGkWMuXLnfbocsep5HWrX9m2P2D7B9jg+x42+R5Y2Y9NvSub0bxBo2i+EtJlutee7t7hjFDe3AbdM2SeeOOh6+lR6V8UvCOs6wumWeqA3DsFi3xsqyn0Ukc0AdULK1+0R3H2aLzo02JJsG5V9Aew9qp3XhzRL64a4utHsJ52+9JLbozH6kisjX/iL4Z8NXM9tqN+VuoSgeBI2Z/mGRgd+OaXWfiJ4a0HTrW8vr4qt3GJYIljYyOvrtxkfjigDoXsbSXyPMtoX8ghodyA+WR3X0/CnXFpb3Xl/aLeKbynDx+Ygbaw6EZ6H3rmofiL4bvfDd5rVnqKtBbLiTcjbo2I4DLjPWqnw88cQeKPCR1C8vIjdW+43Z2FFjGTjrxjaKAOpv8AR9M1QodQ061uymdpnhV9v0yKlsrCz06DyLG1htoc58uGMIufXArkbb4teDbrV/7Oj1XDlgiTNGwidicYDdP6VueIvFejeFbOO61e8WCOU7YwFLM5xnAAoAsroOjreNeLpdmLpslphAu85684zzVy2toLSBYLaGOGFOFjjUKo+gFcz4a+I3hrxZdG00y9YXYBbyJkKOR6jPWqur/Ffwlomrtpl3fyefG+yVo4mZIj/tH/AAzQB1d9ptjqcIiv7O3uo1O4JNGHAPrg0WOm2OmRGKws7e1jJ3FIYwgJ9cCqt14j0iz0Ia1cahCmmlQwuCflIPTHrWFofxQ8KeIdUGm2OoEXTMViSaMp5v8Auk9aAN//AIR7RRdtdjSbIXLEkzfZ13knrzjPOTUy6Vp6WBsFsbYWZzmARLsOTk/LjFc/4m+I/hvwndiz1K7kN1gMYYYi7KD0JxwKkuNRh8ZeDpb3w1qJMhy9vMhZcSIc7WHBxxgg+tAGzY6JpWluz6fptpau4wzQQqhI98CkvdC0jUphNfaXZ3MoGA80CuQPqRVXwpryeJPD1vqKqVc5jlU8FZF4YfnW3QBCbW3a2+zNBGYNu3yig249MdMVTstA0bTp/PsdKsrabGPMhgVGx9QKr+K9aj8P+GL/AFJ2IaKI+UAMlpDwoA7kkiuJ+GOp67p2o3fhjxTcvPqLRLfQSSOWzGwGVyecqaAN+Dwh5vjjXtU1O1tLrT76GBYo5VD/ADIMEkEYFdTa2NpY2wtrS2hgtxnEUSBV59hxXNfEHVLix8PpZWMxi1HUp0tLZgxXaWOScjpgA10cMTW2nJEzs7xxbS5Ykkgdc0AV49A0eKGaGPS7JIpiDKiwKA5ByCRjmn3ei6VfyCS8020uHCbA0sKsQvpyOlcT8INTvtU0DVJb+7muZE1OaNWlcsVUHgDPauv1rxJpHh7yP7Vvo7UXDERl84JAyefpQBasNK07S1ddPsba0VzlhBEqbj74FR/2JpRtpLb+zbTyJH8x4/JXazf3iMcn3rmLD4s+DtQ+1BNU8n7OCzefGyb1BxlfX6dfatHwx488P+LppodJvGeeEbnikjKMBnAOD2oA3vsVr9pS5+zRefGnlpJsG5V9AeoHtVZ9Ks4J57+z0+0XUWU4m8sKzHHdgM4rH8N32n2mkandtr0l9bQ3UrSz3BIEODynPYVV0f4peEtc1gaXZ6ifPY4iMkZRJT6KT1oAj8K+HdZHijUfEviSOzj1CeFLWGO1YsqRqSScnnJJrt65bxN8QvDnhO4S21O8YXLAHyYkLuFP8RA6CtXQ/EWk+JLL7ZpF9FdQg7WKdVPoQeRQBdW0t0u3ult4hcOoV5Qg3sB0BPUiqkugaPNei9l0qye6Bz5zQKXz65xmk1XxBpmiTWcWo3SwPey+TACpO9/Tge9NvPEWk6frNnpF1eJFfXgJgiYH58e/SgC7DZWtt5vk28UfnNuk2IBvPqfWqtt4f0ayuftNppNlBP8A89I7dVb8wKbLr+mQ6ydIe7UXwhM7RYJ2xj+InoPxrmP+FweCf7SFl/a3U7RP5TeVnOMbsf8A1qAOum0nTri+jvZ7C2kuo8bJ3iUuv0bGRUd7oGj6lP599pdlcy4xvmgV2x6ZIqrrnizRfDlvBPql8kMdwGMJwW8zau44x7VnW/xH8MTeG11+S/NvYNKYg00ZViw7Bep/CgDo3sLOW0+ySWsLW2APJaMFMD26VJJbwzW7W8sKPCy7TGygqR6Y9K5vw58QvDXim5a203UAbkZ/cTKY3I9QD1/CupoAzLPw9oun3AuLPSbG3mAwJIrdVYfiBWnXF6z8U/CWhaqdOvNRJuEbbL5UTOIj/tEdK2rnxZodpoMOuTagg0yUrsuVBZfm6ZwOPxoAunStPa3lgNjbGGV/Mkj8pdrtnOSO596mntbe6tjb3EEcsDDBjdQVI+hqhe+I9I082AuL2MG/cJahct5pPIxj+dY+rfErwroscxutSG+GYwPFHGzPvHJGMfr0oA6xVVFCqAFUYAHYVQvtB0jUpxNfaXZ3UoGA80Cu2PTJFQ6F4m0jxJpp1DSbxLi3U4dhkFD6EHkVzX/C4PBX9pLZDVSxZtvnCFvLDZxgtj/61AHYnTbFreK3NnbmGFg0UfljahHQgdiKddWNpfKi3lrDOI2DoJUDbWHQjPQ1m+IvFmi+FrJLrV71YUkyIlALNIcZwoHWq/hjxzoHi9ZBpF75ksQBkhkUo6D3B/pQBuTWltcSQyTQRSPC2+JnQEo3qPQ1BfaNpmqFTqGn2t0V+6Z4VfH0yK5fVPiv4Q0jVDp1zqRaZG2ytFEzpEf9oj+ma6Vtd0tNEOtG+h/s0R+b9o3fLt9aAJv7MsBYGxFlbizIwYPLGwj029Kc9jaSWX2J7WFrXaE8goCm0dBt6Yrynxb8U9G1rwxNH4f1WeG/S6gCjDRM6eaoJX1GD+VeuFwkW9jgBck0AVLjR9Mu7SO0udPtZreLHlxSQqyr9ARgUthpOnaWjrYWNtaq5ywhiVA31wK4fwj8RbPxF441nTFvlkhUqLGNYmG5Qvzkkjrn1rQ1j4q+EdE1Q6dd6kTOjbJTFGzrEf8AaI/pmgDrra0trKMx2sEcKFixWNAoLHqeO5qjJ4b0OW7N1Jo9g9wW3GVrdCxb1zjrVuwv7XU7GG9sp0ntplDxyIchhWf4j8U6P4UsVvNYu/IjdtsYClmdsZwAKANkAKAAAB6VzninRLu/n0zUtL8sajp8+5PMOFaNuHUnGenSuAk+INt4l+KHhKPQtTuPsUgmW6tjuTLBSRvXvW/qniWx8N6H4rvl8QTXE4upI41kRmFtMV+WJeOnf0oA7i90yw1SJE1Cxt7pVOQs8YcA+2RRYaXp+mIyafY29qjHLLBEqAn3xXz63j2PRvh801l4vv73xBfiNZ1uN7Lbgn5jHkYBA969K8NeI/DvhvwYuq3Xii8v7WaQL598zO5kwMqgIzQB1Wr6PNJoV9baHJHp17MTIk0aBR5uQdzYHOcc153feE/G2r2ctlNpHhuze7AiutRt/wDXlCRvI+XqRn867bwx4/8ADvi6V4dKvCblF3tBKhRwueuD1/Cq978TvClhrK6VLqJa88827okTHy3HHzccDJxmgDdtNB0+1stPt2topjYRhIJJUDOmBjIOOD9K065DxH8SvDHhe8FnqF67XPBaKCMuyA9C2OlaS+L9Bfw62vrqMTaYi7nmXLbfqByD7YoA1obS2tnmkgt4o3mbfKyIAXPqcdTVNfD2ipe/bF0mxW53FvOFum/J75xnNctP8YPBcGpJZtqZbeFPnpGTGCRkAt61U8Y/Emx0DxZoem/2gkdu8jSXxETMRGUJTBA5BOOlAHf3dla39u1veW8VxC2MxyoGU/gajutLsL6GOG7sreeKMgoksYYKR0wD0qa2uIru1iuYG3RSoHRsYypGQamoAaFCqAAAAMADtTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryzx9kfFnwLt67pcfXivU6wdW8KWOseItJ1q4eUXOmFjCFOFOeufyoA8r8E6d4p1CHWLjTdR0W3lfUZxdRXNoHlD7u5z0xjFamheCJp/BXirQW1qyu/tMpZUskwtvKOSuDnGSB+tdH4h+FWga/qj6j5l3Y3MvMzWkxQSH1IHf3rpPDvhvTfC2kpp2mRFIQSzFjuZ2PUse5oA8jh12T4g3fgzw80ysIl+16kIwDh4jtCkHpyP1pNGsvEmqfEjxZNYXmlW15DchNt7biVxHj5dvPC16b4f8C6N4b1zU9WsIitxqDbnB6JzkhfQc1U8U/DTQ/FV+t/Obi0vcbWntJDGzj0bHWgDA8M6Ld6d4j8Qz3+s6Zc3kmn7ZbSxh8sJySHYDjJ5HrW98Jv+SX6H/wBcm/8AQ2q94b8D6P4X064tbCOQvcgie4lctJJ9WNaPh7Q7bw5oVrpFmztb2ylULnLYJJ5/OgDgPF+y4+NfhS11AqdPW2kliWThDNz+Z4WtHxFaaRD8TPC81siJqcplWQRcbodv8QHbPrXReK/B2leMbGO21ONt0LboZ4m2vEfVT+FZnhX4a6J4U1F9Rt3ubq9Zdiz3UpdkXuBmgCh8Nooxqvi8iNAV1dwCFHAwK6Dxzfadp3gvVLnVYGuLJYSJIVYqZM8bQe2ataJ4dtNCn1KW2aRmv7k3Mu85wxHb2q3qul2mtaXcadfwiW1uEKSIe4NAHh/jG41+7+F8rnw3o2laOIIzGry7pwCQVKY4zg/XrW7PY22pa38L4LyJZovsMjlH5BIhQjP41tWnwY8MwC4Sd727ikjKJHcTsyxZ4yo9QOhro4vB9jHd6Dc+bM0miwtDb5P3lZQvzevAFAHN+L9PtIPiZ4IuooESZ5pomZRjKhMgH86x/BSIvjH4kBUUYlYDA6Daa9I1Pw9aarrGlanO0gm02R5IQp4JYYOayY/h9pUHiu88Q28tzDcXiMlxEkn7uTcMEketAHlOpRWU/wAIvAcWoyGOyfUgJnHZdz5rr/i7ZaZa+BrSTT4bZL2K6gGnmIANu3DhcdsZp3i7whbWejeD/D8FtLd6fDqqLIrjd+7O4kt7c1raH8J/D+h6umoq93dPEd0EdzMXSE9ioPp0oAzfDmmwXnxh8R3l9Akl3BZWgG4AhSyfNj8qn0aK1uPi/wCIW1OJPtcMEK2QkAwISOSuffriuws/D9rY+I9S1uJpDc6gkSSgn5QEGBj86zPFngLR/GDQzXvnwXUI2pc20hRwvoSOooA4xo44PjZq0Onov2WbSWa8WMZTeAdu7sDWLcyTW/7OETWreX5kmyd1XP7szENnHbFeo+FfA+keErK4t7JZJXuSTPPO255PYn0qDQPh7o/h+PUre3aeaxv8+ZaTvvjUZPAB6dTQBwd74a1+68DCKfXvDcehfZlKS/YsbExwwOc5/XNWtVuYYtW8L2Fvo6eI/EFtp6zR3DT+XCqYxv2nrk1rr8FfDAvxM0l+9oH3CyNw3kj0GPT2rZ8U/DrRPFTWsk/n2k9snlxzWrlG2f3eO1AHCQNqjfGfQG1kaRFe+RKDBp4JKLjjex65pbfSPEWmRahN4YutI17QpZ5XmtrpNsoOfnTcRk12OjfC3w/oOp2Wp2Ruft1ru3TySl2lBGMNmq+t/CPQda1abUBcX1m053Sx2s5RGbucDuaAOB1rU4tZ8D+EE0m3j02zbVTDJFcgyxRSLnAYnqu6tjxJ4Y8SzQ2Euq+JPD9msdzGbeeKz2PvByqqQe9eiv4K0KXwqnhuSzD6agAVCfmBBzuz1znvWDovwj8P6NqsV+Zb29aFt0Md1MXSNgeCAe4oA5zUNG1aP4gazrHhDVdNvr9kjW/028TlcDjBI747etb/AML7+1k/tjTxov8AZOowXAe8hjl8yNnYfeU9B9KveKPhlonijU/7Smku7S8ZQkktrKUMgHTOOuKmh0Sx8AeEbuPRLSWWdh8pLF5JpW4Usfrj8KAOf+CzP/ZGuhy2warNtz0684r0+uN0nwPFD4A/4R27uJUkuAZLmaBtreYx3MQfrXU2Fmun6fb2cbu6QRrGGc5YgDGSfWgDzL4nLq3iTxLo3hjRBbySwH+0bhZZCqgIQFDY5wSTWX4nj8aadr2i+LtZt9ItYdOmWGea0d2Pku2G3A9hk/nXpum+FbDTPEeqa7EZXvNR2iQu2QoUYAX0FaGq6bBrGk3WnXIJhuYmifHUAjHHvQByGrNb+I/iPodiku+DTYG1BwOVZm+VM/hk/jW5Y+LNL1fUNX022lbztM+S4LjABx29ai8M+C7HwxcT3EFxc3E80UcJknfJCIMKKyfEXwo0DxFrEmqSPd2lzNxObaYoJfqBQBmfBAH/AIRbU5cHZJqk7I3ZhnqKs/EOzt7/AMW+Cbe5iEkTag7FD0JCEj9RXa6Lo1h4f0qHTNNgENrCMIg/mfU1Bqvh+11bVNLv52kEumymaEKcAkjHP50AcTr2jadqHxq0GK5tI3jh02SdFxgb1cYOO/WraQxQfHP91GqbtFy21cZPmV1c3h60n8U22vs0n2u3tmtlAPy7WOTx68UHw9aHxWPEO6T7WLX7Ltz8u3dnp60AeLXkuz4b6pHK7rZTeJGjuyn/ADyL/Nn2r0/xDY+DbbQ9MfVYIFsoZYhaOo5VjgLgjmr1n4L0i10XUNJkja4s7+Z5pklOcljk4rE0T4SeH9F1ePUBLeXZhO6GG5mLpGexAPp2oA4/RbDxBf8Aj7xfLo2o6bBMLtVkS+tvMk2bflxnovWui+H3h690Xxjr0tzrOm3Es6Rm5tLOIxiJ/wCFsZwMjNbPin4a6L4qv1v53ubS827XmtJCjSKOgbHXFaXhXwfpXhCzkg09JGklO6aeZi0kh7ZJ9KAMv4n6W174TbUIB/pekyrewn1KHkfiM15Vr2pHxPrNx8QdOuhLbaFJarGhGF55kyMds19CXdsl5ZzW0ozHMjRt9CMVyumfDnRdJ8IX3hq3M32S93ec5b5zu96AOBubuXWfD/jrxlp0kh+0QrZ2rqMgRIAWI/Emp7Tw14jufBUES6z4Z/sc2oIJsRhV29S2euO/XNemaB4X0/w94aj0G3UyWaKykSclg3XP51yEnwS8MPdl0l1CK1LZNmlywix3GPSgDDvdISQfDHTr2+j1ONLiX/SIx8sgVcr17cAfhVr4iwXk/wARPDNjaS2FpH5Mklu13CHiM+em31xjFd/d+FdOurzRLgK0X9jszW0cfC8rtwR9KXxN4U0rxbp4s9UhLBG3RSodrxt6qe1AHnl/4X1t/FXh+91/xBokUsF0DCLe28qSb1UEHn8a9Zu2dbOdohmQRsVHvjiuL8O/CrQPD+ppqO+7vruI5he7mL+WfYHvXdUAeH+BNK8WX/hprmw1XQkE8srXMc9mJJFkLHcHOf8AIrpvC2i2emeBddste1axv9MM0zS/Zl2xwKRllHpg5Ix61Z1j4QeHdV1KW+ilvbCSZi8yWk5RXYnk49a1br4faNceGbbw5H50GlxSB3ijfBmwc4c9Tk9aAPNfhi8d944Qa3JdO9va40KO6jCr9mzww/2sYrb+HVro03j/AMZyT+XJqi3zAJIAdsXqM+p613eseEdO1c6bJ89tPpsge2lgO1kAGNv09q870j4c2PifUvEs+pLeWlyuquYrmBjGzoQOM9xQBmagHsNX+JcWjFY7EWCyEW5+7Njtjpxmu4j0bw3/AMKjWE29n9hOnCQtxjfsyW3eu79a6Hw94R0jwzpD6bYQExSZMzync8pPUsT1rlD8E/DBvTJ52ofZC277H9obyvpj0z2oA5+TTb/XtB8D3UOtW1n4itrRpLeG9i3C4BAB68ZwB+dSaff31n4j1Ky8QaDa2mv3GkzGG+sH+WZFBzlR0Oe9eg+JvBOjeKtPt7S9ieM2v/HvLAxR4uMfKR2wKp+FPhzo3hO7lvLZ7m6u5F2eddSl2VfQZ6UAedfD3RPElz4KhfSNW0BbWYMZ0ms98gb+ISEnk0lzYHSvA2j2FxqdvfaVLr4F3JZIRGsZOSp9g34V2Wp/Bvw3qGoSXUEl9YiVi0sVrOUR2PU4rp4vCGiQeFz4cjslGmFChizyc98+uec0AcR8Y7DRE8MafM0VvHeR3kK2e3APLruAx1G0GvUl+4PpXm8XwU8NpGRNcahcSB0eJ5pyxi2nPy/Xoa9JAwAKAPNNAUw+MPiA9siidNpi2qMhvK4x+NL8LrLRLj4dl5UhlnnaRtRM+C3m5O7dnpXTJ4J0yLxo3iiF5472RNsqK58uQ4xkj1xWJrHwh8Oavqst/vvbQztunitpyiSHuSB60AUvgnLK3hnU4Qxazh1KZLXuBHnoD3FO1lnn+N+iwaosZ05LGV7HeODP/F9TjFd9pWlWWiabDp+nW6wWsK7URR/nms3xT4R0vxdYJbaijhom3QzRNteJvVTQBwfiq1s4Pjn4Nkt4oUlkjl8woACcK2M4pLNFfRvihuUNi+uCMjPPlit3RvhLoWia1YavDcXst5Zlisk0xfdkEYOewzW7F4P0+G216BXm261K8txluhYYO30oA8y8awxL8B9CcRIHL2mSFGetXfF0GpXHjzwtZWM1haAWLyWzXkIeMyYGeP72Old1qngbTNW8JWnhyeSYWdqYyjK3zHZ0yam8R+DNH8UabBZ6lE5+zj9xNGxWSM4xkEUAcUPD3iCPxtoV9q/iHRI7mKU+XHbW3lyTpj5k4PIx61ofDvT7Vtd8a3ht42uTrMse9hk7QAQPzJrS8L/DLRPC+pf2jDJd3d4FKpLdSlzGD1256VvaL4etNCn1KW2aRm1C6a7l3nOHYAHHtxQB414AsvFep3PiGeyv9Ltrpr9xdx3tp5kme3JPTHaptS0eXRvhj43jl1WwvXklDvHZR7Ehc4yMe/tXfeJfhdofiTU21F5LuyunGJXtJSnm46FgOpq0vw60GHwhdeG7eOWK0uuZnD5d2/vEnvQBy+saNp1p8A3ENlCuNNWUHYM7yoJOfWpdYiibxD8NS6IdysG3Ac/uB1rtrzwzZXvhJvDkjyCzNuLfcD820DHX1rO8S+AdL8T6Xp1jdS3EX9n48iaF9rgBduM+4oA6sABQBgDtilqvZWq2Nhb2iM7pBGsYZzliAMZJ9asUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFNPFbxl55UiT+87AD9alryH4t6Zq0mt6Tqb6ZPrXh+3z9p06FiCW/vEDkigD1mKeKeLzYpUkj/vIwI/Oo21CzUIWu4AH+5mQfN9K8r+GV1oBn16DRpNRsi0ZkbR75SPs/X5k56Hv+FY3hb4d6TrXwoOrX8tzNetaytbyM/FrsZiBGO2SOfrQB7fJeW0Mixy3ESO33VZwCfwqR5EiQvI6qoGSzHAFeD3vhGxv/g03iy7muZ9d8hLtb2WQlkYEYVR0C+2K6XxQLzxNqXhPwrNdtFp+oWn2q9Kkh5QgB259DQB6hBdW9yCYJ45QOuxgcflXP8AhHxFceIP7a+0xRxix1GW0TYeqrjBPvzXB63otp8NPGOgah4d82C11S6WyubAMTGwI+8M8g1yy+I9Rg1LxB4cjjmstKvdclS81dQQIA7KAAegJxz9aAPoWO4hmiMsU0bxjOWVgQMe9NhvrS5YpBcwysOSqOCf0ryvx5bxeE/CGieFtBgufseozmGU2ZBnkULk7SeCW7n0rnf7PbS7vT7/AMKeBPEWl6lasql3UeXOmfmEg3Enj0oA9+qCe8trUgT3EURPTe4Gfzp8TM8KM67XKglfQ46V5N4f8J6f8QNW13WPEplvXhvZbK3hLlY4UXoVA789aAPWg6sgcMCpGQ2eMVFDe2ty5SC5ikYdQjgkflXl3ibRbjw54N0rwvaa3dy2+oatHZvOW/exRN1QHPbGKr+KvB+m/Dmx03xJ4bLWl3ZzxwTK8hIu0Y4Ib1bvQB6zJeWsLOklxEjIMsGcAgepp8FzDcpvgljlXplGBH6V4xeeHLLxV8er+31LzGtE0+GV4FYhZflGA2Oo5rQ0aztfAvjvxXa6WJU0+LS1vVtt25Vck/dB7UAeqPe2sUwhkuYllPRC4BP4VK8iRoXd1VQMlmOAK8e8IfD7SvGXgv8At7VpriXWNVBmF40h3Wx3EDy+eAKh8bm4/tvQfCk66vrWnwWRnnSwYCW6IbaN/P3R3+tAHskF1b3Sk288coHUowOPypr31pErNJcwqqttJLgYPp9a8Z0GC90nx5p1z4a8HazpGn3J8nUIblf3O3ja4AJwRzzVzwv4J0vxT4j8XT60JLq2i1aVIrUuQisRy+B1PT8qAPSPEXiG30Hwvea0Nk8dvEXVQ4AkPoDVnTdXttQ0q0vfOhX7RGjYEgIDMoO3PrXis2iW0Xw58deH5Xkns9EvC1mXY7l4yM+wzVrxF4R0/S/AnhPT9JMlp/aGpW0kkgYsQ7JywzQB7Wl1byRNKk8bRrncysCBj1NMhv7O5fZBdQyN12o4Jrz3xP4Y8K+FvAr6a99c6XYTzIZvIYvLdEDBQD1bHOK8x1W90fSfFWg6j4U0DVtGeK8igkluImSKdWOCCCc560Ae2ad43ttR8e6l4aSNFFlEjCYyD94zdVA9q6DTZbqWCQ3hg3iVgvktkbQeM+/rXj3hbwnpH/C99ef7O2bFY7qD5z8sjj5j79TV/V9du9B+F2sz2RZJ5tWltlkB5j3vgsPcUAesJe2ssxhjuYmlHVA4JH4U57iGN9jyorbS2CwBwOpryTXfhxpGg+Chr2k3E1prWnwC6+3NM26ZgNxD+uelQarZnx34w8IfbLiW1S+0d57hbdsb1O0smewPSgD2GC6t7lS0E0coHBKMDj8qY9/ZxTeTJdQrLnGxnAP5V5TYaTZ+DfjhZ6XocbW1hqGnNJNb7yUDAnBAJ6/KP1rjdUsbbS7/AFuPxj4W1Wa6uLlpodas8v5a54Yc4UDjjmgD6RrkdV8c2um+ONK8N7I2N4kjyzGQARbRkD6mtbwvdQ3nhqwmt9Q+3xNCAtyRguB3I9a8l8V+CtDuvjlosEts5j1KOS4uR5hG51HB9ugoA9smure2QNPPHEp4BdgM/nT45I5ow8bq6HoynINeVw+HLXx38Rte/t+SS5sdFeOC2ss4j+dMljjkmrngbT28K+PNZ8LWl3NNpSW0d3BFKcmEsxBUH0oA9KPHNQRX1rPKYormF5B1VXBI/CuG+LWsX2neHrSysVuN2pXItnNr/rtpGSE9zXASaWNO+xXnhrwL4l0/V7RgVuGAKz8/MJfmOQfagD3qe6t7ZQbieOIHgF2Az+dUtY1m20fQLvV3ZXht4Wl4YYfAzgH3ryf4iaffyeL9O1vWPD13rehfZADZW+c28h6lgOp59ulQWNr4e1X4WeKrGzu79obeNrhdNvcrJZMqllA5yVyB+VAHqvhHxEnijwzZ6uESJp49zxK+7yz6E1qR39nNL5UV1C8n9xZAT+VeQeGdH0XR/gclzLqk2jRajGsl3dRks7HptUdiQMcVxniW+0DSrWwvfCfh7WdOvLOaNhqc0TIsoPUOSec/SgD2hvGFynxSPhhooVslsftJmJwwP8sV1sNzBcoXt5o5VHBKMCM/hXiusaIviv4129pdXU0EMukRyTiA7TKuMlCewNb0WkWngD4kaTa6GDFp2tLJHPZeYSqMoyHUHp7/AFoA29H8UavrnhzUry2jsoru21OS0Tz3KoURwMk+uCfxrsZrqC1QNcTRxA8ZdgAT+NeG3P8AySTxD/2Mr/8Ao9K0fiTZXkPjW01TVfD1x4g8PfZRElvblswyZ5YgdT6ZoA9R13Vjpvhm/wBUtfLma3t2lTnKsQM9qj0HXYtS0PTru6lgiubuBJTFvA5I7A815h4Xk0YfDPxXFo17fmFYZGOn3y4e0yv3R6iqVz8PtKi+D0uvzy3NxrCWS3MV40hDRYHyquOAooA92qKe5htk3zyxxL0y7AD9awfAd1Pe+BNFubmVpZpLVS7sclj71y+p6NZePPiVd6fq3mvp+hwRMtrnCTPJkktg5IAA/WgDo4/E8s3xCXQIliks2037WJlOSW37cemK6Ca9tbZwk9xFGzdA7gE15PpOhWvgn4sX6WDTSWiaFJcxW7sSIgHzsUntkE/jUXgvwbp3xE0O58S+JjLd3l/JIkP70/6KisQoT0IoA9jLqE3lgExnOeMVFBeW11kW9xFKR12ODj8q8X+yeIdS+GGs6DpVzcXUmmai9vy5864gU/cDdjjiqvgybw1a+MtKMWnar4U1BR5LW9wp8m8bGCu4nr+HegD3Oe6t7VQ080cQPALsBn86fHIksayRurowyGU5BrwS4lj8S+MdbvNb8M65r0VpePbW8Fqc28SqMdMg7j1/Gt3wlrWo+DdM1dT4a18aLAY3s7e4QNMpY4ZFweVHWgD16SRIo2eR1RFGSzHAFRpeW0kvlR3ETSAZ2BwTj6V5Xrnj0eK/A3iS1Gg6rp3lWJfzLyHYrcjgH1qtomkaZ4X+FqeNIYJZtcawMhumYlsuMYxwMDtQB64b60WfyGuYRKTjYXG78qwfEHiK50nxJ4d02GKN49TnkilZuqhULDFePx6JZT6MjnwT4sk1d8TjVeDL5nXIO7G3PbHSuslutUvNQ+G0+tWz2+om4mE0bjDZCMMkepAB/GgD1Oe8trXH2i4ii3dN7hc/nVbUdVt7HRrnUVlieOGJpFO8bWIBIGffFeU+Mj4QbxlfT60mpeI71Igiadaws6Wg44+U4DHryayPBej2OseDPGWkXNtfR6baym4trW7bbJCRGWUHFAHsXhXX08S+GrLVgscbXEQd41fd5Z9Ca04r60nkMcNzDI46qjgkV4csI8LfBHSm0VJ45taliW6MJ3SPuyDszwCRVd9Hisba1k8O+BvFGnatasGjvCB+9Of+Wvzcg98CgD3yaeK3j3zypGn952AFc5P4mlXx7puhwrDJaXdlJcmUHJ3KwAA7Y5rltS0pfGvxOfSNbeR9N06wiuRZqdqSSMSDv7nFUtK8MxeFvjTp1lZXEjaa2mTPb27tu8jLjcoPXBPNAHr1Vvt9n5/kfaofOzjZvG7PpiuZ+JniC58NeBNQv7PIuSBFGwGdpY4z+Wa8iOhQSaAr2fgzxWNcOLiPVzgyGTrnO77v4ZxQB63438XXXh+TTdP0yK2l1LUZvLj+0SbEjAGSzGsC88d+IRr1j4YsYtKfWWtvtNzLJMRAATgIh6k1zmu6Anim+8BTeJ9Pmi1C8LW15GzFWIVSR9MkZpieCNCi+PcNgls4t4NOS7RfMPEqHCnP0UcUAe1fbYraGIX1xBDOyAsC4Az3xntmrSurqGVgykZBByDXz3ZyReKdT1PWPEHhLWvEEjyyW0RtlHkQKjEYT5gc+vvWnZax4o8OfD3W7ZbK80+CK4SHTJNRH7xI5Gxgkf3aAPbFvbV5zAtxEZh1QON35ViQ+LbKbxldeHQVWW3t1maRnGCzNgKB61yafB/RU03T7mC+u7XVoGE0mppITJKTyd2TjFZlj4J0S8+NupyTwvI9vaQXqP5hH74tgt+nSgD1ma9tbZwk9zFEx6B3AJqcEEZHSvnnxNp6aXr+vSeM/DWqapFeSM9nqVrIXFvFngAdFIFev/D+5s7nwbZfYNVm1O3jBRbiddsnB+6w9R0oA6iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4zxf4Z16/1G11nw1rH2LUbdDGYZ8tBKp7Mvr74rs6KAOD8N+DNWi1m58Q+JNQtrrV57T7Iot4dsca5zn1J/KtXw74Wl0TwEnhx7lJZVgli84LgZctzj/gVdPRQBxn/AAhUx+Fp8I/bE877KLf7RsO3OQc4zUXibwJPq2naRNpt/wDY9b0hFFtdbcqcAAqw9Diu4ooA880XwX4hv9fs9c8aanb3U9hk2ltaArGjH+M9Mn8K0tO8CwxaR4h0zUZluLfV7yW4IVdpRXA4+ox1rsaKAPP0+Ht5ceDYdF1HVxNeWM/m6fqAjy8IBBUHJ9sfSm2Hh7x7fajGniHxBajTYJRIBYRlJZtvQMew9RzXoVFABXnV94L8S6TrV7f+DdYtrSDUJBJcWt1FvRX7snpn0r0WigDzqX4WR3HhObTp9XuW1OW8/tD7cONtx6hc8Aemaqp4H8XeIb21h8ZaxZ3GlWU6zxwWse1p2X7u/Pb25r0+igDkbTwfLbfEq98U/akMNxaJbrAEOV2gDOfwqzF4YZfHGoa9JMjwXdklqYNvIweST710tFAHlsngXxnp8MuiaH4itoNAnL4EkX763VjyqEfU45GKuX/wzntrHRJPDmrGx1XSYzGlxJHuE6k5YOB2Jyfxr0aigDhfD3hvxY+uW+seKtdjle2jZIrSyUpES3Uv/e4x2rY8MeHJdAudbmkuFlGo373ahVxsDAfKfXpXRUUAcNN4Dmm0/wAYWxvUH9vSmSMhP9V8uMH16VRtPBvibUNF0a01/ULIz6XqEU8bW6HDRIMBe3PvXo9FAHKeN/DF74itbGfTLyO21LTrgXNs0qbkZgCMMPTmuP1H4b+LvFL6beeI/Edv9osrpJVtreL9ztU5J7EsfXtXrdFAHn//AAhut2HxPfxLpd7bfYL1US+hmU79qrj5Dj1rRl8Dx3nhLU9Bu7k7b24lnWWMYKFmyv5V19FAHkjfD7xvrVlHoPiHxJbvocRXJt0PnTqvQMT/APXrsh4QWDxbpGq2sqRWmnWL2i2+3kg4wc+2K6migDkr7whNd/EnT/FIu0WK1tGtzBtO5iSTnP41z9x4R8e2Ms+n6N4isjo07uf9LhLywq5OVBOd2M8ZNem0UAY/hjQYvDHh600iGZ5kgXHmPjLE8k8e9cz4z8Ha1qfinSPEfh+9toL6xVo2S5XKsrdSMDrjNd9RQB5/r3g/xBB4gm1/whqdvaXt3GqXkFym6KUjGHHowHHStPwn4Pl0S/vtZ1TUG1DWb/aJpsbURR0RF7AV1tFAHP8Ai/wtB4s0cWb3ElrPFIJre5i+9FIOhFczaeG/iBeXaWmueI7X+yo3Vt9nGUnlCngE/wAOe/WvRqKAOH8T+GfEra1/bPhTWI7W4eLyp7a7BeKTHRgOdpHsKqaP8O7oWmvXet6gs+sa5bGC5eBNscY27RtHftzXodFAHlNt8Ntfuvh8fDGqaraq1ncJLp08EeQqp03g4z1NR6t8PfGvi7SGsfEXiKzRIZFeCO1t/lcju/Q9O1etUUAebaz8OtYufGEHiPSddWyubezSCNfK3BmUY+bnlT6Vc8N+Dte/4SVPEnivVorzUIYWht4bZNsUQb7x9ya72igDzyX4dXMng3UtDGoRCS81Rr8S+WcKDIr7cZ6/LjNWvE3hrxR/bR1nwpq8NvcSwiGe2vAWibHRlHOD26V3NFAHA2HgfVJNN12XWdSguNY1e3+ztNFDsSJQuAAOprWuvCstx8OH8Li6QStZC18/b8ucYziuoooAyPDOkPoPhrT9KklEr2sIjMgGA2O+K5/xR4R1mfXR4i8MauLHUxB5EkU67oZlBJG4diMnmu3ooA8/8L+CtesvF0niXxBrMV9cz2X2d4UjIWM7gcL/ALPHp1JrPfwL4t0G7u7fwfrdpaaTeytK8dxFue3Zhzs9s/SvUKKAOBh+HD2fgkaRZ6tPFqgm+1f2iCQzTZyWYA8j2NZ8HgnxdrusWEvjDV7Kay064FxAlnFteRx0LHHA9q9OooA821LwR4n0rxDqOr+DNYtbUaiwe4tLqLKb+7A84PXt3rpPCeg6tpEd5PrWsPqV7dy+YxwVjiA6Ki54FdLRQBj+KNGfX/DGo6TFKsL3cJjEhGQue+Kq6d4XSDwJB4ZvJvNRbT7NJJGNu7jqPSuiooA8si8H/EW1tk0S38VWv9jhTGLkxH7SidgD6gd811F94QkuNQ8MTx3zMmiuxYzZZ5gU28n1711dFAHmT+B/Fmi69fz+FtatIbHU7g3Fx9sh8ySNiOdp7j0HFXfDHw/v9Ah8RQ3Gsfbv7XU/vpEO8OVKknnBHPSvQKKAPNtI8A6zL4Hfw3r9/b/6K6nTbm0BDw7eVY5HXNLF4Z+IV/KtjrHii2TTFZd0lnCUnlUdt38Oe55r0iigDiPFHhLVp9Wi1/wvqSWWrxxeRIJ13RXCdg3uCeDVTQPAmr2/jK38V61qkNzqJtWguUijITJI27PQADn1PNehUUAZ2uaPba/ol3pV2oaC5jKNx09D+Brz+38GeP4bNNAHim1XRFi8nz0gIuQnoD6475r1GigDk73whJPf+GZo75mTRXLMZss8o27eT603/hD5v+Fnf8JZ9rTyfsP2T7PsO7Oc5zXXUUAeaz+CvFPh/U7uTwVq1pb2V/cGee2vI9wiY9SmB0PpWtB4Ea78Iaho2v6nNqFxqDtNNP0EbnkeWv8ACB6V2lFAHljeBPGmoRR6Fq3iWCbw7HtBaOLbcSov8LH+fJrXvvCGs2PjO11vw7eW0VvJDHaXtvOuf3KHjYcdcV3lFAHm1z4Q8Z6Vql0fDXiG3GnXsxlkiv4zI0BPUJ7e3FbOg+E9R8NeFE0zTtVRr1rkzzXM0IKtubLgKOme1dhRQAgzgZ696WiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCJriBGKvNGpHUFgKkBBGQcg18qfE3R/FNx8RdZlsbPVHtmlBRolfaRtHTHFfTHh1JI/DempMGEq20YcN1B2jOaANSuU1/8A4Tf+0z/YP9lfYtgx9p3b93fp2rq6KAPKtA8QfEfxDHeyWyaIi2l3JaPv3csmMke3Nelfals7KKTUZ4IX2gSMzhV3Y5xn3rjfhb/x5+I/+w7dfzFYcthbePfi5q+m64kkmn6JBF5FpvIjkZuSzDvQB6nb3UF3F5ttNHNGf4o2DD8xWZ4o1yPw74cvtUcpughZ0R2A3sBwK4zRNKg8HfFVdF0cvFpmo6e109qzFljkVsZTPQGtf4qaNY6v4B1N72LzGtIWnh5xtcDg0AHgTVdXvtHXU9f1jT5xdhGhhgAXyS3OwnPJ6V2Es8VuoaaVI1JCguwAJPQV4zeeHtN0DwD4UOnQGI3mo2U83zE7nOMn9a6/4s/8izYf9hS1/wDRgoA7KbUbK2Zlnu4ImUAsHkAIB6da5ay8eW198RLvwzH5Ait7dZBP5oPmu38K/SuXvfCmmeKfjVqK6rG00Ftp0LiDcQrk5HzY64rL0DwbokHx61W3itNsVlbxXMChj8shAyf1oA9A8N+Lv7RuddTU5ba2jsNQa1iZnC7lA75711cUsc0ayROrowyGU5B/GvIfCfgfRPEvifxdfaxA12I9TkiSB3Plrxy2B3965ZPEOoeG/h14ssNMkdY7fV/sdudxLRo5IIU/hxQB9AR6nYS3H2eO9tnmzjy1lUt+Waknu7e1/wBfPFEMFvncLwOp5+or5zm0TVf7FWLTvhtqFnqSgPHqaTsZQ4/iJ7g+lei6zoX/AAlHiDwba69G2fsE013BkqHYCLKnHbcc49qAPSoJoriJZYZEkjblXRsg/iKjur60slDXdzDAGOAZXC5/OodJ0mz0PTIdO0+EQ2sIwiA5wK8zsdNsvH/xL8Rp4gtzc2uklba1tnY7Bkcvj1NAHSaZ4wub/wCJ1/4dVYGsILJbiOVDksSQOvTFdVLqlhBOIJb23SY9I2lUN+Wa8KtbOPwF8QPGP9kvIUs9EaaBZW3bOQQufQVj6TYXmqaEl3c/Dq/1W7u1Ejao1y292ySGX0HtQB9JvdW8c0cLzxrLJ9xCwBb6DvRLcwQNGss0cbSHagZgCx9B6141e2OuwfDjw/4k1ezkGseH7ne0cvysYN207j3+Xac1vz3K+LfinpxgeOWw0SyF23zZBlkHy4+goA9BuNSsbSQR3N5bwu3RZJApP4Gsbxv4gn8OeC9Q1myEUstvHuQNyp59q8R09r7xBPqGr3vgC58QSXNxIq3fnMEVQ2AqAdMYrcmtNXsfgh4ng1OzvLKNXJtbe6fc0cZI4z3GaAPYNI1dbnwzp+qX0kUH2i2jldmYKoLKDjJ+tX7a8tr2Mva3EU6A4LRuGAP4V4vaxL4r8W+FvC2pln0e20KG8a2DELLJtAG72FaxsrbwJ8XNF07Qohb2GtQutzahjsDICQ6jseMUAemyapp8KeZJfWyIWKbmlUDcOo69atI6yIHRgykZBByDXjfgXwFoviWLV73WkkvFXUbiOKB3ISL5jkgDua6j4bs1hc+IPDaO8lppF55du8jFn2sN2CfbtQBreMfF0XheLTx+5aW7u44MO4GxWPL49BTbzxRJB470zR0MBsLqyluXmJ6bcYwemOa5T4weGdK1ObQby7ty88moQ2rNuIzGzciofEvhTTtR+JXhjQ3M0WnwaZMvlROVLou0BSeuPWgD1O1vrS9Uta3MM4BwTG4bH5Uy41KxtJBHc3lvC7dFkkCk/ga8ttdMsvCHxwsdO0O3FpZX2mPJPArHYWDHBAzwflFcXpxvNea81a8+H114gluZ5QLxp22gBiAqDtjpQB9HqwZQykFTyCDwaSSRYonkc4VAWY+gFeffCQeILfRLuw1zTrqzit5z9kFySW8s87cnrjpWl8TtdfRPBlysEDT3V6RaQRqcEs/HFAGN4X+JF5rHi9bO9t4IdJ1ESnSpwTum8tgDn68n8K7jxDqEmk+HNS1CEKZba2klQN0JVSRmvEtfm1Oz8K6Etl4L1iyfw9Ilwl1Kq42ry+cHODya7zxp4ij1Pw94dtLNDMniC6hVkHeHh3H5cfnQB2Hh26vr3w9YXWppGl5NCskqRjCqSM4rA8IeLL3XvE/iXTbmKJYtMuRFEUHLD3rp4byxF0dOiuIftEKAmAMNyr2OPSvOfhn/AMj/AOPP+v8AH8qAPTJ7mC1j8y4mjiTON0jBRn8aij1OxluTbx3lu8wzmNZAWGOvFeefHZd/w+CnIzeQjj/erF8Y+BNE0S08NzaTHNZ3l1qEVpNdxyt5jpICHye5NAHr0GoWVzM0MF3BLKn3kSQMR9QKdc31pZKGurmGAHoZHC/zryXxBomneC/iN4LPh+3Fk17JLBclCT5yYX72ep96taN4csfH3i7xHqfiLN5HY3b2FtZsx8uNV/iwO5zQB6ktzA0BnWaMxAZ3hgRj605ZongEyyKYiNwcHjHrmvH7S0XwxdeNPClncyz6bHppu4VkbcYCwIKZrrtAIX4O2hJwBpXU/wC6aAOte/s47YXL3UK27dJTIAp/HpS217a3qF7W5inUHBMbhgPyrw+80LU9U+G/gi8tNOXVrSzhZ7jTTKUM3oQB1xg8e9XPAuseHrLW9Tm0/R9Q0TU106SV9Lmz5UhQbty579vpQB7DcalY2kqxXN5bwyN0WSQKT+Bq0CGAIIIPQivmnRZNR8R2k2saj4AuvEFxeO5+2mZgqjccKgH3cV6v8Jv+Egh8OT2OvWFza/Zpitr9oOXMZ5Az3x0oA7ma8treRI5riKN3yVV3ALY64zUcOpWNxC80N5byRx/fdZAQv1PavK/ilpcOtfEnwVp9w7rDM0qybGwSMjIz71Dd+A9FtvijaaHapJbaPf6e0tzZxOVSRozhc8+/P0oA9etry1vUL2txFOoOCY3DAH8Kjm1Oxt5xBPe28cpxhHkAb8jXmdjYW3gn4mavbaLH5FjLohvjaAnYJEYgEfl+tVPA3gvRfHfhN/EHiCF7rVNRmkZrjeQ0WGIAT0AoA9gLoE3lhsxndnjFcp4y8Xrovhe41LSp7W6nimijKhwwAZwpzj615ol/eTeDLXwuL+ZrVtdOlvdBvnkgznAb9M1a+JXw60bw54bh1HQw9kY54Y7iISErcKXGNwPUg85oA9nmuoLaES3E0cKY5aRgo/WlguYLqHzbaaOaM9GRgw/MV4J4p1DU/EHxO1Gzk8OXevWOlIiR2UcpRAWAO5gOua3fh9Fr+n+NZEj8JXeiaHdQHzYZJC0ccoyQy56Z6YoA77wJ4huvE3hlNSvI40lM8seI+mFcqP5V0UsscETSSyKiLyWc4A/GuH+EH/IhR/8AX3cf+jGqr8VJtBMemWuuXt95Uk2V0+yUlro+jY5xQB3lrqNleki1vIJyOoikDY/Km3GqafaSeXc31tDJ12ySqp/ImvArSa1sPib4Xn0Hw1f+H7a6uDDIZ8qLhen3c+nrU+t6Hc6J4n1W68UeF38S2V7MSuoW7lngTHC7R90gUAfQCMrqGVgynkEHINNlmjgjMk0iRxjqzsAB+JrlPhrdaXc+CbQaRe3F3awlow9yMSKc52n6ZxWP8U5tAUaVHr97emAzbl020Ulro/7QHO0UAd7a6hZXpYWt3BOR1EcgbH5VZJAGTXzzp17a23xV8NS6F4bvfD9rdStDKJgVFwv+7mvoK5/49Zv9xv5UAV21bTUCF7+2USfcJlX5vpzUkt/ZwTJDLdQRyv8AdRpACfoK8L0LwNo1/wDB2/1u/ha4vlguZIJGcjydrMVCj6gn8aVfCOn33wQPiW6eefWxbC5S9kkJdCrYCjngYGKAPeJZo4YjJLIqIvJZjgD8aitb+zvQxtbqGcDr5cgbH5V5n4iiPirVPBvh/UJpRZXdq11crE5UzFVGFOO3NGreHNO8C+M/DV74diNkuoXX2O5t1YmN025zgnrx1oA9NuL60tGUXN1DCXOFEjhc/TNcn4T8W3mu+LvE+lXEcK2+lyxpC6dWDAnn8q4/wboFh8RNQ8Raz4lR72VLyS0giZyEgRTgFAOh965G2M3hGw+JVvps87vFNb28cjP8+1mK9fUA4oA+h11Owe4Nut7bmYf8sxKu78s1h6v4hurDxtoWjRxxm3v0laRj94bQMYrxO50HU5NMRLH4a6naajGA0eopcMZN3B3HPXp0rvxNqNx4x8AS6vCYdQaymNxGwwVfaM5oA9NvLqKytJbmaRUjjUsSzADj3NcB8OPFOueMrm71S6vbFNOSSSGOxiXMg2nhy3pXY+I9Js9b0C8sL+LzLeSMllzjOBkV4R4UEPhX4N654i0yEpqc1y9l5wY/KhcAH8M5oA+gBqlg1z9mF9bGfOPLEq7s/TNST3trbMFnuYoiQWAkcLkDqea8q1H4YeG7P4eS6hEJItUhtPtg1IynzfM2bsk56e1Z93Zw+Odc+Hn9sbnS402SaZFYjzCFXgn0JoA9oguIbqIS28qSxno6MGB/EVHdahZ2W37VdwQbunmyBc/nVfRtFsNA01NP0yAQWqMzLGDkDJya8f8AHGjX1j43vdX1fwxJ4l0ifasIilJa2GMEbB/OgD2v7Xb/AGc3HnxeSBkybxtA+tRDUrFrhbcXluZm+7GJBuP4V49bT6JN8EPE8WhteJCnmb4Lz/WQEgfL9Bjis3x74L0vw/8ADTSNd03zodXha3c3gkJkcsBnJz78UAe6rf2b3TWy3UDTr1iEg3D8OtOuLu2s4xJc3EUKZxukcKP1ryLxN4O0zw0PCWsaYJYtROpwQz3O8l5w/wB7eSeen61aXTrXx/8AFbXLTXY5JbDRUjS3tC5Ebls5Zh36UAemz6hEdLuLy0limWOJnVkYMpIBPUVleEPED634K0/W9QMUDzxF5CDhF+Yjv9K4XT9Og8IeO9a8PaXLjTLzSpLv7MWJFu4BHHsa4/wld3XiHTPDnh7xHHPp3ht8x2zJkLfShs7XbsDk4+lAH0Mbq3W3Fw08YhI3CQsAuPXNJbXlteoXtbiKdQcExuGA/KvEPiHdXt38QLLwxaaHc6npWn2SzDTraQoH6rliOqgYGKf4YTxBpXjezvNO8DXui6bIjR3sIkLRuMZVgD0II/WgD3OiuA0P4lT6zr0GmN4U1i0WVyv2ieMBFwDyT+Fd/QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWJqeuzafrumaaml3Vyl6WDXMQykGP71AEPhTw2/huDU43uFm+2X8t4CFxtD4+X8MVm+JPBV3f6/D4g0HVm0vVVj8mVjHvjmTsGXuRXZ0UAcd4Y8F3Gma1ca9reptqmszL5azbNiQx/3UXPStzxHpLa74c1DSklETXULRCQjIXPfFHiPWo/Dvh691eaJpo7WPzGjQ4LcgcfnV2yuVvbG3ulUqs0ayAHqMjNAHPal4Ni1XwVa+H57p45LaOIRXUQwySIBhhn3Fc9d/D7xJrNpbQ634pFz9lnhliSO32KdjAktzlicV6VRQBztp4be28cX/AIhNwrJdWsduIdvKlCec/jWbdeCbpfiJH4q0zUhbebEsV7A8e8TKOmD/AA8YrtKKAOd8M+Gn8P3WtTNcrMNRvWugAuNgI6e9YWm/DG0jsfEdjqk63cGr3RuF2ptaE84IJ7jPWu/rDj8Rwy+MZ/DggcTRWi3ZlyNpBbbjHrQByY8BeK5beLSrjxnI2jRsFKpDtuHiHRTJn04zXXSaFnX9L1GOYiOxtpbfy2yzNu2YOfbZ+tbVFABXF634O1B9ffXfDerLpmoToIrrzIvMjlUdDt/ve9dpRQB5zoXwzmsvE+qaxrWqLqv9p2ht7mN4tuSSM454XA6Ult4C8T6PE+m6J4ua30difLimtxJJCp6qjZ7DpXo9FAGInhq1HhRvD9xLPdW7wGF5J5CzvkdSfrWL8PPAr+CrC8huLxL2e4kB80JtwiqAq/hW14n8Rw+GbG2upoHmE93FagIcYLnAP0FbQORmgDz0+Atc0a8uz4T8RiwsbpzK9rcQeasbnqU6YHtVif4fTz+AtS8Py61PdXmoHfNeXGW+Y46LngcdK7uigDhL74fS/Z9Iu9J1IWGu6bbJbC8Ee5ZYwuCrL3HcVLoXge6i8Q/8JD4k1JdV1SNPKtmSLy0gXvhc9Tk8121FAHi3gnw9r9za6zfaB4hOnvNqVwk0U0Ilj4YgFR2Nel+FfDEPhjTXgWd7q6ncy3N3KBvmc9z/AErXgtbe1Rlt4I4VZizCNAoLHqTjvU9AHMeNvC9z4o0u1hs75bO6tbpLmKVo967lPcU1PDF3J4q0jXbu+jlmsrJ7aYLHjzGbGWHoOOldTRQByd74Qku/iNp/ikXarHa2jWxgKctkk5z+NZB8CeINHu7r/hFvEy2NhcuZPslxb+asTE5Ozngc16HWFqXiWPT/ABLpWhrbPNPfq77lbAiRerEenagCTw1oR8P6QtpJez3s7MZJriZiS7nqQOw9qydd8GyeIPGOk6re3iHTtNzJHZ7Dlpf7xOcYHHaqWpfE21j1mTSdC0m9125gGZzZ42RexY8Z9q0PCfj3TfFU9xZiGew1O3OJbK6AWQe4Hce9AHTXdtHeWc1rKCY5kKNj0Iwa4Lw18OLrSNX0u51HVlvbfSIpIrGIQ7Soc9Se5A4rR8T/ABDsfD+px6Ta2V1q2quNxtLNdzIvqx7VT0v4o2lzrkWj6zo+oaJeTtsh+1oNkh9Aw4yaAJte8D31x4nPiPw9q403U5YRBOZIRIkijpx2IrQ8F+D08J2VyZrtr3Ub2UzXd04wZG9h2FUPGnxEj8IatY6auj3epXN5GXjS2PzcHGMY5rMs/i9ALmJNa8N6xpEEjrGtzcQnywxOBk4GKAOh8e+En8Z+Hhpcd0tswnSXey7h8pzjFS+JPDL69Bo0a3Kxf2ffQ3ZJXO8J/D7ZrK8ZfEeLwlq1hp0ej3epz3sbSRLakEkD2xz1qnp3xZtZLhI9b0HVtEikcIlxdwnysnoC2OKANnxN4Pk8QeJfDurLdrCukzPK0ZTJk3AcA9ulUNT8B3kHiG41zwrqw0q7uxi6jki8yKU/3tueGruUdZEV0YMrDIIOQRTqAOQ0LwLBpun6mmoXk1/faqCLy6f5SwIxhR2A7VjWvw51mLSJ/D9z4nkm0ExNHDCIQsoB6Kz55A/WvSKKAOAf4eXcfh7QLew1t7TVdFQpDcrHuR88MGQ+oq1ofg3VI/EY13xHrCaldxQG3t1hgESIrHLZHcmu1ooA86i8Aa5oVzcx+FfEYsNNuZDK1tPbiXy2Y87DxgV1vhvQv+Ee0hbI3tzeyb2kknuGyzMTk/Qe1bFFAHJ6/wCEJNa8Y6Brq3axLpRctEUyZN2Oh7dKt3Pht5/HNl4i+0KEtrSS3MO3lixBzn8K6GigDnJfC/neOW8QSTI0LacbFrcr1y+4nPpjjFc6Ph/r2lyXdp4c8SLp2j3MjSfZmt97QlvvBGyMD0r0WigDiz8N9KHgyLw6s048pzNHeZ/erNnPmZ9c1iar8N/EXiLTktdc8Ui5Fu6PbhLfYuVIyz8/McD9a9PooA4zXPA89xrv/CQaDq0ml6uYxFKxTzIplH95PUetWfDXhnU9Ov7rU9c1qTUtQnURDYpjhjQdlTOM5711VFAHPeDfDj+FvDy6XJcLcFZpJN6rgfOxbGPxrL8Y+BZdf1fT9c0rUf7O1ixJEc5j8xWU9iM12tFAHm7fDjVr7xBo2u6x4je8vbC5EhjEWyHYOyqOh981Yl8C69pmqXtx4Y8SCytr2QzTW11B5wVz1KknP4V6BRQBz/g/wtB4R0T+zoZ5LhnlaaaZxgu7Hk4HQe1Z3jDwZc6/qWm6xpep/wBn6tYEiKVoxIhU9QVrsaKAPO2+HWo3Wu6Rr+p+IJL3U7GcSENHsh245VFHT616DKnmQumcblIz9afRQByGl+DJNO+HU/hY3iu8sM8XnhMAeYWOce26mweCZIfhefCH21TIbUwfaNnHJznFdjRQBx2t+Bm1TS9KFpqUlhquloFt7yJc9gCGHdTjpVXTPA2pz+IbbWfFOtjVJbMf6JBFD5Ucbf38Z5au7ooA4G48A6lp2rXd54U1z+yor1t9zbPD5qbj1ZBngmqeh/CaKxh8R22q6nJqEOslGZyu2RWXJ3Z6Zycj0xXpVFAHnL+BfFslqmlN41lGkrhMrb4uSg7eZnr2zXQXfhRp/Euhaql2dmlxPEUcFmk3ADOfwrpqKAI54/Ot5Igcb1K59MiuO8M/D+HSPBN74a1CdbyG7lld2VduA/8AUV2tFAHmJ+G/iGfTF8P3fi6Sbw+PkaLyAJ2j7IXz+H0rpD4Nii8R6BqFnKsNrpFrJbJBt5YMABz7YrqqKACuI1bwdrY8Qz6x4c8QGwkulAuIbiLzkYjoVGeK7eigDgofh9cf8Ifrml3Wq/aNR1gl7i7MW1QxGBhR2Aq54u8FSeJvA9v4eS9WB4vJ/fMmQdmO3viuxooA5vxL4YfX7HSbdLlYjYXsN0SVzvCZ49s5rO8Q+Cb288Qp4h8P6udL1QxiKbdHvjmQdNy+o9a7WigDi9C8CyWM2panquonUNb1CEwvdGPasaYwFRewpg+HltN8PbLwzeT757NcwXcYKmOQEkOv0zXb0UAcLfeAry+j0vUV1qS28SafB5Iv4lykwHZ0PUGrWg+Ftag1v+1/EOvtqFxHGYoIoUMMSA9SVB+Y/WuwooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8+8X65qWn/Enwhp1rdvFaXryC4iHSTGMZr0GvPvF+h6lqHxJ8H6ja2jy2dk8huJR0jzjGaAMPw7a+JfG15r8d/4gvLTSrTUJ4IPsrbJHIYYBb+6oA496raD441y2+GWt3E12LrUrHUTp9nLMuWkJZQu71PJrtfh/pN9pVnrqX1u0LXGr3E8Qb+JGIw341yPh3wHqt14G8UaReQmxu7rU5LmzkkGcEFSjD8RQBR8b+FPE2jfD6/1H/hJLvUJZof8AiYwXBzGykjlB/CQa273XNSsfGXgLTLa7eOyu7QGeIdHwoxmsfXJfiP4o8I3ugXXh77I6QgSXKPn7TtI+VR79fwrX8XeHNfim8KeItHsRe3mkQiOWyJwWBUZwfUUAdB4g1a+s/iL4YsIbh0tLqO4aeIdH2pkZ+lc3plv4j+Id3qerrr13pGmwzvBp8FscHehxvf1Gc8UWdj4v1z4h+H/EGsaV9itIYpozbo+7ycqRuY+pOOPamQ2/jX4e3t/Y6Noq65pN1cNc25EmHgLHLKfbNADdd8S+JfB3gvTrDxDqMMOo3l09udUQbvKiHO/GOWI4rmo/HOl+G9Q0250XxvfaujzrHeWd4GYOrcF1JHy49K6e68EeKtU8IW19qlzHc+I7W9a+jt5Tvi2kYMOOnT9aZp0HifXtUtLZ/BNhoNvHKss91JGr7lHVFHqaALtx/bXjfx7qemwazc6Zo2mIgItG2ySyMMg59KreDbTWbD4xaraa1e/bZYtKUQ3JUBpI/MGC2O/WreuWPirwn4xu9d8NaYuq2WpKoubTdhkkUYDD2pfBul+KH+It9r/iCz8hbzTlVVU5WE7xiPPrjk0AdP498SHwp4Ov9VRlE6KEhL9N7HAJ+mc/hXjMvjK307S/7VsviPdXevKA8lvLGxt5cD/VhccfWva/G3h0+KfCd7pKOkc0qgxO4yFcEEH8xXmbReN7i1XSIvAemWt6QIm1MohjGOrgfSgCXXfFmueJNY8GQaBq8mnRazbs0zKvQjO7j1GCBU76V4l03xzF4SsfFV41he2punmuDvmjCnDBG7ZrX1jwxqX/AAsTwbd21mGs7CF1uZYlCojEHt7mti50m+f4tWOqrbsbGPTZIWm7By2QKAMHwhqOqaP4613wjdancajbW9oLq2muGzJGP7pPfrWT4Q0jxb448NnVdQ8VX1mySOtiLc4yVY/PJ/e54x6CugtdC1KH4v65rMlo66fNpgijnP3WYHpXHeBNV8c6P4Ogg0fRI9VtbuWZreYybfs53lSGHpkZ/GgCTxBrmsav8LoEuykusadr8VkZMfLJIjEK348ZrT8Rad4n8FQab4hi8TXd9M91FFfW85/cuHOPlXtjNWb3wNqtl4HsLNd19qk+tw6jfFMYDFsuR7Cum+I+lX2seFYrWwt2nmF5BIUXrtVwSfwFAFaHX7zTvilLpGoTu1lqFmJ7LccLGU++K5p/F+vXugeM9d0WWa7EF0LayiUbhCqjDuo7+v4Vo/GK3a08M2mu2cywarYSqlux6tv+Vlx3zmtPTvDOq6T8LrbS9CuUtdWWFZRIygh5D8zBs+ucUAcV4S1L7XrGlyaH4/mvLpnVtRsdSYgSZ+9sB6EcjA9qt+M/GVlP44utH1DxZcaLpdlGiyRWqESTyEbj84HAHFUm0DxH4q1bT4L7wVa6Pcw3Ectxq8ZCkhDltuP7x/nW74o0PWtE8YXet6V4ctdds9QjRZbd1G+OVRjdk9iBQBR8EeO/tGr6x4fttbm1m2js3urO9kXa8eF5Rs9SOOaqaPp/i3xD8P5PE9z4ovob2FWms40bbGVTPLgfeziun8KaZr9ymsajqejWelJcWxitLGKNfMQ7SCSw9Tir/hjRtQsvhMmlXFs8d8LOSMwnruOcD9aAOI1MeJpfh4vj9fEt5HfCJbhLSM7YFj6Fdvcnk5rqNf1TWdY0DQb+DWYNA0y5gW4vrsyASDKghEB+pqO58Paq/wABxoS2ch1P7AIvs/8AFuz0rE17wvrcem+E7v8A4R1NajstOFtc6bK2NshVcNjvjBoAoeHfFK6T8U7DRtJ8VXGvaTfhkkSdy5hfbnIY9en6muke4kv/ABX401yNt6aXYGztJhyqsELOB75rAg8L+KZ/Gfh7xJL4etdPtbVpANPtFG6JRGcFz6k8e1eh+BdEurLwk8GsWscd3eyzTXMY772JwffBxQBnfBy3hj+G2mzpGqy3G6SVwOXYsck10t3oekjVxrpsoTqsMTBJgMORjp7153a2vjn4dSzadpOljX9Fdi9qqsFeDJyVPtWl4a0PxVr/AIsj8T+Kv9BhtlK2emxvwuRyXx1NAEfwXiW70XVddnw99f6hK0pbl0APCE+1dB8TNMt9R8A6q03lpLbQmeGZhzG68gg9jxj8a5yfw/4l8Ba5qOp+FLOPVNL1B/Nm05n2tHKf4kPpVa6tfHPxFaLTdY0mPQtC3qbxGfdJOAc7R6CgDF8Q63dQeM/h9q76fcXVy2nF2toR87Eg5xmtzxTr2veM9Fk8P2Pg7UbdrwhHuLsqqRLkEt9a1Ne8O38nxR8J39nZu2nWMDxyyjpHwcA/pXotAHk2v25tfjJ4Fti24xWcqE+uFAzXe+L9Ps9U8I6ra3wUwNbOWJ42kDIOe2CK4b4h2HiOH4g+H/EGiaJJqa2MMiuinAy3GM0y8n8f+OrNtFudCXQLCchLq6eXc/l91Ud89PxoA3/hDe3V98MtIku9xdVaNS2clVYhT+QFdzVHSNLttE0i102zTbb20YjQewHU1eoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuH8UeO9T8P6ybG18I6rqcQQN9otkyhJ7dOooA7iivJrT4yajfiU2ngXWZxFIYpDGu7a46qcDgivUrWZrizhneJomkRXMb9VJGcH3FAE9FFFABRVLVb9dL0m7v2QyLbxNIVB5OBnFS2NyL2wt7oKVE0SyBT23AHH60AWKKKKACiijIoAKKw7TxHHd+LtQ8Pi3dZLOCOcyk8MGJGMfhW5QAUUUUANdBJGyHowINZnh7QbXw1o0Ol2TSNbxFipkOT8zFj+prVooAKKKKAOW1PwHo+seI4dZv/tE7RYK2zSnydw6Nt9a6jGOBWLe63c2viWw0pNKupoLlGZ7xB+7hI7MfU1t5oAKKKKACijINYVj4kjvvFmqaCtu6yWEUcjSkjDb+wFAG7RRRmgAooooAKKKinlEFvJKRnYpbHrgUAS0VjeFtej8T+G7PWYoWgS5DERsclcMR/StnNABRWHY+JI77xZqmgrbusmnxRSNKWGH3jOAPatzIoAKKKw18U6fJ4vfwynmm/S2+0v8vyBMgDn15oA3KK5nwp4vh8U3GsQxWrwHTbxrVizA7yvcV01ABRRkVlXOvWVr4gstEkZ/tt5G8sYC8bU6kmgDVoooyKACiiigAoozRQAUUVha74kj0LUdGs5Ld5TqdybdWUgbCFzk0AbtFFFABRRRQAUUUUAFFFFABRRWF4h8SReH5dLjkgab7fdLbKVIGwkZyaAN2iiuF07xzqOteNJtL03QZJdItZjBc6iz7QsgHIC9xQB3VFFFABRRRQAUUUZoAKKKKACiiigAoooyKACiqJvpRrQsPskvlGDzftOPkzuI2/XjNXsigAoooyPWgAooooAKKM0ZFABRRXM+IPF8OgeINC0mS1klfVpWjSRWAEe0Dk+vWgDpqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5b+JXxB8V6T8QtYsbHXLqC1hlCxxo3CjaK+kvD88t14d06eZy8slujOx6klRk1LNpGm3ErSzWNtJI3JZ4gSatoiogVFCqBgAdAKAHUUUUAcF8Lf8Ajz8R/wDYduv5isfV59T8c/Em78NWuq3Wm6TpMSPdm2fZJNI3IAI7YrqvA2hX2hW2spfKitdapPdRbGzlHIxn34rE8S6D4g0PxbJ4r8JWsF491EsV/YyHaZdv3XU+ooAj8L/2t4V+IUvhS61KfUtNurU3dpLdSb5Ytpwyk9+a6nxtql3o/hG/u7AA3YQJDk4wzHAP61g+FdC8Q3/iqTxZ4oWK1uVgNtaWUDblijPJ3Huc10/ifRv+Eg8O3mmiQxPMn7uQH7rjlT+YoA8213wN4i0fwjeapB4p1G71D7OWvLe6kDwyqR8yhf4cc4NR+NPFq2yeHPDLarc6XbXFik93dWiM0oTZhVXAOMnv7VcuYfiZr2kXHhy9srO0UQFJdSWTP2jjoo7E9zitbxB4U1aE6Hr+iQ28utaZbLbzW8v3biPaAy57EHOD70Acn4f8QWtl4z0zTtA13WNV03US8N3DfrJmI7ch1dlGOlbvhHxJP4ci8U6Jrt2zvojvPDNO5Z5IWyVJJOT6flWl4cbxxrOuQX2sWVpomm2+c2kYDyTsRjk9gKyPiP8ADjUfEvimxv8ASVgSC4QQakWOC8YYHPvwMUAYNxr+paN8OdIa41W8tbrxDeNJJeNula3iPOEXkjjoBVWLxRpPhi/sL7QvEfiDVZDKkV1aXiSMkkZPzMNy/KR2xXpvjPwnc6lpOnSaG8cWp6RIJbISf6s4GCrD0IrL0ufx9req20WoaRZaJZQShriVGEjTgfwqOwPrQBXOqJpHxF8Y6oykrbaPDPjHXG41m6Z4K8UeIvDq+IbnxbqdtrN2n2i2hhlxBEDkqpXvwRXWL4VuLnxt4hvLyOM6bqWnx2q85JIzuyPxrl4Lf4n6Jpa+F7KysruJV8q31V5MCKLoAy+oH1oAztV8S+INd8BeGZ7W9a21eXUzaSyKSql1ypzg8jjNaHiDSNY+HkWn+ILLXtS1AC4SLUYbycujq5xlV7YJqp4s8M3nhzwZ4R0WxuoxqKakpFwU+UykEkkema1J9L8a+Op4dK8R2MGlaXaSrLNJA+43bKcgL6DPNAHqSsGRWHcZrx/xQ2ntr+qt4o8eT6dsJ+xWmn3JQxptHLKoyWz2NewBQqBRwAMCvGbHw14u8Pa7q9ra+HNL1JNRunnj1O5b/VhugYHnjPSgCr4c8VajqHwr8ZKNTuboaazx2d7ISsxjwNpJ65/xo1rw5r+kfD1fF7eMNVk1W3hS4KCTEJU4G3b+PWtLQvAHiSy8HeM9PvhbPfatKzwtG21HJ74x8v0rrPE/hzUNU+Fc+gWyIb97NIQpbC7hjPP4UAcxJruoXvxH8CsbmWOK901pZoUchHb1I6GoNE8O6n4w1TxR9q8Tara2tvqDx20NtOV2tjqT1x7dK1YfBesJ4u8G6i0cX2fS7AwXJ38h/Yd66HwZoN9otxr73ioovdQaeHa2coQMZ9KAPOrPSdY8QeC9W1K98T6rDc6GZ7WFbaYqrmHne/diehrftNV17W/g9pF+uu2+m3MoX7XfTttby1YglT/ewPxrW0Xwtqdl4O8UabMkYudQuryW3AfIKyD5cntXMX3w918/Dbw1YRwW89/o8xmmsZJMxTjJO0+p/wATQBhS6zpug+KNBfwx421DVZprhIbu3uJmljZGOC3IwDXoPh//AJLF4r/69Lb+Rrlbzwx418SzaXfyaHpekQWN3HN9iibDy4PJLDjjsK7zSNCvrT4h67rMyILS9t4EiIbJyo5yKAE+J11cWfw51q4tZpIJktyUkjYqyn2I6V5hrNpq/hnwHoPjK28TavPqDmAvFcTlomDgfKV9BXrPj3R7vX/BGq6XYqrXVxCUjDtgZ+tcv4r8Gaxq3wp0nQLWOI39sLfzFZ8KNg+bBoAztU0fVPCGo+HNYTxHqd3c3+ox295DPLuhcSZJ2p/DjHFXNWg1fxr8SL7Qxq11p2jaVDG8os5SkkzuMjkdq6PxloF/rMHh9bNUY2WpQ3M25sYRQc49TzWR4g0bxNoXi648TeFreG/S9hVL2xmfaWKjCsp+nagCn4eutX8IeKdY8O3uoz6nZx2JvrJ7h90ihc5VmrO07wvq3ijwn/wljeKNVi1O7ja5ihjl2wIBnCbOhHFb3hvwzr+o65qXiHxUIILi7tTaQWcDEiGM9cnuayLS1+IegaX/AMInYaTZz2aq8NtqfmY8uM9Cy+ozQBhp4suPDfwY8KW1teGzn1GZoXuFQs0Ue9tzKB36fnVWLX9O0G/0680Hxbr+oT/aI47q1vYpHSaMthiNygKRnj6V1o+HerSfDbQLBZIINe0aY3MLN8yFgzHaT6HIqewufiLrV9a211othotvBMjXNyGDmZQeVQds+tAETS6gnjzx5NpCb78abbNbrjq2w4/GuF0DVLO+Fs9x441rTvFSSh5YNQdlgd88rt6be1eqDwzq58XeKtQguFtE1G0hitLhTlkdVwSR9a43U9G8d6/px8N6r4b013kQI2tbxkYPD+u6gD2eMlo1JIJIBO05H4V4tY6A6/tH3bf2ndnZafa8F+oJx5Z/2RnOK9h020NhplrZl2kMESxl2OS2BjNcHeaDrlh8ZIPEVnZLd6dd2gtJ234MHOd2O/QUAcf4E8LXHiTXfGAfW7+xsY9Wl/dWUvls8mT8xbrgDHFdF4Uu/E0vgrxPYDWkk1PT72W1t7y7PChcck/nya2/h74Y1Lw7e+JZdQSNVv8AUnuINj7soemfQ1jXngHWb7wp4t00SJDPqOpvd22JPldMggN7HHSgDhfEN5pmi6El5p3xG1K78RRMGaNLl5IpG7rtAwB79K39f8NXHiL4leGJX1zULWW/0szM8Em0xlVBIX0DZ5pl94Z8beIfC0uixeGdI0RYUVDKhG6cDsuOgPc103iPRfEmm6j4Y17RbGG/uNNtDaT2hfBIZQCwPtigD0dEMUCpuLFVxuPU4HWvC/BWha14x0HXbq68U6rCtveTJaxw3BG1wMgsepHTjOK90Qu8Cl12uyglfQ46Vw/w48L6n4b8ParZ6ikazXN7NNGEfcCrAYzQBwWmQ6x4s+Gt14lvPEmqQXunRukS20xRGMXGWH8RbHNdlrF9qd/8N9Eum8QRaSk6RNf3juEfYV52H+9UXhXwZrGk/CvVdAuo4hf3Hn+WqvlTvJ281W8UeDdam8I+FxbWMOoXOj7Wn0+V/wB3NhcEe5oA5Qa9Y+H/ABj4eh8LeMdQ1Zbu5SC8huZmmj2njOSOD9K9E0e+k0b4ieIdKvLqQ29xCl/ZpK7NgAESBSeAAQOPeuOvPC3jbxFqWi6tLoemaZb2F5HL9giYK5A6sWA/StL42W1y0Gk3Gl33lalJK1isCffmSYYI9eMfrQB0fw0vr/WtL1LXb1n8nUb15LRWfdshGFUY6Doax/i/FqE9z4Uh0qURX0moMkMh/gJXG78Bk13nh7R4NA8P2Ol26hY7aFU47nHJ/E5Ncz8RfDWteIZNCk0SWOGexuzOZXbG35eOO/PB9jQBzWq6NrPw5uNI1m38R6nqMEt1Hb38N3JvRw5xuUH7vNZ3iHxVY6z421Wx1vX9W0vT9NkEMEGnK4MrbfmZmRT6jAzW1c6N408c6rp1v4isLXS9K0+4E0pilLNcsvTHoKm1LRfFXhPxTqmseHNPt9XsdUIkmtJX2vHKOMqfTFADfhf4qkvdZ1Tw/wDbrzUrK3RZrK9uomVynAZGJAJIJFaXxmvbrT/hveXFlcy28yyxgSROVYZb1FbHhC28Rhbq+8RSW8ctywMNlAo22yjtu6knipfHPhkeLvCF9o4cRyyqGicngODkZ9qAOf8AiVfXdn8Ibm7trmaG4EEREsblXBJGeRzXI+M9Ymt73w4utarrVjoMmnI8k9gSC02B95hzVnW9N+JHizwbP4dn0exsliVEaZpcm424+76A9c1va1pvjHSE0660i1t9Vtkskt7rS52+XcoHzJnjNAGf4e1r/hH/AAd4i1XTvE3/AAkNhbQ+dbLPITNEcHIcnnHSuRtda0ttM/tO58c+Im15l87EUUohDYzsCbdpHaux8OfD29v59fv9bsbbSY9XtPs32CzPC9y5P97NJBJ8TNOs00KLQtLuDGnlRanv2qEHCkr64FAEV14t1nxfo3hHS7KWXTLjW/M+2XC/I6LEMOFHbcehrP8AEvhjU/DHiXwxGms3eoaPPqaNsvX8ySGUDsx5wR2rsfEnhfWZdP0LVNNuUn8Q6Ng5cBUuAwAkUgdM44NYd1pXjjxhqOhanqlhb6bBp98HNkJMlh3cnn8BQB6dqFob7T7i1E0kBmQoJYzhkz3B9a8R8D6TN4W0/wAVeJBrGoXB0ua5jFvJJlJSF4dh3aveK4TQ/BtyNC8UaVqm1I9VvJnQxtk7HAAPsaAOWg8FeJbvwePEj+LdSXX5IftiKs5FuARuCbMYxjFUr3xDrPjm18BnTtRn06fUTcQ3bxNtzsADkDp2OPTNaSJ8ULXSh4Ti0+zeNU+zx6wX4EXQEr/e2+1bdp4Bn0XUfBcWn7JLPRxcfaZGO1mZ1+8B3yc0AdX4b0D/AIRzTWshqF7fAyM4lvJS7gHtk9hXl3xE1iS08fC28Sanq+meHmtx9ll05ioaQ9S7Dnj0r2qvO/F8PjCx19r/AErT4Ne0uaMKdPnIBhcfxLn1oAxtL1+/0D4c67qVn4ih1+GEZsZ2ctLHnAAcEds5qxZeAvEqaVZa1a+K9RfxA2yeSO6mJtjuA3IUHGACelV9B+Guo31p4lm1eC00o61EI0s7P7sBBBDZ9c9afDH8T7rTY/C8trbWaRBYn1qOU7mjB6qP72MUAX9a0XVfEvxEOnPrV5Y6fFpkU1zHZSlC8hZwNp7Drn6CuX1zXorbxH/wiWqeI9WstK0mCNWmtldri7kIzlnUHAFeo2Gj3Vr4vub9232zafBbrIzZZnRnJz+DCuX8SaJ4j0DxfP4m8MWMWppfRKl7ZSvg7l4Vlz7UAY3g3xbBpmtX+nWGq6lrGmfY5LqN76N98ToMlNzAZBFc1p/iPTdctH1XXPGmv22pTOZIIrKOQRW4z8q4C4avUPDdt4o1sX0/ie1ttOtLiEwxWEABdQerM3r7VztlafEHwhCNB07RtO1awTK2d3I+0xJk4EnrigDn9d8X6zqfwYF4L24hvoNTW1F0m6JpVB4Y9DyCM1r+IPD+r+DrHTfEsHinVLm9+1RJdRTy7oZfMYBgE6Ac8VqeK/B/ifXfhvBpc89td6ubtLiUr+7RRuztH06V0XjrQb7XvC8FhYqjTpdQSkO2BtRgW5+goAZqF3cL40liWaRYv7FaTYGO3dvbnHr71wfhXwrrni3wUNU1HxTqkEgWQWS21wVCgE8v3YmvRrvRrybxPJfoqeQdKNqDu58zcxxj05FM8E6Je6H4GtdKvVRbqNHDBWyMknHP40AeZ6d4z8T6h8OtN06G7J1i91RtLW8/iCjq2fXGeaPHPhzVPBQ0C4sfFOsTw3GoRQ3Edxcs25ueR6DrxVqHwPcaV4KistU1C10zV49YkvNOkd9yM5+6p+tZvj+68Z6ivh0a7aabBAupwqI7OQyPJJz83sMZ4oA98HQfSvJvFP2F/FN8PFHjiXTbZMfYrSxujGyrjkuAM5z616yv3R9K8fn8P+KtD8Xa0+n+HLDV4tTnM0V7duMwgj7rd8A9qAKPg7xTeX/gzxpaxatc31tpyv8AYb2ViJShU4yetJP4c1iD4YjxbN4t1htUgsluo1SfEQwMhSvftkmtPwz4C8SadpHjCLUlszd6shMP2c7ULFemMfKK6m+8OajP8JJPDyJH/aB037OFLfLv2460AcjeeKNa8WSeEfDdreSWEuq2Qu767hOHKAHKr6E4NZfiHw3eeG/iZ4LhfWrzULCS6cwJeNveI4G75upB4rfl8Ca7p2meGNZ0kQ/2/o1qsE1u7nZPHzlAeg6nmq8mi+OvFfi3w3rur6bZ2Frp9wzG1WTLopAyxPOcnt7UAev0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVwnjrxxc6Hf2ehaOlu+sXqlka6fZFCg6sxPX6UAd3RXl/hvxrren+I7TQvFF5pd59v3LaXdjID84GdrDtnIArf8H+NP7c0vVZdQVLe60y4ljnTBGEXJVsH1WgDsaK8zg8deJJ/h9BrkOkxXF9fXRitYkDBEjLEK7n06fnWS3jLxp4P1rT08UT6Te2N7OsTC0b95EW9B1IFAHqyapZSarLpaXCG9iiEzwg/MqE4B+mauV5jf38ul/E7xTfwqplt/D6SoG6EhiRmug8OeJ7zVvhnD4jnSJbt7SSYqo+Xcu7H8hQB11Febaf481y/+G+maxa6V9r1fUZGiRIlIijO4gM57LgVQsfEfjbw74o0qz8TXelX1nqcvkgWhw8TYJHHcUAeoC8t2vWshMhuVQSNED8wXOMkVHYapZaoszWVwkwhlMMhX+Fx1FeT+H5vGB+N2qfarWxCGCIXW1/uwZOwrz971rctPiBHpvhLxBrV9bW0ZstRltoYoRs85gQFB9WOetAHpFFePS+KfiTo9pB4m1awsW0V9rT2cP+shiPO4n1wa6TxZ4u1u2v8AQ7PwvaW97Lq8MjxtKcKoG0hifTBP6UAdZqei2OsPaNew+YbSYTw842uOhrRrzXwz4h8YWHjZfDfi1LSb7XA1xa3FqMDCnkGvQ7u6isrOa6ncJFChd2PYAZoAnqjq2r2Gh6fJf6ldR21rH96RzgfT615cPE/xK1ewfxNpNlp6aOhZ4bOT/WzxA/ez2PFYnxS8SXvir4f+HdV06CD7DcXa+cjtlknBwqfT72fwoA9l0HxBp/iXThf6bI7wbimXQocj2NV9a8Y+HvDt0lrq2qwWk7pvVJCclc4zT/C39snQYf7et7a31DLb0tiNgGeMY9sVxOv3mj2XxotpNae1S2OjkA3IBXd5h9e9AHWab498LaxepZWGt2k1w4ysYbBP0zU2s+MvD3h67S11bVYLSd13qkhOSPWvMfiPdeHtfj0zT/C1vDc6wl5E6S2MGBGuecuowPxrW1u+0zTfi/bSa1GssX9j7cND5vzbx2wfzoA7Cw+IXhPVL6Kys9ctJbiU4SMNgsfQZq5rfi3QfDksMWsanBZvMC0ayHlgOuK8p8d6x4b8Xacmg+E9PFxrbXEZjlt7Ux/ZyG5ZmAGOAal+INzBo3xB8DzatE13Hb20izqsXmlztx93HPNAHef8LQ8FE4/4SG0/M/4Vpav4x8PaD9n/ALU1WC1NynmQ+YT86+orkYvHngyaZIl8P3QZ2CgnSCBkn/drL+IE+nWvxZ8HS6gYI7JbeTcZlGwDPGQeKAO0g+JXg65uIreHxBaNLKwRF3EZJ6DkV1IYMAQQQeQRXk/xA1XwPqPhK7srCCzvtQmUi1isYh5gk7HKjjFR6h4q8RaLa+G/COmC1tNTfTUkubrUGwkWFAxz1bOaAPXqK4rwPrXia8mu9P8AEVlCzW6q0Wo2xzDcg+nvXa0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVzreC9Fk8Wf8ACSy27S6iFARnclUIGMqvQHHeuiooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDO1nRNP1/TpLHUrdZoH7Hqp9Qex965/w98NPDvhu++22sM81ypJR7mYyeXn+6D0+tdjRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV438VdDg/4S7Tde1jRZdU0JYTb3CQbi8RzkPhe3417JSEA9aAPE/C2meDb3xfp7+FPCF2y27+bNf3DSRJBjGMBvvH2qr8TrDVNH8XXqaZbSS2/iqCK3leMNmKRWUE8e3b3r3YADoAKMA0AeV/Euz1LSvCWi6fpoubbRInSO/ewBMyRgcbQO3XNeb6/p3h+efRpvCvh7VykV5GJ9Tukkww3Dj5vf2FfTvWkwOmBQB5nqWm3Oo/EbxTbQRndc+H1ijZhhSxY8ZrndC8XrpXwyfwkNM1E69bW01uYDattydx3bum3B65r2/A60mB1wKAPAIH1Sz+DXheHOpW+nSTyrqbWUZMqx72x7gZqFrHw3Hr/hzUfDWi6qLa1vkW51G5WTDbuAAG685zgcV9C4GMYGKMDGMCgDzWPU4dJ+OOoR3kc6LqNjBDbyiMlCwPILdBXMv4Y1HxB8PvEtrZRMbqLXpbmOJhgyhWBwM+vavcMA8kClAA6UAeQa/wDEH/hJvCdx4e0nR9U/tq8iFrJDJasFhzhWZm6Y5PNdRb6dJpninwnZHLi00qeFpAOMjyh/Su2wOuBS0AcHrMUjfGPw7IEYxrp9wCwXgHI711muaedV0K+09X2NcQNGG9CRWhgdaKAPINJ+Ii+G/CyeHdQ0bUm1yyj+ypbRW7FZyMhWVumDxWBrnhfUNB+D+i2dzA/2yXWUupolG4x7s8cegxXvuBnOBSkA0ANX7i/SuCubbzvjbA8kG+EaMw3MmVz5n867+jAzmgCOOCKHPlRImeu1QM1xBik/4Xakvlt5f9jld+OM7xxmu7owOtAHmnxA0iTw9qdv480ZJftdq6x31vCuRcwE4PA/iGetc/468SW0HjnwT4oS2u5rBbeSVhFES4DAjBHY5PSva+tJtHoKAPMf+F5eH/8AoFa3/wCAn/16qa/KutfFPwNqMVtKbWa2kfEkf3QTwG9DXrO1f7o/KjA9KAIktbeJt0cEaN6qgBrzT4m3OmJrFjb+JvDL6hoTxki9t0ZpIZc9Dt5C49+a9RpCAetAHjvwrs/s3izU30CTVP8AhFfJO2O+jKqJd3Ajz1AGfTrzXqGg63b+INLXULaKeKJnZAs6bWypIPH4VpAAdKUDHSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIpp4raIyzSLGgIBZjgDJwKlri/iwSvww1xgSCIQQR2+YVwXwf+LcV7axaB4jvAt4pCWs8n/LReysfWgD3GikHPNLQBFcXENpbyXFxKsUMalndzgKB1JrE/4Trwr/0H9P8A+/wqL4g/8k81/wD68Zf/AEE1xHgPwL4G1DwLpF3qGl6dJdy24aV5GG4nJ680AepWOo2ep2wuLG6huYT0eJww/SrVeL6dY6b4X+M+naZ4SnJs7uGRtRtY5S8cWBlTjoOcfnXd+IvHlnoeqJpNtY3eqaoy72tLRcsif3mPQUAdbWZqPiDSNIlSLUdStrWSQZVZZApI+lYWgfEC11nU59KutOvNM1ONPMS0u1AeVcZyvY15TYvbeKfjHq51vwrf3qny40glwfsgyBuYZ4Hf8aAPoRHWRFdGDKwyCO4p1cPqHxDsbDU30fRdJvtZntBtnSxQFYMYABJ4z7VpeGPG+m+KBPFCsttf2ozc2U4xJF1xn8qAOmorzzTfirBrTxLo+galfEuUnMQGIDuxhj9OfpV7WfiPY6drLaNY6dfatqcYzNb2cefK47k8ZoA7WiuW8NeOLLxDPcWUlrcafqduC0lldDEm3+8PUVgW3xg0/UTNBpmj6hfX8Nw8T2kCguFXq5PQDPFAHpFFcv4V8b2Him1vZFhmsrixcpc21zw8WO5Hp1/KsOb4s2U9zcpomianrNvbD97c2ifuwe4BPWgD0SiuYsfHug3vhN/EYuxHZRj96H+/G39wj+97Vgj4sRJFHeXXhrWLbSnI/wBPliARV/vEdQKAPRaKxL7xCIdLstQ0+xuNUhu3QL9lwdqsM7z7CtoUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxXxa/5Jfrv/XAf+hCvA/hb8K7zxlcRardv9n0iGXDMDh5SOcL/jX1Brej2uv6RPpl8GNtOAJApwSAQf6VPYWFrpllFZ2VukFvEu1I4xgKKAJ40WKJI14VAFH0FPoooA5r4g/8k91//rxl/wDQTXmnhT4PeH9f+H2n3xmvoL+6ttwkWc7VfnB2+ntXsGuaVHrmh32lyyNHHdwtCzr1UMMZFM8PaNF4e0Cy0iGVpYrWPy1dxgsPegDzH4Sx2HhvXdR8KX+nR2/iG3GWu8k/a4+oIJ9iOKzdFi8S3XxT8Yw6Tq9nY3X2gHbeQF3eP+Hb7V6X4i8GQ65rml6zDeS2F/p7MVmiQEyA4+Vs9R1/Oq3if4d6b4j1CHVY7m507V4sYvbVsMwHYjoaAOUvPDmuTeOfDs/iLxVpbXVvMXggggaN5QPvLmrPhTd/wu3xpt+99nix9flrofDfw8s9C1qXW7rULzVdVkUqLm7YfIvooHAq/pfhG20vxfqviKO4kefUUVHiYDam3HT8qAPMPAFn4wum18aVrmlWUo1Wf7RBLb733Z65B6en41veHdFv4PibdX+o+I9Ku9TFiUuba1hKOUJ+Vj75A/DFbOtfDKxv/EP9u6XqV5ouoOCJpLQjEue5B4zV/wAI+AdL8Ircy28k11f3eftF5OcvJyT9B1oA5r4Fqo8G3rBQGbUJsnHXmua8Ew+LbzX/ABPHp2tadY3w1BvtEdzbl3b0IOemK9U8HeErbwbpMun21xJOkk7zFpAAQWOccVj+Ivhhpmt66mu2d7d6TqoOWuLRvv8A1BoAwbHw/qa/E+xv9d8Tabc6lBaSAWtvEY3eMgjn1wTTvgfaQJpniC7WJRPJq00bSY5Kqcgfqa6bwp8PtP8AC91eX7XVxqGp3eRJeXRy+3+6PQVe8I+ErfwhZXltbXEk63V090xkAGGbGQMduKAPO4PtA+JvxHFpt8/+zUKA9N3l966r4QSWb/DTTBbmLcqkT7McPk7s/jWvYeDrSw8X6v4hE8kkupxpHLC6jYoUY49c1z138ItPF5dTaLq+o6NDdrtuLa0ceW/rgHpQBzfxD1DS9Q8GX6eF44Io4dXiS+lEWEMm773vz1xW7e6R45l0aY3nivQTp7RESM9mdmzHPfGMV0+n+A9A07wrJ4djsxJYzA+d5hy0jH+In1rlY/gxaizXTJfEmrS6OJfMNgzDaRnpnrigDo/htpn9keBrGzXUrfUYU3GG4gB2shYnHPoc11tc3qXhGG60XT9L0+9udLt7GVHQWrYLKuflPqDnmujHSgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACisi68UaDY3L291rFlDPGcPHJMoZT7itSORJolljcOjgFWU5BHrQA+iiuT8a+LJPD8NrY6bClzreoSeVZ27HgnuzeiigDrKK8sOh/FpAboeJ9NeUfP8AZTbAIT/dzjp7103hzxf9p8Htq/iGE6ZJakx3ZlQqgYHG5fVTkfnQB1tFVf7RtP7M/tHz1+x+X5vm9tmM5/KorzWNO0/TP7SvLyGGz2B/OdsDB6UAX6Kx9E8UaH4kWVtH1OC8EWN/lnlc+xqtN448M290LabWbVJmna3CMSD5gxlenuKAOhorA1nxp4c8PXCW+ravbWszruCOTnHrgVoWus6de6UNUtr2GSx2lvPVvlwOpzQBforndK8deGNbvxY6ZrVrc3RBIjRjk49MjmrGt+LNA8OGNdY1W3s2k+6sjcn8BzQBtUVzOva3Dd+CLrVdH1y1tEZA0WoMN8afMOSP0qaLxJpml6XpY1bWbbzrm3DrMx2LNhQWceg5z+NAHQUVz1r458MXun3V/b63aPa2uPPk3EBM9M5q5oviTRvEcLy6PqMF4iHDGM/dPuDQBq0Vz19458MabqY0281uzhvMhfKZ+QT2J6D8a0LrW9Ns7yytJ7yNJ70kWy8nze/BHFAGjRVK91aw02a1hvLpIZLqTyoFY8yN6CrtABRRXlOvePdV07xylxAd3hm0uUsL3gHMrj7wPXA470AerUUgIIBByD0NLQAUVR1TV9P0Sya81O8itbderyNgf/XqrpnijQ9ZsJr7TtTt7m2hBMjxt9wD1HUUAbFFcL4J+Idl4t1nVrKO7tmNvNi1WLOZIgOX5967hnVELuwVVGSScACgB1FczafEHwlfX62Ntr1nJcs21UDEZPoCRiq17rV9F8U9M0ZJsWE+myzvHtHLhsA569KAOvoprMFUsTgAZJrj9G1vV9WfWNZSMvpcG6PT7dBhrgqOXOfU8D6UAdlRXkkkvxXXTW8RteabFGIzMdKaL7qYzgt13YrZ1n4hO/h7QG0aIf2r4gKrapKuRECPmZh325oA9CorznStV8WeF9dsNO8W3trf2mosYre6gi2MkvXaw9COlRalrfjDxP4k1PTfCVzaWNjprCKa7uItzPN1KAenvQB6XRXH+CPEmp6ob/Sdfgjh1rTmUTeUfkkVs7XX2rC8f/E8aFfQ6Roey41BZ4xeMV3JbozAYP8AtEkUAem0Vyni7WLzw4+naz5udKWUQ30W3O1XOBLnttPX2NdRHIk0ayRsGRwGUjoQaAH0Vj+KNcj8N+Gr7VZOfs8RZV/vN0A/OuV+HHiXWr+71DRvEsiNqcKpdRFV274XGRgexOKAPQqKyL7xNommT3EF7qVvby28QmlWRsbUJwD+JqqPHPhc6OdXGt2n2Df5fnb+N3pjrmgDoaKoaTrGna7YLfaXdx3VsxIEkZ4yOtX6ACiiuQ0PWr+8+IfibS55t1nZR27QR7QNpZSW579KAOvoorz34xeJNV8LeCl1DSLj7Pcm6SPftDcEHIwfpQB6FRXk1pofxVuLGC8j8X2TeZGsqxtajnIzgmuo+Hniu68T6BO+pxpFqNjcPb3WwYQsp6j2oA7Giubi8e+FZ9WXS4tds3vWfYIg/VvTPT9a0NZ8Q6R4et1n1fUILOJjhTK2Mn2HU0AalFZWk+I9G160kutL1GC7gj++0bZ2/UdRWdc/ELwlZxwPca7aRrcAmLJPzAHHp60AdNRXKeNdSlg8OQ3en69baV5k0e26mTejKT90D3q7qHjHw/ozSRalq9vbywqhkDkgjd909O+DQBvUVBaXcF/ZxXdrKssEyh43XowPQ064njtbaW4lbbHEhdz6ADJoAlorye01vx58QI5r7w7cWmi6OshS3lni3yzAH72D0Fa/hfX/ABRYeIT4a8UWjXTbN0Gq28JEcnfD9gaAPQaK56Txx4ZhMSya1ao0s7W6AscmRTgr+BrlbjxlN4f8P+KdUudfstSe1umjtYljKiFudsTep4/SgD0uisPwr4lsfFGiQ3tldxXDBVWcx5wkmASvP1rcoAKK8+8QeJ9b1XxLL4V8ImCK8t4997fTruW3B6AL3bpWdDd/EDwfqNnJrlzHr+m3UoimNrbYkt/9rA6j1oA9SorL1nxFpHh62S41e/hs4nOFMpxuPsOtR6J4o0TxGkraPqUF4IjiTyzyv1BoA2KK54eOfDJntoBrNt5t05jhTJy7A4IHHrS6v428M6Dci21PWrS2nP8AyzZ8sPqBnH40AdBRUNtdQXttHc20qSwSqGSRDkMD3Feb/GHxJr/h+30WPw/dC3uLyd42ygbdgAgcg0AenUVzng7xIviHwXZazLkO0R8/jGHXhuPqDXmvgz4geJde+Ky2d1KyaJdJNLaxNGo3IvAORzQB7bRXO6p458MaJf8A2HUtatbe6wCY2Y5GemcDitv7Xb/ZPtfnx/Z9m/zdw27cZzn0oAnorzrxb8Q9Pbw3czeGdatpr2C5hRxGQxVWkCng9e/Ir0KIlokJ6lQTQA+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5k+Ivwx8Xa14+1bUbDSnmtZ5Q0cgYfMNoFfROgW0tn4f0+2nXZLFbojr6EKMitKigAryvxXF9i+N3hXU7uIGzmikt45CeFlIOM+leqVla/4f0/xLpb6fqMO+JuVZTho27Mp7EUAVfEq+JysH/COSWCEbvO+1gn0xjH415HeeNNW8W/C7xvDq0dskmnskI8gEA/OM/wAq61vhn4j+xtpqePdRGnFyQhjBkC5+7vznpXS6X4A0HSfDF1oMVu0lteKRcvIcvKT/ABE+vpQBQlmjt/gx5k0iog0gDLHA5jwK4zxIZ9R8XeDtIfTP7QtRpvnC1lmEcczhRgnPBI9K3U+E9xNpb6RqXie9vNJjjZLW1KhRGf4SxBy230re8R+AbTxBpOnwG7mtdQ05FFrewHDIwAGcdxx0oA5VvDmsWvivRNR0rw7YaI0c+25Ed6oFxER8y7R1I61J8OvDOlXut+KtWvLSK5uF1mVIjKgbytpzkfUn9BW/ongO6tteh1rXtfudYu7ZStsHQRpFkYLbR1PvWx4Z8Njw7/amLkz/AG++kvDlcbN2Pl9+lAHm9xLpVx4j1JtM8GXfieeW5dZ7642+WjLxsQnoB0rD8G6ZLq/gbxnokVxFp6f2jtgjmlzHGcg7M+h6V3svwzvoL6/GkeKLzTtLv5jLPZogY5J+ba3Vc0/S/hPpWnaRrmjm4lk07VJRKqH78LAcEN36ZoA4uV7fRJ9LXxF4EfTmt7iP/ia6YwCF84U5HOD6Vs+KNCvl8dXuuw6NY+JrR4Uiksmcedb4H8IPrWlD8LdRmNjaax4svNQ0izkEiWjRhSxX7oZs5OK09c+H8914kbX9C1ufSL+VBHPsQOkoA4JU96AOAmuNLb4O+MbOx0y60ueKYSXNlcNnymdlIC+i4HStW80uz1jVfhhZ38Cz25sJGaNujYhQjNdKPhnF/wAIhrOjy6pNPfau4kur+VQWZgRjj0GOB71pp4MVNR8MXf2wn+w7doAuz/W7kC59ulAHHN4M0BvjQLMadClkNLEzWyriN33EAlehwKda2MHhn4j+LBolosIXRknSCLhd/PIFd3/wja/8JwfEn2k5NmLXyNvH3s5zSQ+GUj8Z33iFrjf9qtEtTAV4AU5zn3oA4nwD4O8P6/8ADm31DVdOgub3UEklubmYZcuSQTntjFcxbWd7d/Ca31WC4N1ceGNVklt3OT5kMbcjPcY/QV2MnwouLea8t9J8UX1hpF6xM1iihgATkhGz8ufau3sPD+nab4dTQ7aELZLCYduPvAjBJ9SaAOBiu4vH3xL0iaOMmw0axS9O7j97MoKD8Fr1OuO8A+ArfwNaXkUd3Jdy3MoYyyDBCAYVfoKv6LBqaeJtdmubiWSweSMWqSDATCjcF9s96ALHizXofDXhi+1WYMRDGdqp1ZjwoH4143pel+Jf+Ff3+izeDr24l1UtcS3RuVB3tyrAHpjivV/GPhOTxdDZWkmoNb2MM6zTwomTNg5C5zwK6VVCIFUYAGAPagDkvhrq8mreC7RLiNkvLAmxuVbtJHgH69q6+uJi8DXllc+I30/XZrWLV/3iIkY/0aXjLr9a6rS7Sax0q1tbm6e6mhiVHncYMhA5Y/WgDynxbNc6t8ZrXSZNMi1S2tbAyw2k0ojRmbGWOeCRVqy8KX1v47029t9Es9EtZEeO9t4rtWFymP7g64rrPGHga18UvbXkV3Np+q2nNveQfeX2I7j2qp4d+H8umeIW1/WdaudY1MIUieRdiRKeu1RxmgDK+GWkadaa94slt7KGKSHUTFGyLgom0fKPaui+Ik+mQeC73+2Lye2s2wrm3OHk54QfXpTdC8IXOheKNU1OLVnkstQkMz2RiGFcgDO7r2rQ8V+GLHxdoM2lX+4RuQyuh5Rh0YfSgDwvx0Im8HPc2ngFtEigmjMN/IVSQYOBwOcmvSixb4u+HGYkk6FIST3+YVRvvhFfa1pRstb8W3t8sUYS1DRhVjIP3mAPzHHHNdZb+Eni8SaVrMt80stjp5smXZjzCTnd7fSgDZ1pmTQtQdSQy20hBHY7TWB8M3J+GmhySNybbczH/eOTV7RvD95Y6fqFpqWrTakLuRyrSqB5aMMbBjsK5vwvBO/hrVvBBuPsl5p++3hmCdYWyVcDvjJH4UAV9V8QX3xAuLrw94VLxWEcgjv9VP3Cv8SR+pPrSa9ZWmg+P/ANvHCUsYEntYjjIDbBtH14qhp/wj8Q6VaJaWHjy8trdOkcduoH8667VfBC654OtNG1HUp5b61CvFqKjEiyr0f/AOtQBmfEiVBrHg6HcPMbVVZV7kBTk0fDmVP+Eg8aw7h5i6uzFe4BUYNWvD/gK4sdeGta7rc+s30Ufl2xlQKkIxyQo7n1pniP4ezalr51zRdcuNHvpE8ufylDJKMYyV4596AOW1XxDdeHfFXjbV9OsZL6ZI7e3RYgSBIQeuPTrXn9x4itLTwO9rNoerDWLu8hub29niwJHEgbAOOnYCvf/B3g+08IadJBDPNc3Nwwe6uZmJaZx3PpU3i3w4PFOif2a1wbcefHNvC7vuOGxj3xQBl6/d2/iT4U6ldyxS2sNxp8knlzDay4BIB/ECtXwZcS3XgvRp502SvaRllxjB2isf4i/aNR0RPDGn7WvtWIjORny4QRvc/TgfjXW2NqLKwt7VSWEMaoCe+BigDzD4o6nPqmv6R4X02xk1CeKVb67tkYLujX7oyfes3VfEOtad440TxLqnhmfSbGMGxuZDIrhlcgLnHoa9B0nweun+MtV8SXF4bq4vQqRKyY8iMfwg1c8XeG4vFnhq70eaUwicDbKF3FGByDigDiJtAsNf8Ajjff2hGtxbQaTE4gcZRyWYAkd8Z4qvoXg/Qm+K3iexewiawggt5Y7RlzGruvzMF7H5a67w74Ml0TWxqk+pPdzf2dFYtuTGdjEhv6VesPDYsfGGra+LgudQihjMW3GzYCM575zQBxnwtxa+LfG2mwAR2VvqJ8mFRhUznoO3SvUq43TfA8ml3nie7ttUdJtbkMiuqYNuTnp69a6fTbaaz022tri5a5mijCvMwwXI7mgCGbW9Og1m30iS6QX9wrPHB/EVAyT9K5Lwz/AMla8Zf9crT/ANBarvjTwIvim6sdQtNRl0zVLInyrqFcnB6g+oqfwh4N/wCEZkv7y61GbUdU1Bw1xdSjGQPugDsBmgDqq8o/aD/5Jyn/AF+x/wAmr0PQtNu9LsXgvNRkv5GmeQSyDBCk5C/QDisj4geDF8deHV0lrw2gEyy+YE3dM8Y/GgDzfVPD3xF0nwamqW/i+a6to7dXe2iTDiPaMhT6gVe1SSw0P4AXNx4ZuJZIroAvM7fvN0jAPkjuK9btLRbbTYLNj5ixxLESR94AYrltG+H1npKa3YGcz6NqbFxZMvEBP3tpoA4z/hEpLvwbHbw+CNPgZ7NfLvheorqdoIk3dc55pmveEvEd3L4Xv3/s7Wb2wsBHc6dczBvOPO519ewz7Vtn4V6k9kmjyeMdQOgocC0CAOU/uF+uK1vE3w3tNaGnXGm31xpWo6eixW91CckRr/CR3FAHL+ELvR4fFWrWx8M3fh/WLiyZvIdv3ToowSoHH4074WeENA1TwKbrULW2vriWaUM8q7jEASAvtiuj0fwLJpF3qGuatrFxq+rSW7xJNKNqxoR91VHSuK8EeANQ1HwjHdaX4ju9Khv94vIETdvIc8qT9049KAMDVZ5n+Dc1q9x58Nlr/wBngft5auMAe1dxa+HNO134zatJqVvHcx2+mQbYZFypZs/Nj1Az+db2tfDWw1DwXa+GrGdrO3gmSbzNu9nZTkk+59a2dP8ADIsPFt/rwuS5u7aKDyiuNuzPOffNAG3BBFbQRwQxrHFGoVEUYCgdAKpeIFL+HNUVQSxtJQAO52Gq39j3/wDwl/8Aa/8Aa832H7P5X9n7Rs3Z+/n1raIBGCMg0AcX8KL+2vvhvpAt3DNbxeTKO6up5BrY1LxXpOm6/Y6FPMxv74Hyo0XdgDu3pXOah8NHi1p9V8Ma5c6HNKS00Uah4nJ6nYeAas+Evh1a+Hb+fVr+8l1bWZic3lwOVU9lHagDkvhN4f0rUbzxPfX1jDc3EWsSrE8q7vLAYn5c9OTWFaW0Fz4Q+KQniSTy9RlkTcM7WB4I9+a9Z8G+D18JLqoW7a4+33r3fKbdm7t71nWPw4htdN8U2Ut88ia9PJKxCYMW7sPXBoA2/B+mWOm+GLFbK1it1lhSSQRrjcxUZJ963q4vTPB2s2HhSLRT4nneSGaNorkRAMsS4/d++cda7MAgAE5x3oA8m8DQSad8aPGNvdykzTossW/guhI6eoHSvRdf8Qaf4a0p9S1KUxwIQvyjLMScAAdzWN4x8CxeKJLa8tb+bS9UtT+6vLcfNj+63qKy7L4a3E+u22qeJ/EFxrRtcGC3kjCRAjPJUcE80AVfHFzpUviGwkk8P3niDUBaZisFQbIVZh8756E4x+FYvhJHt/i7tGgDQfO0pjJaJIGDkNwxA6V2fifwTe6vr9rrej67PpF9DF5LtGm9ZUySAQTjjJ/Oquh/Dc6P4lttffWrm71AxPHeSTDPn7jkYH8IHoKAOV+EGh6ZPpOs6tPZRT3sGoTGKSQbim0nG30qt4J06TWdGuNTk8IWWrz3N3M0tzcXKhs7vu4PIAGOK9I8E+D18H6deWguzci5uXuCxTbjcc4rCuPhld2d5eSeGvE15pEF6zNPbhBIu5upXP3TQBZ+GOk6ro1jqttfi3jtWvGe0t4ZxKIFOcpkdMccVlfFgA+IvAoIyDqv/wATXZ+E/Ctl4R0j7BZySyl3Ms00zbmkc9WNVfFXhBfE2o6HdtdmD+yrr7SFCZ8zpx7dKAPOJb5PAWl+ONGhmdWe6QWKHO1BOvGPod1Rx2C+GfiXoNracm08PysCecvtJJ/Ou78U/Dq38UeLNL1qe7McVnt8y2CZE+1iRk57Zq9c+DUuPH9p4o+1Y+z2rW32bZwwPfNAHmfw/wBPn13wt/aU/g+y1ee6nkea7nuVDFieRg8jHpUWradqmneB9O0HUb5LWxu/EAt9kdwJBHbNk+WzD0Pau0uPhje2t9et4c8T3Wj2N6S81qkYdQx+8yk/dzWxF8OtETwY/hmRZJYHJdp3OZTKefMz2bNAHH/E/wAE+G9K8K2l9YWENncW11AkbQ/L5gLgEN/e6Z/CvXIf9RH/ALo/lXmFx8I7vUbWODVPFd9fJbOjWYkQYiCtnkZ+Y44ya7uTS7tvEFnfpqUiWkFu0T2YX5ZGJ4Yn1FAGvRXL6ZZavD481e4mvp5tLkgTyoXGFifPIX14rqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC8vLbT7SS6u5khgjG53c4AFT1mazoWneILeK31ODz4I5BL5RYhWYdNwHUexoAzfBni+38Z6XdahaQlIIbp7dGJz5gXGG6cZz0rKuPFnjGK4lSLwHNLErELJ9viG4A8HHaovhVGkOneII40VEXXLkKqjAAyvAFXfiHq93aaTa6TpbsuqavOLWBlxlF6u3PHC5/OgB3hrxtJrGiapqmo6U+nRae7q2ZRIHCjLFWHB544rBX4qapFZ22q3vg69t9GnkCi885SVUnAYr1A+tP+Imk2mg/CJ9Ltcw2sTQxMQ2CVLjcSffk102u21m/w6vbeVwLT+ziN27+EJwc/lQB0SOkkaujBkYZUg8EGn1w/hTS5tb8G+Eb28ubm3nso0m8uI7VlwCAHHcYwa7gjIoA8/vviNeS69e6Z4b8Oz60LHi5mjmWNVfuo3dSPatPTfGja74Vm1XRtMmub6FzHJp0kixyI4OCrE8D1rmNE1gfDzUtV0bVNKv5I7m9kurW8tLcyLPvOQpx0YdKZ8LrzUL3xv40lurN7RJLhJPIbB2OQeCR3xjigC/qPxB8U6TZPeX3gWWGBCAXbUIupOAPc139jcS3OnwXFxAbeWSNXeJjkoSOQT7Vw90zeLviX/ZzfPpGhoJLiJx8stw33eO+0c1W+JfilUubXwnaatFpt1e4e6upXCCGDuQT/EegAoA39A8c2PiLxXq+iWKF101V33Ab5XYnBAHt611deO+AZvDWj/EnVNP0e+tWtW0+COApKGMzgsWwe7dzXU6b8WvCera1DpNpdztdzSGNFMDAFvr+FAEep/EO7HiG80fw74euNalsV/0qSOVY0jb+7k9TWrovjnS9W8N3WsSb7QWW4XkEww8DL1U/09a47w7dt8N9W1nTNT07UrlLy7NzbXtvbGQT7h9046HPrWFa6rY3J+I114gtnsrSYRo8CYLgkYUHHG7OM0AdWnxR1L7DFrE3hG7i0CRgTfmZSVjJxvMY+bHeug8UeN7bQLHTpLS2fUrvU3VLK3hYAy5Gd2T0GMc+9eZXFt8QLX4XRQX/ANgXQUgBuDGf9K+y+nPy52+ldRZ3NjqXxG8IyW2RpseiySWG7gljtUr7kL2oA29A8eTX/iJtA1vRJ9G1Fo/NgSSQSLMvfaw4yPSu1ry/4lMyeP8AwCyMVJvZBkHHGF4r1CgAooooAKKKKACiiigAooooAKKKKACozDEZhMY0MoGA+0bgPTNSUUAFFFFABRRRQAUUUUARmGIzCYxoZQMB9o3AemakoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEIBGCMg0yKGOCMRxRpGg6KqgAfgKkooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5bwToF7oFvrCXvl7rvU57qPY2fkcjGffiq2t+HdT1X4iaDqZMY0nTI5JMb8OZmBHT0xXZUUAZXiPQ7fxH4fvdJuQDHcxlc/3T2P4GuBvNF+Imq6D/wjN1HpENgyrBJexSN5jRDg4XpkivU6KAMf7Pf6XDpNjpVvBJZxFYbhpnIZIlXGV9TwK2KKKAOBubLx5pOsX/8AZD2Gp2F3L50R1CVg9sSMFRjqB1FavgvwnJ4atrya8vGu9S1Cb7Rdy9FLnso7AV1NFAHJeB/D2o6IdZuNUeJrnUL97jEZyAvRefpV3WvBHhvxDei81bSLa7uAgQSSLk4HQV0FFAHneg/DLTdF+IF3rEGmWkVisEYswn3o5Odxx2yDXeLY2kcgkS1hVwchggBqxRQB5/dWHjvSPEOo3GjNYalp97IJY4r6Z1NscYIXHaqy/C43vhXWrTU70HVtZl+0XFxEuFRxyqgf3RXpNFAHl9zo3xE1Dw8/he7j0X7HJB9lkv1Z95TGMhOmcVd1XwHqNlb+Gp/Dd3H9t0FGjRbnO2dGXDKSOmcV6HRQB59YeG/EeveLbHXfFiWVummK32S0tHLqzt1di3tj8q9BoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKqahqFvpVhNe3bMkEK7nZVLYH0HNAEd/q9jphjF3OEeUlY0Ayzn0AHU07S9Us9ZsEvbCYS27kgOBjkHB/UV498WPEV9Ytp17p+qT28UjxXELW9sCUDK33snBzgHkdq6bwL8QLO8u/+Ec1BvI1GMbo90QjSRfQEcFvXGM9qAOi1jxfpmmveA6hEr2EZkuIQAWPt7f8A16y9L+IdjrFnA0E8cUl0rtH5qn9yAMjePT3rlfHekXGk69qWsag8t1pt+seyGI4EflkMQQcgkge2a6yDXvDeueGINVsrFZlmj2xr5AVgwH3SeB17ZoAxrz4iX6E21rdWEt2UaJAiM26XPDBeu3AP4mup8FeKG8SaWxulSO/gws8a8c4HIB6c5H1FcdotzoGgeBYobq0h/tK4dkuUSDa5dmZipJ9h69qd8ObG4uNc17xPbuq2N0higeToGDbiVAxlOevtQB6sSAMk4FIrBhlSCPUGvD9R8QNqPxCNkusaolsDDm0mi2AjPpkHk85x0IrS+Enie1tdPGkz389yJZpWjknQqYsNjaxJOAe3PtQB7BRSAgjIPFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHJKkKF5GCr6mqFzqlk0cUDTlHuwVhDgoWPTjOOfbrVjUSFsJXKM+xd21QCTj0zXlNj4i1K48bGFIYU07TCJHndvN8sOCNu715zjtzQBryX2txSTDTLXTQRMIJP7Q3DzWVAA/rjggEfjWFHaa9dy2s2pRWP9hSPvlS2vnaRiccHcM9edvAroNPmsv7N1u81x8W4vitq7KrSRhkUbgOcZzn6HNR6lF4ZeYi5eSWJhuYx2iYQHLZPGR659TQB2mpyLdaXLa2kdvNI8OUS4XMeDwN31rxzxTq2l6fbfYdZsLtbnTmC3H2C8aKNC33NnQE+vAqnrXii1j1fTtG07VfNtbq7VrmdIUUGH7yr05I7g1p+JZNKudRns441SW30+O7ikVQjSyF8Dp/snpQBl2txpE15bz3sd7dBFWeWyuGabdD0BHq/I4JA5NevJ4ihk0ywGiW1s0UqDMVxJ5IijyFxjB+bPGK8X8Y+Hrrw9Pf65DeOxT/RUUqN7ttDZPHt1p9t4iv8AxJpFlaoGGQEu2MIPlylflYcjGck7hkigDs5bCXS/F9zqCeDzexu4Md4waRzuAO0K78Y5GeBXOXVj4gv/ABZGdVsrfTL3WQsJis5AXht0+8zDdgA8frXbmybR1ubLT75k1KONVjjmdXWSRsEGRiMk98n1rCh0LSzPq00V2jXO0I80wA2x7l2hMDgEhgT7UAeg2PiWzCW1oI5nfBjHljcBt45zgg8Z6Vs2N/a6lbC4tJRLESVyARgjqCD0NedeK9XsW0CVrCSRDO20vFECySIvGQOo9+a6D4aWZtfA1jK0ju90puJAygYduuAB7UAdfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJEEkbI33WBU/Q15f4h8NW3huyXTdOmey0e/mZ9VnkbJVDySD1ycYH1r1OuB+IOq3EM1tpkVkLtbgBVj8sN+8ZgF5PQc0AYfiHRvCui6PB9rNw0VziXdESzSnaQpyefu4/IVy9yqanqLRyre2XnIEREXdcSDGAB2BPNdPL4T8V+LwraxBBplnaIy21skp8xyFwmWHAXPNZ7WWmxeLbN9fnubNFXEFr5UoeYx8lmbOD90kYoA8v1LRbPRvEltB/pSRC8KTCTBkC8DntuJrT8Sapby+L5Le0lzZ2UUAXzFwWCckNXX65Jo3ifUdSvbONpdOgdbh79Y2WJGHVXJPv8Aw4Oa8t164S7OozWlvHHbXTxmGTDDdt67S2TigD0TX/HEPi3wxc6bdxqbhrSGZVjXafPDYK57Hbisvw5ayzaJZwQuiTXF24mUsQ4WKIFiD2wAfxIrmLeJJbuJbRlC3EIg+1Nu2RPgEncxwTgGu/tpbLwfa6dq0Erwq0Bhge4gLiZd2WcDnBfAHPagDpn0fSdO8QSy21xfTakmwyC6Yy7mIG3Oe43du30pLZNHtNM36bcObrUozZqZxlVJdjkjsM7ufpV+18O61rurW+uXOmpYyMfMUyXBZgduBuUHGOnGKi8S6emg6HDHqtlGbOElpLyIssYJPIIDFhmgCLTrDQYdQsPDzyvqOozxmGaSItsWFTkn2IPGa9O07TrbSdPhsbNPLgiGEXOcVjeENK0G10qHUNEt1WO7jD+aXZ2YemW5xXSUAFFFFABRRRQAUUUUAFFFFABRRVG8ne2k81n2wrGx24+8fc0AXqKw9EmE7vNBd3F1E+fMMp4iYfwgYB9aKANyiiigAooooAKKKKACiiigAooooAKr3tyLOxnuSu4RRs+M4zgZqxUF3brd2c1sxIWVChI7AjFAHKS+PI7VmW4tEyEjl3Q3CuoVmxk+hFbdprsN7rNzYQoWWGBZvOBG1t3Yfhj86dPoFlPZRWvlIiIVLbUA3gDoao+GvCVv4bRliuZZywYFpAM4JBA49AABQBc/tyMWdrcmF9s7SKFHJG1XP/sn61UsfFC3OmXOoT26xQQxCQOk6uDn+E46NnjHvUkPhwxOEa/me1RpHhiwA0bOCDhhycbmx9apt4Liu4Xi1S9lvY5CnmLsWMSBSxAbbjJy2SfYUATy+Klj0SC/WykLyMVeIsB5RHXcfrUSeLJGla3FgHn+TYYpg0bbjjBcDgj0p0HgnTbMzR2W62tZUIMCcruJGW5z2UCppvDC/aZZrS6a2DmN/LWNSgdOjY9x1oAr33i9NOtJzc2yrdwzLE8ImXau7lWLHAAOD+VNXxe02qvYQ2caSR28M7faLgRn95uwoHOSNpzUt14Va6jkdr0C6ll3yzfZ0O8bSoXB6YBPPWqGkeAE0OeSWz1FpDJGsZN1CsrfKzEHPr85/SgDWTxPb/29Npc8ZgMSZM8jARs2FJVT3xuFN1HxMtnqcVpDbpMrw+d5nnKoIzjCA/eP0qzDoNulxHPMRO6+aW3oCCXIJOO2NoFV9X8ONqbkR3pgt2hMLweSjpj1XI+U+4oAgfxUy3ZQWsRjW48hs3CiQe+zqfoOa049UM1hc3UcIURSMi+bIFD44znsM5rMHguxihtRBI6XNrP50VyQGf3Uk9Qa3beygt7NbUIGiGcqwyDk5PX3NAGPB4sshbyPfEQPHK0ZEZ81ThQxYFR0wR1p9r4s0y784JIylGcJvRgJAqhiwOOmCKi17wlba2sCrN9lWLeNqRqVO4YJweNw7GltPCqWqPH9rkeMwvEoKgFQyqpOe/3BQAzUvGuk2EIZJ1nk85IiiNjksASCeDjPOOlak+sW8NhHfAlrZ3VS+MbQTjPPasC78BQX1n9huNQmayWXfHAEUKBuBKnjJHFbw0pToj6Y88joUKLIQNyjt+X9KAK0nijTYPtLzyNHDBKYTLsYgsBlug4A456Uv/CU6N5k0f21SYlLMQrYOAGODjBOCDgetZeo+BodQ0az06S/mYW8bo0kqK5kLDlz/tcnmrZ8Jw/2Wtklyw2btrsit1j2cgjB45oAtN4p0ZFjLXgBckBSjBhg4JYYyoycZNUdG8c6Pq2lC+aU2+Blo5FOfvbeOPm59M1W0/wKulkNa6lLFKQyOyxrzGW3bQDnGDn/AL6NSp4ItU0W100XMhW2QqrOitnLbuQRg0Aag8S6Ofs/+nR/6QcRjnr7/wB38cVNJremxPbo93GpuGKxbjjeQcED8eKwW8B2pmSZZ1SXpIVt49rDOflBGFPuKc/gozCcS6vcsCjJbgIo+z7n37l45IPc0Aaj+JdL+TybyGQsrN97sN2T09VP5GmXHirSobn7Otyskol8tgOADkA/MeDjIz6Vl3XgyG1spxpwZpZHBVHYAKPLKdcdOS31Jqw/gy3k328tyz6c0zT/AGMxqULM25snGSM5/OgDdt9Qt7ux+22z+ZCVLAgYzj61i6J4rTVdN/tKWKG3sxG0jHzw7qAccqBx0rVsNNNlp32L7TJNGFKqz43AHtx6VlaV4T/szSjpgvFe28sxgiBVfGc8sOtADovGGny63Dp4PE0DTJLnGcFRtwecncDWje6tFYyXKyowENsbgH+8BnIH04/OsibwRZTa5FqzTSfaYQ3knA/dsSp3D/vjH4mtDW9ATWp7GVrue3+yyh2ERAEq9SjZHQkD8qAK83jHSLGOMapcCxnaLzHilB+X5QxXOMEgHtV2HXLO7025vbNzMsCFmXaVbIXdjBxjIrm9f+HFt4g1J7ufUJk3Oz4EalhlduN2M4A6CunXSo1jvUEjf6UgVv8AZwgTj8qAMdPGkEp04xW5ZLqPfK3mD/R/QN+PpV2Xxbolu1ws1+itbqGlG08A46cc9R0qrH4K06BJRBmIySK7MqjPAxj6d6qXHgC1n+1p9rdIpwMBYkDLyCfmxk9O570AbWh6/ba+L1raOVFtLg27eYhUkgA5wfrWvWZpWkR6TLqDxSMy3lybkq38LEAED2+UVp0AFFFFABWBfeILmzmu3TTWmtLSRVnlWQblBUMWC9wAa36wL7w9Ney3SjUpIbS6kV54kjXLAAAru6gECgBkHifzr+OEW0ZikuHtwyTguCpYbinXHy/qKQ+LbZ01F4Yi62mNrE7Vk+bYeT0w2RUr+F7YPBNBK8FzBNLKs0YG4792VPqOR/3yKzY/h7pduYXtnkinxi5lHJuRkE7geOozxQBb1PxNc6ZoTao1jDMiOFZYrkNwSACDj1NdBDI7Qo06LFIR8yhsgH696z9Y0K31fRpNMz9nidlOYlAxgg9Pwo1fw7pWuiIalaLceVnZliMZ+hoAfqupyafHAttaPd3FxJ5cUSMFBOCSSTwAACaT+14oIoPt6G2nlJHl8vjB5OR29zxUE/h6EafaWumzPYGzffbvH823OQQQ2cggn86gl8LrNDsmvZZTKsiXJkG4So+NygZ+UccY6UAJq3jHTNNsr+dHa4lslJeNFPJBAIBxg9RUN740s7DQF1KaPdKVB+zxEsRkgcnHHXqakv8Awha32myWPnyRRu0hG0D5QxBx+GKrX3geC7sZLVL2WNZlCTHaDuUMDj26daANE+LtDBkDahGDH14PPIBx/e5OOKX/AISaxbUbW0jLN9pQsjlWA4bGDxwfY1mWXgKwsbyOaKXCQyeZCgiUFfm3EFgMnv8AnVybwqst7bzpfTRrE0jMiqPmLNu69sGgB114t0+JrVYC05nu0tcAFdpbd83PUfKeRW9uXONwz9a5C38A28N1DMb2RvJmilX5FDMU3/ebqxO85PtWofB+gnVP7SOnp9sMnm+ZubO7164oAsXmtR2NzNBNCwZYvNjORiUDqB7ion8U6PCXEt6qGPG/gkKTjjOMZ5HFT61o8WtWJt3keJwwZJU+8hH+elUR4WiMjo9wzWZ3GOAov7tmGCwPU9+vegC3L4l0mFir3igibyDhScPkDB44GSOelQ/8Jbohu2tvtoEquUIKMBkNtPOMY3cZ6ZqnN4LtZbe3QTkyxp5ck8sSO8gLbieRgNnPPvUjeELZr0XP2mXcIXhxgYw0vmZ/PigC3b+JdOnN0rTeW9q7rICCfutt4Pf6Dnmn2viPSr27htbe68yeVC6xhGyADgk8cc+tZ7+EYpRdJLdvJDK0jpG6AiNnYMfqMgcGl0fwhDpOrDUvtBkn8lomCxLGpBbOcKKALA8QSR+IINLuNPlhFyZBBLvU52DJLAcgHtW5uUnGRn61kWujS2+szai90JWlyvzRDcF7KG7AU228KaLaasdUgsVS9LM5l3NnLdeM47mgCQa3G3iQaOkTu3kNK8wPyqQR8h98MD9KNb1W40q3aeKwa4ijjaWV/MCBQvbnqTR/YFomrjU4d8dyFcE7yQxbbk4Jx/DRrGkSao0GLry44juMbRh1Y9iR7UAZF146tbFYri5tpEsZSUSfcCfMC52le3XGabJ45hheK1mt0hv5CpEMkwChGUsrFsYHAPFT6h4MtdVm/wBNuHe1DtKtuFAAkIwWz198dKfD4Wltm+0Rak4vWVY3mMSnfGqlVUj2yTkd6AN+2lM9tHKdvzqG+Rtw/A96mqvZWq2VlDbISViQLk9T71YoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxdf8QxaCtoZLeaY3M6Qr5anC7mC5J6Dr+Nad0Jvs7GBwkgGQWGQfaqetaRHrVpFbSytGsdxFOCvUlGDAfpTta0+fU9JntLa8e0lkUhZUAOPqD1FAGJpet6rdancxTwIsInjSIiRSSv8ZwOmKreL7GPULgXiK7XGmxG4g8mQKzuCPlOe3Q88ZxWDD8OPGMO8J46OxhgobEEY/wC+qI/hv4wijlRPHWFlUK3+hA8DpjLe1AF3xV4m8S6TpdlJpdkbmRo4hMzSxqFdgcgk984qrquta7qk9haTaJazWZx512Z13KxTOQMZAJHUUy5+HPjK6t/Ik8eN5fGQtkoz+Oay9W8HeOZdUI/tO3TSgNj+dMFUnbhW+6ScHB5oA07KPU7bTdahn0tUsbZV+z2Vs0bpPIw+YYC8jnua1PCljYSaNZWt9ptpbTP5yPbAKyrt64GMVQ0zwj43ghuFuvE2mJ5yKqFbMSEEDG8EkfMfxqW38C+NLaN0TxrAQ5JbfpcZ3E9SeaAKmteDrXXXtbK5hQ2C3QjxG4VFjIPzKBgFuMdM80mt+EG8jztIeKURR+XHbG5MiCDBIZVYH58LgY5681qWvhDxdA0Zk8VWNw8T7sy6YpOP7vDDA7/hVTVfC/i2SxuorTUtK8xpo2SUKUIUZzGAQwUE4HB/nQBPP4g8ZWupJp4sYJ4YzGzX4+TeH5AMfJGOh57VnT674pv/AA7dTyaZbyXAUqLeYxyAkMcZB+UZGDVvU7LxxfeKA1jF9it5WjLSyMkkcQVeeMgtk+w61K/gfxhJZvbDxjAisWO5dPGRk54+agDn9K1bxbpnhXNukNq8DKsNjsUhgx5AfoMfTFaI8V+LrZ9PtTNZ315euAsEUDAgZ+Y7/u8Lk/hWlH4L8Yx6S2n/APCX25Vtv706eN4x/wACx+lXk8NeLP8ARhL4isWMDhhILAh8A8jO/AyMg8dKAO2ooooAKKKKACiiigAooooAKzr6GSa4iQTzxoysoMQ6Njq3B4rRqhfKST5qO9tsO5UJyT78jigCDT7KbT7hIjeT3PmKzytIvG7I5GBx34zRRY25ivma1WWO2bf5iO4Zd+Rgjk478UUAa1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVDVbFdRto7d03RmVWcbscDn8av0UAc+bHW40d45rZ3Lgqkg+UKAAAPTpU6Q6pPNdi7lthHNCFhtlUkIe5Zu/4YrZphjUybyPmxjPtQByUOg6y8F7D/aFvE0hQq8KtlGXGMZJ4p6aDq672mukumjUJDuO3fyCXfj73b6V08VvFE7OiAMwAJ9QOn86moAo6XbXNpp8cN3Kssq5yyg4xngc88dKvUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVQvzchgEtlubdlIkjzg56g89fTFX6o6iVji8+S5eCJAQ5BPQ/1oAq2cU76oLpLWS1gaIiRHcfM2flO0d+vOe9FWLf7MLxGju5JDLGXRDJlSuRkj8xRQBoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZ99Pb2c0U1xKQHPlCPG7cT0wPWtCsrUBFBdLd/aPKmWMrym8Bc8nHb60AV9Pmt7jW3WG4jzbxYEHklGQNg4+gx+tFLaTLPrsZnud04tsxRiEopUkbmyc5528Z496KANyiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJv40OpWzQ7vtJ4cKoO6LPIbPQVrVk6ojS3MAhS485Pn3xPtCj37H6UAR2UDnVvOmE8W2HZBb4GyNeN3I4Pbr6HFFVtHt54tWkmvVmaWWP9xJLMGIQYyAuBtzxRQB0dFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUUtukro7ZyhyMHFS0UAQrbxrO8wX94wAJPtRU1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k="
ffyb0226
7
{"lines_data": [{"Word": "3030210043", "Confidence": 0.992, "X1": 0.942, "Y1": 0.03962, "X2": 0.942, "Y2": 0.03942, "X3": 0.959, "Y3": 0.03922, "X4": 0.959, "Y4": 0.16931, "page": 0}, {"Word": "PM3030210043", "Confidence": 0.992, "X1": 0.915, "Y1": 0.05802, "X2": 0.916, "Y2": 0.05782, "X3": 0.93, "Y3": 0.05762, "X4": 0.929, "Y4": 0.18114, "page": 0}, {"Word": "Project Leader Recommendations", "Confidence": 0.995, "X1": 0.157, "Y1": 0.09875, "X2": 0.82, "Y2": 0.09855, "X3": 0.82, "Y3": 0.15092, "X4": 0.157, "Y4": 0.15355, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.996, "X1": 0.699, "Y1": 0.17497, "X2": 0.914, "Y2": 0.17477, "X3": 0.914, "Y3": 0.19822, "X4": 0.698, "Y4": 0.1956, "page": 0}, {"Word": "Stick to plan, i.e. to date the project has remained", "Confidence": 0.995, "X1": 0.146, "Y1": 0.23542, "X2": 0.859, "Y2": 0.23522, "X3": 0.859, "Y3": 0.28364, "X4": 0.146, "Y4": 0.28364, "page": 0}, {"Word": "on schedule and up till now there is no indication", "Confidence": 0.9967, "X1": 0.147, "Y1": 0.28929, "X2": 0.845, "Y2": 0.28909, "X3": 0.845, "Y3": 0.33226, "X4": 0.147, "Y4": 0.33357, "page": 0}, {"Word": "that it will change", "Confidence": 0.99375, "X1": 0.147, "Y1": 0.34186, "X2": 0.398, "Y2": 0.34166, "X3": 0.398, "Y3": 0.38482, "X4": 0.147, "Y4": 0.38219, "page": 0}, {"Word": "To date the only 'unknowns' with respect to timing", "Confidence": 0.99433, "X1": 0.147, "Y1": 0.40099, "X2": 0.864, "Y2": 0.40079, "X3": 0.864, "Y3": 0.44527, "X4": 0.147, "Y4": 0.44395, "page": 0}, {"Word": "are parts to be performed extra-murally:", "Confidence": 0.99167, "X1": 0.148, "Y1": 0.45224, "X2": 0.719, "Y2": 0.45204, "X3": 0.719, "Y3": 0.49651, "X4": 0.148, "Y4": 0.49783, "page": 0}, {"Word": "\u00b7 Morphometry", "Confidence": 0.5185, "X1": 0.157, "Y1": 0.51137, "X2": 0.355, "Y2": 0.51117, "X3": 0.354, "Y3": 0.55302, "X4": 0.157, "Y4": 0.55039, "page": 0}, {"Word": "\u00b7 Immunohistochemistry", "Confidence": 0.4985, "X1": 0.157, "Y1": 0.56525, "X2": 0.475, "Y2": 0.56505, "X3": 0.475, "Y3": 0.60821, "X4": 0.157, "Y4": 0.60295, "page": 0}, {"Word": "3030210043", "Confidence": 0.778, "X1": 0.985, "Y1": 0.87011, "X2": 0.985, "Y2": 0.86991, "X3": 0.997, "Y3": 0.86971, "X4": 0.996, "Y4": 0.97352, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.75914, "X1": 0.092, "Y1": 0.88325, "X2": 0.359, "Y2": 0.88305, "X3": 0.359, "Y3": 0.90125, "X4": 0.092, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.92311, "X1": 0.39, "Y1": 0.88325, "X2": 0.595, "Y2": 0.88305, "X3": 0.595, "Y3": 0.90125, "X4": 0.39, "Y4": 0.90125, "page": 0}], "words_data": [{"Word": "3030210043", "Confidence": 0.992, "X1": 0.943, "Y1": 0.04488, "X2": 0.942, "Y2": 0.04468, "X3": 0.96, "Y3": 0.04316, "X4": 0.96, "Y4": 0.16931, "page": 0, "Index": 0}, {"Word": "PM3030210043", "Confidence": 0.992, "X1": 0.915, "Y1": 0.06065, "X2": 0.916, "Y2": 0.06045, "X3": 0.93, "Y3": 0.06156, "X4": 0.929, "Y4": 0.18114, "page": 0, "Index": 1}, {"Word": "Project", "Confidence": 0.994, "X1": 0.16, "Y1": 0.09875, "X2": 0.296, "Y2": 0.09855, "X3": 0.294, "Y3": 0.15355, "X4": 0.157, "Y4": 0.15486, "page": 0, "Index": 2}, {"Word": "Leader", "Confidence": 0.997, "X1": 0.304, "Y1": 0.10007, "X2": 0.441, "Y2": 0.09987, "X3": 0.44, "Y3": 0.15092, "X4": 0.302, "Y4": 0.15355, "page": 0, "Index": 3}, {"Word": "Recommendations", "Confidence": 0.994, "X1": 0.449, "Y1": 0.10138, "X2": 0.815, "Y2": 0.10118, "X3": 0.815, "Y3": 0.14829, "X4": 0.447, "Y4": 0.15092, "page": 0, "Index": 4}, {"Word": "HSR", "Confidence": 0.998, "X1": 0.7, "Y1": 0.17366, "X2": 0.726, "Y2": 0.17346, "X3": 0.725, "Y3": 0.1956, "X4": 0.699, "Y4": 0.19428, "page": 0, "Index": 5}, {"Word": "Information", "Confidence": 0.992, "X1": 0.729, "Y1": 0.17497, "X2": 0.803, "Y2": 0.17477, "X3": 0.803, "Y3": 0.19691, "X4": 0.728, "Y4": 0.1956, "page": 0, "Index": 6}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.807, "Y1": 0.17497, "X2": 0.856, "Y2": 0.17477, "X3": 0.856, "Y3": 0.19822, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 7}, {"Word": "Meeting", "Confidence": 0.997, "X1": 0.859, "Y1": 0.17497, "X2": 0.912, "Y2": 0.17477, "X3": 0.912, "Y3": 0.19822, "X4": 0.859, "Y4": 0.19822, "page": 0, "Index": 8}, {"Word": "remained", "Confidence": 0.996, "X1": 0.719, "Y1": 0.23936, "X2": 0.857, "Y2": 0.23916, "X3": 0.858, "Y3": 0.27707, "X4": 0.72, "Y4": 0.28232, "page": 0, "Index": 9}, {"Word": "Stick", "Confidence": 0.998, "X1": 0.147, "Y1": 0.23673, "X2": 0.215, "Y2": 0.23653, "X3": 0.214, "Y3": 0.28364, "X4": 0.146, "Y4": 0.28101, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.222, "Y1": 0.23673, "X2": 0.251, "Y2": 0.23653, "X3": 0.25, "Y3": 0.28364, "X4": 0.221, "Y4": 0.28364, "page": 0, "Index": 11}, {"Word": "plan,", "Confidence": 0.997, "X1": 0.258, "Y1": 0.23673, "X2": 0.331, "Y2": 0.23653, "X3": 0.33, "Y3": 0.28495, "X4": 0.257, "Y4": 0.28364, "page": 0, "Index": 12}, {"Word": "i.e.", "Confidence": 0.982, "X1": 0.338, "Y1": 0.23673, "X2": 0.383, "Y2": 0.23653, "X3": 0.383, "Y3": 0.28495, "X4": 0.337, "Y4": 0.28495, "page": 0, "Index": 13}, {"Word": "to", "Confidence": 0.998, "X1": 0.39, "Y1": 0.23673, "X2": 0.419, "Y2": 0.23653, "X3": 0.419, "Y3": 0.28495, "X4": 0.389, "Y4": 0.28495, "page": 0, "Index": 14}, {"Word": "date", "Confidence": 0.988, "X1": 0.426, "Y1": 0.23673, "X2": 0.49, "Y2": 0.23653, "X3": 0.49, "Y3": 0.28495, "X4": 0.426, "Y4": 0.28495, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.998, "X1": 0.497, "Y1": 0.23804, "X2": 0.544, "Y2": 0.23784, "X3": 0.544, "Y3": 0.28495, "X4": 0.497, "Y4": 0.28495, "page": 0, "Index": 16}, {"Word": "project", "Confidence": 0.997, "X1": 0.551, "Y1": 0.23804, "X2": 0.651, "Y2": 0.23784, "X3": 0.652, "Y3": 0.28364, "X4": 0.551, "Y4": 0.28495, "page": 0, "Index": 17}, {"Word": "has", "Confidence": 0.998, "X1": 0.658, "Y1": 0.23804, "X2": 0.713, "Y2": 0.23784, "X3": 0.713, "Y3": 0.28232, "X4": 0.658, "Y4": 0.28364, "page": 0, "Index": 18}, {"Word": "on", "Confidence": 0.998, "X1": 0.148, "Y1": 0.29192, "X2": 0.18, "Y2": 0.29172, "X3": 0.18, "Y3": 0.32963, "X4": 0.148, "Y4": 0.32963, "page": 0, "Index": 19}, {"Word": "schedule", "Confidence": 0.996, "X1": 0.187, "Y1": 0.29061, "X2": 0.321, "Y2": 0.29041, "X3": 0.321, "Y3": 0.33357, "X4": 0.186, "Y4": 0.32963, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.998, "X1": 0.328, "Y1": 0.29061, "X2": 0.381, "Y2": 0.29041, "X3": 0.381, "Y3": 0.33357, "X4": 0.328, "Y4": 0.33357, "page": 0, "Index": 21}, {"Word": "up", "Confidence": 0.998, "X1": 0.39, "Y1": 0.29061, "X2": 0.427, "Y2": 0.29041, "X3": 0.427, "Y3": 0.33357, "X4": 0.39, "Y4": 0.33357, "page": 0, "Index": 22}, {"Word": "till", "Confidence": 0.991, "X1": 0.433, "Y1": 0.29061, "X2": 0.469, "Y2": 0.29041, "X3": 0.469, "Y3": 0.33357, "X4": 0.433, "Y4": 0.33357, "page": 0, "Index": 23}, {"Word": "now", "Confidence": 0.998, "X1": 0.475, "Y1": 0.29061, "X2": 0.528, "Y2": 0.29041, "X3": 0.528, "Y3": 0.33357, "X4": 0.475, "Y4": 0.33357, "page": 0, "Index": 24}, {"Word": "there", "Confidence": 0.997, "X1": 0.543, "Y1": 0.28929, "X2": 0.617, "Y2": 0.28909, "X3": 0.618, "Y3": 0.33357, "X4": 0.543, "Y4": 0.33357, "page": 0, "Index": 25}, {"Word": "is", "Confidence": 0.998, "X1": 0.624, "Y1": 0.28929, "X2": 0.651, "Y2": 0.28909, "X3": 0.651, "Y3": 0.33226, "X4": 0.624, "Y4": 0.33357, "page": 0, "Index": 26}, {"Word": "no", "Confidence": 0.998, "X1": 0.657, "Y1": 0.28929, "X2": 0.694, "Y2": 0.28909, "X3": 0.694, "Y3": 0.33226, "X4": 0.657, "Y4": 0.33226, "page": 0, "Index": 27}, {"Word": "indication", "Confidence": 0.995, "X1": 0.703, "Y1": 0.29061, "X2": 0.841, "Y2": 0.29041, "X3": 0.842, "Y3": 0.32832, "X4": 0.703, "Y4": 0.33226, "page": 0, "Index": 28}, {"Word": "that", "Confidence": 0.989, "X1": 0.148, "Y1": 0.34186, "X2": 0.2, "Y2": 0.34166, "X3": 0.199, "Y3": 0.38219, "X4": 0.147, "Y4": 0.38088, "page": 0, "Index": 29}, {"Word": "it", "Confidence": 0.998, "X1": 0.206, "Y1": 0.34186, "X2": 0.225, "Y2": 0.34166, "X3": 0.224, "Y3": 0.38219, "X4": 0.205, "Y4": 0.38219, "page": 0, "Index": 30}, {"Word": "will", "Confidence": 0.991, "X1": 0.231, "Y1": 0.34186, "X2": 0.281, "Y2": 0.34166, "X3": 0.281, "Y3": 0.38351, "X4": 0.23, "Y4": 0.38219, "page": 0, "Index": 31}, {"Word": "change", "Confidence": 0.997, "X1": 0.287, "Y1": 0.34186, "X2": 0.395, "Y2": 0.34166, "X3": 0.395, "Y3": 0.38613, "X4": 0.287, "Y4": 0.38351, "page": 0, "Index": 32}, {"Word": "To", "Confidence": 0.998, "X1": 0.15, "Y1": 0.40099, "X2": 0.182, "Y2": 0.40079, "X3": 0.183, "Y3": 0.44395, "X4": 0.15, "Y4": 0.44395, "page": 0, "Index": 33}, {"Word": "date", "Confidence": 0.989, "X1": 0.189, "Y1": 0.40099, "X2": 0.254, "Y2": 0.40079, "X3": 0.254, "Y3": 0.44395, "X4": 0.19, "Y4": 0.44395, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.26, "Y1": 0.40099, "X2": 0.308, "Y2": 0.40079, "X3": 0.309, "Y3": 0.44527, "X4": 0.261, "Y4": 0.44395, "page": 0, "Index": 35}, {"Word": "only", "Confidence": 0.989, "X1": 0.315, "Y1": 0.40099, "X2": 0.377, "Y2": 0.40079, "X3": 0.378, "Y3": 0.44527, "X4": 0.316, "Y4": 0.44527, "page": 0, "Index": 36}, {"Word": "'unknowns'", "Confidence": 0.992, "X1": 0.384, "Y1": 0.40099, "X2": 0.548, "Y2": 0.40079, "X3": 0.548, "Y3": 0.44527, "X4": 0.385, "Y4": 0.44527, "page": 0, "Index": 37}, {"Word": "with", "Confidence": 0.991, "X1": 0.554, "Y1": 0.40099, "X2": 0.613, "Y2": 0.40079, "X3": 0.614, "Y3": 0.44527, "X4": 0.555, "Y4": 0.44527, "page": 0, "Index": 38}, {"Word": "respect", "Confidence": 0.997, "X1": 0.621, "Y1": 0.40099, "X2": 0.729, "Y2": 0.40079, "X3": 0.73, "Y3": 0.44527, "X4": 0.622, "Y4": 0.44527, "page": 0, "Index": 39}, {"Word": "to", "Confidence": 0.998, "X1": 0.736, "Y1": 0.40099, "X2": 0.764, "Y2": 0.40079, "X3": 0.765, "Y3": 0.44527, "X4": 0.737, "Y4": 0.44527, "page": 0, "Index": 40}, {"Word": "timing", "Confidence": 0.997, "X1": 0.771, "Y1": 0.40099, "X2": 0.859, "Y2": 0.40079, "X3": 0.86, "Y3": 0.44527, "X4": 0.772, "Y4": 0.44527, "page": 0, "Index": 41}, {"Word": "are", "Confidence": 0.995, "X1": 0.149, "Y1": 0.45749, "X2": 0.192, "Y2": 0.45729, "X3": 0.191, "Y3": 0.49651, "X4": 0.148, "Y4": 0.49651, "page": 0, "Index": 42}, {"Word": "parts", "Confidence": 0.997, "X1": 0.198, "Y1": 0.45486, "X2": 0.273, "Y2": 0.45466, "X3": 0.272, "Y3": 0.49783, "X4": 0.198, "Y4": 0.49651, "page": 0, "Index": 43}, {"Word": "to", "Confidence": 0.998, "X1": 0.279, "Y1": 0.45486, "X2": 0.308, "Y2": 0.45466, "X3": 0.307, "Y3": 0.49783, "X4": 0.279, "Y4": 0.49783, "page": 0, "Index": 44}, {"Word": "be", "Confidence": 0.998, "X1": 0.314, "Y1": 0.45355, "X2": 0.353, "Y2": 0.45335, "X3": 0.353, "Y3": 0.49783, "X4": 0.314, "Y4": 0.49783, "page": 0, "Index": 45}, {"Word": "performed", "Confidence": 0.993, "X1": 0.36, "Y1": 0.45224, "X2": 0.511, "Y2": 0.45204, "X3": 0.51, "Y3": 0.49783, "X4": 0.36, "Y4": 0.49783, "page": 0, "Index": 46}, {"Word": "extra-murally:", "Confidence": 0.969, "X1": 0.518, "Y1": 0.45355, "X2": 0.718, "Y2": 0.45335, "X3": 0.717, "Y3": 0.49783, "X4": 0.518, "Y4": 0.49783, "page": 0, "Index": 47}, {"Word": "\u00b7", "Confidence": 0.043, "X1": 0.157, "Y1": 0.51137, "X2": 0.174, "Y2": 0.51117, "X3": 0.174, "Y3": 0.54908, "X4": 0.157, "Y4": 0.54908, "page": 0, "Index": 48}, {"Word": "Morphometry", "Confidence": 0.994, "X1": 0.181, "Y1": 0.51137, "X2": 0.355, "Y2": 0.51117, "X3": 0.354, "Y3": 0.55433, "X4": 0.181, "Y4": 0.54908, "page": 0, "Index": 49}, {"Word": "\u00b7", "Confidence": 0.027, "X1": 0.157, "Y1": 0.56525, "X2": 0.173, "Y2": 0.56505, "X3": 0.173, "Y3": 0.60164, "X4": 0.157, "Y4": 0.60164, "page": 0, "Index": 50}, {"Word": "Immunohistochemistry", "Confidence": 0.97, "X1": 0.179, "Y1": 0.56525, "X2": 0.474, "Y2": 0.56505, "X3": 0.475, "Y3": 0.60952, "X4": 0.179, "Y4": 0.60164, "page": 0, "Index": 51}, {"Word": "3030210043", "Confidence": 0.778, "X1": 0.986, "Y1": 0.87668, "X2": 0.985, "Y2": 0.87648, "X3": 0.997, "Y3": 0.87496, "X4": 0.996, "Y4": 0.9722, "page": 0, "Index": 52}, {"Word": "PM", "Confidence": 0.997, "X1": 0.093, "Y1": 0.88456, "X2": 0.107, "Y2": 0.88436, "X3": 0.106, "Y3": 0.90125, "X4": 0.093, "Y4": 0.90125, "page": 0, "Index": 53}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.153, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.185, "Y3": 0.90125, "X4": 0.109, "Y4": 0.90125, "page": 0, "Index": 54}, {"Word": "Patrick", "Confidence": 0.502, "X1": 0.188, "Y1": 0.88456, "X2": 0.217, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90125, "X4": 0.187, "Y4": 0.90125, "page": 0, "Index": 55}, {"Word": "Vanscheeuwijck", "Confidence": 0.856, "X1": 0.219, "Y1": 0.88588, "X2": 0.291, "Y2": 0.88568, "X3": 0.29, "Y3": 0.90125, "X4": 0.219, "Y4": 0.90125, "page": 0, "Index": 56}, {"Word": "Erik", "Confidence": 0.82, "X1": 0.294, "Y1": 0.88588, "X2": 0.31, "Y2": 0.88568, "X3": 0.309, "Y3": 0.90125, "X4": 0.293, "Y4": 0.90125, "page": 0, "Index": 57}, {"Word": "Van", "Confidence": 0.995, "X1": 0.312, "Y1": 0.88588, "X2": 0.33, "Y2": 0.88568, "X3": 0.33, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 58}, {"Word": "Miert", "Confidence": 0.991, "X1": 0.333, "Y1": 0.88588, "X2": 0.359, "Y2": 0.88568, "X3": 0.359, "Y3": 0.90125, "X4": 0.332, "Y4": 0.90125, "page": 0, "Index": 59}, {"Word": "DRAFT", "Confidence": 0.994, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 60}, {"Word": "-", "Confidence": 0.995, "X1": 0.426, "Y1": 0.88456, "X2": 0.431, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 61}, {"Word": "Confidential", "Confidence": 0.811, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 62}, {"Word": "-", "Confidence": 0.991, "X1": 0.488, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 63}, {"Word": "November", "Confidence": 0.661, "X1": 0.497, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.54, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 64}, {"Word": "2", "Confidence": 0.993, "X1": 0.543, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.547, "Y3": 0.90256, "X4": 0.543, "Y4": 0.90256, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.995, "X1": 0.55, "Y1": 0.88456, "X2": 0.557, "Y2": 0.88436, "X3": 0.557, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 66}, {"Word": "4.", "Confidence": 0.886, "X1": 0.56, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.567, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 67}, {"Word": "2005", "Confidence": 0.982, "X1": 0.57, "Y1": 0.88456, "X2": 0.595, "Y2": 0.88436, "X3": 0.595, "Y3": 0.90256, "X4": 0.569, "Y4": 0.90256, "page": 0, "Index": 68}]}
"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"
ffyb0226
4
{"lines_data": [{"Word": "3030210040", "Confidence": 0.991, "X1": 0.941, "Y1": 0.03962, "X2": 0.942, "Y2": 0.03942, "X3": 0.96, "Y3": 0.03922, "X4": 0.96, "Y4": 0.17194, "page": 0}, {"Word": "PM3030210040", "Confidence": 0.992, "X1": 0.915, "Y1": 0.05802, "X2": 0.915, "Y2": 0.05782, "X3": 0.93, "Y3": 0.05762, "X4": 0.93, "Y4": 0.18245, "page": 0}, {"Word": "Key Results (preliminary)", "Confidence": 0.99533, "X1": 0.24, "Y1": 0.09875, "X2": 0.734, "Y2": 0.09855, "X3": 0.734, "Y3": 0.1588, "X4": 0.24, "Y4": 0.15617, "page": 0}, {"Word": "HSR Information Sharing Meeting", "Confidence": 0.99475, "X1": 0.699, "Y1": 0.17497, "X2": 0.913, "Y2": 0.17477, "X3": 0.913, "Y3": 0.19691, "X4": 0.698, "Y4": 0.1956, "page": 0}, {"Word": "MMP-9 and TIMP-1 in", "Confidence": 0.996, "X1": 0.566, "Y1": 0.27221, "X2": 0.805, "Y2": 0.27201, "X3": 0.805, "Y3": 0.30466, "X4": 0.566, "Y4": 0.30335, "page": 0}, {"Word": "MCP-1 in BALF of smoke-", "Confidence": 0.995, "X1": 0.148, "Y1": 0.27484, "X2": 0.43, "Y2": 0.27464, "X3": 0.431, "Y3": 0.31912, "X4": 0.148, "Y4": 0.32043, "page": 0}, {"Word": "BALF of smoke-exposed", "Confidence": 0.99567, "X1": 0.566, "Y1": 0.31163, "X2": 0.833, "Y2": 0.31143, "X3": 0.833, "Y3": 0.34408, "X4": 0.566, "Y4": 0.34146, "page": 0}, {"Word": "exposed A/J mice", "Confidence": 0.99433, "X1": 0.149, "Y1": 0.32083, "X2": 0.343, "Y2": 0.32063, "X3": 0.343, "Y3": 0.35328, "X4": 0.149, "Y4": 0.35591, "page": 0}, {"Word": "A/J mice", "Confidence": 0.992, "X1": 0.567, "Y1": 0.34974, "X2": 0.664, "Y2": 0.34954, "X3": 0.664, "Y3": 0.37956, "X4": 0.567, "Y4": 0.37825, "page": 0}, {"Word": "MMP-9 concentration + SE (ng/ml)", "Confidence": 0.9218, "X1": 0.501, "Y1": 0.41544, "X2": 0.501, "Y2": 0.41524, "X3": 0.516, "Y3": 0.41504, "X4": 0.515, "Y4": 0.70282, "page": 0}, {"Word": "1500-", "Confidence": 0.61, "X1": 0.109, "Y1": 0.39967, "X2": 0.15, "Y2": 0.39947, "X3": 0.149, "Y3": 0.4203, "X4": 0.107, "Y4": 0.41899, "page": 0}, {"Word": "30-", "Confidence": 0.53, "X1": 0.533, "Y1": 0.40756, "X2": 0.56, "Y2": 0.40736, "X3": 0.56, "Y3": 0.42424, "X4": 0.533, "Y4": 0.42293, "page": 0}, {"Word": "1.00", "Confidence": 0.986, "X1": 0.858, "Y1": 0.40756, "X2": 0.882, "Y2": 0.40736, "X3": 0.882, "Y3": 0.42161, "X4": 0.859, "Y4": 0.42293, "page": 0}, {"Word": "MCP-1 concentration + SE", "Confidence": 0.764, "X1": 0.069, "Y1": 0.42858, "X2": 0.069, "Y2": 0.42838, "X3": 0.087, "Y3": 0.42818, "X4": 0.087, "Y4": 0.67128, "page": 0}, {"Word": "T", "Confidence": 0.964, "X1": 0.371, "Y1": 0.42201, "X2": 0.383, "Y2": 0.42181, "X3": 0.383, "Y3": 0.43738, "X4": 0.37, "Y4": 0.43738, "page": 0}, {"Word": "A 3 month exposure", "Confidence": 0.91525, "X1": 0.581, "Y1": 0.42464, "X2": 0.707, "Y2": 0.42444, "X3": 0.707, "Y3": 0.44395, "X4": 0.581, "Y4": 0.44395, "page": 0}, {"Word": "T", "Confidence": 0.934, "X1": 0.368, "Y1": 0.42727, "X2": 0.386, "Y2": 0.42707, "X3": 0.386, "Y3": 0.45052, "X4": 0.368, "Y4": 0.44921, "page": 0}, {"Word": "I", "Confidence": 0.886, "X1": 0.441, "Y1": 0.43253, "X2": 0.455, "Y2": 0.43233, "X3": 0.455, "Y3": 0.45709, "X4": 0.441, "Y4": 0.45709, "page": 0}, {"Word": "1250-", "Confidence": 0.967, "X1": 0.111, "Y1": 0.44829, "X2": 0.143, "Y2": 0.44809, "X3": 0.142, "Y3": 0.46498, "X4": 0.109, "Y4": 0.46498, "page": 0}, {"Word": "O 3 month exposure", "Confidence": 0.764, "X1": 0.169, "Y1": 0.44041, "X2": 0.308, "Y2": 0.44021, "X3": 0.308, "Y3": 0.46104, "X4": 0.169, "Y4": 0.46104, "page": 0}, {"Word": "A 5 month exposure", "Confidence": 0.96825, "X1": 0.58, "Y1": 0.44829, "X2": 0.706, "Y2": 0.44809, "X3": 0.706, "Y3": 0.46761, "X4": 0.58, "Y4": 0.46629, "page": 0}, {"Word": "5 month exposure", "Confidence": 0.97267, "X1": 0.19, "Y1": 0.46538, "X2": 0.305, "Y2": 0.46518, "X3": 0.305, "Y3": 0.48469, "X4": 0.19, "Y4": 0.48469, "page": 0}, {"Word": "T", "Confidence": 0.992, "X1": 0.842, "Y1": 0.50743, "X2": 0.829, "Y2": 0.50723, "X3": 0.829, "Y3": 0.48469, "X4": 0.843, "Y4": 0.48469, "page": 0}, {"Word": "3 month exposure", "Confidence": 0.856, "X1": 0.581, "Y1": 0.47195, "X2": 0.706, "Y2": 0.47175, "X3": 0.706, "Y3": 0.49257, "X4": 0.581, "Y4": 0.49126, "page": 0}, {"Word": "-0.75", "Confidence": 0.856, "X1": 0.85, "Y1": 0.47852, "X2": 0.883, "Y2": 0.47832, "X3": 0.883, "Y3": 0.49783, "X4": 0.85, "Y4": 0.49651, "page": 0}, {"Word": "(pg/ml)", "Confidence": 0.952, "X1": 0.089, "Y1": 0.514, "X2": 0.088, "Y2": 0.5138, "X3": 0.105, "Y3": 0.5136, "X4": 0.106, "Y4": 0.58456, "page": 0}, {"Word": "1000-", "Confidence": 0.955, "X1": 0.108, "Y1": 0.49429, "X2": 0.145, "Y2": 0.49409, "X3": 0.143, "Y3": 0.51097, "X4": 0.108, "Y4": 0.51228, "page": 0}, {"Word": "0 5 month exposure", "Confidence": 0.73725, "X1": 0.581, "Y1": 0.49691, "X2": 0.706, "Y2": 0.49671, "X3": 0.706, "Y3": 0.51623, "X4": 0.58, "Y4": 0.51491, "page": 0}, {"Word": "20-", "Confidence": 0.937, "X1": 0.534, "Y1": 0.50349, "X2": 0.558, "Y2": 0.50329, "X3": 0.557, "Y3": 0.52017, "X4": 0.534, "Y4": 0.51885, "page": 0}, {"Word": "750-", "Confidence": 0.981, "X1": 0.115, "Y1": 0.54159, "X2": 0.143, "Y2": 0.54139, "X3": 0.142, "Y3": 0.55959, "X4": 0.114, "Y4": 0.55959, "page": 0}, {"Word": "1-0.50", "Confidence": 0.67, "X1": 0.851, "Y1": 0.55211, "X2": 0.882, "Y2": 0.55191, "X3": 0.882, "Y3": 0.56616, "X4": 0.85, "Y4": 0.56616, "page": 0}, {"Word": "I", "Confidence": 0.97, "X1": 0.762, "Y1": 0.5613, "X2": 0.777, "Y2": 0.5611, "X3": 0.777, "Y3": 0.58719, "X4": 0.761, "Y4": 0.58587, "page": 0}, {"Word": "T", "Confidence": 0.995, "X1": 0.83, "Y1": 0.55736, "X2": 0.841, "Y2": 0.55716, "X3": 0.842, "Y3": 0.58061, "X4": 0.83, "Y4": 0.5793, "page": 0}, {"Word": "500-", "Confidence": 0.958, "X1": 0.115, "Y1": 0.5889, "X2": 0.142, "Y2": 0.5887, "X3": 0.141, "Y3": 0.60558, "X4": 0.115, "Y4": 0.60558, "page": 0}, {"Word": "10-", "Confidence": 0.601, "X1": 0.537, "Y1": 0.5981, "X2": 0.554, "Y2": 0.5979, "X3": 0.554, "Y3": 0.61609, "X4": 0.537, "Y4": 0.61609, "page": 0}, {"Word": "-0.25", "Confidence": 0.939, "X1": 0.849, "Y1": 0.62306, "X2": 0.884, "Y2": 0.62286, "X3": 0.883, "Y3": 0.63975, "X4": 0.849, "Y4": 0.64106, "page": 0}, {"Word": "250", "Confidence": 0.998, "X1": 0.114, "Y1": 0.63752, "X2": 0.142, "Y2": 0.63732, "X3": 0.141, "Y3": 0.6542, "X4": 0.113, "Y4": 0.65552, "page": 0}, {"Word": "A", "Confidence": 0.802, "X1": 0.763, "Y1": 0.64803, "X2": 0.775, "Y2": 0.64783, "X3": 0.775, "Y3": 0.6634, "X4": 0.763, "Y4": 0.6634, "page": 0}, {"Word": "0-", "Confidence": 0.561, "X1": 0.128, "Y1": 0.68745, "X2": 0.143, "Y2": 0.68725, "X3": 0.144, "Y3": 0.70019, "X4": 0.129, "Y4": 0.69888, "page": 0}, {"Word": "TIMP-1 concentration + SE (ng/ml)", "Confidence": 0.778, "X1": 0.908, "Y1": 0.70454, "X2": 0.906, "Y2": 0.70434, "X3": 0.889, "Y3": 0.70414, "X4": 0.891, "Y4": 0.41373, "page": 0}, {"Word": "0-", "Confidence": 0.627, "X1": 0.542, "Y1": 0.69665, "X2": 0.556, "Y2": 0.69645, "X3": 0.556, "Y3": 0.70808, "X4": 0.541, "Y4": 0.70939, "page": 0}, {"Word": "-0.00", "Confidence": 0.7, "X1": 0.846, "Y1": 0.69534, "X2": 0.884, "Y2": 0.69514, "X3": 0.884, "Y3": 0.71071, "X4": 0.846, "Y4": 0.70939, "page": 0}, {"Word": "0", "Confidence": 0.605, "X1": 0.156, "Y1": 0.7295, "X2": 0.165, "Y2": 0.7293, "X3": 0.166, "Y3": 0.74224, "X4": 0.157, "Y4": 0.74093, "page": 0}, {"Word": "500 1000 1500 2000 2500 3000", "Confidence": 0.989, "X1": 0.198, "Y1": 0.72425, "X2": 0.464, "Y2": 0.72405, "X3": 0.464, "Y3": 0.74619, "X4": 0.198, "Y4": 0.74619, "page": 0}, {"Word": "0", "Confidence": 0.755, "X1": 0.567, "Y1": 0.73476, "X2": 0.577, "Y2": 0.73456, "X3": 0.577, "Y3": 0.7475, "X4": 0.568, "Y4": 0.74619, "page": 0}, {"Word": "500 1000 1500 2000 2500 3000", "Confidence": 0.94617, "X1": 0.607, "Y1": 0.7295, "X2": 0.85, "Y2": 0.7293, "X3": 0.85, "Y3": 0.74881, "X4": 0.607, "Y4": 0.74881, "page": 0}, {"Word": "Daily dose (ug TPM/(I'day))", "Confidence": 0.897, "X1": 0.212, "Y1": 0.75053, "X2": 0.397, "Y2": 0.75033, "X3": 0.397, "Y3": 0.7751, "X4": 0.212, "Y4": 0.7751, "page": 0}, {"Word": "Daily dose (ug TPMW(I*day))", "Confidence": 0.894, "X1": 0.617, "Y1": 0.75184, "X2": 0.789, "Y2": 0.75164, "X3": 0.789, "Y3": 0.7751, "X4": 0.617, "Y4": 0.7751, "page": 0}, {"Word": "3030210040", "Confidence": 0.797, "X1": 0.985, "Y1": 0.87142, "X2": 0.985, "Y2": 0.87122, "X3": 0.997, "Y3": 0.87102, "X4": 0.996, "Y4": 0.9722, "page": 0}, {"Word": "PM USAIRDSEN-SR/ Patrick Vanscheeuwijck Erik Van Miert", "Confidence": 0.82214, "X1": 0.091, "Y1": 0.88325, "X2": 0.359, "Y2": 0.88305, "X3": 0.359, "Y3": 0.90125, "X4": 0.091, "Y4": 0.90125, "page": 0}, {"Word": "DRAFT - Confidential - November 2 - 4. 2005", "Confidence": 0.92333, "X1": 0.39, "Y1": 0.88325, "X2": 0.596, "Y2": 0.88305, "X3": 0.596, "Y3": 0.90256, "X4": 0.389, "Y4": 0.90256, "page": 0}, {"Word": "5", "Confidence": 0.991, "X1": 0.802, "Y1": 0.88588, "X2": 0.81, "Y2": 0.88568, "X3": 0.811, "Y3": 0.89862, "X4": 0.802, "Y4": 0.89862, "page": 0}], "words_data": [{"Word": "3030210040", "Confidence": 0.991, "X1": 0.943, "Y1": 0.04619, "X2": 0.943, "Y2": 0.04599, "X3": 0.96, "Y3": 0.04316, "X4": 0.96, "Y4": 0.17063, "page": 0, "Index": 0}, {"Word": "PM3030210040", "Confidence": 0.992, "X1": 0.915, "Y1": 0.06065, "X2": 0.915, "Y2": 0.06045, "X3": 0.93, "Y3": 0.06025, "X4": 0.93, "Y4": 0.17983, "page": 0, "Index": 1}, {"Word": "Key", "Confidence": 0.998, "X1": 0.242, "Y1": 0.09875, "X2": 0.315, "Y2": 0.09855, "X3": 0.314, "Y3": 0.15617, "X4": 0.24, "Y4": 0.15486, "page": 0, "Index": 2}, {"Word": "Results", "Confidence": 0.997, "X1": 0.324, "Y1": 0.09875, "X2": 0.472, "Y2": 0.09855, "X3": 0.471, "Y3": 0.15749, "X4": 0.323, "Y4": 0.15617, "page": 0, "Index": 3}, {"Word": "(preliminary)", "Confidence": 0.991, "X1": 0.481, "Y1": 0.09875, "X2": 0.734, "Y2": 0.09855, "X3": 0.733, "Y3": 0.16012, "X4": 0.48, "Y4": 0.15749, "page": 0, "Index": 4}, {"Word": "HSR", "Confidence": 0.995, "X1": 0.699, "Y1": 0.17497, "X2": 0.727, "Y2": 0.17477, "X3": 0.726, "Y3": 0.1956, "X4": 0.699, "Y4": 0.19428, "page": 0, "Index": 5}, {"Word": "Information", "Confidence": 0.991, "X1": 0.73, "Y1": 0.17497, "X2": 0.804, "Y2": 0.17477, "X3": 0.803, "Y3": 0.19691, "X4": 0.73, "Y4": 0.1956, "page": 0, "Index": 6}, {"Word": "Sharing", "Confidence": 0.997, "X1": 0.807, "Y1": 0.17497, "X2": 0.856, "Y2": 0.17477, "X3": 0.855, "Y3": 0.19691, "X4": 0.806, "Y4": 0.19691, "page": 0, "Index": 7}, {"Word": "Meeting", "Confidence": 0.996, "X1": 0.86, "Y1": 0.17628, "X2": 0.912, "Y2": 0.17608, "X3": 0.91, "Y3": 0.19691, "X4": 0.858, "Y4": 0.19822, "page": 0, "Index": 8}, {"Word": "MMP-9", "Confidence": 0.994, "X1": 0.567, "Y1": 0.27221, "X2": 0.644, "Y2": 0.27201, "X3": 0.644, "Y3": 0.30466, "X4": 0.567, "Y4": 0.30466, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.998, "X1": 0.651, "Y1": 0.27221, "X2": 0.691, "Y2": 0.27201, "X3": 0.691, "Y3": 0.30466, "X4": 0.65, "Y4": 0.30466, "page": 0, "Index": 10}, {"Word": "TIMP-1", "Confidence": 0.994, "X1": 0.698, "Y1": 0.27352, "X2": 0.777, "Y2": 0.27332, "X3": 0.777, "Y3": 0.30466, "X4": 0.698, "Y4": 0.30466, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.998, "X1": 0.782, "Y1": 0.27484, "X2": 0.802, "Y2": 0.27464, "X3": 0.802, "Y3": 0.30598, "X4": 0.782, "Y4": 0.30466, "page": 0, "Index": 12}, {"Word": "MCP-1", "Confidence": 0.994, "X1": 0.149, "Y1": 0.27747, "X2": 0.222, "Y2": 0.27727, "X3": 0.222, "Y3": 0.32043, "X4": 0.149, "Y4": 0.32043, "page": 0, "Index": 13}, {"Word": "in", "Confidence": 0.998, "X1": 0.228, "Y1": 0.27615, "X2": 0.246, "Y2": 0.27595, "X3": 0.246, "Y3": 0.32043, "X4": 0.228, "Y4": 0.32043, "page": 0, "Index": 14}, {"Word": "BALF", "Confidence": 0.988, "X1": 0.253, "Y1": 0.27615, "X2": 0.315, "Y2": 0.27595, "X3": 0.315, "Y3": 0.32043, "X4": 0.253, "Y4": 0.32043, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.322, "Y1": 0.27615, "X2": 0.342, "Y2": 0.27595, "X3": 0.342, "Y3": 0.32043, "X4": 0.322, "Y4": 0.32043, "page": 0, "Index": 16}, {"Word": "smoke-", "Confidence": 0.997, "X1": 0.348, "Y1": 0.27484, "X2": 0.431, "Y2": 0.27464, "X3": 0.431, "Y3": 0.32043, "X4": 0.349, "Y4": 0.32043, "page": 0, "Index": 17}, {"Word": "BALF", "Confidence": 0.996, "X1": 0.568, "Y1": 0.31163, "X2": 0.625, "Y2": 0.31143, "X3": 0.624, "Y3": 0.34277, "X4": 0.566, "Y4": 0.34146, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.998, "X1": 0.631, "Y1": 0.31163, "X2": 0.654, "Y2": 0.31143, "X3": 0.653, "Y3": 0.34277, "X4": 0.63, "Y4": 0.34277, "page": 0, "Index": 19}, {"Word": "smoke-exposed", "Confidence": 0.993, "X1": 0.659, "Y1": 0.31163, "X2": 0.83, "Y2": 0.31143, "X3": 0.83, "Y3": 0.34408, "X4": 0.658, "Y4": 0.34277, "page": 0, "Index": 20}, {"Word": "exposed", "Confidence": 0.994, "X1": 0.15, "Y1": 0.32214, "X2": 0.239, "Y2": 0.32194, "X3": 0.24, "Y3": 0.3546, "X4": 0.15, "Y4": 0.35591, "page": 0, "Index": 21}, {"Word": "A/J", "Confidence": 0.998, "X1": 0.246, "Y1": 0.32083, "X2": 0.282, "Y2": 0.32063, "X3": 0.282, "Y3": 0.35328, "X4": 0.246, "Y4": 0.3546, "page": 0, "Index": 22}, {"Word": "mice", "Confidence": 0.991, "X1": 0.286, "Y1": 0.32083, "X2": 0.339, "Y2": 0.32063, "X3": 0.34, "Y3": 0.3546, "X4": 0.287, "Y4": 0.35328, "page": 0, "Index": 23}, {"Word": "A/J", "Confidence": 0.994, "X1": 0.568, "Y1": 0.34974, "X2": 0.602, "Y2": 0.34954, "X3": 0.602, "Y3": 0.37956, "X4": 0.567, "Y4": 0.37956, "page": 0, "Index": 24}, {"Word": "mice", "Confidence": 0.99, "X1": 0.606, "Y1": 0.34974, "X2": 0.659, "Y2": 0.34954, "X3": 0.659, "Y3": 0.38088, "X4": 0.606, "Y4": 0.37956, "page": 0, "Index": 25}, {"Word": "(ng/ml)", "Confidence": 0.992, "X1": 0.501, "Y1": 0.41676, "X2": 0.501, "Y2": 0.41656, "X3": 0.516, "Y3": 0.41636, "X4": 0.517, "Y4": 0.47943, "page": 0, "Index": 26}, {"Word": "1500-", "Confidence": 0.61, "X1": 0.109, "Y1": 0.39967, "X2": 0.146, "Y2": 0.39947, "X3": 0.146, "Y3": 0.4203, "X4": 0.109, "Y4": 0.4203, "page": 0, "Index": 27}, {"Word": "30-", "Confidence": 0.53, "X1": 0.535, "Y1": 0.40756, "X2": 0.557, "Y2": 0.40736, "X3": 0.557, "Y3": 0.42424, "X4": 0.535, "Y4": 0.42424, "page": 0, "Index": 28}, {"Word": "1.00", "Confidence": 0.986, "X1": 0.859, "Y1": 0.40756, "X2": 0.881, "Y2": 0.40736, "X3": 0.881, "Y3": 0.42161, "X4": 0.859, "Y4": 0.42293, "page": 0, "Index": 29}, {"Word": "SE", "Confidence": 0.998, "X1": 0.07, "Y1": 0.43515, "X2": 0.069, "Y2": 0.43495, "X3": 0.088, "Y3": 0.43344, "X4": 0.088, "Y4": 0.45972, "page": 0, "Index": 30}, {"Word": "T", "Confidence": 0.964, "X1": 0.371, "Y1": 0.42201, "X2": 0.378, "Y2": 0.42181, "X3": 0.378, "Y3": 0.43738, "X4": 0.371, "Y4": 0.43738, "page": 0, "Index": 31}, {"Word": "A", "Confidence": 0.672, "X1": 0.582, "Y1": 0.42464, "X2": 0.591, "Y2": 0.42444, "X3": 0.591, "Y3": 0.44395, "X4": 0.582, "Y4": 0.44395, "page": 0, "Index": 32}, {"Word": "3", "Confidence": 0.998, "X1": 0.6, "Y1": 0.42464, "X2": 0.608, "Y2": 0.42444, "X3": 0.608, "Y3": 0.44395, "X4": 0.6, "Y4": 0.44395, "page": 0, "Index": 33}, {"Word": "month", "Confidence": 0.996, "X1": 0.611, "Y1": 0.42464, "X2": 0.648, "Y2": 0.42444, "X3": 0.648, "Y3": 0.44527, "X4": 0.611, "Y4": 0.44395, "page": 0, "Index": 34}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.651, "Y1": 0.42596, "X2": 0.706, "Y2": 0.42576, "X3": 0.705, "Y3": 0.44527, "X4": 0.651, "Y4": 0.44527, "page": 0, "Index": 35}, {"Word": "T", "Confidence": 0.934, "X1": 0.37, "Y1": 0.42727, "X2": 0.381, "Y2": 0.42707, "X3": 0.38, "Y3": 0.45052, "X4": 0.369, "Y4": 0.44921, "page": 0, "Index": 36}, {"Word": "I", "Confidence": 0.886, "X1": 0.443, "Y1": 0.43253, "X2": 0.453, "Y2": 0.43233, "X3": 0.454, "Y3": 0.45709, "X4": 0.444, "Y4": 0.45709, "page": 0, "Index": 37}, {"Word": "+", "Confidence": 0.072, "X1": 0.07, "Y1": 0.46538, "X2": 0.07, "Y2": 0.46518, "X3": 0.087, "Y3": 0.46366, "X4": 0.087, "Y4": 0.47549, "page": 0, "Index": 38}, {"Word": "1250-", "Confidence": 0.967, "X1": 0.11, "Y1": 0.44829, "X2": 0.143, "Y2": 0.44809, "X3": 0.143, "Y3": 0.46498, "X4": 0.11, "Y4": 0.46498, "page": 0, "Index": 39}, {"Word": "O", "Confidence": 0.077, "X1": 0.17, "Y1": 0.44041, "X2": 0.179, "Y2": 0.44021, "X3": 0.179, "Y3": 0.46235, "X4": 0.17, "Y4": 0.46235, "page": 0, "Index": 40}, {"Word": "3", "Confidence": 0.991, "X1": 0.191, "Y1": 0.44041, "X2": 0.2, "Y2": 0.44021, "X3": 0.2, "Y3": 0.46235, "X4": 0.191, "Y4": 0.46235, "page": 0, "Index": 41}, {"Word": "month", "Confidence": 0.997, "X1": 0.204, "Y1": 0.44041, "X2": 0.243, "Y2": 0.44021, "X3": 0.242, "Y3": 0.46104, "X4": 0.203, "Y4": 0.46235, "page": 0, "Index": 42}, {"Word": "exposure", "Confidence": 0.991, "X1": 0.246, "Y1": 0.44041, "X2": 0.306, "Y2": 0.44021, "X3": 0.306, "Y3": 0.46104, "X4": 0.246, "Y4": 0.46104, "page": 0, "Index": 43}, {"Word": "A", "Confidence": 0.886, "X1": 0.583, "Y1": 0.44829, "X2": 0.592, "Y2": 0.44809, "X3": 0.591, "Y3": 0.46761, "X4": 0.583, "Y4": 0.46761, "page": 0, "Index": 44}, {"Word": "5", "Confidence": 0.998, "X1": 0.6, "Y1": 0.44829, "X2": 0.609, "Y2": 0.44809, "X3": 0.608, "Y3": 0.46761, "X4": 0.6, "Y4": 0.46761, "page": 0, "Index": 45}, {"Word": "month", "Confidence": 0.994, "X1": 0.612, "Y1": 0.44829, "X2": 0.648, "Y2": 0.44809, "X3": 0.647, "Y3": 0.46761, "X4": 0.611, "Y4": 0.46761, "page": 0, "Index": 46}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.651, "Y1": 0.44961, "X2": 0.706, "Y2": 0.44941, "X3": 0.705, "Y3": 0.46761, "X4": 0.65, "Y4": 0.46761, "page": 0, "Index": 47}, {"Word": "TIMP-1", "Confidence": 0.981, "X1": 0.907, "Y1": 0.46932, "X2": 0.907, "Y2": 0.46912, "X3": 0.892, "Y3": 0.47023, "X4": 0.892, "Y4": 0.41636, "page": 0, "Index": 48}, {"Word": "concentration", "Confidence": 0.992, "X1": 0.071, "Y1": 0.48246, "X2": 0.07, "Y2": 0.48226, "X3": 0.087, "Y3": 0.48075, "X4": 0.087, "Y4": 0.60821, "page": 0, "Index": 49}, {"Word": "5", "Confidence": 0.996, "X1": 0.191, "Y1": 0.46538, "X2": 0.2, "Y2": 0.46518, "X3": 0.199, "Y3": 0.48469, "X4": 0.191, "Y4": 0.48469, "page": 0, "Index": 50}, {"Word": "month", "Confidence": 0.927, "X1": 0.203, "Y1": 0.46538, "X2": 0.242, "Y2": 0.46518, "X3": 0.241, "Y3": 0.486, "X4": 0.202, "Y4": 0.48469, "page": 0, "Index": 51}, {"Word": "exposure", "Confidence": 0.995, "X1": 0.245, "Y1": 0.46669, "X2": 0.304, "Y2": 0.46649, "X3": 0.303, "Y3": 0.486, "X4": 0.244, "Y4": 0.486, "page": 0, "Index": 52}, {"Word": "SE", "Confidence": 0.998, "X1": 0.501, "Y1": 0.48377, "X2": 0.501, "Y2": 0.48357, "X3": 0.517, "Y3": 0.48337, "X4": 0.517, "Y4": 0.50703, "page": 0, "Index": 53}, {"Word": "T", "Confidence": 0.992, "X1": 0.842, "Y1": 0.50743, "X2": 0.832, "Y2": 0.50723, "X3": 0.832, "Y3": 0.48469, "X4": 0.842, "Y4": 0.48469, "page": 0, "Index": 54}, {"Word": "3", "Confidence": 0.577, "X1": 0.6, "Y1": 0.47326, "X2": 0.608, "Y2": 0.47306, "X3": 0.608, "Y3": 0.49257, "X4": 0.6, "Y4": 0.49257, "page": 0, "Index": 55}, {"Word": "month", "Confidence": 0.997, "X1": 0.611, "Y1": 0.47326, "X2": 0.648, "Y2": 0.47306, "X3": 0.648, "Y3": 0.49257, "X4": 0.611, "Y4": 0.49257, "page": 0, "Index": 56}, {"Word": "exposure", "Confidence": 0.994, "X1": 0.651, "Y1": 0.47458, "X2": 0.705, "Y2": 0.47438, "X3": 0.705, "Y3": 0.49257, "X4": 0.651, "Y4": 0.49257, "page": 0, "Index": 57}, {"Word": "-0.75", "Confidence": 0.856, "X1": 0.85, "Y1": 0.47852, "X2": 0.883, "Y2": 0.47832, "X3": 0.883, "Y3": 0.49783, "X4": 0.85, "Y4": 0.49651, "page": 0, "Index": 58}, {"Word": "(pg/ml)", "Confidence": 0.952, "X1": 0.089, "Y1": 0.51531, "X2": 0.089, "Y2": 0.51511, "X3": 0.105, "Y3": 0.51623, "X4": 0.106, "Y4": 0.58456, "page": 0, "Index": 59}, {"Word": "1000-", "Confidence": 0.955, "X1": 0.109, "Y1": 0.49429, "X2": 0.144, "Y2": 0.49409, "X3": 0.144, "Y3": 0.51097, "X4": 0.109, "Y4": 0.51228, "page": 0, "Index": 60}, {"Word": "+", "Confidence": 0.632, "X1": 0.501, "Y1": 0.51268, "X2": 0.501, "Y2": 0.51248, "X3": 0.517, "Y3": 0.51097, "X4": 0.516, "Y4": 0.52148, "page": 0, "Index": 61}, {"Word": "0", "Confidence": 0.001, "X1": 0.583, "Y1": 0.49691, "X2": 0.592, "Y2": 0.49671, "X3": 0.591, "Y3": 0.51491, "X4": 0.583, "Y4": 0.51491, "page": 0, "Index": 62}, {"Word": "5", "Confidence": 0.981, "X1": 0.6, "Y1": 0.49691, "X2": 0.609, "Y2": 0.49671, "X3": 0.608, "Y3": 0.51623, "X4": 0.599, "Y4": 0.51491, "page": 0, "Index": 63}, {"Word": "month", "Confidence": 0.997, "X1": 0.612, "Y1": 0.49691, "X2": 0.647, "Y2": 0.49671, "X3": 0.647, "Y3": 0.51623, "X4": 0.611, "Y4": 0.51623, "page": 0, "Index": 64}, {"Word": "exposure", "Confidence": 0.97, "X1": 0.65, "Y1": 0.49823, "X2": 0.706, "Y2": 0.49803, "X3": 0.705, "Y3": 0.51754, "X4": 0.65, "Y4": 0.51623, "page": 0, "Index": 65}, {"Word": "concentration", "Confidence": 0.993, "X1": 0.501, "Y1": 0.52714, "X2": 0.501, "Y2": 0.52694, "X3": 0.516, "Y3": 0.52542, "X4": 0.515, "Y4": 0.64106, "page": 0, "Index": 66}, {"Word": "20-", "Confidence": 0.937, "X1": 0.536, "Y1": 0.50217, "X2": 0.557, "Y2": 0.50197, "X3": 0.556, "Y3": 0.52017, "X4": 0.535, "Y4": 0.51754, "page": 0, "Index": 67}, {"Word": "750-", "Confidence": 0.981, "X1": 0.116, "Y1": 0.54028, "X2": 0.143, "Y2": 0.54008, "X3": 0.143, "Y3": 0.55959, "X4": 0.115, "Y4": 0.55828, "page": 0, "Index": 68}, {"Word": "1-0.50", "Confidence": 0.67, "X1": 0.85, "Y1": 0.55079, "X2": 0.882, "Y2": 0.55059, "X3": 0.881, "Y3": 0.56616, "X4": 0.85, "Y4": 0.56485, "page": 0, "Index": 69}, {"Word": "I", "Confidence": 0.97, "X1": 0.763, "Y1": 0.5613, "X2": 0.775, "Y2": 0.5611, "X3": 0.773, "Y3": 0.58719, "X4": 0.762, "Y4": 0.58587, "page": 0, "Index": 70}, {"Word": "T", "Confidence": 0.995, "X1": 0.831, "Y1": 0.55736, "X2": 0.841, "Y2": 0.55716, "X3": 0.84, "Y3": 0.58061, "X4": 0.83, "Y4": 0.5793, "page": 0, "Index": 71}, {"Word": "concentration", "Confidence": 0.992, "X1": 0.907, "Y1": 0.59153, "X2": 0.907, "Y2": 0.59133, "X3": 0.891, "Y3": 0.59113, "X4": 0.892, "Y4": 0.47418, "page": 0, "Index": 72}, {"Word": "500-", "Confidence": 0.958, "X1": 0.116, "Y1": 0.5889, "X2": 0.142, "Y2": 0.5887, "X3": 0.142, "Y3": 0.60558, "X4": 0.116, "Y4": 0.60558, "page": 0, "Index": 73}, {"Word": "+", "Confidence": 0.013, "X1": 0.907, "Y1": 0.60467, "X2": 0.907, "Y2": 0.60447, "X3": 0.891, "Y3": 0.60558, "X4": 0.891, "Y4": 0.59507, "page": 0, "Index": 74}, {"Word": "MCP-1", "Confidence": 0.994, "X1": 0.07, "Y1": 0.61387, "X2": 0.071, "Y2": 0.61367, "X3": 0.087, "Y3": 0.61215, "X4": 0.087, "Y4": 0.67128, "page": 0, "Index": 75}, {"Word": "10-", "Confidence": 0.601, "X1": 0.537, "Y1": 0.5981, "X2": 0.554, "Y2": 0.5979, "X3": 0.554, "Y3": 0.61609, "X4": 0.537, "Y4": 0.61609, "page": 0, "Index": 76}, {"Word": "SE", "Confidence": 0.946, "X1": 0.907, "Y1": 0.63358, "X2": 0.907, "Y2": 0.63338, "X3": 0.891, "Y3": 0.63318, "X4": 0.891, "Y4": 0.60952, "page": 0, "Index": 77}, {"Word": "MMP-9", "Confidence": 0.994, "X1": 0.501, "Y1": 0.64672, "X2": 0.501, "Y2": 0.64652, "X3": 0.515, "Y3": 0.64632, "X4": 0.514, "Y4": 0.70151, "page": 0, "Index": 78}, {"Word": "-0.25", "Confidence": 0.939, "X1": 0.849, "Y1": 0.62306, "X2": 0.882, "Y2": 0.62286, "X3": 0.882, "Y3": 0.63975, "X4": 0.85, "Y4": 0.64106, "page": 0, "Index": 79}, {"Word": "250", "Confidence": 0.998, "X1": 0.115, "Y1": 0.63752, "X2": 0.137, "Y2": 0.63732, "X3": 0.138, "Y3": 0.65552, "X4": 0.116, "Y4": 0.65552, "page": 0, "Index": 80}, {"Word": "A", "Confidence": 0.802, "X1": 0.764, "Y1": 0.64803, "X2": 0.771, "Y2": 0.64783, "X3": 0.771, "Y3": 0.6634, "X4": 0.764, "Y4": 0.6634, "page": 0, "Index": 81}, {"Word": "0-", "Confidence": 0.561, "X1": 0.129, "Y1": 0.68745, "X2": 0.144, "Y2": 0.68725, "X3": 0.143, "Y3": 0.70019, "X4": 0.129, "Y4": 0.69888, "page": 0, "Index": 82}, {"Word": "(ng/ml)", "Confidence": 0.958, "X1": 0.907, "Y1": 0.70322, "X2": 0.907, "Y2": 0.70302, "X3": 0.89, "Y3": 0.70414, "X4": 0.891, "Y4": 0.63712, "page": 0, "Index": 83}, {"Word": "0-", "Confidence": 0.627, "X1": 0.541, "Y1": 0.69665, "X2": 0.555, "Y2": 0.69645, "X3": 0.555, "Y3": 0.70939, "X4": 0.541, "Y4": 0.70939, "page": 0, "Index": 84}, {"Word": "-0.00", "Confidence": 0.7, "X1": 0.848, "Y1": 0.69665, "X2": 0.881, "Y2": 0.69645, "X3": 0.879, "Y3": 0.71071, "X4": 0.848, "Y4": 0.71071, "page": 0, "Index": 85}, {"Word": "0", "Confidence": 0.605, "X1": 0.16, "Y1": 0.7295, "X2": 0.167, "Y2": 0.7293, "X3": 0.165, "Y3": 0.74224, "X4": 0.159, "Y4": 0.74093, "page": 0, "Index": 86}, {"Word": "500", "Confidence": 0.998, "X1": 0.199, "Y1": 0.72688, "X2": 0.219, "Y2": 0.72668, "X3": 0.219, "Y3": 0.74619, "X4": 0.199, "Y4": 0.74619, "page": 0, "Index": 87}, {"Word": "1000", "Confidence": 0.991, "X1": 0.241, "Y1": 0.72556, "X2": 0.271, "Y2": 0.72536, "X3": 0.271, "Y3": 0.7475, "X4": 0.241, "Y4": 0.74619, "page": 0, "Index": 88}, {"Word": "1500", "Confidence": 0.989, "X1": 0.289, "Y1": 0.72556, "X2": 0.318, "Y2": 0.72536, "X3": 0.318, "Y3": 0.7475, "X4": 0.289, "Y4": 0.7475, "page": 0, "Index": 89}, {"Word": "2000", "Confidence": 0.983, "X1": 0.336, "Y1": 0.72556, "X2": 0.367, "Y2": 0.72536, "X3": 0.367, "Y3": 0.7475, "X4": 0.336, "Y4": 0.7475, "page": 0, "Index": 90}, {"Word": "2500", "Confidence": 0.99, "X1": 0.385, "Y1": 0.72556, "X2": 0.415, "Y2": 0.72536, "X3": 0.415, "Y3": 0.74619, "X4": 0.385, "Y4": 0.7475, "page": 0, "Index": 91}, {"Word": "3000", "Confidence": 0.983, "X1": 0.432, "Y1": 0.72556, "X2": 0.462, "Y2": 0.72536, "X3": 0.462, "Y3": 0.74619, "X4": 0.432, "Y4": 0.74619, "page": 0, "Index": 92}, {"Word": "0", "Confidence": 0.755, "X1": 0.57, "Y1": 0.73476, "X2": 0.576, "Y2": 0.73456, "X3": 0.575, "Y3": 0.7475, "X4": 0.569, "Y4": 0.74619, "page": 0, "Index": 93}, {"Word": "500", "Confidence": 0.737, "X1": 0.608, "Y1": 0.73213, "X2": 0.625, "Y2": 0.73193, "X3": 0.626, "Y3": 0.75013, "X4": 0.608, "Y4": 0.75013, "page": 0, "Index": 94}, {"Word": "1000", "Confidence": 0.991, "X1": 0.645, "Y1": 0.73082, "X2": 0.671, "Y2": 0.73062, "X3": 0.672, "Y3": 0.75013, "X4": 0.645, "Y4": 0.75013, "page": 0, "Index": 95}, {"Word": "1500", "Confidence": 0.986, "X1": 0.689, "Y1": 0.73082, "X2": 0.717, "Y2": 0.73062, "X3": 0.717, "Y3": 0.75013, "X4": 0.689, "Y4": 0.75013, "page": 0, "Index": 96}, {"Word": "2000", "Confidence": 0.991, "X1": 0.733, "Y1": 0.73082, "X2": 0.761, "Y2": 0.73062, "X3": 0.761, "Y3": 0.75013, "X4": 0.733, "Y4": 0.75013, "page": 0, "Index": 97}, {"Word": "2500", "Confidence": 0.987, "X1": 0.777, "Y1": 0.73082, "X2": 0.805, "Y2": 0.73062, "X3": 0.805, "Y3": 0.75013, "X4": 0.777, "Y4": 0.75013, "page": 0, "Index": 98}, {"Word": "3000", "Confidence": 0.985, "X1": 0.821, "Y1": 0.73213, "X2": 0.849, "Y2": 0.73193, "X3": 0.849, "Y3": 0.75013, "X4": 0.821, "Y4": 0.75013, "page": 0, "Index": 99}, {"Word": "Daily", "Confidence": 0.995, "X1": 0.212, "Y1": 0.75053, "X2": 0.243, "Y2": 0.75033, "X3": 0.243, "Y3": 0.77378, "X4": 0.212, "Y4": 0.77378, "page": 0, "Index": 100}, {"Word": "dose", "Confidence": 0.989, "X1": 0.246, "Y1": 0.75053, "X2": 0.281, "Y2": 0.75033, "X3": 0.281, "Y3": 0.77378, "X4": 0.247, "Y4": 0.77378, "page": 0, "Index": 101}, {"Word": "(ug", "Confidence": 0.969, "X1": 0.285, "Y1": 0.75053, "X2": 0.308, "Y2": 0.75033, "X3": 0.309, "Y3": 0.7751, "X4": 0.285, "Y4": 0.77378, "page": 0, "Index": 102}, {"Word": "TPM/(I'day))", "Confidence": 0.635, "X1": 0.312, "Y1": 0.75053, "X2": 0.398, "Y2": 0.75033, "X3": 0.398, "Y3": 0.77641, "X4": 0.312, "Y4": 0.7751, "page": 0, "Index": 103}, {"Word": "Daily", "Confidence": 0.991, "X1": 0.617, "Y1": 0.75184, "X2": 0.647, "Y2": 0.75164, "X3": 0.647, "Y3": 0.7751, "X4": 0.617, "Y4": 0.7751, "page": 0, "Index": 104}, {"Word": "dose", "Confidence": 0.991, "X1": 0.651, "Y1": 0.75184, "X2": 0.681, "Y2": 0.75164, "X3": 0.68, "Y3": 0.7751, "X4": 0.65, "Y4": 0.7751, "page": 0, "Index": 105}, {"Word": "(ug", "Confidence": 0.939, "X1": 0.684, "Y1": 0.75184, "X2": 0.708, "Y2": 0.75164, "X3": 0.707, "Y3": 0.7751, "X4": 0.684, "Y4": 0.7751, "page": 0, "Index": 106}, {"Word": "TPMW(I*day))", "Confidence": 0.655, "X1": 0.711, "Y1": 0.75316, "X2": 0.789, "Y2": 0.75296, "X3": 0.788, "Y3": 0.77641, "X4": 0.71, "Y4": 0.7751, "page": 0, "Index": 107}, {"Word": "3030210040", "Confidence": 0.797, "X1": 0.985, "Y1": 0.87668, "X2": 0.985, "Y2": 0.87648, "X3": 0.997, "Y3": 0.87496, "X4": 0.996, "Y4": 0.97089, "page": 0, "Index": 108}, {"Word": "PM", "Confidence": 0.995, "X1": 0.093, "Y1": 0.88325, "X2": 0.106, "Y2": 0.88305, "X3": 0.106, "Y3": 0.90256, "X4": 0.092, "Y4": 0.90256, "page": 0, "Index": 109}, {"Word": "USAIRDSEN-SR/", "Confidence": 0.396, "X1": 0.109, "Y1": 0.88456, "X2": 0.185, "Y2": 0.88436, "X3": 0.184, "Y3": 0.90256, "X4": 0.109, "Y4": 0.90256, "page": 0, "Index": 110}, {"Word": "Patrick", "Confidence": 0.628, "X1": 0.188, "Y1": 0.88456, "X2": 0.216, "Y2": 0.88436, "X3": 0.216, "Y3": 0.90256, "X4": 0.187, "Y4": 0.90256, "page": 0, "Index": 111}, {"Word": "Vanscheeuwijck", "Confidence": 0.863, "X1": 0.219, "Y1": 0.88456, "X2": 0.291, "Y2": 0.88436, "X3": 0.29, "Y3": 0.90125, "X4": 0.218, "Y4": 0.90256, "page": 0, "Index": 112}, {"Word": "Erik", "Confidence": 0.885, "X1": 0.294, "Y1": 0.88456, "X2": 0.31, "Y2": 0.88436, "X3": 0.309, "Y3": 0.90125, "X4": 0.293, "Y4": 0.90125, "page": 0, "Index": 113}, {"Word": "Van", "Confidence": 0.994, "X1": 0.313, "Y1": 0.88456, "X2": 0.331, "Y2": 0.88436, "X3": 0.33, "Y3": 0.90125, "X4": 0.312, "Y4": 0.90125, "page": 0, "Index": 114}, {"Word": "Miert", "Confidence": 0.994, "X1": 0.333, "Y1": 0.88456, "X2": 0.36, "Y2": 0.88436, "X3": 0.359, "Y3": 0.90125, "X4": 0.333, "Y4": 0.90125, "page": 0, "Index": 115}, {"Word": "DRAFT", "Confidence": 0.993, "X1": 0.391, "Y1": 0.88456, "X2": 0.423, "Y2": 0.88436, "X3": 0.422, "Y3": 0.90256, "X4": 0.39, "Y4": 0.90256, "page": 0, "Index": 116}, {"Word": "-", "Confidence": 0.995, "X1": 0.426, "Y1": 0.88456, "X2": 0.432, "Y2": 0.88436, "X3": 0.43, "Y3": 0.90256, "X4": 0.425, "Y4": 0.90256, "page": 0, "Index": 117}, {"Word": "Confidential", "Confidence": 0.848, "X1": 0.434, "Y1": 0.88456, "X2": 0.485, "Y2": 0.88436, "X3": 0.484, "Y3": 0.90256, "X4": 0.433, "Y4": 0.90256, "page": 0, "Index": 118}, {"Word": "-", "Confidence": 0.993, "X1": 0.488, "Y1": 0.88456, "X2": 0.494, "Y2": 0.88436, "X3": 0.493, "Y3": 0.90256, "X4": 0.487, "Y4": 0.90256, "page": 0, "Index": 119}, {"Word": "November", "Confidence": 0.601, "X1": 0.496, "Y1": 0.88456, "X2": 0.54, "Y2": 0.88436, "X3": 0.539, "Y3": 0.90256, "X4": 0.496, "Y4": 0.90256, "page": 0, "Index": 120}, {"Word": "2", "Confidence": 0.995, "X1": 0.543, "Y1": 0.88456, "X2": 0.548, "Y2": 0.88436, "X3": 0.548, "Y3": 0.90256, "X4": 0.542, "Y4": 0.90256, "page": 0, "Index": 121}, {"Word": "-", "Confidence": 0.995, "X1": 0.551, "Y1": 0.88456, "X2": 0.557, "Y2": 0.88436, "X3": 0.556, "Y3": 0.90256, "X4": 0.55, "Y4": 0.90256, "page": 0, "Index": 122}, {"Word": "4.", "Confidence": 0.908, "X1": 0.56, "Y1": 0.88456, "X2": 0.567, "Y2": 0.88436, "X3": 0.567, "Y3": 0.90256, "X4": 0.559, "Y4": 0.90256, "page": 0, "Index": 123}, {"Word": "2005", "Confidence": 0.982, "X1": 0.57, "Y1": 0.88456, "X2": 0.595, "Y2": 0.88436, "X3": 0.595, "Y3": 0.90387, "X4": 0.569, "Y4": 0.90387, "page": 0, "Index": 124}, {"Word": "5", "Confidence": 0.991, "X1": 0.802, "Y1": 0.88588, "X2": 0.808, "Y2": 0.88568, "X3": 0.808, "Y3": 0.89862, "X4": 0.802, "Y4": 0.89862, "page": 0, "Index": 125}]}
"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"
ffpx0099
0
{"lines_data": [{"Word": "T.K.", "Confidence": 0.165, "X1": 0.58119, "Y1": 0.0002, "X2": 0.66881, "Y2": 0.0, "X3": 0.69072, "Y3": 0.0308, "X4": 0.6018, "Y4": 0.0648, "page": 0}, {"Word": "JUN 28 KECO", "Confidence": 0.89533, "X1": 0.64691, "Y1": 0.1032, "X2": 0.8067, "Y2": 0.103, "X3": 0.81314, "Y3": 0.1258, "X4": 0.65335, "Y4": 0.1528, "page": 0}, {"Word": "JUN. 2 2 1878", "Confidence": 0.962, "X1": 0.83376, "Y1": 0.1062, "X2": 0.95619, "Y2": 0.106, "X3": 0.95747, "Y3": 0.1268, "X4": 0.83376, "Y4": 0.1298, "page": 0}, {"Word": "To whom it", "Confidence": 0.87833, "X1": 0.34794, "Y1": 0.1692, "X2": 0.61856, "Y2": 0.169, "X3": 0.61856, "Y3": 0.1988, "X4": 0.34665, "Y4": 0.1958, "page": 0}, {"Word": "may concern :", "Confidence": 0.765, "X1": 0.63531, "Y1": 0.1762, "X2": 0.93041, "Y2": 0.176, "X3": 0.93041, "Y3": 0.1988, "X4": 0.63531, "Y4": 0.1988, "page": 0}, {"Word": "Enclosed is an article", "Confidence": 0.824, "X1": 0.41753, "Y1": 0.2382, "X2": 0.91495, "Y2": 0.238, "X3": 0.91495, "Y3": 0.2648, "X4": 0.41753, "Y4": 0.2648, "page": 0}, {"Word": "that was in our paper on U.s.", "Confidence": 0.929, "X1": 0.32088, "Y1": 0.2692, "X2": 0.96907, "Y2": 0.269, "X3": 0.96907, "Y3": 0.2998, "X4": 0.32088, "Y4": 0.2988, "page": 0}, {"Word": "government ranks of cigarette.", "Confidence": 0.6785, "X1": 0.32088, "Y1": 0.3052, "X2": 0.92397, "Y2": 0.305, "X3": 0.92397, "Y3": 0.3348, "X4": 0.32088, "Y4": 0.3318, "page": 0}, {"Word": "I have been smoking Vantag", "Confidence": 0.7212, "X1": 0.38918, "Y1": 0.3702, "X2": 0.99098, "Y2": 0.37, "X3": 0.99098, "Y3": 0.3998, "X4": 0.38918, "Y4": 0.3958, "page": 0}, {"Word": "menthol for quite a long time", "Confidence": 0.90917, "X1": 0.32216, "Y1": 0.4042, "X2": 0.96907, "Y2": 0.404, "X3": 0.97036, "Y3": 0.4298, "X4": 0.32216, "Y4": 0.4348, "page": 0}, {"Word": "----", "Confidence": 0.906, "X1": 0.2951, "Y1": 0.4592, "X2": 0.29639, "Y2": 0.459, "X3": 0.28479, "Y3": 0.4588, "X4": 0.28351, "Y4": 0.4188, "page": 0}, {"Word": "and think they are a great", "Confidence": 0.94583, "X1": 0.32088, "Y1": 0.4362, "X2": 0.89562, "Y2": 0.436, "X3": 0.89562, "Y3": 0.4628, "X4": 0.32216, "Y4": 0.4658, "page": 0}, {"Word": "cigarette. I have tried many", "Confidence": 0.7392, "X1": 0.32474, "Y1": 0.4682, "X2": 0.98969, "Y2": 0.468, "X3": 0.98969, "Y3": 0.5048, "X4": 0.32474, "Y4": 0.5038, "page": 0}, {"Word": "and Vantage are the best", "Confidence": 0.9168, "X1": 0.32088, "Y1": 0.5022, "X2": 0.91624, "Y2": 0.502, "X3": 0.91624, "Y3": 0.5308, "X4": 0.32088, "Y4": 0.5318, "page": 0}, {"Word": "menthol & have smoked, but", "Confidence": 0.8042, "X1": 0.31701, "Y1": 0.5362, "X2": 0.96263, "Y2": 0.536, "X3": 0.96263, "Y3": 0.5628, "X4": 0.31701, "Y4": 0.5638, "page": 0}, {"Word": "& thought they were ranked the", "Confidence": 0.70833, "X1": 0.31057, "Y1": 0.5712, "X2": 0.99871, "Y2": 0.571, "X3": 0.99742, "Y3": 0.5988, "X4": 0.31057, "Y4": 0.5948, "page": 0}, {"Word": "lowest in \"Tar\" .", "Confidence": 0.80575, "X1": 0.31701, "Y1": 0.5992, "X2": 0.67268, "Y2": 0.599, "X3": 0.67268, "Y3": 0.6328, "X4": 0.31572, "Y4": 0.6318, "page": 0}, {"Word": "be this article", "Confidence": 0.42233, "X1": 0.6817, "Y1": 0.5992, "X2": 0.98711, "Y2": 0.599, "X3": 0.9884, "Y3": 0.6328, "X4": 0.6817, "Y4": 0.6348, "page": 0}, {"Word": "correct or is tent just advertising", "Confidence": 0.73883, "X1": 0.31701, "Y1": 0.6362, "X2": 0.99485, "Y2": 0.636, "X3": 0.99485, "Y3": 0.6628, "X4": 0.31701, "Y4": 0.6628, "page": 0}, {"Word": "& would like to know if", "Confidence": 0.8545, "X1": 0.34536, "Y1": 0.7022, "X2": 0.95232, "Y2": 0.702, "X3": 0.95232, "Y3": 0.7338, "X4": 0.34536, "Y4": 0.7288, "page": 0}, {"Word": "Vantage makes a cigarette case", "Confidence": 0.775, "X1": 0.31186, "Y1": 0.7352, "X2": 0.96392, "Y2": 0.735, "X3": 0.96392, "Y3": 0.7648, "X4": 0.31186, "Y4": 0.7638, "page": 0}, {"Word": "with the mame Vantage on", "Confidence": 0.9076, "X1": 0.29381, "Y1": 0.7732, "X2": 0.89433, "Y2": 0.773, "X3": 0.89433, "Y3": 0.7998, "X4": 0.29381, "Y4": 0.7958, "page": 0}, {"Word": "50033 - 1 219", "Confidence": 0.49425, "X1": 0.99613, "Y1": 0.8052, "X2": 0.99485, "Y2": 0.805, "X3": 0.97423, "Y3": 0.8038, "X4": 0.97552, "Y4": 0.7008, "page": 0}], "words_data": [{"Word": "T.K.", "Confidence": 0.165, "X1": 0.58119, "Y1": 0.0002, "X2": 0.66753, "Y2": 0.0, "X3": 0.68686, "Y3": 0.0328, "X4": 0.6018, "Y4": 0.0638, "page": 0, "Index": 0}, {"Word": "KECO", "Confidence": 0.707, "X1": 0.75, "Y1": 0.1042, "X2": 0.80412, "Y2": 0.104, "X3": 0.80928, "Y3": 0.1278, "X4": 0.75644, "Y4": 0.1368, "page": 0, "Index": 1}, {"Word": "1878", "Confidence": 0.876, "X1": 0.91108, "Y1": 0.1062, "X2": 0.95619, "Y2": 0.106, "X3": 0.95619, "Y3": 0.1278, "X4": 0.91108, "Y4": 0.1288, "page": 0, "Index": 2}, {"Word": "28", "Confidence": 0.998, "X1": 0.7049, "Y1": 0.1142, "X2": 0.74227, "Y2": 0.114, "X3": 0.74742, "Y3": 0.1378, "X4": 0.71134, "Y4": 0.1448, "page": 0, "Index": 3}, {"Word": "JUN.", "Confidence": 0.982, "X1": 0.83634, "Y1": 0.1082, "X2": 0.87113, "Y2": 0.108, "X3": 0.87113, "Y3": 0.1298, "X4": 0.83505, "Y4": 0.1308, "page": 0, "Index": 4}, {"Word": "2", "Confidence": 0.995, "X1": 0.87629, "Y1": 0.1072, "X2": 0.88918, "Y2": 0.107, "X3": 0.88918, "Y3": 0.1288, "X4": 0.87629, "Y4": 0.1288, "page": 0, "Index": 5}, {"Word": "2", "Confidence": 0.995, "X1": 0.89433, "Y1": 0.1072, "X2": 0.90593, "Y2": 0.107, "X3": 0.90593, "Y3": 0.1288, "X4": 0.89433, "Y4": 0.1288, "page": 0, "Index": 6}, {"Word": "JUN", "Confidence": 0.981, "X1": 0.64691, "Y1": 0.1222, "X2": 0.69588, "Y2": 0.122, "X3": 0.70232, "Y3": 0.1458, "X4": 0.65464, "Y4": 0.1538, "page": 0, "Index": 7}, {"Word": "To", "Confidence": 0.998, "X1": 0.35825, "Y1": 0.1702, "X2": 0.39948, "Y2": 0.17, "X3": 0.3982, "Y3": 0.1958, "X4": 0.35696, "Y4": 0.1948, "page": 0, "Index": 8}, {"Word": "whom", "Confidence": 0.922, "X1": 0.44974, "Y1": 0.1722, "X2": 0.54124, "Y2": 0.172, "X3": 0.54124, "Y3": 0.1988, "X4": 0.44974, "Y4": 0.1978, "page": 0, "Index": 9}, {"Word": "it", "Confidence": 0.715, "X1": 0.57474, "Y1": 0.1702, "X2": 0.61469, "Y2": 0.17, "X3": 0.61469, "Y3": 0.1988, "X4": 0.57345, "Y4": 0.1988, "page": 0, "Index": 10}, {"Word": "may", "Confidence": 0.997, "X1": 0.66624, "Y1": 0.1762, "X2": 0.73582, "Y2": 0.176, "X3": 0.73582, "Y3": 0.1998, "X4": 0.66624, "Y4": 0.1998, "page": 0, "Index": 11}, {"Word": "concern", "Confidence": 0.926, "X1": 0.76675, "Y1": 0.1772, "X2": 0.8982, "Y2": 0.177, "X3": 0.8982, "Y3": 0.1988, "X4": 0.76675, "Y4": 0.1998, "page": 0, "Index": 12}, {"Word": ":", "Confidence": 0.372, "X1": 0.90979, "Y1": 0.1782, "X2": 0.92912, "Y2": 0.178, "X3": 0.92912, "Y3": 0.1988, "X4": 0.90979, "Y4": 0.1988, "page": 0, "Index": 13}, {"Word": "Enclosed", "Confidence": 0.617, "X1": 0.42397, "Y1": 0.2402, "X2": 0.56701, "Y2": 0.24, "X3": 0.56701, "Y3": 0.2648, "X4": 0.42268, "Y4": 0.2628, "page": 0, "Index": 14}, {"Word": "is", "Confidence": 0.973, "X1": 0.61856, "Y1": 0.2402, "X2": 0.65593, "Y2": 0.24, "X3": 0.65593, "Y3": 0.2658, "X4": 0.61856, "Y4": 0.2658, "page": 0, "Index": 15}, {"Word": "an", "Confidence": 0.726, "X1": 0.70232, "Y1": 0.2402, "X2": 0.74871, "Y2": 0.24, "X3": 0.75, "Y3": 0.2658, "X4": 0.70361, "Y4": 0.2658, "page": 0, "Index": 16}, {"Word": "article", "Confidence": 0.98, "X1": 0.80412, "Y1": 0.2392, "X2": 0.91366, "Y2": 0.239, "X3": 0.91495, "Y3": 0.2638, "X4": 0.80541, "Y4": 0.2648, "page": 0, "Index": 17}, {"Word": "that", "Confidence": 0.989, "X1": 0.33505, "Y1": 0.2732, "X2": 0.40722, "Y2": 0.273, "X3": 0.40722, "Y3": 0.2968, "X4": 0.33505, "Y4": 0.2948, "page": 0, "Index": 18}, {"Word": "on", "Confidence": 0.981, "X1": 0.83505, "Y1": 0.2742, "X2": 0.87113, "Y2": 0.274, "X3": 0.87113, "Y3": 0.2978, "X4": 0.83505, "Y4": 0.2988, "page": 0, "Index": 19}, {"Word": "U.s.", "Confidence": 0.835, "X1": 0.91108, "Y1": 0.2702, "X2": 0.96778, "Y2": 0.27, "X3": 0.96907, "Y3": 0.2948, "X4": 0.91237, "Y4": 0.2968, "page": 0, "Index": 20}, {"Word": "was", "Confidence": 0.965, "X1": 0.44845, "Y1": 0.2762, "X2": 0.50773, "Y2": 0.276, "X3": 0.50773, "Y3": 0.2988, "X4": 0.44716, "Y4": 0.2978, "page": 0, "Index": 21}, {"Word": "in", "Confidence": 0.996, "X1": 0.54124, "Y1": 0.2772, "X2": 0.58119, "Y2": 0.277, "X3": 0.5799, "Y3": 0.2998, "X4": 0.53995, "Y4": 0.2998, "page": 0, "Index": 22}, {"Word": "our", "Confidence": 0.783, "X1": 0.60567, "Y1": 0.2782, "X2": 0.66495, "Y2": 0.278, "X3": 0.66495, "Y3": 0.2998, "X4": 0.60567, "Y4": 0.2998, "page": 0, "Index": 23}, {"Word": "paper", "Confidence": 0.954, "X1": 0.69845, "Y1": 0.2762, "X2": 0.78995, "Y2": 0.276, "X3": 0.79124, "Y3": 0.2988, "X4": 0.69845, "Y4": 0.2998, "page": 0, "Index": 24}, {"Word": "government", "Confidence": 0.122, "X1": 0.33247, "Y1": 0.3072, "X2": 0.52964, "Y2": 0.307, "X3": 0.52964, "Y3": 0.3318, "X4": 0.3299, "Y4": 0.3298, "page": 0, "Index": 25}, {"Word": "ranks", "Confidence": 0.789, "X1": 0.56186, "Y1": 0.3072, "X2": 0.67268, "Y2": 0.307, "X3": 0.67268, "Y3": 0.3338, "X4": 0.56186, "Y4": 0.3328, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.918, "X1": 0.67912, "Y1": 0.3072, "X2": 0.71907, "Y2": 0.307, "X3": 0.71907, "Y3": 0.3348, "X4": 0.67912, "Y4": 0.3338, "page": 0, "Index": 27}, {"Word": "cigarette.", "Confidence": 0.885, "X1": 0.74742, "Y1": 0.3052, "X2": 0.92268, "Y2": 0.305, "X3": 0.92268, "Y3": 0.3358, "X4": 0.74742, "Y4": 0.3348, "page": 0, "Index": 28}, {"Word": "I", "Confidence": 0.317, "X1": 0.39691, "Y1": 0.3692, "X2": 0.41881, "Y2": 0.369, "X3": 0.41753, "Y3": 0.3948, "X4": 0.39562, "Y4": 0.3948, "page": 0, "Index": 29}, {"Word": "have", "Confidence": 0.989, "X1": 0.46521, "Y1": 0.3692, "X2": 0.54768, "Y2": 0.369, "X3": 0.54639, "Y3": 0.3948, "X4": 0.46392, "Y4": 0.3948, "page": 0, "Index": 30}, {"Word": "been", "Confidence": 0.887, "X1": 0.58505, "Y1": 0.3702, "X2": 0.66753, "Y2": 0.37, "X3": 0.66624, "Y3": 0.3958, "X4": 0.58376, "Y4": 0.3948, "page": 0, "Index": 31}, {"Word": "smoking", "Confidence": 0.706, "X1": 0.69974, "Y1": 0.3702, "X2": 0.85954, "Y2": 0.37, "X3": 0.85954, "Y3": 0.3988, "X4": 0.69845, "Y4": 0.3958, "page": 0, "Index": 32}, {"Word": "Vantag", "Confidence": 0.707, "X1": 0.87887, "Y1": 0.3712, "X2": 0.9884, "Y2": 0.371, "X3": 0.9884, "Y3": 0.4008, "X4": 0.87887, "Y4": 0.3988, "page": 0, "Index": 33}, {"Word": "menthol", "Confidence": 0.886, "X1": 0.33763, "Y1": 0.4072, "X2": 0.46392, "Y2": 0.407, "X3": 0.46392, "Y3": 0.4348, "X4": 0.33634, "Y4": 0.4358, "page": 0, "Index": 34}, {"Word": "for", "Confidence": 0.911, "X1": 0.50129, "Y1": 0.4062, "X2": 0.55541, "Y2": 0.406, "X3": 0.55541, "Y3": 0.4338, "X4": 0.5, "Y4": 0.4338, "page": 0, "Index": 35}, {"Word": "quite", "Confidence": 0.87, "X1": 0.57861, "Y1": 0.4052, "X2": 0.67397, "Y2": 0.405, "X3": 0.67397, "Y3": 0.4328, "X4": 0.57861, "Y4": 0.4338, "page": 0, "Index": 36}, {"Word": "a", "Confidence": 0.912, "X1": 0.71521, "Y1": 0.4052, "X2": 0.73711, "Y2": 0.405, "X3": 0.73711, "Y3": 0.4318, "X4": 0.71521, "Y4": 0.4328, "page": 0, "Index": 37}, {"Word": "long", "Confidence": 0.887, "X1": 0.77448, "Y1": 0.4052, "X2": 0.85567, "Y2": 0.405, "X3": 0.85567, "Y3": 0.4308, "X4": 0.77448, "Y4": 0.4318, "page": 0, "Index": 38}, {"Word": "time", "Confidence": 0.989, "X1": 0.88789, "Y1": 0.4062, "X2": 0.96907, "Y2": 0.406, "X3": 0.97036, "Y3": 0.4308, "X4": 0.88789, "Y4": 0.4308, "page": 0, "Index": 39}, {"Word": "----", "Confidence": 0.906, "X1": 0.2951, "Y1": 0.4512, "X2": 0.29639, "Y2": 0.451, "X3": 0.28479, "Y3": 0.4518, "X4": 0.28351, "Y4": 0.4198, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.994, "X1": 0.33634, "Y1": 0.4392, "X2": 0.40722, "Y2": 0.439, "X3": 0.40851, "Y3": 0.4658, "X4": 0.33634, "Y4": 0.4668, "page": 0, "Index": 41}, {"Word": "think", "Confidence": 0.98, "X1": 0.45361, "Y1": 0.4372, "X2": 0.54768, "Y2": 0.437, "X3": 0.54897, "Y3": 0.4648, "X4": 0.45361, "Y4": 0.4658, "page": 0, "Index": 42}, {"Word": "they", "Confidence": 0.951, "X1": 0.58376, "Y1": 0.4362, "X2": 0.65206, "Y2": 0.436, "X3": 0.65335, "Y3": 0.4638, "X4": 0.58505, "Y4": 0.4648, "page": 0, "Index": 43}, {"Word": "are", "Confidence": 0.912, "X1": 0.66495, "Y1": 0.4362, "X2": 0.72423, "Y2": 0.436, "X3": 0.72552, "Y3": 0.4638, "X4": 0.66624, "Y4": 0.4638, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.96, "X1": 0.74227, "Y1": 0.4372, "X2": 0.76418, "Y2": 0.437, "X3": 0.76546, "Y3": 0.4628, "X4": 0.74356, "Y4": 0.4628, "page": 0, "Index": 45}, {"Word": "great", "Confidence": 0.878, "X1": 0.80155, "Y1": 0.4392, "X2": 0.89562, "Y2": 0.439, "X3": 0.89691, "Y3": 0.4628, "X4": 0.80284, "Y4": 0.4628, "page": 0, "Index": 46}, {"Word": "cigarette.", "Confidence": 0.713, "X1": 0.32732, "Y1": 0.4692, "X2": 0.53093, "Y2": 0.469, "X3": 0.53093, "Y3": 0.4978, "X4": 0.32603, "Y4": 0.5048, "page": 0, "Index": 47}, {"Word": "I", "Confidence": 0.33, "X1": 0.56443, "Y1": 0.4682, "X2": 0.58634, "Y2": 0.468, "X3": 0.58505, "Y3": 0.4968, "X4": 0.56314, "Y4": 0.4968, "page": 0, "Index": 48}, {"Word": "have", "Confidence": 0.988, "X1": 0.62371, "Y1": 0.4692, "X2": 0.71392, "Y2": 0.469, "X3": 0.71263, "Y3": 0.4958, "X4": 0.62242, "Y4": 0.4958, "page": 0, "Index": 49}, {"Word": "tried", "Confidence": 0.844, "X1": 0.75129, "Y1": 0.4732, "X2": 0.83763, "Y2": 0.473, "X3": 0.83634, "Y3": 0.4968, "X4": 0.75, "Y4": 0.4958, "page": 0, "Index": 50}, {"Word": "many", "Confidence": 0.821, "X1": 0.87887, "Y1": 0.4802, "X2": 0.98711, "Y2": 0.48, "X3": 0.98582, "Y3": 0.5008, "X4": 0.87758, "Y4": 0.4978, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.986, "X1": 0.33763, "Y1": 0.5032, "X2": 0.40335, "Y2": 0.503, "X3": 0.40335, "Y3": 0.5318, "X4": 0.33634, "Y4": 0.5328, "page": 0, "Index": 52}, {"Word": "Vantage", "Confidence": 0.911, "X1": 0.44201, "Y1": 0.5022, "X2": 0.59021, "Y2": 0.502, "X3": 0.58892, "Y3": 0.5308, "X4": 0.44201, "Y4": 0.5318, "page": 0, "Index": 53}, {"Word": "are", "Confidence": 0.956, "X1": 0.63273, "Y1": 0.5022, "X2": 0.68943, "Y2": 0.502, "X3": 0.68943, "Y3": 0.5298, "X4": 0.63273, "Y4": 0.5308, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.984, "X1": 0.72809, "Y1": 0.5032, "X2": 0.78995, "Y2": 0.503, "X3": 0.78995, "Y3": 0.5298, "X4": 0.72809, "Y4": 0.5298, "page": 0, "Index": 55}, {"Word": "best", "Confidence": 0.747, "X1": 0.83376, "Y1": 0.5042, "X2": 0.90851, "Y2": 0.504, "X3": 0.90851, "Y3": 0.5298, "X4": 0.83376, "Y4": 0.5298, "page": 0, "Index": 56}, {"Word": "menthol", "Confidence": 0.884, "X1": 0.34536, "Y1": 0.5382, "X2": 0.48582, "Y2": 0.538, "X3": 0.48454, "Y3": 0.5638, "X4": 0.34407, "Y4": 0.5618, "page": 0, "Index": 57}, {"Word": "&", "Confidence": 0.5, "X1": 0.51289, "Y1": 0.5382, "X2": 0.53479, "Y2": 0.538, "X3": 0.53351, "Y3": 0.5638, "X4": 0.5116, "Y4": 0.5638, "page": 0, "Index": 58}, {"Word": "have", "Confidence": 0.98, "X1": 0.56057, "Y1": 0.5382, "X2": 0.64433, "Y2": 0.538, "X3": 0.64304, "Y3": 0.5648, "X4": 0.56057, "Y4": 0.5638, "page": 0, "Index": 59}, {"Word": "smoked,", "Confidence": 0.815, "X1": 0.68041, "Y1": 0.5372, "X2": 0.85052, "Y2": 0.537, "X3": 0.85052, "Y3": 0.5638, "X4": 0.67912, "Y4": 0.5648, "page": 0, "Index": 60}, {"Word": "but", "Confidence": 0.842, "X1": 0.88144, "Y1": 0.5362, "X2": 0.95103, "Y2": 0.536, "X3": 0.95232, "Y3": 0.5628, "X4": 0.88144, "Y4": 0.5638, "page": 0, "Index": 61}, {"Word": "&", "Confidence": 0.333, "X1": 0.31701, "Y1": 0.5662, "X2": 0.33892, "Y2": 0.566, "X3": 0.33892, "Y3": 0.5958, "X4": 0.31701, "Y4": 0.5958, "page": 0, "Index": 62}, {"Word": "thought", "Confidence": 0.987, "X1": 0.375, "Y1": 0.5682, "X2": 0.5232, "Y2": 0.568, "X3": 0.5232, "Y3": 0.5958, "X4": 0.375, "Y4": 0.5958, "page": 0, "Index": 63}, {"Word": "they", "Confidence": 0.972, "X1": 0.55928, "Y1": 0.5702, "X2": 0.63531, "Y2": 0.57, "X3": 0.63531, "Y3": 0.5958, "X4": 0.55928, "Y4": 0.5958, "page": 0, "Index": 64}, {"Word": "were", "Confidence": 0.951, "X1": 0.66624, "Y1": 0.5712, "X2": 0.75644, "Y2": 0.571, "X3": 0.75644, "Y3": 0.5968, "X4": 0.66753, "Y4": 0.5958, "page": 0, "Index": 65}, {"Word": "ranked", "Confidence": 0.743, "X1": 0.79253, "Y1": 0.5742, "X2": 0.92139, "Y2": 0.574, "X3": 0.92139, "Y3": 0.5978, "X4": 0.79253, "Y4": 0.5968, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.264, "X1": 0.95876, "Y1": 0.5752, "X2": 0.99871, "Y2": 0.575, "X3": 0.99871, "Y3": 0.5988, "X4": 0.95876, "Y4": 0.5978, "page": 0, "Index": 67}, {"Word": "lowest", "Confidence": 0.75, "X1": 0.31701, "Y1": 0.5992, "X2": 0.45361, "Y2": 0.599, "X3": 0.45361, "Y3": 0.6328, "X4": 0.31701, "Y4": 0.6328, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.986, "X1": 0.4884, "Y1": 0.5992, "X2": 0.53093, "Y2": 0.599, "X3": 0.53222, "Y3": 0.6328, "X4": 0.48969, "Y4": 0.6328, "page": 0, "Index": 69}, {"Word": "\"Tar\"", "Confidence": 0.739, "X1": 0.53995, "Y1": 0.6002, "X2": 0.62758, "Y2": 0.6, "X3": 0.62887, "Y3": 0.6328, "X4": 0.54124, "Y4": 0.6328, "page": 0, "Index": 70}, {"Word": ".", "Confidence": 0.748, "X1": 0.6366, "Y1": 0.6002, "X2": 0.66366, "Y2": 0.6, "X3": 0.66624, "Y3": 0.6328, "X4": 0.63789, "Y4": 0.6328, "page": 0, "Index": 71}, {"Word": "be", "Confidence": 0.073, "X1": 0.69588, "Y1": 0.6002, "X2": 0.74098, "Y2": 0.6, "X3": 0.73969, "Y3": 0.6338, "X4": 0.69459, "Y4": 0.6358, "page": 0, "Index": 72}, {"Word": "this", "Confidence": 0.388, "X1": 0.76546, "Y1": 0.5992, "X2": 0.84407, "Y2": 0.599, "X3": 0.84407, "Y3": 0.6328, "X4": 0.76418, "Y4": 0.6338, "page": 0, "Index": 73}, {"Word": "article", "Confidence": 0.806, "X1": 0.86211, "Y1": 0.6002, "X2": 0.9884, "Y2": 0.6, "X3": 0.98711, "Y3": 0.6338, "X4": 0.86211, "Y4": 0.6328, "page": 0, "Index": 74}, {"Word": "correct", "Confidence": 0.751, "X1": 0.32474, "Y1": 0.6362, "X2": 0.44845, "Y2": 0.636, "X3": 0.44716, "Y3": 0.6628, "X4": 0.32345, "Y4": 0.6618, "page": 0, "Index": 75}, {"Word": "or", "Confidence": 0.628, "X1": 0.46778, "Y1": 0.6362, "X2": 0.50387, "Y2": 0.636, "X3": 0.50258, "Y3": 0.6638, "X4": 0.46649, "Y4": 0.6628, "page": 0, "Index": 76}, {"Word": "is", "Confidence": 0.971, "X1": 0.53222, "Y1": 0.6362, "X2": 0.57216, "Y2": 0.636, "X3": 0.57216, "Y3": 0.6638, "X4": 0.53093, "Y4": 0.6638, "page": 0, "Index": 77}, {"Word": "tent", "Confidence": 0.473, "X1": 0.59149, "Y1": 0.6362, "X2": 0.68814, "Y2": 0.636, "X3": 0.68686, "Y3": 0.6638, "X4": 0.59021, "Y4": 0.6638, "page": 0, "Index": 78}, {"Word": "just", "Confidence": 0.887, "X1": 0.72036, "Y1": 0.6362, "X2": 0.80284, "Y2": 0.636, "X3": 0.80284, "Y3": 0.6638, "X4": 0.72036, "Y4": 0.6638, "page": 0, "Index": 79}, {"Word": "advertising", "Confidence": 0.723, "X1": 0.82216, "Y1": 0.6372, "X2": 0.99227, "Y2": 0.637, "X3": 0.99098, "Y3": 0.6628, "X4": 0.82088, "Y4": 0.6638, "page": 0, "Index": 80}, {"Word": "&", "Confidence": 0.608, "X1": 0.34794, "Y1": 0.7002, "X2": 0.37242, "Y2": 0.7, "X3": 0.37113, "Y3": 0.7278, "X4": 0.34665, "Y4": 0.7278, "page": 0, "Index": 81}, {"Word": "would", "Confidence": 0.971, "X1": 0.41366, "Y1": 0.7002, "X2": 0.51804, "Y2": 0.7, "X3": 0.51933, "Y3": 0.7278, "X4": 0.41237, "Y4": 0.7278, "page": 0, "Index": 82}, {"Word": "like", "Confidence": 0.971, "X1": 0.56443, "Y1": 0.7002, "X2": 0.64433, "Y2": 0.7, "X3": 0.6482, "Y3": 0.7288, "X4": 0.56701, "Y4": 0.7278, "page": 0, "Index": 83}, {"Word": "to", "Confidence": 0.998, "X1": 0.6701, "Y1": 0.7002, "X2": 0.71005, "Y2": 0.7, "X3": 0.71392, "Y3": 0.7298, "X4": 0.67397, "Y4": 0.7298, "page": 0, "Index": 84}, {"Word": "know", "Confidence": 0.953, "X1": 0.73067, "Y1": 0.7012, "X2": 0.81572, "Y2": 0.701, "X3": 0.82088, "Y3": 0.7318, "X4": 0.73582, "Y4": 0.7298, "page": 0, "Index": 85}, {"Word": "if", "Confidence": 0.626, "X1": 0.84665, "Y1": 0.7022, "X2": 0.89691, "Y2": 0.702, "X3": 0.90335, "Y3": 0.7338, "X4": 0.85309, "Y4": 0.7328, "page": 0, "Index": 86}, {"Word": "50033", "Confidence": 0.131, "X1": 0.99613, "Y1": 0.7492, "X2": 0.99485, "Y2": 0.749, "X3": 0.97552, "Y3": 0.7468, "X4": 0.97938, "Y4": 0.7018, "page": 0, "Index": 87}, {"Word": "-", "Confidence": 0.551, "X1": 0.99485, "Y1": 0.7582, "X2": 0.99485, "Y2": 0.758, "X3": 0.97552, "Y3": 0.7568, "X4": 0.97552, "Y4": 0.7518, "page": 0, "Index": 88}, {"Word": "Vantage", "Confidence": 0.92, "X1": 0.3183, "Y1": 0.7372, "X2": 0.46907, "Y2": 0.737, "X3": 0.46778, "Y3": 0.7648, "X4": 0.31701, "Y4": 0.7648, "page": 0, "Index": 89}, {"Word": "makes", "Confidence": 0.689, "X1": 0.5116, "Y1": 0.7372, "X2": 0.61985, "Y2": 0.737, "X3": 0.61856, "Y3": 0.7648, "X4": 0.5116, "Y4": 0.7648, "page": 0, "Index": 90}, {"Word": "a", "Confidence": 0.924, "X1": 0.65335, "Y1": 0.7382, "X2": 0.67655, "Y2": 0.738, "X3": 0.67526, "Y3": 0.7648, "X4": 0.65206, "Y4": 0.7648, "page": 0, "Index": 91}, {"Word": "cigarette", "Confidence": 0.859, "X1": 0.69588, "Y1": 0.7382, "X2": 0.84665, "Y2": 0.738, "X3": 0.84536, "Y3": 0.7648, "X4": 0.69459, "Y4": 0.7648, "page": 0, "Index": 92}, {"Word": "case", "Confidence": 0.483, "X1": 0.86598, "Y1": 0.7372, "X2": 0.9549, "Y2": 0.737, "X3": 0.95361, "Y3": 0.7638, "X4": 0.86469, "Y4": 0.7638, "page": 0, "Index": 93}, {"Word": "1", "Confidence": 0.954, "X1": 0.99485, "Y1": 0.7692, "X2": 0.99485, "Y2": 0.769, "X3": 0.97423, "Y3": 0.7678, "X4": 0.97423, "Y4": 0.7598, "page": 0, "Index": 94}, {"Word": "with", "Confidence": 0.989, "X1": 0.31314, "Y1": 0.7712, "X2": 0.39046, "Y2": 0.771, "X3": 0.39046, "Y3": 0.7968, "X4": 0.31314, "Y4": 0.7968, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.985, "X1": 0.42655, "Y1": 0.7712, "X2": 0.48454, "Y2": 0.771, "X3": 0.48582, "Y3": 0.7978, "X4": 0.42655, "Y4": 0.7978, "page": 0, "Index": 96}, {"Word": "mame", "Confidence": 0.672, "X1": 0.53093, "Y1": 0.7722, "X2": 0.625, "Y2": 0.772, "X3": 0.62629, "Y3": 0.7988, "X4": 0.53093, "Y4": 0.7978, "page": 0, "Index": 97}, {"Word": "Vantage", "Confidence": 0.912, "X1": 0.65206, "Y1": 0.7732, "X2": 0.80541, "Y2": 0.773, "X3": 0.8067, "Y3": 0.7998, "X4": 0.65335, "Y4": 0.7988, "page": 0, "Index": 98}, {"Word": "on", "Confidence": 0.98, "X1": 0.83376, "Y1": 0.7742, "X2": 0.87758, "Y2": 0.774, "X3": 0.88015, "Y3": 0.8008, "X4": 0.83505, "Y4": 0.7998, "page": 0, "Index": 99}, {"Word": "219", "Confidence": 0.341, "X1": 0.99485, "Y1": 0.8002, "X2": 0.99613, "Y2": 0.8, "X3": 0.97423, "Y3": 0.7988, "X4": 0.97423, "Y4": 0.7708, "page": 0, "Index": 100}]}
"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"
ffpx0099
1
{"lines_data": [{"Word": "and how. I could get one:", "Confidence": 0.82717, "X1": 0.32561, "Y1": 0.1342, "X2": 0.94466, "Y2": 0.134, "X3": 0.94466, "Y3": 0.1618, "X4": 0.32561, "Y4": 0.1658, "page": 0}, {"Word": "at one time some brand", "Confidence": 0.8342, "X1": 0.37066, "Y1": 0.2012, "X2": 0.9112, "Y2": 0.201, "X3": 0.9112, "Y3": 0.2258, "X4": 0.37066, "Y4": 0.2298, "page": 0}, {"Word": "had a plastic case on the end", "Confidence": 0.90614, "X1": 0.33333, "Y1": 0.2382, "X2": 0.97683, "Y2": 0.238, "X3": 0.97683, "Y3": 0.2628, "X4": 0.33333, "Y4": 0.2648, "page": 0}, {"Word": "of a cartoon.", "Confidence": 0.944, "X1": 0.32304, "Y1": 0.2702, "X2": 0.63707, "Y2": 0.27, "X3": 0.63835, "Y3": 0.2988, "X4": 0.32304, "Y4": 0.3028, "page": 0}, {"Word": "Keep up that good taste", "Confidence": 0.935, "X1": 0.3668, "Y1": 0.3312, "X2": 0.92021, "Y2": 0.331, "X3": 0.92021, "Y3": 0.3668, "X4": 0.3668, "Y4": 0.3698, "page": 0}, {"Word": "in", "Confidence": 0.721, "X1": 0.92021, "Y1": 0.3372, "X2": 0.99356, "Y2": 0.337, "X3": 0.99099, "Y3": 0.3628, "X4": 0.92149, "Y4": 0.3628, "page": 0}, {"Word": "Vantage", "Confidence": 0.757, "X1": 0.32819, "Y1": 0.3742, "X2": 0.48263, "Y2": 0.374, "X3": 0.48134, "Y3": 0.4048, "X4": 0.3269, "Y4": 0.3978, "page": 0}, {"Word": "Sincerely", "Confidence": 0.908, "X1": 0.71429, "Y1": 0.5002, "X2": 0.90991, "Y2": 0.5, "X3": 0.90991, "Y3": 0.5318, "X4": 0.71429, "Y4": 0.5318, "page": 0}, {"Word": "James P. Stander", "Confidence": 0.78, "X1": 0.65894, "Y1": 0.5622, "X2": 0.99743, "Y2": 0.562, "X3": 0.99871, "Y3": 0.5948, "X4": 0.65894, "Y4": 0.5998, "page": 0}, {"Word": "JAMES P. STANDER", "Confidence": 0.95567, "X1": 0.70528, "Y1": 0.6292, "X2": 0.85972, "Y2": 0.629, "X3": 0.85972, "Y3": 0.6418, "X4": 0.70528, "Y4": 0.6428, "page": 0}, {"Word": "537 GRANDIN AVE.", "Confidence": 0.995, "X1": 0.71429, "Y1": 0.6412, "X2": 0.85972, "Y2": 0.641, "X3": 0.85972, "Y3": 0.6528, "X4": 0.71429, "Y4": 0.6538, "page": 0}, {"Word": "CINCINNATI, OHIO", "Confidence": 0.743, "X1": 0.70785, "Y1": 0.6522, "X2": 0.86229, "Y2": 0.652, "X3": 0.86229, "Y3": 0.6648, "X4": 0.70785, "Y4": 0.6668, "page": 0}, {"Word": "--", "Confidence": 0.688, "X1": 0.97426, "Y1": 0.6592, "X2": 0.99356, "Y2": 0.659, "X3": 0.99356, "Y3": 0.6658, "X4": 0.97426, "Y4": 0.6658, "page": 0}, {"Word": "45246", "Confidence": 0.996, "X1": 0.71171, "Y1": 0.6662, "X2": 0.7619, "Y2": 0.666, "X3": 0.7619, "Y3": 0.6768, "X4": 0.71171, "Y4": 0.6768, "page": 0}, {"Word": "--", "Confidence": 0.393, "X1": 0.87773, "Y1": 0.6652, "X2": 0.9112, "Y2": 0.665, "X3": 0.9112, "Y3": 0.6728, "X4": 0.87773, "Y4": 0.6728, "page": 0}, {"Word": "--", "Confidence": 0.644, "X1": 0.94337, "Y1": 0.6852, "X2": 0.97169, "Y2": 0.685, "X3": 0.97169, "Y3": 0.6938, "X4": 0.94208, "Y4": 0.6928, "page": 0}, {"Word": "50033 1220", "Confidence": 0.9935, "X1": 0.99614, "Y1": 0.7702, "X2": 0.99743, "Y2": 0.77, "X3": 0.97812, "Y3": 0.7698, "X4": 0.97683, "Y4": 0.6658, "page": 0}], "words_data": [{"Word": "and", "Confidence": 0.999, "X1": 0.34106, "Y1": 0.1412, "X2": 0.41313, "Y2": 0.141, "X3": 0.41441, "Y3": 0.1658, "X4": 0.34106, "Y4": 0.1658, "page": 0, "Index": 0}, {"Word": "how.", "Confidence": 0.752, "X1": 0.4556, "Y1": 0.1372, "X2": 0.55212, "Y2": 0.137, "X3": 0.55212, "Y3": 0.1648, "X4": 0.4556, "Y4": 0.1658, "page": 0, "Index": 1}, {"Word": "I", "Confidence": 0.565, "X1": 0.56113, "Y1": 0.1362, "X2": 0.5843, "Y2": 0.136, "X3": 0.5843, "Y3": 0.1648, "X4": 0.56242, "Y4": 0.1648, "page": 0, "Index": 2}, {"Word": "could", "Confidence": 0.98, "X1": 0.61647, "Y1": 0.1342, "X2": 0.713, "Y2": 0.134, "X3": 0.71429, "Y3": 0.1648, "X4": 0.61776, "Y4": 0.1648, "page": 0, "Index": 3}, {"Word": "get", "Confidence": 0.91, "X1": 0.75547, "Y1": 0.1352, "X2": 0.81982, "Y2": 0.135, "X3": 0.82111, "Y3": 0.1638, "X4": 0.75676, "Y4": 0.1638, "page": 0, "Index": 4}, {"Word": "one:", "Confidence": 0.757, "X1": 0.861, "Y1": 0.1372, "X2": 0.94466, "Y2": 0.137, "X3": 0.94595, "Y3": 0.1628, "X4": 0.86229, "Y4": 0.1628, "page": 0, "Index": 5}, {"Word": "some", "Confidence": 0.816, "X1": 0.67181, "Y1": 0.2022, "X2": 0.7619, "Y2": 0.202, "X3": 0.7619, "Y3": 0.2278, "X4": 0.67181, "Y4": 0.2288, "page": 0, "Index": 6}, {"Word": "brand", "Confidence": 0.744, "X1": 0.79665, "Y1": 0.2012, "X2": 0.89961, "Y2": 0.201, "X3": 0.9009, "Y3": 0.2268, "X4": 0.79665, "Y4": 0.2278, "page": 0, "Index": 7}, {"Word": "at", "Confidence": 0.641, "X1": 0.37709, "Y1": 0.2052, "X2": 0.41956, "Y2": 0.205, "X3": 0.41956, "Y3": 0.2298, "X4": 0.3758, "Y4": 0.2288, "page": 0, "Index": 8}, {"Word": "one", "Confidence": 0.982, "X1": 0.44659, "Y1": 0.2042, "X2": 0.51094, "Y2": 0.204, "X3": 0.50965, "Y3": 0.2288, "X4": 0.4453, "Y4": 0.2298, "page": 0, "Index": 9}, {"Word": "time", "Confidence": 0.988, "X1": 0.54569, "Y1": 0.2032, "X2": 0.63578, "Y2": 0.203, "X3": 0.63578, "Y3": 0.2288, "X4": 0.54569, "Y4": 0.2288, "page": 0, "Index": 10}, {"Word": "had", "Confidence": 0.987, "X1": 0.33848, "Y1": 0.2402, "X2": 0.39768, "Y2": 0.24, "X3": 0.39768, "Y3": 0.2658, "X4": 0.33848, "Y4": 0.2658, "page": 0, "Index": 11}, {"Word": "a", "Confidence": 0.989, "X1": 0.42857, "Y1": 0.2402, "X2": 0.44916, "Y2": 0.24, "X3": 0.44916, "Y3": 0.2648, "X4": 0.42857, "Y4": 0.2658, "page": 0, "Index": 12}, {"Word": "plastic", "Confidence": 0.807, "X1": 0.48777, "Y1": 0.2392, "X2": 0.60746, "Y2": 0.239, "X3": 0.60618, "Y3": 0.2648, "X4": 0.48777, "Y4": 0.2648, "page": 0, "Index": 13}, {"Word": "case", "Confidence": 0.895, "X1": 0.64994, "Y1": 0.2392, "X2": 0.71815, "Y2": 0.239, "X3": 0.71815, "Y3": 0.2638, "X4": 0.64994, "Y4": 0.2638, "page": 0, "Index": 14}, {"Word": "on", "Confidence": 0.969, "X1": 0.74003, "Y1": 0.2392, "X2": 0.77735, "Y2": 0.239, "X3": 0.77735, "Y3": 0.2638, "X4": 0.74003, "Y4": 0.2638, "page": 0, "Index": 15}, {"Word": "the", "Confidence": 0.985, "X1": 0.82111, "Y1": 0.2392, "X2": 0.87645, "Y2": 0.239, "X3": 0.87516, "Y3": 0.2628, "X4": 0.81982, "Y4": 0.2638, "page": 0, "Index": 16}, {"Word": "end", "Confidence": 0.711, "X1": 0.90219, "Y1": 0.2392, "X2": 0.96525, "Y2": 0.239, "X3": 0.96525, "Y3": 0.2628, "X4": 0.9009, "Y4": 0.2628, "page": 0, "Index": 17}, {"Word": "cartoon.", "Confidence": 0.88, "X1": 0.46718, "Y1": 0.2712, "X2": 0.63449, "Y2": 0.271, "X3": 0.63449, "Y3": 0.2978, "X4": 0.46847, "Y4": 0.3018, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.997, "X1": 0.32432, "Y1": 0.2742, "X2": 0.36165, "Y2": 0.274, "X3": 0.36293, "Y3": 0.3038, "X4": 0.32432, "Y4": 0.3038, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.955, "X1": 0.3964, "Y1": 0.2742, "X2": 0.41956, "Y2": 0.274, "X3": 0.41956, "Y3": 0.3028, "X4": 0.3964, "Y4": 0.3028, "page": 0, "Index": 20}, {"Word": "good", "Confidence": 0.993, "X1": 0.69498, "Y1": 0.3332, "X2": 0.77735, "Y2": 0.333, "X3": 0.77735, "Y3": 0.3678, "X4": 0.69498, "Y4": 0.3688, "page": 0, "Index": 21}, {"Word": "taste", "Confidence": 0.721, "X1": 0.80695, "Y1": 0.3312, "X2": 0.90734, "Y2": 0.331, "X3": 0.90862, "Y3": 0.3668, "X4": 0.80824, "Y4": 0.3678, "page": 0, "Index": 22}, {"Word": "in", "Confidence": 0.721, "X1": 0.93951, "Y1": 0.3362, "X2": 0.98713, "Y2": 0.336, "X3": 0.98713, "Y3": 0.3638, "X4": 0.93951, "Y4": 0.3628, "page": 0, "Index": 23}, {"Word": "Keep", "Confidence": 0.979, "X1": 0.37066, "Y1": 0.3352, "X2": 0.46332, "Y2": 0.335, "X3": 0.46332, "Y3": 0.3698, "X4": 0.36808, "Y4": 0.3698, "page": 0, "Index": 24}, {"Word": "up", "Confidence": 0.997, "X1": 0.50064, "Y1": 0.3352, "X2": 0.55212, "Y2": 0.335, "X3": 0.55212, "Y3": 0.3698, "X4": 0.49936, "Y4": 0.3698, "page": 0, "Index": 25}, {"Word": "that", "Confidence": 0.985, "X1": 0.58816, "Y1": 0.3342, "X2": 0.67696, "Y2": 0.334, "X3": 0.67696, "Y3": 0.3688, "X4": 0.58816, "Y4": 0.3698, "page": 0, "Index": 26}, {"Word": "Vantage", "Confidence": 0.757, "X1": 0.33462, "Y1": 0.3762, "X2": 0.47876, "Y2": 0.376, "X3": 0.47876, "Y3": 0.4038, "X4": 0.33333, "Y4": 0.3998, "page": 0, "Index": 27}, {"Word": "Sincerely", "Confidence": 0.908, "X1": 0.7323, "Y1": 0.5012, "X2": 0.90734, "Y2": 0.501, "X3": 0.90734, "Y3": 0.5328, "X4": 0.7323, "Y4": 0.5328, "page": 0, "Index": 28}, {"Word": "James", "Confidence": 0.508, "X1": 0.6731, "Y1": 0.5642, "X2": 0.79151, "Y2": 0.564, "X3": 0.79022, "Y3": 0.5968, "X4": 0.67181, "Y4": 0.6008, "page": 0, "Index": 29}, {"Word": "P.", "Confidence": 0.969, "X1": 0.81467, "Y1": 0.5632, "X2": 0.85328, "Y2": 0.563, "X3": 0.85328, "Y3": 0.5958, "X4": 0.81467, "Y4": 0.5968, "page": 0, "Index": 30}, {"Word": "Stander", "Confidence": 0.863, "X1": 0.86486, "Y1": 0.5622, "X2": 0.99485, "Y2": 0.562, "X3": 0.99485, "Y3": 0.5948, "X4": 0.86486, "Y4": 0.5958, "page": 0, "Index": 31}, {"Word": "JAMES", "Confidence": 0.885, "X1": 0.713, "Y1": 0.6302, "X2": 0.75804, "Y2": 0.63, "X3": 0.75933, "Y3": 0.6428, "X4": 0.71429, "Y4": 0.6428, "page": 0, "Index": 32}, {"Word": "P.", "Confidence": 0.991, "X1": 0.76705, "Y1": 0.6302, "X2": 0.78636, "Y2": 0.63, "X3": 0.78764, "Y3": 0.6428, "X4": 0.76834, "Y4": 0.6428, "page": 0, "Index": 33}, {"Word": "STANDER", "Confidence": 0.991, "X1": 0.79408, "Y1": 0.6302, "X2": 0.85714, "Y2": 0.63, "X3": 0.85586, "Y3": 0.6418, "X4": 0.79537, "Y4": 0.6428, "page": 0, "Index": 34}, {"Word": "537", "Confidence": 0.998, "X1": 0.71429, "Y1": 0.6422, "X2": 0.74131, "Y2": 0.642, "X3": 0.74131, "Y3": 0.6538, "X4": 0.71429, "Y4": 0.6538, "page": 0, "Index": 35}, {"Word": "GRANDIN", "Confidence": 0.996, "X1": 0.74775, "Y1": 0.6422, "X2": 0.81338, "Y2": 0.642, "X3": 0.8121, "Y3": 0.6528, "X4": 0.74775, "Y4": 0.6538, "page": 0, "Index": 36}, {"Word": "AVE.", "Confidence": 0.991, "X1": 0.82111, "Y1": 0.6422, "X2": 0.85972, "Y2": 0.642, "X3": 0.85972, "Y3": 0.6538, "X4": 0.81982, "Y4": 0.6528, "page": 0, "Index": 37}, {"Word": "CINCINNATI,", "Confidence": 0.806, "X1": 0.71171, "Y1": 0.6522, "X2": 0.81467, "Y2": 0.652, "X3": 0.81467, "Y3": 0.6648, "X4": 0.71042, "Y4": 0.6668, "page": 0, "Index": 38}, {"Word": "OHIO", "Confidence": 0.68, "X1": 0.82111, "Y1": 0.6522, "X2": 0.85714, "Y2": 0.652, "X3": 0.85714, "Y3": 0.6648, "X4": 0.81982, "Y4": 0.6648, "page": 0, "Index": 39}, {"Word": "--", "Confidence": 0.688, "X1": 0.97426, "Y1": 0.6592, "X2": 0.98327, "Y2": 0.659, "X3": 0.98327, "Y3": 0.6658, "X4": 0.97426, "Y4": 0.6658, "page": 0, "Index": 40}, {"Word": "45246", "Confidence": 0.996, "X1": 0.713, "Y1": 0.6662, "X2": 0.75804, "Y2": 0.666, "X3": 0.75804, "Y3": 0.6778, "X4": 0.713, "Y4": 0.6768, "page": 0, "Index": 41}, {"Word": "--", "Confidence": 0.393, "X1": 0.87902, "Y1": 0.6662, "X2": 0.89961, "Y2": 0.666, "X3": 0.9009, "Y3": 0.6738, "X4": 0.88031, "Y4": 0.6738, "page": 0, "Index": 42}, {"Word": "--", "Confidence": 0.644, "X1": 0.94208, "Y1": 0.6852, "X2": 0.96268, "Y2": 0.685, "X3": 0.96268, "Y3": 0.6938, "X4": 0.94208, "Y4": 0.6928, "page": 0, "Index": 43}, {"Word": "50033", "Confidence": 0.997, "X1": 0.99485, "Y1": 0.7142, "X2": 0.99743, "Y2": 0.714, "X3": 0.97812, "Y3": 0.7128, "X4": 0.97812, "Y4": 0.6678, "page": 0, "Index": 44}, {"Word": "1220", "Confidence": 0.99, "X1": 0.99743, "Y1": 0.7642, "X2": 0.99743, "Y2": 0.764, "X3": 0.97812, "Y3": 0.7638, "X4": 0.97812, "Y4": 0.7258, "page": 0, "Index": 45}]}
"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"
ffny0130
0
{"lines_data": [{"Word": "PHILIP MORRIS", "Confidence": 0.9965, "X1": 0.3485, "Y1": 0.0882, "X2": 0.6658, "Y2": 0.088, "X3": 0.6658, "Y3": 0.1268, "X4": 0.3485, "Y4": 0.1268, "page": 0}, {"Word": "U.S.A.", "Confidence": 0.892, "X1": 0.47854, "Y1": 0.1332, "X2": 0.53186, "Y2": 0.133, "X3": 0.53186, "Y3": 0.1448, "X4": 0.47854, "Y4": 0.1448, "page": 0}, {"Word": "120 PARK AVENUE, NEW YORK, N.Y. 10017-5592 TELEPHONE (212) 880-5000", "Confidence": 0.9157, "X1": 0.28869, "Y1": 0.1532, "X2": 0.72692, "Y2": 0.153, "X3": 0.72692, "Y3": 0.1658, "X4": 0.28869, "Y4": 0.1678, "page": 0}, {"Word": "February 25, 1992", "Confidence": 0.994, "X1": 0.11443, "Y1": 0.2022, "X2": 0.329, "Y2": 0.202, "X3": 0.329, "Y3": 0.2188, "X4": 0.11443, "Y4": 0.2188, "page": 0}, {"Word": "Mr. Len Sherman", "Confidence": 0.99767, "X1": 0.11313, "Y1": 0.2672, "X2": 0.30559, "Y2": 0.267, "X3": 0.30559, "Y3": 0.2808, "X4": 0.11313, "Y4": 0.2798, "page": 0}, {"Word": "Reynardus & Sherman", "Confidence": 0.99033, "X1": 0.11313, "Y1": 0.2832, "X2": 0.35501, "Y2": 0.283, "X3": 0.35501, "Y3": 0.2968, "X4": 0.11313, "Y4": 0.2958, "page": 0}, {"Word": "155 East 42 Street, Suite 215", "Confidence": 0.99517, "X1": 0.11443, "Y1": 0.2962, "X2": 0.47984, "Y2": 0.296, "X3": 0.47984, "Y3": 0.3138, "X4": 0.11443, "Y4": 0.3138, "page": 0}, {"Word": "New York, NY 10017", "Confidence": 0.99325, "X1": 0.11183, "Y1": 0.3142, "X2": 0.35371, "Y2": 0.314, "X3": 0.35371, "Y3": 0.3298, "X4": 0.11183, "Y4": 0.3298, "page": 0}, {"Word": "Dear Len:", "Confidence": 0.9805, "X1": 0.11183, "Y1": 0.3622, "X2": 0.22757, "Y2": 0.362, "X3": 0.22757, "Y3": 0.3768, "X4": 0.11183, "Y4": 0.3768, "page": 0}, {"Word": "As discussed, I am forwarding a draft of a Project Agreement for your", "Confidence": 0.99562, "X1": 0.11313, "Y1": 0.4102, "X2": 0.98179, "Y2": 0.41, "X3": 0.98179, "Y3": 0.4258, "X4": 0.11313, "Y4": 0.4248, "page": 0}, {"Word": "review and comments, covering costs associated with Focus Group", "Confidence": 0.995, "X1": 0.11313, "Y1": 0.4262, "X2": 0.91417, "Y2": 0.426, "X3": 0.91417, "Y3": 0.4418, "X4": 0.11313, "Y4": 0.4408, "page": 0}, {"Word": "testing. You will note that I have already made revisions based on", "Confidence": 0.99358, "X1": 0.11313, "Y1": 0.4412, "X2": 0.95709, "Y2": 0.441, "X3": 0.95709, "Y3": 0.4578, "X4": 0.11313, "Y4": 0.4558, "page": 0}, {"Word": "the status of this project to date.", "Confidence": 0.99571, "X1": 0.11313, "Y1": 0.4562, "X2": 0.55137, "Y2": 0.456, "X3": 0.55137, "Y3": 0.4728, "X4": 0.11313, "Y4": 0.4728, "page": 0}, {"Word": "Please feel free to call, should you have any questions.", "Confidence": 0.9904, "X1": 0.11183, "Y1": 0.4882, "X2": 0.81664, "Y2": 0.488, "X3": 0.81664, "Y3": 0.5068, "X4": 0.11183, "Y4": 0.5048, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.991, "X1": 0.11313, "Y1": 0.5212, "X2": 0.23927, "Y2": 0.521, "X3": 0.23797, "Y3": 0.5388, "X4": 0.11313, "Y4": 0.5368, "page": 0}, {"Word": "LINOSA", "Confidence": 0.479, "X1": 0.13004, "Y1": 0.5582, "X2": 0.24057, "Y2": 0.558, "X3": 0.24057, "Y3": 0.5808, "X4": 0.13004, "Y4": 0.5818, "page": 0}, {"Word": "Linda Schwartz", "Confidence": 0.995, "X1": 0.11313, "Y1": 0.5852, "X2": 0.29259, "Y2": 0.585, "X3": 0.29259, "Y3": 0.6008, "X4": 0.11313, "Y4": 0.5998, "page": 0}, {"Word": "cc:", "Confidence": 0.899, "X1": 0.11313, "Y1": 0.6342, "X2": 0.15865, "Y2": 0.634, "X3": 0.15735, "Y3": 0.6478, "X4": 0.11313, "Y4": 0.6468, "page": 0}, {"Word": "R&S", "Confidence": 0.998, "X1": 0.41092, "Y1": 0.6332, "X2": 0.45514, "Y2": 0.633, "X3": 0.45384, "Y3": 0.6468, "X4": 0.41092, "Y4": 0.6468, "page": 0}, {"Word": "PM", "Confidence": 0.851, "X1": 0.19116, "Y1": 0.6332, "X2": 0.24317, "Y2": 0.633, "X3": 0.24317, "Y3": 0.6488, "X4": 0.19116, "Y4": 0.6488, "page": 0}, {"Word": "J. Eibon", "Confidence": 0.923, "X1": 0.16515, "Y1": 0.6462, "X2": 0.27828, "Y2": 0.646, "X3": 0.27828, "Y3": 0.6638, "X4": 0.16515, "Y4": 0.6628, "page": 0}, {"Word": "J. Reynardus", "Confidence": 0.9955, "X1": 0.36281, "Y1": 0.6482, "X2": 0.51756, "Y2": 0.648, "X3": 0.51756, "Y3": 0.6648, "X4": 0.36281, "Y4": 0.6648, "page": 0}, {"Word": "R. Tomei", "Confidence": 0.994, "X1": 0.17425, "Y1": 0.6652, "X2": 0.27698, "Y2": 0.665, "X3": 0.27698, "Y3": 0.6788, "X4": 0.17425, "Y4": 0.6778, "page": 0}, {"Word": "2060139903", "Confidence": 0.991, "X1": 0.9961, "Y1": 0.9562, "X2": 0.9922, "Y2": 0.956, "X3": 0.96489, "Y3": 0.9558, "X4": 0.96879, "Y4": 0.8048, "page": 0}, {"Word": "MARLBORO BENSON & HEDGES MERIT VIRGINIA SLIMS PARLIAMENT LIGHTS PLAYERS SARATOGA CAMBRIDGE ALPINE MULTIFILTER", "Confidence": 0.97629, "X1": 0.07672, "Y1": 0.9762, "X2": 0.93888, "Y2": 0.976, "X3": 0.93888, "Y3": 0.9888, "X4": 0.07672, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "PHILIP", "Confidence": 0.996, "X1": 0.3498, "Y1": 0.0912, "X2": 0.48244, "Y2": 0.091, "X3": 0.48244, "Y3": 0.1248, "X4": 0.3498, "Y4": 0.1248, "page": 0, "Index": 0}, {"Word": "MORRIS", "Confidence": 0.997, "X1": 0.49285, "Y1": 0.0892, "X2": 0.6606, "Y2": 0.089, "X3": 0.6593, "Y3": 0.1278, "X4": 0.49285, "Y4": 0.1248, "page": 0, "Index": 1}, {"Word": "U.S.A.", "Confidence": 0.892, "X1": 0.47984, "Y1": 0.1332, "X2": 0.53186, "Y2": 0.133, "X3": 0.53186, "Y3": 0.1448, "X4": 0.47984, "Y4": 0.1448, "page": 0, "Index": 2}, {"Word": "120", "Confidence": 0.996, "X1": 0.28869, "Y1": 0.1552, "X2": 0.30689, "Y2": 0.155, "X3": 0.30689, "Y3": 0.1678, "X4": 0.28869, "Y4": 0.1678, "page": 0, "Index": 3}, {"Word": "PARK", "Confidence": 0.988, "X1": 0.30949, "Y1": 0.1552, "X2": 0.3407, "Y2": 0.155, "X3": 0.3407, "Y3": 0.1678, "X4": 0.30949, "Y4": 0.1678, "page": 0, "Index": 4}, {"Word": "AVENUE,", "Confidence": 0.939, "X1": 0.3433, "Y1": 0.1542, "X2": 0.39532, "Y2": 0.154, "X3": 0.39402, "Y3": 0.1668, "X4": 0.3433, "Y4": 0.1678, "page": 0, "Index": 5}, {"Word": "NEW", "Confidence": 0.997, "X1": 0.39792, "Y1": 0.1542, "X2": 0.42523, "Y2": 0.154, "X3": 0.42523, "Y3": 0.1668, "X4": 0.39792, "Y4": 0.1668, "page": 0, "Index": 6}, {"Word": "YORK,", "Confidence": 0.673, "X1": 0.42913, "Y1": 0.1542, "X2": 0.46554, "Y2": 0.154, "X3": 0.46554, "Y3": 0.1668, "X4": 0.42913, "Y4": 0.1668, "page": 0, "Index": 7}, {"Word": "N.Y.", "Confidence": 0.968, "X1": 0.46814, "Y1": 0.1542, "X2": 0.49025, "Y2": 0.154, "X3": 0.49025, "Y3": 0.1658, "X4": 0.46814, "Y4": 0.1668, "page": 0, "Index": 8}, {"Word": "10017-5592", "Confidence": 0.618, "X1": 0.49415, "Y1": 0.1532, "X2": 0.55917, "Y2": 0.153, "X3": 0.55917, "Y3": 0.1658, "X4": 0.49415, "Y4": 0.1658, "page": 0, "Index": 9}, {"Word": "TELEPHONE", "Confidence": 0.993, "X1": 0.56827, "Y1": 0.1532, "X2": 0.63849, "Y2": 0.153, "X3": 0.63849, "Y3": 0.1658, "X4": 0.56827, "Y4": 0.1658, "page": 0, "Index": 10}, {"Word": "(212)", "Confidence": 0.993, "X1": 0.64239, "Y1": 0.1542, "X2": 0.6671, "Y2": 0.154, "X3": 0.6671, "Y3": 0.1668, "X4": 0.64109, "Y4": 0.1658, "page": 0, "Index": 11}, {"Word": "880-5000", "Confidence": 0.992, "X1": 0.671, "Y1": 0.1542, "X2": 0.72432, "Y2": 0.154, "X3": 0.72432, "Y3": 0.1668, "X4": 0.6697, "Y4": 0.1668, "page": 0, "Index": 12}, {"Word": "February", "Confidence": 0.995, "X1": 0.11573, "Y1": 0.2022, "X2": 0.21326, "Y2": 0.202, "X3": 0.21326, "Y3": 0.2188, "X4": 0.11573, "Y4": 0.2198, "page": 0, "Index": 13}, {"Word": "25,", "Confidence": 0.998, "X1": 0.22627, "Y1": 0.2022, "X2": 0.26528, "Y2": 0.202, "X3": 0.26528, "Y3": 0.2188, "X4": 0.22627, "Y4": 0.2188, "page": 0, "Index": 14}, {"Word": "1992", "Confidence": 0.989, "X1": 0.27568, "Y1": 0.2022, "X2": 0.3264, "Y2": 0.202, "X3": 0.3264, "Y3": 0.2198, "X4": 0.27568, "Y4": 0.2188, "page": 0, "Index": 15}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.11443, "Y1": 0.2672, "X2": 0.15215, "Y2": 0.267, "X3": 0.15215, "Y3": 0.2808, "X4": 0.11313, "Y4": 0.2808, "page": 0, "Index": 16}, {"Word": "Len", "Confidence": 0.998, "X1": 0.16385, "Y1": 0.2672, "X2": 0.19896, "Y2": 0.267, "X3": 0.19896, "Y3": 0.2808, "X4": 0.16385, "Y4": 0.2808, "page": 0, "Index": 17}, {"Word": "Sherman", "Confidence": 0.997, "X1": 0.21456, "Y1": 0.2682, "X2": 0.29909, "Y2": 0.268, "X3": 0.29779, "Y3": 0.2808, "X4": 0.21326, "Y4": 0.2808, "page": 0, "Index": 18}, {"Word": "Reynardus", "Confidence": 0.993, "X1": 0.11443, "Y1": 0.2832, "X2": 0.22367, "Y2": 0.283, "X3": 0.22367, "Y3": 0.2968, "X4": 0.11443, "Y4": 0.2968, "page": 0, "Index": 19}, {"Word": "&", "Confidence": 0.981, "X1": 0.23927, "Y1": 0.2832, "X2": 0.25098, "Y2": 0.283, "X3": 0.24967, "Y3": 0.2968, "X4": 0.23797, "Y4": 0.2968, "page": 0, "Index": 20}, {"Word": "Sherman", "Confidence": 0.997, "X1": 0.26398, "Y1": 0.2842, "X2": 0.3498, "Y2": 0.284, "X3": 0.3485, "Y3": 0.2968, "X4": 0.26268, "Y4": 0.2968, "page": 0, "Index": 21}, {"Word": "155", "Confidence": 0.998, "X1": 0.11704, "Y1": 0.2982, "X2": 0.15085, "Y2": 0.298, "X3": 0.14954, "Y3": 0.3128, "X4": 0.11573, "Y4": 0.3128, "page": 0, "Index": 22}, {"Word": "East", "Confidence": 0.99, "X1": 0.16255, "Y1": 0.2992, "X2": 0.21326, "Y2": 0.299, "X3": 0.21196, "Y3": 0.3128, "X4": 0.16125, "Y4": 0.3128, "page": 0, "Index": 23}, {"Word": "42", "Confidence": 0.998, "X1": 0.22627, "Y1": 0.2992, "X2": 0.25098, "Y2": 0.299, "X3": 0.24967, "Y3": 0.3128, "X4": 0.22627, "Y4": 0.3128, "page": 0, "Index": 24}, {"Word": "Street,", "Confidence": 0.996, "X1": 0.26268, "Y1": 0.2982, "X2": 0.35241, "Y2": 0.298, "X3": 0.35241, "Y3": 0.3138, "X4": 0.26138, "Y4": 0.3138, "page": 0, "Index": 25}, {"Word": "Suite", "Confidence": 0.998, "X1": 0.36281, "Y1": 0.2982, "X2": 0.42653, "Y2": 0.298, "X3": 0.42523, "Y3": 0.3138, "X4": 0.36151, "Y4": 0.3138, "page": 0, "Index": 26}, {"Word": "215", "Confidence": 0.991, "X1": 0.43953, "Y1": 0.2972, "X2": 0.47724, "Y2": 0.297, "X3": 0.47594, "Y3": 0.3148, "X4": 0.43953, "Y4": 0.3148, "page": 0, "Index": 27}, {"Word": "New", "Confidence": 0.995, "X1": 0.11443, "Y1": 0.3152, "X2": 0.14954, "Y2": 0.315, "X3": 0.14954, "Y3": 0.3298, "X4": 0.11313, "Y4": 0.3298, "page": 0, "Index": 28}, {"Word": "York,", "Confidence": 0.998, "X1": 0.16385, "Y1": 0.3142, "X2": 0.22757, "Y2": 0.314, "X3": 0.22627, "Y3": 0.3308, "X4": 0.16255, "Y4": 0.3298, "page": 0, "Index": 29}, {"Word": "NY", "Confidence": 0.982, "X1": 0.23667, "Y1": 0.3142, "X2": 0.26268, "Y2": 0.314, "X3": 0.26268, "Y3": 0.3298, "X4": 0.23667, "Y4": 0.3298, "page": 0, "Index": 30}, {"Word": "10017", "Confidence": 0.998, "X1": 0.28999, "Y1": 0.3162, "X2": 0.35241, "Y2": 0.316, "X3": 0.35111, "Y3": 0.3288, "X4": 0.28869, "Y4": 0.3298, "page": 0, "Index": 31}, {"Word": "Dear", "Confidence": 0.989, "X1": 0.11443, "Y1": 0.3622, "X2": 0.16255, "Y2": 0.362, "X3": 0.16255, "Y3": 0.3768, "X4": 0.11313, "Y4": 0.3768, "page": 0, "Index": 32}, {"Word": "Len:", "Confidence": 0.972, "X1": 0.17555, "Y1": 0.3622, "X2": 0.22627, "Y2": 0.362, "X3": 0.22627, "Y3": 0.3778, "X4": 0.17425, "Y4": 0.3778, "page": 0, "Index": 33}, {"Word": "As", "Confidence": 0.997, "X1": 0.11313, "Y1": 0.4112, "X2": 0.13654, "Y2": 0.411, "X3": 0.13654, "Y3": 0.4258, "X4": 0.11313, "Y4": 0.4258, "page": 0, "Index": 34}, {"Word": "discussed,", "Confidence": 0.994, "X1": 0.14954, "Y1": 0.4102, "X2": 0.27698, "Y2": 0.41, "X3": 0.27698, "Y3": 0.4258, "X4": 0.14954, "Y4": 0.4258, "page": 0, "Index": 35}, {"Word": "I", "Confidence": 0.994, "X1": 0.28739, "Y1": 0.4102, "X2": 0.29909, "Y2": 0.41, "X3": 0.29909, "Y3": 0.4258, "X4": 0.28739, "Y4": 0.4258, "page": 0, "Index": 36}, {"Word": "am", "Confidence": 0.997, "X1": 0.31339, "Y1": 0.4102, "X2": 0.3368, "Y2": 0.41, "X3": 0.3368, "Y3": 0.4258, "X4": 0.31339, "Y4": 0.4258, "page": 0, "Index": 37}, {"Word": "forwarding", "Confidence": 0.995, "X1": 0.35111, "Y1": 0.4092, "X2": 0.47594, "Y2": 0.409, "X3": 0.47594, "Y3": 0.4258, "X4": 0.35111, "Y4": 0.4258, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.995, "X1": 0.48765, "Y1": 0.4092, "X2": 0.49935, "Y2": 0.409, "X3": 0.49935, "Y3": 0.4258, "X4": 0.48765, "Y4": 0.4258, "page": 0, "Index": 39}, {"Word": "draft", "Confidence": 0.997, "X1": 0.51235, "Y1": 0.4102, "X2": 0.57477, "Y2": 0.41, "X3": 0.57477, "Y3": 0.4258, "X4": 0.51235, "Y4": 0.4258, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.58778, "Y1": 0.4102, "X2": 0.61248, "Y2": 0.41, "X3": 0.61248, "Y3": 0.4258, "X4": 0.58778, "Y4": 0.4258, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.996, "X1": 0.62549, "Y1": 0.4102, "X2": 0.63719, "Y2": 0.41, "X3": 0.63719, "Y3": 0.4258, "X4": 0.62549, "Y4": 0.4258, "page": 0, "Index": 42}, {"Word": "Project", "Confidence": 0.996, "X1": 0.64889, "Y1": 0.4102, "X2": 0.73862, "Y2": 0.41, "X3": 0.73862, "Y3": 0.4258, "X4": 0.64889, "Y4": 0.4258, "page": 0, "Index": 43}, {"Word": "Agreement", "Confidence": 0.995, "X1": 0.75033, "Y1": 0.4112, "X2": 0.86476, "Y2": 0.411, "X3": 0.86346, "Y3": 0.4268, "X4": 0.75033, "Y4": 0.4258, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.87776, "Y1": 0.4122, "X2": 0.91417, "Y2": 0.412, "X3": 0.91417, "Y3": 0.4268, "X4": 0.87776, "Y4": 0.4268, "page": 0, "Index": 45}, {"Word": "your", "Confidence": 0.991, "X1": 0.92588, "Y1": 0.4122, "X2": 0.97659, "Y2": 0.412, "X3": 0.97659, "Y3": 0.4268, "X4": 0.92588, "Y4": 0.4268, "page": 0, "Index": 46}, {"Word": "review", "Confidence": 0.997, "X1": 0.11313, "Y1": 0.4272, "X2": 0.18726, "Y2": 0.427, "X3": 0.18726, "Y3": 0.4408, "X4": 0.11313, "Y4": 0.4408, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.20026, "Y1": 0.4272, "X2": 0.23667, "Y2": 0.427, "X3": 0.23667, "Y3": 0.4408, "X4": 0.20026, "Y4": 0.4408, "page": 0, "Index": 48}, {"Word": "comments,", "Confidence": 0.995, "X1": 0.24967, "Y1": 0.4262, "X2": 0.36411, "Y2": 0.426, "X3": 0.36411, "Y3": 0.4408, "X4": 0.24967, "Y4": 0.4408, "page": 0, "Index": 49}, {"Word": "covering", "Confidence": 0.996, "X1": 0.37581, "Y1": 0.4262, "X2": 0.47464, "Y2": 0.426, "X3": 0.47464, "Y3": 0.4408, "X4": 0.37451, "Y4": 0.4408, "page": 0, "Index": 50}, {"Word": "costs", "Confidence": 0.997, "X1": 0.48765, "Y1": 0.4262, "X2": 0.55007, "Y2": 0.426, "X3": 0.55007, "Y3": 0.4408, "X4": 0.48765, "Y4": 0.4408, "page": 0, "Index": 51}, {"Word": "associated", "Confidence": 0.991, "X1": 0.56307, "Y1": 0.4262, "X2": 0.68661, "Y2": 0.426, "X3": 0.68661, "Y3": 0.4418, "X4": 0.56307, "Y4": 0.4408, "page": 0, "Index": 52}, {"Word": "with", "Confidence": 0.989, "X1": 0.70091, "Y1": 0.4262, "X2": 0.74902, "Y2": 0.426, "X3": 0.74902, "Y3": 0.4418, "X4": 0.70091, "Y4": 0.4418, "page": 0, "Index": 53}, {"Word": "Focus", "Confidence": 0.995, "X1": 0.76463, "Y1": 0.4262, "X2": 0.82575, "Y2": 0.426, "X3": 0.82575, "Y3": 0.4418, "X4": 0.76463, "Y4": 0.4418, "page": 0, "Index": 54}, {"Word": "Group", "Confidence": 0.997, "X1": 0.83875, "Y1": 0.4272, "X2": 0.90117, "Y2": 0.427, "X3": 0.90117, "Y3": 0.4428, "X4": 0.83875, "Y4": 0.4418, "page": 0, "Index": 55}, {"Word": "testing.", "Confidence": 0.995, "X1": 0.11443, "Y1": 0.4412, "X2": 0.21456, "Y2": 0.441, "X3": 0.21456, "Y3": 0.4568, "X4": 0.11443, "Y4": 0.4568, "page": 0, "Index": 56}, {"Word": "You", "Confidence": 0.998, "X1": 0.23797, "Y1": 0.4412, "X2": 0.27438, "Y2": 0.441, "X3": 0.27438, "Y3": 0.4568, "X4": 0.23797, "Y4": 0.4568, "page": 0, "Index": 57}, {"Word": "will", "Confidence": 0.988, "X1": 0.28739, "Y1": 0.4412, "X2": 0.3368, "Y2": 0.441, "X3": 0.3368, "Y3": 0.4568, "X4": 0.28739, "Y4": 0.4568, "page": 0, "Index": 58}, {"Word": "note", "Confidence": 0.991, "X1": 0.3498, "Y1": 0.4412, "X2": 0.40052, "Y2": 0.441, "X3": 0.40052, "Y3": 0.4568, "X4": 0.3498, "Y4": 0.4568, "page": 0, "Index": 59}, {"Word": "that", "Confidence": 0.988, "X1": 0.41222, "Y1": 0.4412, "X2": 0.46294, "Y2": 0.441, "X3": 0.46294, "Y3": 0.4568, "X4": 0.41222, "Y4": 0.4568, "page": 0, "Index": 60}, {"Word": "I", "Confidence": 0.995, "X1": 0.47594, "Y1": 0.4412, "X2": 0.48765, "Y2": 0.441, "X3": 0.48765, "Y3": 0.4568, "X4": 0.47594, "Y4": 0.4568, "page": 0, "Index": 61}, {"Word": "have", "Confidence": 0.99, "X1": 0.49935, "Y1": 0.4412, "X2": 0.55007, "Y2": 0.441, "X3": 0.55007, "Y3": 0.4578, "X4": 0.49805, "Y4": 0.4568, "page": 0, "Index": 62}, {"Word": "already", "Confidence": 0.996, "X1": 0.56307, "Y1": 0.4412, "X2": 0.6502, "Y2": 0.441, "X3": 0.6502, "Y3": 0.4578, "X4": 0.56307, "Y4": 0.4578, "page": 0, "Index": 63}, {"Word": "made", "Confidence": 0.991, "X1": 0.6619, "Y1": 0.4412, "X2": 0.71261, "Y2": 0.441, "X3": 0.71261, "Y3": 0.4578, "X4": 0.6606, "Y4": 0.4578, "page": 0, "Index": 64}, {"Word": "revisions", "Confidence": 0.995, "X1": 0.72562, "Y1": 0.4422, "X2": 0.84005, "Y2": 0.442, "X3": 0.84005, "Y3": 0.4578, "X4": 0.72562, "Y4": 0.4578, "page": 0, "Index": 65}, {"Word": "based", "Confidence": 0.998, "X1": 0.85176, "Y1": 0.4422, "X2": 0.91547, "Y2": 0.442, "X3": 0.91417, "Y3": 0.4578, "X4": 0.85046, "Y4": 0.4578, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.998, "X1": 0.92718, "Y1": 0.4422, "X2": 0.95189, "Y2": 0.442, "X3": 0.95189, "Y3": 0.4578, "X4": 0.92718, "Y4": 0.4578, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.995, "X1": 0.11313, "Y1": 0.4572, "X2": 0.14954, "Y2": 0.457, "X3": 0.15085, "Y3": 0.4718, "X4": 0.11443, "Y4": 0.4718, "page": 0, "Index": 68}, {"Word": "status", "Confidence": 0.997, "X1": 0.16125, "Y1": 0.4572, "X2": 0.23667, "Y2": 0.457, "X3": 0.23667, "Y3": 0.4728, "X4": 0.16125, "Y4": 0.4728, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.24967, "Y1": 0.4572, "X2": 0.27438, "Y2": 0.457, "X3": 0.27568, "Y3": 0.4728, "X4": 0.24967, "Y4": 0.4728, "page": 0, "Index": 70}, {"Word": "this", "Confidence": 0.989, "X1": 0.28739, "Y1": 0.4572, "X2": 0.3368, "Y2": 0.457, "X3": 0.3368, "Y3": 0.4738, "X4": 0.28739, "Y4": 0.4728, "page": 0, "Index": 71}, {"Word": "project", "Confidence": 0.996, "X1": 0.3498, "Y1": 0.4572, "X2": 0.43823, "Y2": 0.457, "X3": 0.43823, "Y3": 0.4738, "X4": 0.3498, "Y4": 0.4738, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.998, "X1": 0.45124, "Y1": 0.4572, "X2": 0.47594, "Y2": 0.457, "X3": 0.47594, "Y3": 0.4738, "X4": 0.45124, "Y4": 0.4738, "page": 0, "Index": 73}, {"Word": "date.", "Confidence": 0.997, "X1": 0.48635, "Y1": 0.4572, "X2": 0.55137, "Y2": 0.457, "X3": 0.55137, "Y3": 0.4728, "X4": 0.48635, "Y4": 0.4738, "page": 0, "Index": 74}, {"Word": "Please", "Confidence": 0.997, "X1": 0.11313, "Y1": 0.4892, "X2": 0.18856, "Y2": 0.489, "X3": 0.18856, "Y3": 0.5038, "X4": 0.11313, "Y4": 0.5038, "page": 0, "Index": 75}, {"Word": "feel", "Confidence": 0.991, "X1": 0.20156, "Y1": 0.4882, "X2": 0.25228, "Y2": 0.488, "X3": 0.25098, "Y3": 0.5048, "X4": 0.20026, "Y4": 0.5038, "page": 0, "Index": 76}, {"Word": "free", "Confidence": 0.988, "X1": 0.26398, "Y1": 0.4882, "X2": 0.31469, "Y2": 0.488, "X3": 0.31339, "Y3": 0.5048, "X4": 0.26398, "Y4": 0.5048, "page": 0, "Index": 77}, {"Word": "to", "Confidence": 0.998, "X1": 0.3251, "Y1": 0.4882, "X2": 0.35111, "Y2": 0.488, "X3": 0.35111, "Y3": 0.5048, "X4": 0.3251, "Y4": 0.5048, "page": 0, "Index": 78}, {"Word": "call,", "Confidence": 0.997, "X1": 0.36281, "Y1": 0.4882, "X2": 0.42783, "Y2": 0.488, "X3": 0.42783, "Y3": 0.5058, "X4": 0.36151, "Y4": 0.5058, "page": 0, "Index": 79}, {"Word": "should", "Confidence": 0.955, "X1": 0.43693, "Y1": 0.4882, "X2": 0.51365, "Y2": 0.488, "X3": 0.51235, "Y3": 0.5058, "X4": 0.43693, "Y4": 0.5058, "page": 0, "Index": 80}, {"Word": "you", "Confidence": 0.998, "X1": 0.52536, "Y1": 0.4882, "X2": 0.56437, "Y2": 0.488, "X3": 0.56437, "Y3": 0.5068, "X4": 0.52536, "Y4": 0.5058, "page": 0, "Index": 81}, {"Word": "have", "Confidence": 0.988, "X1": 0.57477, "Y1": 0.4882, "X2": 0.62679, "Y2": 0.488, "X3": 0.62679, "Y3": 0.5068, "X4": 0.57477, "Y4": 0.5068, "page": 0, "Index": 82}, {"Word": "any", "Confidence": 0.998, "X1": 0.63719, "Y1": 0.4882, "X2": 0.6775, "Y2": 0.488, "X3": 0.6775, "Y3": 0.5068, "X4": 0.63719, "Y4": 0.5068, "page": 0, "Index": 83}, {"Word": "questions.", "Confidence": 0.994, "X1": 0.68791, "Y1": 0.4892, "X2": 0.81664, "Y2": 0.489, "X3": 0.81795, "Y3": 0.5078, "X4": 0.68791, "Y4": 0.5068, "page": 0, "Index": 84}, {"Word": "Sincerely,", "Confidence": 0.991, "X1": 0.11443, "Y1": 0.5222, "X2": 0.23927, "Y2": 0.522, "X3": 0.23927, "Y3": 0.5398, "X4": 0.11443, "Y4": 0.5368, "page": 0, "Index": 85}, {"Word": "LINOSA", "Confidence": 0.479, "X1": 0.13134, "Y1": 0.5592, "X2": 0.23147, "Y2": 0.559, "X3": 0.22887, "Y3": 0.5818, "X4": 0.13264, "Y4": 0.5808, "page": 0, "Index": 86}, {"Word": "Linda", "Confidence": 0.994, "X1": 0.11443, "Y1": 0.5852, "X2": 0.17425, "Y2": 0.585, "X3": 0.17555, "Y3": 0.6008, "X4": 0.11443, "Y4": 0.6008, "page": 0, "Index": 87}, {"Word": "Schwartz", "Confidence": 0.996, "X1": 0.18726, "Y1": 0.5862, "X2": 0.28869, "Y2": 0.586, "X3": 0.28739, "Y3": 0.6008, "X4": 0.18726, "Y4": 0.6008, "page": 0, "Index": 88}, {"Word": "cc:", "Confidence": 0.899, "X1": 0.11443, "Y1": 0.6342, "X2": 0.15085, "Y2": 0.634, "X3": 0.15085, "Y3": 0.6478, "X4": 0.11313, "Y4": 0.6468, "page": 0, "Index": 89}, {"Word": "R&S", "Confidence": 0.998, "X1": 0.41352, "Y1": 0.6332, "X2": 0.44863, "Y2": 0.633, "X3": 0.44863, "Y3": 0.6468, "X4": 0.41352, "Y4": 0.6468, "page": 0, "Index": 90}, {"Word": "PM", "Confidence": 0.851, "X1": 0.21326, "Y1": 0.6332, "X2": 0.23797, "Y2": 0.633, "X3": 0.23797, "Y3": 0.6488, "X4": 0.21326, "Y4": 0.6488, "page": 0, "Index": 91}, {"Word": "J.", "Confidence": 0.849, "X1": 0.17425, "Y1": 0.6472, "X2": 0.20286, "Y2": 0.647, "X3": 0.20156, "Y3": 0.6628, "X4": 0.17295, "Y4": 0.6628, "page": 0, "Index": 92}, {"Word": "Eibon", "Confidence": 0.997, "X1": 0.21196, "Y1": 0.6492, "X2": 0.27568, "Y2": 0.649, "X3": 0.27438, "Y3": 0.6638, "X4": 0.21196, "Y4": 0.6628, "page": 0, "Index": 93}, {"Word": "J.", "Confidence": 0.997, "X1": 0.36411, "Y1": 0.6492, "X2": 0.39012, "Y2": 0.649, "X3": 0.38882, "Y3": 0.6648, "X4": 0.36281, "Y4": 0.6638, "page": 0, "Index": 94}, {"Word": "Reynardus", "Confidence": 0.994, "X1": 0.39922, "Y1": 0.6492, "X2": 0.51365, "Y2": 0.649, "X3": 0.51235, "Y3": 0.6658, "X4": 0.39922, "Y4": 0.6648, "page": 0, "Index": 95}, {"Word": "R.", "Confidence": 0.991, "X1": 0.17425, "Y1": 0.6652, "X2": 0.20156, "Y2": 0.665, "X3": 0.20026, "Y3": 0.6788, "X4": 0.17425, "Y4": 0.6788, "page": 0, "Index": 96}, {"Word": "Tomei", "Confidence": 0.997, "X1": 0.21326, "Y1": 0.6652, "X2": 0.27568, "Y2": 0.665, "X3": 0.27438, "Y3": 0.6798, "X4": 0.21326, "Y4": 0.6788, "page": 0, "Index": 97}, {"Word": "2060139903", "Confidence": 0.991, "X1": 0.9961, "Y1": 0.9482, "X2": 0.9922, "Y2": 0.948, "X3": 0.96489, "Y3": 0.9468, "X4": 0.97009, "Y4": 0.8058, "page": 0, "Index": 98}, {"Word": "MARLBORO", "Confidence": 0.926, "X1": 0.07802, "Y1": 0.9782, "X2": 0.15085, "Y2": 0.978, "X3": 0.15085, "Y3": 0.9908, "X4": 0.07802, "Y4": 0.9908, "page": 0, "Index": 99}, {"Word": "BENSON", "Confidence": 0.995, "X1": 0.15995, "Y1": 0.9782, "X2": 0.20676, "Y2": 0.978, "X3": 0.20676, "Y3": 0.9908, "X4": 0.15995, "Y4": 0.9908, "page": 0, "Index": 100}, {"Word": "&", "Confidence": 0.993, "X1": 0.21066, "Y1": 0.9782, "X2": 0.22107, "Y2": 0.978, "X3": 0.22107, "Y3": 0.9908, "X4": 0.21066, "Y4": 0.9908, "page": 0, "Index": 101}, {"Word": "HEDGES", "Confidence": 0.986, "X1": 0.22367, "Y1": 0.9772, "X2": 0.27828, "Y2": 0.977, "X3": 0.27828, "Y3": 0.9898, "X4": 0.22367, "Y4": 0.9908, "page": 0, "Index": 102}, {"Word": "MERIT", "Confidence": 0.998, "X1": 0.28869, "Y1": 0.9772, "X2": 0.3264, "Y2": 0.977, "X3": 0.3264, "Y3": 0.9898, "X4": 0.28869, "Y4": 0.9898, "page": 0, "Index": 103}, {"Word": "VIRGINIA", "Confidence": 0.987, "X1": 0.3355, "Y1": 0.9772, "X2": 0.38752, "Y2": 0.977, "X3": 0.38752, "Y3": 0.9898, "X4": 0.3355, "Y4": 0.9898, "page": 0, "Index": 104}, {"Word": "SLIMS", "Confidence": 0.978, "X1": 0.39142, "Y1": 0.9772, "X2": 0.43173, "Y2": 0.977, "X3": 0.43173, "Y3": 0.9898, "X4": 0.39142, "Y4": 0.9898, "page": 0, "Index": 105}, {"Word": "PARLIAMENT", "Confidence": 0.985, "X1": 0.43953, "Y1": 0.9762, "X2": 0.51365, "Y2": 0.976, "X3": 0.51235, "Y3": 0.9898, "X4": 0.43823, "Y4": 0.9898, "page": 0, "Index": 106}, {"Word": "LIGHTS", "Confidence": 0.995, "X1": 0.51625, "Y1": 0.9762, "X2": 0.56697, "Y2": 0.976, "X3": 0.56567, "Y3": 0.9898, "X4": 0.51625, "Y4": 0.9898, "page": 0, "Index": 107}, {"Word": "PLAYERS", "Confidence": 0.994, "X1": 0.57347, "Y1": 0.9762, "X2": 0.63069, "Y2": 0.976, "X3": 0.63069, "Y3": 0.9898, "X4": 0.57347, "Y4": 0.9898, "page": 0, "Index": 108}, {"Word": "SARATOGA", "Confidence": 0.938, "X1": 0.63979, "Y1": 0.9762, "X2": 0.70871, "Y2": 0.976, "X3": 0.70741, "Y3": 0.9898, "X4": 0.63979, "Y4": 0.9898, "page": 0, "Index": 109}, {"Word": "CAMBRIDGE", "Confidence": 0.943, "X1": 0.71782, "Y1": 0.9762, "X2": 0.79324, "Y2": 0.976, "X3": 0.79194, "Y3": 0.9898, "X4": 0.71782, "Y4": 0.9898, "page": 0, "Index": 110}, {"Word": "ALPINE", "Confidence": 0.989, "X1": 0.80234, "Y1": 0.9762, "X2": 0.84785, "Y2": 0.976, "X3": 0.84655, "Y3": 0.9898, "X4": 0.80234, "Y4": 0.9898, "page": 0, "Index": 111}, {"Word": "MULTIFILTER", "Confidence": 0.961, "X1": 0.85826, "Y1": 0.9762, "X2": 0.93498, "Y2": 0.976, "X3": 0.93368, "Y3": 0.9898, "X4": 0.85696, "Y4": 0.9898, "page": 0, "Index": 112}]}
"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"
ffgw0094
1
{"lines_data": [{"Word": "PATTI ITTERMANN", "Confidence": 0.9725, "X1": 0.64286, "Y1": 0.1202, "X2": 0.75876, "Y2": 0.12, "X3": 0.75876, "Y3": 0.1328, "X4": 0.64286, "Y4": 0.1328, "page": 0}, {"Word": "Senior Manager", "Confidence": 0.752, "X1": 0.64151, "Y1": 0.1322, "X2": 0.74394, "Y2": 0.132, "X3": 0.74394, "Y3": 0.1448, "X4": 0.64151, "Y4": 0.1438, "page": 0}, {"Word": "Media", "Confidence": 0.716, "X1": 0.63747, "Y1": 0.1442, "X2": 0.68733, "Y2": 0.144, "X3": 0.68733, "Y3": 0.1548, "X4": 0.63881, "Y4": 0.1548, "page": 0}, {"Word": "Winston-Salem, NC 27102", "Confidence": 0.928, "X1": 0.64016, "Y1": 0.1552, "X2": 0.79919, "Y2": 0.155, "X3": 0.79919, "Y3": 0.1678, "X4": 0.64016, "Y4": 0.1668, "page": 0}, {"Word": "910-741-7479", "Confidence": 0.929, "X1": 0.64016, "Y1": 0.1662, "X2": 0.72372, "Y2": 0.166, "X3": 0.72372, "Y3": 0.1788, "X4": 0.64016, "Y4": 0.1788, "page": 0}, {"Word": "Fax 910-741-5327", "Confidence": 0.8215, "X1": 0.64151, "Y1": 0.1782, "X2": 0.74663, "Y2": 0.178, "X3": 0.74663, "Y3": 0.1908, "X4": 0.64151, "Y4": 0.1908, "page": 0}, {"Word": "VIA FAX", "Confidence": 0.9415, "X1": 0.35849, "Y1": 0.2122, "X2": 0.4434, "Y2": 0.212, "X3": 0.4434, "Y3": 0.2308, "X4": 0.35849, "Y4": 0.2318, "page": 0}, {"Word": "Ms. Julie Mudd", "Confidence": 0.99333, "X1": 0.1442, "Y1": 0.2402, "X2": 0.27358, "Y2": 0.24, "X3": 0.27358, "Y3": 0.2558, "X4": 0.1442, "Y4": 0.2568, "page": 0}, {"Word": "April 16, 1997", "Confidence": 0.99367, "X1": 0.64016, "Y1": 0.2392, "X2": 0.75876, "Y2": 0.239, "X3": 0.75876, "Y3": 0.2578, "X4": 0.64016, "Y4": 0.2598, "page": 0}, {"Word": "Details Magazine", "Confidence": 0.9935, "X1": 0.14151, "Y1": 0.2592, "X2": 0.28706, "Y2": 0.259, "X3": 0.28706, "Y3": 0.2738, "X4": 0.14151, "Y4": 0.2738, "page": 0}, {"Word": "FAX # 404-351-3704", "Confidence": 0.986, "X1": 0.14286, "Y1": 0.2752, "X2": 0.32075, "Y2": 0.275, "X3": 0.32075, "Y3": 0.2908, "X4": 0.14286, "Y4": 0.2908, "page": 0}, {"Word": "Dear Julie:", "Confidence": 0.9925, "X1": 0.14286, "Y1": 0.3242, "X2": 0.23585, "Y2": 0.324, "X3": 0.23585, "Y3": 0.3408, "X4": 0.14286, "Y4": 0.3398, "page": 0}, {"Word": "This confirms that Joe Michalek, WINSTON Brand Group-In charge of", "Confidence": 0.9761, "X1": 0.14151, "Y1": 0.3582, "X2": 0.72102, "Y2": 0.358, "X3": 0.72102, "Y3": 0.3748, "X4": 0.14151, "Y4": 0.3738, "page": 0}, {"Word": "advertising development, will be in the Detall offices In NY at 10:30 a.m. on", "Confidence": 0.96407, "X1": 0.14151, "Y1": 0.3742, "X2": 0.76415, "Y2": 0.374, "X3": 0.76415, "Y3": 0.3908, "X4": 0.14151, "Y4": 0.3898, "page": 0}, {"Word": "Tuesday, April 22. With Joe, there will be about 5 other people who work on", "Confidence": 0.9842, "X1": 0.1442, "Y1": 0.3922, "X2": 0.78841, "Y2": 0.392, "X3": 0.78841, "Y3": 0.4088, "X4": 0.1442, "Y4": 0.4068, "page": 0}, {"Word": "WINSTON.", "Confidence": 0.993, "X1": 0.14286, "Y1": 0.4072, "X2": 0.23989, "Y2": 0.407, "X3": 0.23989, "Y3": 0.4228, "X4": 0.14286, "Y4": 0.4238, "page": 0}, {"Word": "The purpose of the meeting is a roundtable discussion on some alternative", "Confidence": 0.976, "X1": 0.14016, "Y1": 0.4412, "X2": 0.75876, "Y2": 0.441, "X3": 0.75876, "Y3": 0.4578, "X4": 0.14016, "Y4": 0.4568, "page": 0}, {"Word": "advertising concepts being developed. We'd like the \"Details contingent\" to", "Confidence": 0.9285, "X1": 0.14286, "Y1": 0.4572, "X2": 0.77358, "Y2": 0.457, "X3": 0.77358, "Y3": 0.4728, "X4": 0.14286, "Y4": 0.4738, "page": 0}, {"Word": "include some of your young/hip/cool editorial staff - those staffers who have", "Confidence": 0.98583, "X1": 0.1442, "Y1": 0.4742, "X2": 0.77089, "Y2": 0.474, "X3": 0.77089, "Y3": 0.4898, "X4": 0.1442, "Y4": 0.4908, "page": 0}, {"Word": "their finger on the pulse of your 21-24 readers and what appeals to/turns off this", "Confidence": 0.9856, "X1": 0.14286, "Y1": 0.4902, "X2": 0.80054, "Y2": 0.49, "X3": 0.80054, "Y3": 0.5068, "X4": 0.14286, "Y4": 0.5068, "page": 0}, {"Word": "group. We believe your editorial group's insights and perspective will be", "Confidence": 0.991, "X1": 0.14151, "Y1": 0.5072, "X2": 0.76415, "Y2": 0.507, "X3": 0.76415, "Y3": 0.5238, "X4": 0.14151, "Y4": 0.5248, "page": 0}, {"Word": "invaluable.", "Confidence": 0.957, "X1": 0.14151, "Y1": 0.5252, "X2": 0.2345, "Y2": 0.525, "X3": 0.2345, "Y3": 0.5398, "X4": 0.14151, "Y4": 0.5398, "page": 0}, {"Word": "We'd like at least 5-6 Details staffers there, more If possible. We anticipate that", "Confidence": 0.96664, "X1": 0.14016, "Y1": 0.5572, "X2": 0.80997, "Y2": 0.557, "X3": 0.80997, "Y3": 0.5748, "X4": 0.14016, "Y4": 0.5728, "page": 0}, {"Word": "the meeting will take about 1 hour. We'd like the discussion to be very informal", "Confidence": 0.99193, "X1": 0.14016, "Y1": 0.5742, "X2": 0.81132, "Y2": 0.574, "X3": 0.81132, "Y3": 0.5908, "X4": 0.14016, "Y4": 0.5898, "page": 0}, {"Word": "and open.", "Confidence": 0.9965, "X1": 0.14151, "Y1": 0.5912, "X2": 0.22776, "Y2": 0.591, "X3": 0.22776, "Y3": 0.6068, "X4": 0.14151, "Y4": 0.6068, "page": 0}, {"Word": "Julie, thank you for arranging this meeting. Please let me know by Friday, 4/18,", "Confidence": 0.95036, "X1": 0.14151, "Y1": 0.6232, "X2": 0.80593, "Y2": 0.623, "X3": 0.80593, "Y3": 0.6408, "X4": 0.14151, "Y4": 0.6398, "page": 0}, {"Word": "the specific details (i.e ., address/floor to which the WINSTON group should go", "Confidence": 0.98946, "X1": 0.14016, "Y1": 0.6402, "X2": 0.78706, "Y2": 0.64, "X3": 0.78706, "Y3": 0.6578, "X4": 0.14016, "Y4": 0.6568, "page": 0}, {"Word": "upon their arrival and/or the contact they should call on arrival.) Also,", "Confidence": 0.98983, "X1": 0.14016, "Y1": 0.6572, "X2": 0.71968, "Y2": 0.657, "X3": 0.71968, "Y3": 0.6738, "X4": 0.14016, "Y4": 0.6738, "page": 0}, {"Word": "please let me know who they should call (name and phone) In case of any", "Confidence": 0.98327, "X1": 0.14016, "Y1": 0.6732, "X2": 0.75067, "Y2": 0.673, "X3": 0.75067, "Y3": 0.6908, "X4": 0.14016, "Y4": 0.6898, "page": 0}, {"Word": "unlikely last-minute delay.", "Confidence": 0.974, "X1": 0.13881, "Y1": 0.6902, "X2": 0.3558, "Y2": 0.69, "X3": 0.3558, "Y3": 0.7078, "X4": 0.13881, "Y4": 0.7068, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.85, "X1": 0.14151, "Y1": 0.7232, "X2": 0.22507, "Y2": 0.723, "X3": 0.22507, "Y3": 0.7398, "X4": 0.14151, "Y4": 0.7388, "page": 0}, {"Word": "Patti Ittermann", "Confidence": 0.9675, "X1": 0.14016, "Y1": 0.7732, "X2": 0.26685, "Y2": 0.773, "X3": 0.2655, "Y3": 0.7908, "X4": 0.13881, "Y4": 0.7898, "page": 0}, {"Word": "52604 3361", "Confidence": 0.9795, "X1": 0.94609, "Y1": 0.9612, "X2": 0.95148, "Y2": 0.961, "X3": 0.92722, "Y3": 0.9618, "X4": 0.92183, "Y4": 0.8658, "page": 0}], "words_data": [{"Word": "PATTI", "Confidence": 0.955, "X1": 0.6442, "Y1": 0.1212, "X2": 0.67655, "Y2": 0.121, "X3": 0.67655, "Y3": 0.1328, "X4": 0.6442, "Y4": 0.1328, "page": 0, "Index": 0}, {"Word": "ITTERMANN", "Confidence": 0.99, "X1": 0.68059, "Y1": 0.1212, "X2": 0.75472, "Y2": 0.121, "X3": 0.75472, "Y3": 0.1328, "X4": 0.67925, "Y4": 0.1328, "page": 0, "Index": 1}, {"Word": "Senior", "Confidence": 0.621, "X1": 0.64286, "Y1": 0.1332, "X2": 0.68059, "Y2": 0.133, "X3": 0.68059, "Y3": 0.1438, "X4": 0.64286, "Y4": 0.1438, "page": 0, "Index": 2}, {"Word": "Manager", "Confidence": 0.883, "X1": 0.68329, "Y1": 0.1332, "X2": 0.73989, "Y2": 0.133, "X3": 0.73989, "Y3": 0.1448, "X4": 0.68464, "Y4": 0.1438, "page": 0, "Index": 3}, {"Word": "Media", "Confidence": 0.716, "X1": 0.64286, "Y1": 0.1432, "X2": 0.68194, "Y2": 0.143, "X3": 0.68194, "Y3": 0.1558, "X4": 0.64151, "Y4": 0.1548, "page": 0, "Index": 4}, {"Word": "Winston-Salem,", "Confidence": 0.793, "X1": 0.64151, "Y1": 0.1562, "X2": 0.7345, "Y2": 0.156, "X3": 0.7345, "Y3": 0.1678, "X4": 0.64151, "Y4": 0.1678, "page": 0, "Index": 5}, {"Word": "NC", "Confidence": 0.995, "X1": 0.73854, "Y1": 0.1562, "X2": 0.75741, "Y2": 0.156, "X3": 0.75606, "Y3": 0.1678, "X4": 0.7372, "Y4": 0.1678, "page": 0, "Index": 6}, {"Word": "27102", "Confidence": 0.996, "X1": 0.76011, "Y1": 0.1552, "X2": 0.79784, "Y2": 0.155, "X3": 0.7965, "Y3": 0.1678, "X4": 0.75876, "Y4": 0.1678, "page": 0, "Index": 7}, {"Word": "910-741-7479", "Confidence": 0.929, "X1": 0.64151, "Y1": 0.1682, "X2": 0.72102, "Y2": 0.168, "X3": 0.71968, "Y3": 0.1788, "X4": 0.64151, "Y4": 0.1788, "page": 0, "Index": 8}, {"Word": "Fax", "Confidence": 0.981, "X1": 0.64286, "Y1": 0.1792, "X2": 0.66307, "Y2": 0.179, "X3": 0.66307, "Y3": 0.1908, "X4": 0.64286, "Y4": 0.1908, "page": 0, "Index": 9}, {"Word": "910-741-5327", "Confidence": 0.662, "X1": 0.66577, "Y1": 0.1792, "X2": 0.74663, "Y2": 0.179, "X3": 0.74528, "Y3": 0.1908, "X4": 0.66577, "Y4": 0.1908, "page": 0, "Index": 10}, {"Word": "VIA", "Confidence": 0.885, "X1": 0.36119, "Y1": 0.2132, "X2": 0.39488, "Y2": 0.213, "X3": 0.39353, "Y3": 0.2318, "X4": 0.36119, "Y4": 0.2318, "page": 0, "Index": 11}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.39892, "Y1": 0.2122, "X2": 0.43935, "Y2": 0.212, "X3": 0.43935, "Y3": 0.2318, "X4": 0.39892, "Y4": 0.2318, "page": 0, "Index": 12}, {"Word": "Ms.", "Confidence": 0.995, "X1": 0.1442, "Y1": 0.2412, "X2": 0.17251, "Y2": 0.241, "X3": 0.17251, "Y3": 0.2568, "X4": 0.1442, "Y4": 0.2568, "page": 0, "Index": 13}, {"Word": "Julie", "Confidence": 0.997, "X1": 0.17655, "Y1": 0.2412, "X2": 0.21429, "Y2": 0.241, "X3": 0.21429, "Y3": 0.2568, "X4": 0.17655, "Y4": 0.2568, "page": 0, "Index": 14}, {"Word": "Mudd", "Confidence": 0.988, "X1": 0.21833, "Y1": 0.2412, "X2": 0.26954, "Y2": 0.241, "X3": 0.26954, "Y3": 0.2568, "X4": 0.21833, "Y4": 0.2568, "page": 0, "Index": 15}, {"Word": "April", "Confidence": 0.995, "X1": 0.64151, "Y1": 0.2412, "X2": 0.6779, "Y2": 0.241, "X3": 0.6779, "Y3": 0.2598, "X4": 0.64016, "Y4": 0.2598, "page": 0, "Index": 16}, {"Word": "16,", "Confidence": 0.997, "X1": 0.68329, "Y1": 0.2402, "X2": 0.71024, "Y2": 0.24, "X3": 0.71024, "Y3": 0.2598, "X4": 0.68329, "Y4": 0.2598, "page": 0, "Index": 17}, {"Word": "1997", "Confidence": 0.989, "X1": 0.71563, "Y1": 0.2392, "X2": 0.75876, "Y2": 0.239, "X3": 0.75876, "Y3": 0.2588, "X4": 0.71563, "Y4": 0.2598, "page": 0, "Index": 18}, {"Word": "Details", "Confidence": 0.991, "X1": 0.14286, "Y1": 0.2592, "X2": 0.19946, "Y2": 0.259, "X3": 0.19946, "Y3": 0.2738, "X4": 0.14286, "Y4": 0.2738, "page": 0, "Index": 19}, {"Word": "Magazine", "Confidence": 0.996, "X1": 0.2035, "Y1": 0.2602, "X2": 0.28706, "Y2": 0.26, "X3": 0.28571, "Y3": 0.2738, "X4": 0.2035, "Y4": 0.2738, "page": 0, "Index": 20}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.2752, "X2": 0.17655, "Y2": 0.275, "X3": 0.17655, "Y3": 0.2908, "X4": 0.14286, "Y4": 0.2908, "page": 0, "Index": 21}, {"Word": "#", "Confidence": 0.969, "X1": 0.18194, "Y1": 0.2752, "X2": 0.19407, "Y2": 0.275, "X3": 0.19407, "Y3": 0.2918, "X4": 0.18059, "Y4": 0.2908, "page": 0, "Index": 22}, {"Word": "404-351-3704", "Confidence": 0.991, "X1": 0.19811, "Y1": 0.2752, "X2": 0.31941, "Y2": 0.275, "X3": 0.31806, "Y3": 0.2908, "X4": 0.19811, "Y4": 0.2918, "page": 0, "Index": 23}, {"Word": "Dear", "Confidence": 0.991, "X1": 0.1442, "Y1": 0.3252, "X2": 0.18194, "Y2": 0.325, "X3": 0.18194, "Y3": 0.3408, "X4": 0.1442, "Y4": 0.3398, "page": 0, "Index": 24}, {"Word": "Julie:", "Confidence": 0.994, "X1": 0.18598, "Y1": 0.3252, "X2": 0.2345, "Y2": 0.325, "X3": 0.23585, "Y3": 0.3418, "X4": 0.18733, "Y4": 0.3408, "page": 0, "Index": 25}, {"Word": "This", "Confidence": 0.981, "X1": 0.14286, "Y1": 0.3582, "X2": 0.17655, "Y2": 0.358, "X3": 0.17655, "Y3": 0.3748, "X4": 0.1442, "Y4": 0.3738, "page": 0, "Index": 26}, {"Word": "confirms", "Confidence": 0.885, "X1": 0.18059, "Y1": 0.3572, "X2": 0.25067, "Y2": 0.357, "X3": 0.25067, "Y3": 0.3748, "X4": 0.18059, "Y4": 0.3748, "page": 0, "Index": 27}, {"Word": "that", "Confidence": 0.982, "X1": 0.25606, "Y1": 0.3572, "X2": 0.28841, "Y2": 0.357, "X3": 0.28841, "Y3": 0.3748, "X4": 0.25606, "Y4": 0.3748, "page": 0, "Index": 28}, {"Word": "Joe", "Confidence": 0.998, "X1": 0.29245, "Y1": 0.3572, "X2": 0.32345, "Y2": 0.357, "X3": 0.32345, "Y3": 0.3748, "X4": 0.29245, "Y4": 0.3748, "page": 0, "Index": 29}, {"Word": "Michalek,", "Confidence": 0.994, "X1": 0.32884, "Y1": 0.3572, "X2": 0.40836, "Y2": 0.357, "X3": 0.40836, "Y3": 0.3758, "X4": 0.32884, "Y4": 0.3748, "page": 0, "Index": 30}, {"Word": "WINSTON", "Confidence": 0.994, "X1": 0.4124, "Y1": 0.3582, "X2": 0.5, "Y2": 0.358, "X3": 0.5, "Y3": 0.3758, "X4": 0.4124, "Y4": 0.3758, "page": 0, "Index": 31}, {"Word": "Brand", "Confidence": 0.996, "X1": 0.50404, "Y1": 0.3582, "X2": 0.55526, "Y2": 0.358, "X3": 0.55526, "Y3": 0.3758, "X4": 0.50404, "Y4": 0.3758, "page": 0, "Index": 32}, {"Word": "Group-In", "Confidence": 0.992, "X1": 0.56065, "Y1": 0.3582, "X2": 0.63342, "Y2": 0.358, "X3": 0.63342, "Y3": 0.3758, "X4": 0.56065, "Y4": 0.3758, "page": 0, "Index": 33}, {"Word": "charge", "Confidence": 0.941, "X1": 0.63747, "Y1": 0.3592, "X2": 0.69272, "Y2": 0.359, "X3": 0.69272, "Y3": 0.3758, "X4": 0.63747, "Y4": 0.3758, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.3592, "X2": 0.72102, "Y2": 0.359, "X3": 0.72102, "Y3": 0.3758, "X4": 0.69677, "Y4": 0.3758, "page": 0, "Index": 35}, {"Word": "advertising", "Confidence": 0.991, "X1": 0.14151, "Y1": 0.3752, "X2": 0.23046, "Y2": 0.375, "X3": 0.23046, "Y3": 0.3908, "X4": 0.14286, "Y4": 0.3898, "page": 0, "Index": 36}, {"Word": "development,", "Confidence": 0.915, "X1": 0.2345, "Y1": 0.3742, "X2": 0.34906, "Y2": 0.374, "X3": 0.34906, "Y3": 0.3908, "X4": 0.2345, "Y4": 0.3908, "page": 0, "Index": 37}, {"Word": "will", "Confidence": 0.985, "X1": 0.3531, "Y1": 0.3742, "X2": 0.37736, "Y2": 0.374, "X3": 0.37736, "Y3": 0.3908, "X4": 0.3531, "Y4": 0.3908, "page": 0, "Index": 38}, {"Word": "be", "Confidence": 0.996, "X1": 0.3814, "Y1": 0.3742, "X2": 0.40431, "Y2": 0.374, "X3": 0.40431, "Y3": 0.3908, "X4": 0.3814, "Y4": 0.3908, "page": 0, "Index": 39}, {"Word": "in", "Confidence": 0.998, "X1": 0.40836, "Y1": 0.3742, "X2": 0.42453, "Y2": 0.374, "X3": 0.42453, "Y3": 0.3908, "X4": 0.40836, "Y4": 0.3908, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.998, "X1": 0.42857, "Y1": 0.3742, "X2": 0.45418, "Y2": 0.374, "X3": 0.45418, "Y3": 0.3908, "X4": 0.42857, "Y4": 0.3908, "page": 0, "Index": 41}, {"Word": "Detall", "Confidence": 0.677, "X1": 0.45822, "Y1": 0.3742, "X2": 0.50809, "Y2": 0.374, "X3": 0.50809, "Y3": 0.3908, "X4": 0.45822, "Y4": 0.3908, "page": 0, "Index": 42}, {"Word": "offices", "Confidence": 0.993, "X1": 0.51213, "Y1": 0.3742, "X2": 0.56739, "Y2": 0.374, "X3": 0.56739, "Y3": 0.3908, "X4": 0.51213, "Y4": 0.3908, "page": 0, "Index": 43}, {"Word": "In", "Confidence": 0.965, "X1": 0.57143, "Y1": 0.3742, "X2": 0.58625, "Y2": 0.374, "X3": 0.58625, "Y3": 0.3908, "X4": 0.57143, "Y4": 0.3908, "page": 0, "Index": 44}, {"Word": "NY", "Confidence": 0.997, "X1": 0.5903, "Y1": 0.3752, "X2": 0.61725, "Y2": 0.375, "X3": 0.61725, "Y3": 0.3908, "X4": 0.5903, "Y4": 0.3908, "page": 0, "Index": 45}, {"Word": "at", "Confidence": 0.997, "X1": 0.62264, "Y1": 0.3752, "X2": 0.6442, "Y2": 0.375, "X3": 0.6442, "Y3": 0.3908, "X4": 0.62264, "Y4": 0.3908, "page": 0, "Index": 46}, {"Word": "10:30", "Confidence": 0.997, "X1": 0.64825, "Y1": 0.3752, "X2": 0.69407, "Y2": 0.375, "X3": 0.69407, "Y3": 0.3908, "X4": 0.64825, "Y4": 0.3908, "page": 0, "Index": 47}, {"Word": "a.m.", "Confidence": 0.991, "X1": 0.69946, "Y1": 0.3752, "X2": 0.7372, "Y2": 0.375, "X3": 0.73585, "Y3": 0.3908, "X4": 0.69811, "Y4": 0.3908, "page": 0, "Index": 48}, {"Word": "on", "Confidence": 0.997, "X1": 0.74124, "Y1": 0.3752, "X2": 0.76415, "Y2": 0.375, "X3": 0.7628, "Y3": 0.3908, "X4": 0.73989, "Y4": 0.3908, "page": 0, "Index": 49}, {"Word": "Tuesday,", "Confidence": 0.991, "X1": 0.14555, "Y1": 0.3912, "X2": 0.21698, "Y2": 0.391, "X3": 0.21698, "Y3": 0.4068, "X4": 0.14555, "Y4": 0.4058, "page": 0, "Index": 50}, {"Word": "April", "Confidence": 0.991, "X1": 0.22237, "Y1": 0.3912, "X2": 0.26011, "Y2": 0.391, "X3": 0.26011, "Y3": 0.4078, "X4": 0.22237, "Y4": 0.4068, "page": 0, "Index": 51}, {"Word": "22.", "Confidence": 0.991, "X1": 0.26415, "Y1": 0.3912, "X2": 0.30054, "Y2": 0.391, "X3": 0.30054, "Y3": 0.4078, "X4": 0.2655, "Y4": 0.4078, "page": 0, "Index": 52}, {"Word": "With", "Confidence": 0.989, "X1": 0.31671, "Y1": 0.3912, "X2": 0.3558, "Y2": 0.391, "X3": 0.3558, "Y3": 0.4078, "X4": 0.31671, "Y4": 0.4078, "page": 0, "Index": 53}, {"Word": "work", "Confidence": 0.987, "X1": 0.71833, "Y1": 0.3922, "X2": 0.75876, "Y2": 0.392, "X3": 0.75876, "Y3": 0.4078, "X4": 0.71833, "Y4": 0.4088, "page": 0, "Index": 54}, {"Word": "on", "Confidence": 0.996, "X1": 0.7628, "Y1": 0.3932, "X2": 0.78706, "Y2": 0.393, "X3": 0.78706, "Y3": 0.4078, "X4": 0.76415, "Y4": 0.4078, "page": 0, "Index": 55}, {"Word": "Joe,", "Confidence": 0.928, "X1": 0.35984, "Y1": 0.3912, "X2": 0.39488, "Y2": 0.391, "X3": 0.39488, "Y3": 0.4088, "X4": 0.35984, "Y4": 0.4078, "page": 0, "Index": 56}, {"Word": "there", "Confidence": 0.997, "X1": 0.40027, "Y1": 0.3912, "X2": 0.4407, "Y2": 0.391, "X3": 0.44205, "Y3": 0.4088, "X4": 0.40027, "Y4": 0.4088, "page": 0, "Index": 57}, {"Word": "will", "Confidence": 0.987, "X1": 0.44609, "Y1": 0.3912, "X2": 0.47439, "Y2": 0.391, "X3": 0.47439, "Y3": 0.4088, "X4": 0.44609, "Y4": 0.4088, "page": 0, "Index": 58}, {"Word": "be", "Confidence": 0.957, "X1": 0.47844, "Y1": 0.3912, "X2": 0.49865, "Y2": 0.391, "X3": 0.49865, "Y3": 0.4088, "X4": 0.47844, "Y4": 0.4088, "page": 0, "Index": 59}, {"Word": "about", "Confidence": 0.996, "X1": 0.50404, "Y1": 0.3922, "X2": 0.55121, "Y2": 0.392, "X3": 0.55121, "Y3": 0.4088, "X4": 0.50404, "Y4": 0.4088, "page": 0, "Index": 60}, {"Word": "5", "Confidence": 0.996, "X1": 0.55526, "Y1": 0.3922, "X2": 0.56739, "Y2": 0.392, "X3": 0.56739, "Y3": 0.4088, "X4": 0.55526, "Y4": 0.4088, "page": 0, "Index": 61}, {"Word": "other", "Confidence": 0.995, "X1": 0.57143, "Y1": 0.3922, "X2": 0.61456, "Y2": 0.392, "X3": 0.61456, "Y3": 0.4088, "X4": 0.57143, "Y4": 0.4088, "page": 0, "Index": 62}, {"Word": "people", "Confidence": 0.969, "X1": 0.6186, "Y1": 0.3922, "X2": 0.67385, "Y2": 0.392, "X3": 0.67385, "Y3": 0.4088, "X4": 0.61995, "Y4": 0.4088, "page": 0, "Index": 63}, {"Word": "who", "Confidence": 0.993, "X1": 0.6779, "Y1": 0.3922, "X2": 0.71429, "Y2": 0.392, "X3": 0.71429, "Y3": 0.4088, "X4": 0.67925, "Y4": 0.4088, "page": 0, "Index": 64}, {"Word": "WINSTON.", "Confidence": 0.993, "X1": 0.1442, "Y1": 0.4082, "X2": 0.24124, "Y2": 0.408, "X3": 0.24124, "Y3": 0.4238, "X4": 0.1442, "Y4": 0.4238, "page": 0, "Index": 65}, {"Word": "The", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.4412, "X2": 0.17251, "Y2": 0.441, "X3": 0.17251, "Y3": 0.4578, "X4": 0.14286, "Y4": 0.4578, "page": 0, "Index": 66}, {"Word": "purpose", "Confidence": 0.994, "X1": 0.17655, "Y1": 0.4412, "X2": 0.24528, "Y2": 0.441, "X3": 0.24528, "Y3": 0.4578, "X4": 0.17655, "Y4": 0.4578, "page": 0, "Index": 67}, {"Word": "of", "Confidence": 0.992, "X1": 0.25067, "Y1": 0.4412, "X2": 0.26685, "Y2": 0.441, "X3": 0.2655, "Y3": 0.4578, "X4": 0.24933, "Y4": 0.4578, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.27089, "Y1": 0.4412, "X2": 0.29784, "Y2": 0.441, "X3": 0.29784, "Y3": 0.4578, "X4": 0.27089, "Y4": 0.4578, "page": 0, "Index": 69}, {"Word": "meeting", "Confidence": 0.995, "X1": 0.30189, "Y1": 0.4412, "X2": 0.36927, "Y2": 0.441, "X3": 0.36927, "Y3": 0.4578, "X4": 0.30189, "Y4": 0.4578, "page": 0, "Index": 70}, {"Word": "is", "Confidence": 0.998, "X1": 0.37466, "Y1": 0.4412, "X2": 0.38814, "Y2": 0.441, "X3": 0.38679, "Y3": 0.4578, "X4": 0.37332, "Y4": 0.4578, "page": 0, "Index": 71}, {"Word": "a", "Confidence": 0.994, "X1": 0.39218, "Y1": 0.4412, "X2": 0.40296, "Y2": 0.441, "X3": 0.40162, "Y3": 0.4578, "X4": 0.39084, "Y4": 0.4578, "page": 0, "Index": 72}, {"Word": "roundtable", "Confidence": 0.991, "X1": 0.40701, "Y1": 0.4412, "X2": 0.49596, "Y2": 0.441, "X3": 0.49596, "Y3": 0.4578, "X4": 0.40566, "Y4": 0.4578, "page": 0, "Index": 73}, {"Word": "discussion", "Confidence": 0.797, "X1": 0.50135, "Y1": 0.4412, "X2": 0.58895, "Y2": 0.441, "X3": 0.5876, "Y3": 0.4578, "X4": 0.5, "Y4": 0.4578, "page": 0, "Index": 74}, {"Word": "on", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.4412, "X2": 0.61456, "Y2": 0.441, "X3": 0.61321, "Y3": 0.4578, "X4": 0.59164, "Y4": 0.4578, "page": 0, "Index": 75}, {"Word": "some", "Confidence": 0.986, "X1": 0.6186, "Y1": 0.4422, "X2": 0.66442, "Y2": 0.442, "X3": 0.66442, "Y3": 0.4578, "X4": 0.61725, "Y4": 0.4578, "page": 0, "Index": 76}, {"Word": "alternative", "Confidence": 0.971, "X1": 0.66981, "Y1": 0.4422, "X2": 0.75876, "Y2": 0.442, "X3": 0.75741, "Y3": 0.4578, "X4": 0.66846, "Y4": 0.4578, "page": 0, "Index": 77}, {"Word": "advertising", "Confidence": 0.616, "X1": 0.14286, "Y1": 0.4582, "X2": 0.23046, "Y2": 0.458, "X3": 0.23046, "Y3": 0.4738, "X4": 0.14286, "Y4": 0.4738, "page": 0, "Index": 78}, {"Word": "concepts", "Confidence": 0.966, "X1": 0.2345, "Y1": 0.4582, "X2": 0.30997, "Y2": 0.458, "X3": 0.30997, "Y3": 0.4738, "X4": 0.2345, "Y4": 0.4738, "page": 0, "Index": 79}, {"Word": "being", "Confidence": 0.997, "X1": 0.31536, "Y1": 0.4582, "X2": 0.36119, "Y2": 0.458, "X3": 0.36119, "Y3": 0.4738, "X4": 0.31402, "Y4": 0.4738, "page": 0, "Index": 80}, {"Word": "developed.", "Confidence": 0.993, "X1": 0.36658, "Y1": 0.4582, "X2": 0.46361, "Y2": 0.458, "X3": 0.46361, "Y3": 0.4738, "X4": 0.36523, "Y4": 0.4738, "page": 0, "Index": 81}, {"Word": "We'd", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.4572, "X2": 0.52156, "Y2": 0.457, "X3": 0.52022, "Y3": 0.4738, "X4": 0.47574, "Y4": 0.4738, "page": 0, "Index": 82}, {"Word": "like", "Confidence": 0.991, "X1": 0.52561, "Y1": 0.4572, "X2": 0.55391, "Y2": 0.457, "X3": 0.55391, "Y3": 0.4738, "X4": 0.52561, "Y4": 0.4738, "page": 0, "Index": 83}, {"Word": "the", "Confidence": 0.998, "X1": 0.55795, "Y1": 0.4572, "X2": 0.58491, "Y2": 0.457, "X3": 0.58491, "Y3": 0.4738, "X4": 0.55795, "Y4": 0.4738, "page": 0, "Index": 84}, {"Word": "\"Details", "Confidence": 0.772, "X1": 0.5903, "Y1": 0.4582, "X2": 0.65229, "Y2": 0.458, "X3": 0.65094, "Y3": 0.4738, "X4": 0.58895, "Y4": 0.4738, "page": 0, "Index": 85}, {"Word": "contingent\"", "Confidence": 0.956, "X1": 0.65633, "Y1": 0.4582, "X2": 0.74933, "Y2": 0.458, "X3": 0.74798, "Y3": 0.4738, "X4": 0.65633, "Y4": 0.4738, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.75337, "Y1": 0.4582, "X2": 0.77358, "Y2": 0.458, "X3": 0.77224, "Y3": 0.4738, "X4": 0.75202, "Y4": 0.4738, "page": 0, "Index": 87}, {"Word": "include", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.4752, "X2": 0.19946, "Y2": 0.475, "X3": 0.19811, "Y3": 0.4908, "X4": 0.1442, "Y4": 0.4908, "page": 0, "Index": 88}, {"Word": "some", "Confidence": 0.989, "X1": 0.2035, "Y1": 0.4742, "X2": 0.25067, "Y2": 0.474, "X3": 0.25067, "Y3": 0.4908, "X4": 0.2035, "Y4": 0.4908, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.998, "X1": 0.25472, "Y1": 0.4742, "X2": 0.27089, "Y2": 0.474, "X3": 0.27089, "Y3": 0.4908, "X4": 0.25472, "Y4": 0.4908, "page": 0, "Index": 90}, {"Word": "your", "Confidence": 0.989, "X1": 0.27628, "Y1": 0.4742, "X2": 0.31267, "Y2": 0.474, "X3": 0.31267, "Y3": 0.4908, "X4": 0.27493, "Y4": 0.4908, "page": 0, "Index": 91}, {"Word": "young/hip/cool", "Confidence": 0.901, "X1": 0.31671, "Y1": 0.4742, "X2": 0.43801, "Y2": 0.474, "X3": 0.43666, "Y3": 0.4908, "X4": 0.31671, "Y4": 0.4908, "page": 0, "Index": 92}, {"Word": "editorial", "Confidence": 0.991, "X1": 0.44205, "Y1": 0.4742, "X2": 0.50809, "Y2": 0.474, "X3": 0.50809, "Y3": 0.4908, "X4": 0.44205, "Y4": 0.4908, "page": 0, "Index": 93}, {"Word": "staff", "Confidence": 0.993, "X1": 0.51348, "Y1": 0.4742, "X2": 0.54987, "Y2": 0.474, "X3": 0.54852, "Y3": 0.4908, "X4": 0.51213, "Y4": 0.4908, "page": 0, "Index": 94}, {"Word": "-", "Confidence": 0.994, "X1": 0.55391, "Y1": 0.4742, "X2": 0.56604, "Y2": 0.474, "X3": 0.56469, "Y3": 0.4908, "X4": 0.55391, "Y4": 0.4908, "page": 0, "Index": 95}, {"Word": "those", "Confidence": 0.997, "X1": 0.57008, "Y1": 0.4742, "X2": 0.61725, "Y2": 0.474, "X3": 0.61725, "Y3": 0.4908, "X4": 0.57008, "Y4": 0.4908, "page": 0, "Index": 96}, {"Word": "staffers", "Confidence": 0.994, "X1": 0.62264, "Y1": 0.4742, "X2": 0.68194, "Y2": 0.474, "X3": 0.68194, "Y3": 0.4908, "X4": 0.62129, "Y4": 0.4908, "page": 0, "Index": 97}, {"Word": "who", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.4742, "X2": 0.72237, "Y2": 0.474, "X3": 0.72102, "Y3": 0.4908, "X4": 0.68598, "Y4": 0.4908, "page": 0, "Index": 98}, {"Word": "have", "Confidence": 0.991, "X1": 0.72642, "Y1": 0.4742, "X2": 0.77089, "Y2": 0.474, "X3": 0.77089, "Y3": 0.4908, "X4": 0.72642, "Y4": 0.4908, "page": 0, "Index": 99}, {"Word": "their", "Confidence": 0.994, "X1": 0.1442, "Y1": 0.4912, "X2": 0.1779, "Y2": 0.491, "X3": 0.17655, "Y3": 0.5068, "X4": 0.14286, "Y4": 0.5068, "page": 0, "Index": 100}, {"Word": "finger", "Confidence": 0.995, "X1": 0.18194, "Y1": 0.4912, "X2": 0.22911, "Y2": 0.491, "X3": 0.22911, "Y3": 0.5068, "X4": 0.18059, "Y4": 0.5068, "page": 0, "Index": 101}, {"Word": "on", "Confidence": 0.998, "X1": 0.2345, "Y1": 0.4912, "X2": 0.25472, "Y2": 0.491, "X3": 0.25337, "Y3": 0.5068, "X4": 0.23315, "Y4": 0.5068, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.995, "X1": 0.25876, "Y1": 0.4912, "X2": 0.28571, "Y2": 0.491, "X3": 0.28571, "Y3": 0.5068, "X4": 0.25741, "Y4": 0.5068, "page": 0, "Index": 103}, {"Word": "pulse", "Confidence": 0.997, "X1": 0.29111, "Y1": 0.4912, "X2": 0.33558, "Y2": 0.491, "X3": 0.33558, "Y3": 0.5068, "X4": 0.28976, "Y4": 0.5068, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.998, "X1": 0.33962, "Y1": 0.4912, "X2": 0.3558, "Y2": 0.491, "X3": 0.3558, "Y3": 0.5068, "X4": 0.33962, "Y4": 0.5068, "page": 0, "Index": 105}, {"Word": "your", "Confidence": 0.991, "X1": 0.35984, "Y1": 0.4912, "X2": 0.39892, "Y2": 0.491, "X3": 0.39757, "Y3": 0.5068, "X4": 0.35984, "Y4": 0.5068, "page": 0, "Index": 106}, {"Word": "21-24", "Confidence": 0.996, "X1": 0.40296, "Y1": 0.4912, "X2": 0.45013, "Y2": 0.491, "X3": 0.45013, "Y3": 0.5068, "X4": 0.40162, "Y4": 0.5068, "page": 0, "Index": 107}, {"Word": "readers", "Confidence": 0.989, "X1": 0.45553, "Y1": 0.4912, "X2": 0.51887, "Y2": 0.491, "X3": 0.51887, "Y3": 0.5068, "X4": 0.45418, "Y4": 0.5068, "page": 0, "Index": 108}, {"Word": "and", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.4912, "X2": 0.55526, "Y2": 0.491, "X3": 0.55526, "Y3": 0.5068, "X4": 0.52291, "Y4": 0.5068, "page": 0, "Index": 109}, {"Word": "what", "Confidence": 0.982, "X1": 0.5593, "Y1": 0.4912, "X2": 0.59838, "Y2": 0.491, "X3": 0.59838, "Y3": 0.5068, "X4": 0.5593, "Y4": 0.5068, "page": 0, "Index": 110}, {"Word": "appeals", "Confidence": 0.991, "X1": 0.60377, "Y1": 0.4912, "X2": 0.66846, "Y2": 0.491, "X3": 0.66846, "Y3": 0.5068, "X4": 0.60243, "Y4": 0.5068, "page": 0, "Index": 111}, {"Word": "to/turns", "Confidence": 0.884, "X1": 0.67251, "Y1": 0.4912, "X2": 0.73585, "Y2": 0.491, "X3": 0.7345, "Y3": 0.5068, "X4": 0.67251, "Y4": 0.5068, "page": 0, "Index": 112}, {"Word": "off", "Confidence": 0.995, "X1": 0.73989, "Y1": 0.4912, "X2": 0.76146, "Y2": 0.491, "X3": 0.76146, "Y3": 0.5068, "X4": 0.73989, "Y4": 0.5068, "page": 0, "Index": 113}, {"Word": "this", "Confidence": 0.981, "X1": 0.7655, "Y1": 0.4912, "X2": 0.80054, "Y2": 0.491, "X3": 0.79919, "Y3": 0.5068, "X4": 0.7655, "Y4": 0.5068, "page": 0, "Index": 114}, {"Word": "group.", "Confidence": 0.993, "X1": 0.14286, "Y1": 0.5092, "X2": 0.20081, "Y2": 0.509, "X3": 0.20081, "Y3": 0.5238, "X4": 0.14286, "Y4": 0.5238, "page": 0, "Index": 115}, {"Word": "We", "Confidence": 0.998, "X1": 0.22237, "Y1": 0.5082, "X2": 0.25337, "Y2": 0.508, "X3": 0.25202, "Y3": 0.5248, "X4": 0.22237, "Y4": 0.5248, "page": 0, "Index": 116}, {"Word": "believe", "Confidence": 0.969, "X1": 0.25741, "Y1": 0.5082, "X2": 0.31671, "Y2": 0.508, "X3": 0.31536, "Y3": 0.5248, "X4": 0.25741, "Y4": 0.5248, "page": 0, "Index": 117}, {"Word": "your", "Confidence": 0.988, "X1": 0.32075, "Y1": 0.5072, "X2": 0.35849, "Y2": 0.507, "X3": 0.35849, "Y3": 0.5248, "X4": 0.32075, "Y4": 0.5248, "page": 0, "Index": 118}, {"Word": "editorial", "Confidence": 0.991, "X1": 0.36388, "Y1": 0.5072, "X2": 0.42857, "Y2": 0.507, "X3": 0.42722, "Y3": 0.5248, "X4": 0.36253, "Y4": 0.5248, "page": 0, "Index": 119}, {"Word": "group's", "Confidence": 0.994, "X1": 0.43261, "Y1": 0.5072, "X2": 0.49865, "Y2": 0.507, "X3": 0.49865, "Y3": 0.5248, "X4": 0.43261, "Y4": 0.5248, "page": 0, "Index": 120}, {"Word": "insights", "Confidence": 0.994, "X1": 0.50404, "Y1": 0.5072, "X2": 0.56739, "Y2": 0.507, "X3": 0.56739, "Y3": 0.5248, "X4": 0.5027, "Y4": 0.5248, "page": 0, "Index": 121}, {"Word": "and", "Confidence": 0.998, "X1": 0.57143, "Y1": 0.5072, "X2": 0.60377, "Y2": 0.507, "X3": 0.60243, "Y3": 0.5248, "X4": 0.57143, "Y4": 0.5248, "page": 0, "Index": 122}, {"Word": "perspective", "Confidence": 0.992, "X1": 0.60782, "Y1": 0.5082, "X2": 0.70216, "Y2": 0.508, "X3": 0.70081, "Y3": 0.5248, "X4": 0.60782, "Y4": 0.5248, "page": 0, "Index": 123}, {"Word": "will", "Confidence": 0.987, "X1": 0.7062, "Y1": 0.5082, "X2": 0.73315, "Y2": 0.508, "X3": 0.73315, "Y3": 0.5248, "X4": 0.7062, "Y4": 0.5248, "page": 0, "Index": 124}, {"Word": "be", "Confidence": 0.997, "X1": 0.73854, "Y1": 0.5082, "X2": 0.76146, "Y2": 0.508, "X3": 0.76146, "Y3": 0.5248, "X4": 0.7372, "Y4": 0.5248, "page": 0, "Index": 125}, {"Word": "invaluable.", "Confidence": 0.957, "X1": 0.14286, "Y1": 0.5262, "X2": 0.2345, "Y2": 0.526, "X3": 0.23315, "Y3": 0.5408, "X4": 0.14286, "Y4": 0.5388, "page": 0, "Index": 126}, {"Word": "We'd", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.5562, "X2": 0.18194, "Y2": 0.556, "X3": 0.18194, "Y3": 0.5728, "X4": 0.14151, "Y4": 0.5728, "page": 0, "Index": 127}, {"Word": "like", "Confidence": 0.987, "X1": 0.18733, "Y1": 0.5562, "X2": 0.21698, "Y2": 0.556, "X3": 0.21563, "Y3": 0.5738, "X4": 0.18598, "Y4": 0.5728, "page": 0, "Index": 128}, {"Word": "at", "Confidence": 0.997, "X1": 0.22102, "Y1": 0.5562, "X2": 0.2372, "Y2": 0.556, "X3": 0.23585, "Y3": 0.5738, "X4": 0.21968, "Y4": 0.5738, "page": 0, "Index": 129}, {"Word": "least", "Confidence": 0.994, "X1": 0.24124, "Y1": 0.5562, "X2": 0.28167, "Y2": 0.556, "X3": 0.28032, "Y3": 0.5738, "X4": 0.23989, "Y4": 0.5738, "page": 0, "Index": 130}, {"Word": "5-6", "Confidence": 0.994, "X1": 0.28706, "Y1": 0.5572, "X2": 0.31402, "Y2": 0.557, "X3": 0.31402, "Y3": 0.5738, "X4": 0.28571, "Y4": 0.5738, "page": 0, "Index": 131}, {"Word": "Details", "Confidence": 0.942, "X1": 0.31941, "Y1": 0.5572, "X2": 0.37601, "Y2": 0.557, "X3": 0.37601, "Y3": 0.5738, "X4": 0.31806, "Y4": 0.5738, "page": 0, "Index": 132}, {"Word": "staffers", "Confidence": 0.994, "X1": 0.3814, "Y1": 0.5572, "X2": 0.44205, "Y2": 0.557, "X3": 0.4407, "Y3": 0.5748, "X4": 0.38005, "Y4": 0.5738, "page": 0, "Index": 133}, {"Word": "there,", "Confidence": 0.993, "X1": 0.44609, "Y1": 0.5572, "X2": 0.49596, "Y2": 0.557, "X3": 0.49596, "Y3": 0.5748, "X4": 0.44609, "Y4": 0.5748, "page": 0, "Index": 134}, {"Word": "more", "Confidence": 0.988, "X1": 0.50135, "Y1": 0.5572, "X2": 0.54313, "Y2": 0.557, "X3": 0.54178, "Y3": 0.5748, "X4": 0.5, "Y4": 0.5748, "page": 0, "Index": 135}, {"Word": "If", "Confidence": 0.909, "X1": 0.54717, "Y1": 0.5572, "X2": 0.5566, "Y2": 0.557, "X3": 0.5566, "Y3": 0.5748, "X4": 0.54717, "Y4": 0.5748, "page": 0, "Index": 136}, {"Word": "possible.", "Confidence": 0.981, "X1": 0.56199, "Y1": 0.5572, "X2": 0.6442, "Y2": 0.557, "X3": 0.6442, "Y3": 0.5748, "X4": 0.56065, "Y4": 0.5748, "page": 0, "Index": 137}, {"Word": "We", "Confidence": 0.997, "X1": 0.65499, "Y1": 0.5572, "X2": 0.68329, "Y2": 0.557, "X3": 0.68329, "Y3": 0.5748, "X4": 0.65364, "Y4": 0.5748, "page": 0, "Index": 138}, {"Word": "anticipate", "Confidence": 0.942, "X1": 0.68868, "Y1": 0.5572, "X2": 0.76954, "Y2": 0.557, "X3": 0.76954, "Y3": 0.5748, "X4": 0.68868, "Y4": 0.5748, "page": 0, "Index": 139}, {"Word": "that", "Confidence": 0.817, "X1": 0.77358, "Y1": 0.5572, "X2": 0.80997, "Y2": 0.557, "X3": 0.80997, "Y3": 0.5748, "X4": 0.77358, "Y4": 0.5748, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.5742, "X2": 0.16577, "Y2": 0.574, "X3": 0.16577, "Y3": 0.5908, "X4": 0.14016, "Y4": 0.5898, "page": 0, "Index": 141}, {"Word": "meeting", "Confidence": 0.993, "X1": 0.17116, "Y1": 0.5742, "X2": 0.2372, "Y2": 0.574, "X3": 0.2372, "Y3": 0.5908, "X4": 0.16981, "Y4": 0.5908, "page": 0, "Index": 142}, {"Word": "will", "Confidence": 0.989, "X1": 0.24124, "Y1": 0.5752, "X2": 0.26819, "Y2": 0.575, "X3": 0.26819, "Y3": 0.5908, "X4": 0.24124, "Y4": 0.5908, "page": 0, "Index": 143}, {"Word": "take", "Confidence": 0.983, "X1": 0.27358, "Y1": 0.5752, "X2": 0.30997, "Y2": 0.575, "X3": 0.30997, "Y3": 0.5908, "X4": 0.27224, "Y4": 0.5908, "page": 0, "Index": 144}, {"Word": "about", "Confidence": 0.997, "X1": 0.31402, "Y1": 0.5752, "X2": 0.36119, "Y2": 0.575, "X3": 0.36119, "Y3": 0.5908, "X4": 0.31402, "Y4": 0.5908, "page": 0, "Index": 145}, {"Word": "1", "Confidence": 0.991, "X1": 0.36658, "Y1": 0.5752, "X2": 0.37466, "Y2": 0.575, "X3": 0.37466, "Y3": 0.5908, "X4": 0.36658, "Y4": 0.5908, "page": 0, "Index": 146}, {"Word": "hour.", "Confidence": 0.994, "X1": 0.38005, "Y1": 0.5752, "X2": 0.43127, "Y2": 0.575, "X3": 0.43127, "Y3": 0.5908, "X4": 0.38005, "Y4": 0.5908, "page": 0, "Index": 147}, {"Word": "We'd", "Confidence": 0.994, "X1": 0.44744, "Y1": 0.5752, "X2": 0.49191, "Y2": 0.575, "X3": 0.49191, "Y3": 0.5908, "X4": 0.44744, "Y4": 0.5908, "page": 0, "Index": 148}, {"Word": "like", "Confidence": 0.983, "X1": 0.49596, "Y1": 0.5752, "X2": 0.52426, "Y2": 0.575, "X3": 0.52561, "Y3": 0.5908, "X4": 0.4973, "Y4": 0.5908, "page": 0, "Index": 149}, {"Word": "the", "Confidence": 0.998, "X1": 0.52965, "Y1": 0.5752, "X2": 0.55526, "Y2": 0.575, "X3": 0.5566, "Y3": 0.5918, "X4": 0.52965, "Y4": 0.5918, "page": 0, "Index": 150}, {"Word": "discussion", "Confidence": 0.991, "X1": 0.56065, "Y1": 0.5752, "X2": 0.6469, "Y2": 0.575, "X3": 0.64825, "Y3": 0.5918, "X4": 0.56065, "Y4": 0.5918, "page": 0, "Index": 151}, {"Word": "to", "Confidence": 0.996, "X1": 0.65229, "Y1": 0.5752, "X2": 0.66846, "Y2": 0.575, "X3": 0.66846, "Y3": 0.5918, "X4": 0.65229, "Y4": 0.5918, "page": 0, "Index": 152}, {"Word": "be", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.5752, "X2": 0.69272, "Y2": 0.575, "X3": 0.69407, "Y3": 0.5918, "X4": 0.67385, "Y4": 0.5918, "page": 0, "Index": 153}, {"Word": "very", "Confidence": 0.987, "X1": 0.69811, "Y1": 0.5742, "X2": 0.73315, "Y2": 0.574, "X3": 0.7345, "Y3": 0.5918, "X4": 0.69811, "Y4": 0.5918, "page": 0, "Index": 154}, {"Word": "informal", "Confidence": 0.991, "X1": 0.7372, "Y1": 0.5742, "X2": 0.80863, "Y2": 0.574, "X3": 0.80997, "Y3": 0.5918, "X4": 0.73854, "Y4": 0.5918, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.997, "X1": 0.14286, "Y1": 0.5922, "X2": 0.17251, "Y2": 0.592, "X3": 0.17251, "Y3": 0.6078, "X4": 0.14286, "Y4": 0.6068, "page": 0, "Index": 156}, {"Word": "open.", "Confidence": 0.996, "X1": 0.17655, "Y1": 0.5922, "X2": 0.22911, "Y2": 0.592, "X3": 0.22911, "Y3": 0.6078, "X4": 0.17655, "Y4": 0.6078, "page": 0, "Index": 157}, {"Word": "Julie,", "Confidence": 0.992, "X1": 0.14286, "Y1": 0.6242, "X2": 0.18868, "Y2": 0.624, "X3": 0.18733, "Y3": 0.6398, "X4": 0.14151, "Y4": 0.6398, "page": 0, "Index": 158}, {"Word": "thank", "Confidence": 0.997, "X1": 0.19272, "Y1": 0.6242, "X2": 0.23989, "Y2": 0.624, "X3": 0.23854, "Y3": 0.6398, "X4": 0.19137, "Y4": 0.6398, "page": 0, "Index": 159}, {"Word": "you", "Confidence": 0.998, "X1": 0.24394, "Y1": 0.6242, "X2": 0.27493, "Y2": 0.624, "X3": 0.27358, "Y3": 0.6398, "X4": 0.24259, "Y4": 0.6398, "page": 0, "Index": 160}, {"Word": "for", "Confidence": 0.998, "X1": 0.27898, "Y1": 0.6242, "X2": 0.30189, "Y2": 0.624, "X3": 0.30054, "Y3": 0.6398, "X4": 0.27898, "Y4": 0.6398, "page": 0, "Index": 161}, {"Word": "arranging", "Confidence": 0.868, "X1": 0.30593, "Y1": 0.6242, "X2": 0.38544, "Y2": 0.624, "X3": 0.3841, "Y3": 0.6398, "X4": 0.30593, "Y4": 0.6398, "page": 0, "Index": 162}, {"Word": "this", "Confidence": 0.991, "X1": 0.38949, "Y1": 0.6242, "X2": 0.41779, "Y2": 0.624, "X3": 0.41779, "Y3": 0.6398, "X4": 0.38949, "Y4": 0.6398, "page": 0, "Index": 163}, {"Word": "meeting.", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.6242, "X2": 0.5, "Y2": 0.624, "X3": 0.49865, "Y3": 0.6408, "X4": 0.42183, "Y4": 0.6398, "page": 0, "Index": 164}, {"Word": "Please", "Confidence": 0.955, "X1": 0.50539, "Y1": 0.6242, "X2": 0.56199, "Y2": 0.624, "X3": 0.56065, "Y3": 0.6408, "X4": 0.50404, "Y4": 0.6408, "page": 0, "Index": 165}, {"Word": "let", "Confidence": 0.998, "X1": 0.56604, "Y1": 0.6242, "X2": 0.58895, "Y2": 0.624, "X3": 0.5876, "Y3": 0.6408, "X4": 0.56469, "Y4": 0.6408, "page": 0, "Index": 166}, {"Word": "me", "Confidence": 0.995, "X1": 0.59299, "Y1": 0.6242, "X2": 0.6186, "Y2": 0.624, "X3": 0.61725, "Y3": 0.6408, "X4": 0.59164, "Y4": 0.6408, "page": 0, "Index": 167}, {"Word": "know", "Confidence": 0.979, "X1": 0.62264, "Y1": 0.6242, "X2": 0.66577, "Y2": 0.624, "X3": 0.66442, "Y3": 0.6408, "X4": 0.62129, "Y4": 0.6408, "page": 0, "Index": 168}, {"Word": "by", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.6242, "X2": 0.69137, "Y2": 0.624, "X3": 0.69003, "Y3": 0.6408, "X4": 0.66981, "Y4": 0.6408, "page": 0, "Index": 169}, {"Word": "Friday,", "Confidence": 0.624, "X1": 0.69542, "Y1": 0.6242, "X2": 0.75472, "Y2": 0.624, "X3": 0.75337, "Y3": 0.6408, "X4": 0.69407, "Y4": 0.6408, "page": 0, "Index": 170}, {"Word": "4/18,", "Confidence": 0.919, "X1": 0.75876, "Y1": 0.6242, "X2": 0.80593, "Y2": 0.624, "X3": 0.80458, "Y3": 0.6418, "X4": 0.75741, "Y4": 0.6408, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.14151, "Y1": 0.6412, "X2": 0.16577, "Y2": 0.641, "X3": 0.16577, "Y3": 0.6568, "X4": 0.14151, "Y4": 0.6568, "page": 0, "Index": 172}, {"Word": "specific", "Confidence": 0.993, "X1": 0.17116, "Y1": 0.6412, "X2": 0.2345, "Y2": 0.641, "X3": 0.23315, "Y3": 0.6568, "X4": 0.16981, "Y4": 0.6568, "page": 0, "Index": 173}, {"Word": "details", "Confidence": 0.991, "X1": 0.23854, "Y1": 0.6402, "X2": 0.29245, "Y2": 0.64, "X3": 0.29245, "Y3": 0.6568, "X4": 0.23854, "Y4": 0.6568, "page": 0, "Index": 174}, {"Word": "(i.e", "Confidence": 0.972, "X1": 0.29784, "Y1": 0.6402, "X2": 0.31941, "Y2": 0.64, "X3": 0.31941, "Y3": 0.6568, "X4": 0.2965, "Y4": 0.6568, "page": 0, "Index": 175}, {"Word": ".,", "Confidence": 0.957, "X1": 0.32345, "Y1": 0.6402, "X2": 0.33423, "Y2": 0.64, "X3": 0.33423, "Y3": 0.6568, "X4": 0.32345, "Y4": 0.6568, "page": 0, "Index": 176}, {"Word": "address/floor", "Confidence": 0.981, "X1": 0.33827, "Y1": 0.6402, "X2": 0.44609, "Y2": 0.64, "X3": 0.44609, "Y3": 0.6568, "X4": 0.33827, "Y4": 0.6568, "page": 0, "Index": 177}, {"Word": "to", "Confidence": 0.997, "X1": 0.45013, "Y1": 0.6402, "X2": 0.46631, "Y2": 0.64, "X3": 0.46631, "Y3": 0.6568, "X4": 0.45013, "Y4": 0.6568, "page": 0, "Index": 178}, {"Word": "which", "Confidence": 0.997, "X1": 0.47035, "Y1": 0.6402, "X2": 0.51887, "Y2": 0.64, "X3": 0.51887, "Y3": 0.6568, "X4": 0.47035, "Y4": 0.6568, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.994, "X1": 0.52426, "Y1": 0.6402, "X2": 0.54987, "Y2": 0.64, "X3": 0.54987, "Y3": 0.6568, "X4": 0.52426, "Y4": 0.6568, "page": 0, "Index": 180}, {"Word": "WINSTON", "Confidence": 0.993, "X1": 0.55526, "Y1": 0.6412, "X2": 0.64286, "Y2": 0.641, "X3": 0.64286, "Y3": 0.6578, "X4": 0.55526, "Y4": 0.6568, "page": 0, "Index": 181}, {"Word": "group", "Confidence": 0.997, "X1": 0.64825, "Y1": 0.6412, "X2": 0.69542, "Y2": 0.641, "X3": 0.69542, "Y3": 0.6578, "X4": 0.64825, "Y4": 0.6578, "page": 0, "Index": 182}, {"Word": "should", "Confidence": 0.995, "X1": 0.70081, "Y1": 0.6412, "X2": 0.75606, "Y2": 0.641, "X3": 0.75606, "Y3": 0.6578, "X4": 0.70081, "Y4": 0.6578, "page": 0, "Index": 183}, {"Word": "go", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.6412, "X2": 0.78571, "Y2": 0.641, "X3": 0.78571, "Y3": 0.6588, "X4": 0.76011, "Y4": 0.6578, "page": 0, "Index": 184}, {"Word": "upon", "Confidence": 0.996, "X1": 0.14016, "Y1": 0.6582, "X2": 0.18194, "Y2": 0.658, "X3": 0.18194, "Y3": 0.6738, "X4": 0.14016, "Y4": 0.6738, "page": 0, "Index": 185}, {"Word": "their", "Confidence": 0.997, "X1": 0.18598, "Y1": 0.6582, "X2": 0.22372, "Y2": 0.658, "X3": 0.22237, "Y3": 0.6738, "X4": 0.18598, "Y4": 0.6738, "page": 0, "Index": 186}, {"Word": "arrival", "Confidence": 0.991, "X1": 0.22776, "Y1": 0.6582, "X2": 0.27898, "Y2": 0.658, "X3": 0.27898, "Y3": 0.6738, "X4": 0.22776, "Y4": 0.6738, "page": 0, "Index": 187}, {"Word": "and/or", "Confidence": 0.995, "X1": 0.28437, "Y1": 0.6572, "X2": 0.33558, "Y2": 0.657, "X3": 0.33558, "Y3": 0.6738, "X4": 0.28437, "Y4": 0.6738, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.994, "X1": 0.34097, "Y1": 0.6572, "X2": 0.36658, "Y2": 0.657, "X3": 0.36658, "Y3": 0.6738, "X4": 0.33962, "Y4": 0.6738, "page": 0, "Index": 189}, {"Word": "contact", "Confidence": 0.993, "X1": 0.37197, "Y1": 0.6572, "X2": 0.43261, "Y2": 0.657, "X3": 0.43261, "Y3": 0.6738, "X4": 0.37197, "Y4": 0.6738, "page": 0, "Index": 190}, {"Word": "they", "Confidence": 0.986, "X1": 0.43666, "Y1": 0.6572, "X2": 0.4717, "Y2": 0.657, "X3": 0.4717, "Y3": 0.6738, "X4": 0.43666, "Y4": 0.6738, "page": 0, "Index": 191}, {"Word": "should", "Confidence": 0.997, "X1": 0.47709, "Y1": 0.6572, "X2": 0.53235, "Y2": 0.657, "X3": 0.53369, "Y3": 0.6738, "X4": 0.47709, "Y4": 0.6738, "page": 0, "Index": 192}, {"Word": "call", "Confidence": 0.991, "X1": 0.53774, "Y1": 0.6572, "X2": 0.56604, "Y2": 0.657, "X3": 0.56604, "Y3": 0.6748, "X4": 0.53774, "Y4": 0.6738, "page": 0, "Index": 193}, {"Word": "on", "Confidence": 0.998, "X1": 0.57008, "Y1": 0.6572, "X2": 0.59164, "Y2": 0.657, "X3": 0.59299, "Y3": 0.6748, "X4": 0.57008, "Y4": 0.6748, "page": 0, "Index": 194}, {"Word": "arrival.)", "Confidence": 0.949, "X1": 0.59704, "Y1": 0.6572, "X2": 0.66577, "Y2": 0.657, "X3": 0.66577, "Y3": 0.6748, "X4": 0.59704, "Y4": 0.6748, "page": 0, "Index": 195}, {"Word": "Also,", "Confidence": 0.991, "X1": 0.67251, "Y1": 0.6582, "X2": 0.71968, "Y2": 0.658, "X3": 0.71968, "Y3": 0.6748, "X4": 0.67251, "Y4": 0.6748, "page": 0, "Index": 196}, {"Word": "please", "Confidence": 0.994, "X1": 0.14016, "Y1": 0.6742, "X2": 0.19272, "Y2": 0.674, "X3": 0.19272, "Y3": 0.6898, "X4": 0.14016, "Y4": 0.6898, "page": 0, "Index": 197}, {"Word": "let", "Confidence": 0.993, "X1": 0.19677, "Y1": 0.6742, "X2": 0.21968, "Y2": 0.674, "X3": 0.21968, "Y3": 0.6898, "X4": 0.19677, "Y4": 0.6898, "page": 0, "Index": 198}, {"Word": "me", "Confidence": 0.997, "X1": 0.22507, "Y1": 0.6742, "X2": 0.25067, "Y2": 0.674, "X3": 0.24933, "Y3": 0.6898, "X4": 0.22372, "Y4": 0.6898, "page": 0, "Index": 199}, {"Word": "know", "Confidence": 0.984, "X1": 0.25472, "Y1": 0.6742, "X2": 0.29919, "Y2": 0.674, "X3": 0.29919, "Y3": 0.6908, "X4": 0.25472, "Y4": 0.6898, "page": 0, "Index": 200}, {"Word": "who", "Confidence": 0.994, "X1": 0.30458, "Y1": 0.6742, "X2": 0.33693, "Y2": 0.674, "X3": 0.33693, "Y3": 0.6908, "X4": 0.30323, "Y4": 0.6908, "page": 0, "Index": 201}, {"Word": "they", "Confidence": 0.988, "X1": 0.34232, "Y1": 0.6742, "X2": 0.37736, "Y2": 0.674, "X3": 0.37736, "Y3": 0.6908, "X4": 0.34097, "Y4": 0.6908, "page": 0, "Index": 202}, {"Word": "should", "Confidence": 0.995, "X1": 0.38275, "Y1": 0.6742, "X2": 0.43801, "Y2": 0.674, "X3": 0.43801, "Y3": 0.6908, "X4": 0.3814, "Y4": 0.6908, "page": 0, "Index": 203}, {"Word": "call", "Confidence": 0.853, "X1": 0.44205, "Y1": 0.6742, "X2": 0.47035, "Y2": 0.674, "X3": 0.47035, "Y3": 0.6908, "X4": 0.44205, "Y4": 0.6908, "page": 0, "Index": 204}, {"Word": "(name", "Confidence": 0.996, "X1": 0.47574, "Y1": 0.6742, "X2": 0.52965, "Y2": 0.674, "X3": 0.52965, "Y3": 0.6908, "X4": 0.47439, "Y4": 0.6908, "page": 0, "Index": 205}, {"Word": "and", "Confidence": 0.998, "X1": 0.53369, "Y1": 0.6742, "X2": 0.56604, "Y2": 0.674, "X3": 0.56469, "Y3": 0.6918, "X4": 0.53369, "Y4": 0.6908, "page": 0, "Index": 206}, {"Word": "phone)", "Confidence": 0.995, "X1": 0.57008, "Y1": 0.6742, "X2": 0.62668, "Y2": 0.674, "X3": 0.62668, "Y3": 0.6918, "X4": 0.57008, "Y4": 0.6918, "page": 0, "Index": 207}, {"Word": "In", "Confidence": 0.968, "X1": 0.63208, "Y1": 0.6742, "X2": 0.6469, "Y2": 0.674, "X3": 0.6469, "Y3": 0.6918, "X4": 0.63073, "Y4": 0.6918, "page": 0, "Index": 208}, {"Word": "case", "Confidence": 0.998, "X1": 0.65094, "Y1": 0.6742, "X2": 0.69137, "Y2": 0.674, "X3": 0.69137, "Y3": 0.6918, "X4": 0.65094, "Y4": 0.6918, "page": 0, "Index": 209}, {"Word": "of", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.6742, "X2": 0.71294, "Y2": 0.674, "X3": 0.71294, "Y3": 0.6918, "X4": 0.69542, "Y4": 0.6918, "page": 0, "Index": 210}, {"Word": "any", "Confidence": 0.998, "X1": 0.71698, "Y1": 0.6742, "X2": 0.75067, "Y2": 0.674, "X3": 0.75067, "Y3": 0.6908, "X4": 0.71698, "Y4": 0.6918, "page": 0, "Index": 211}, {"Word": "unlikely", "Confidence": 0.992, "X1": 0.14016, "Y1": 0.6902, "X2": 0.20081, "Y2": 0.69, "X3": 0.20081, "Y3": 0.7068, "X4": 0.13881, "Y4": 0.7078, "page": 0, "Index": 212}, {"Word": "last-minute", "Confidence": 0.934, "X1": 0.2062, "Y1": 0.6912, "X2": 0.29919, "Y2": 0.691, "X3": 0.29919, "Y3": 0.7078, "X4": 0.20485, "Y4": 0.7068, "page": 0, "Index": 213}, {"Word": "delay.", "Confidence": 0.996, "X1": 0.30323, "Y1": 0.6912, "X2": 0.35714, "Y2": 0.691, "X3": 0.3558, "Y3": 0.7088, "X4": 0.30323, "Y4": 0.7078, "page": 0, "Index": 214}, {"Word": "Sincerely,", "Confidence": 0.85, "X1": 0.14151, "Y1": 0.7242, "X2": 0.22507, "Y2": 0.724, "X3": 0.22507, "Y3": 0.7408, "X4": 0.14151, "Y4": 0.7398, "page": 0, "Index": 215}, {"Word": "Patti", "Confidence": 0.994, "X1": 0.14016, "Y1": 0.7732, "X2": 0.17655, "Y2": 0.773, "X3": 0.17655, "Y3": 0.7898, "X4": 0.14016, "Y4": 0.7898, "page": 0, "Index": 216}, {"Word": "Ittermann", "Confidence": 0.941, "X1": 0.18194, "Y1": 0.7742, "X2": 0.26415, "Y2": 0.774, "X3": 0.2628, "Y3": 0.7918, "X4": 0.18059, "Y4": 0.7898, "page": 0, "Index": 217}, {"Word": "52604", "Confidence": 0.995, "X1": 0.94609, "Y1": 0.9142, "X2": 0.94879, "Y2": 0.914, "X3": 0.92318, "Y3": 0.9148, "X4": 0.92183, "Y4": 0.8668, "page": 0, "Index": 218}, {"Word": "3361", "Confidence": 0.964, "X1": 0.95013, "Y1": 0.9622, "X2": 0.95283, "Y2": 0.962, "X3": 0.92857, "Y3": 0.9628, "X4": 0.92453, "Y4": 0.9218, "page": 0, "Index": 219}]}
"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"
ffgw0094
0
{"lines_data": [{"Word": "R J Reynolds", "Confidence": 0.99633, "X1": 0.18194, "Y1": 0.1252, "X2": 0.48383, "Y2": 0.125, "X3": 0.48383, "Y3": 0.1718, "X4": 0.18194, "Y4": 0.1708, "page": 0}, {"Word": "Tobacco Company", "Confidence": 0.9955, "X1": 0.56065, "Y1": 0.1522, "X2": 0.70485, "Y2": 0.152, "X3": 0.70485, "Y3": 0.1688, "X4": 0.56065, "Y4": 0.1678, "page": 0}, {"Word": "PATTI ITTERMANN", "Confidence": 0.986, "X1": 0.63747, "Y1": 0.1742, "X2": 0.75876, "Y2": 0.174, "X3": 0.75876, "Y3": 0.1868, "X4": 0.63747, "Y4": 0.1858, "page": 0}, {"Word": "Senior Manager", "Confidence": 0.7075, "X1": 0.64286, "Y1": 0.1872, "X2": 0.73854, "Y2": 0.187, "X3": 0.7372, "Y3": 0.1998, "X4": 0.64286, "Y4": 0.1978, "page": 0}, {"Word": "Media", "Confidence": 0.616, "X1": 0.64151, "Y1": 0.1992, "X2": 0.68194, "Y2": 0.199, "X3": 0.68059, "Y3": 0.2098, "X4": 0.64016, "Y4": 0.2088, "page": 0}, {"Word": "Winston-Salem, NC 27102", "Confidence": 0.969, "X1": 0.63881, "Y1": 0.2092, "X2": 0.79919, "Y2": 0.209, "X3": 0.79919, "Y3": 0.2228, "X4": 0.63881, "Y4": 0.2218, "page": 0}, {"Word": "010-741-7479", "Confidence": 0.655, "X1": 0.64151, "Y1": 0.2202, "X2": 0.72642, "Y2": 0.22, "X3": 0.72642, "Y3": 0.2318, "X4": 0.64151, "Y4": 0.2318, "page": 0}, {"Word": "Fax 910-741-5327", "Confidence": 0.907, "X1": 0.63881, "Y1": 0.2322, "X2": 0.74663, "Y2": 0.232, "X3": 0.74663, "Y3": 0.2448, "X4": 0.63881, "Y4": 0.2438, "page": 0}, {"Word": "VIA FAX", "Confidence": 0.995, "X1": 0.36388, "Y1": 0.2672, "X2": 0.4407, "Y2": 0.267, "X3": 0.4407, "Y3": 0.2848, "X4": 0.36388, "Y4": 0.2848, "page": 0}, {"Word": "Ms. Jane Friedman", "Confidence": 0.994, "X1": 0.1442, "Y1": 0.2962, "X2": 0.30593, "Y2": 0.296, "X3": 0.30593, "Y3": 0.3118, "X4": 0.1442, "Y4": 0.3108, "page": 0}, {"Word": "April 16, 1997", "Confidence": 0.993, "X1": 0.64016, "Y1": 0.2942, "X2": 0.76146, "Y2": 0.294, "X3": 0.76146, "Y3": 0.3128, "X4": 0.64016, "Y4": 0.3148, "page": 0}, {"Word": "Interview Magazine", "Confidence": 0.9935, "X1": 0.14151, "Y1": 0.3132, "X2": 0.30458, "Y2": 0.313, "X3": 0.30458, "Y3": 0.3278, "X4": 0.14151, "Y4": 0.3268, "page": 0}, {"Word": "FAX # 212-941-2885", "Confidence": 0.995, "X1": 0.14286, "Y1": 0.3282, "X2": 0.31806, "Y2": 0.328, "X3": 0.31806, "Y3": 0.3438, "X4": 0.14286, "Y4": 0.3438, "page": 0}, {"Word": "Dear Jane:", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.3792, "X2": 0.2372, "Y2": 0.379, "X3": 0.2372, "Y3": 0.3938, "X4": 0.14151, "Y4": 0.3938, "page": 0}, {"Word": "This confirms that Joe Michalek, WINSTON Brand Group-In charge of", "Confidence": 0.9749, "X1": 0.1442, "Y1": 0.4112, "X2": 0.72237, "Y2": 0.411, "X3": 0.72237, "Y3": 0.4288, "X4": 0.1442, "Y4": 0.4268, "page": 0}, {"Word": "advertising development, will be in your offices at 3:30 on Tuesday,", "Confidence": 0.98109, "X1": 0.14016, "Y1": 0.4292, "X2": 0.70216, "Y2": 0.429, "X3": 0.70216, "Y3": 0.4458, "X4": 0.14016, "Y4": 0.4438, "page": 0}, {"Word": "April 22. With Joe, there will be about 5 other people who work on", "Confidence": 0.98357, "X1": 0.1442, "Y1": 0.4462, "X2": 0.7062, "Y2": 0.446, "X3": 0.7062, "Y3": 0.4628, "X4": 0.1442, "Y4": 0.4608, "page": 0}, {"Word": "WINSTON.", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.4612, "X2": 0.23989, "Y2": 0.461, "X3": 0.23989, "Y3": 0.4778, "X4": 0.14151, "Y4": 0.4778, "page": 0}, {"Word": "The purpose of the meeting is a roundtable discussion on some altemative", "Confidence": 0.9375, "X1": 0.14151, "Y1": 0.4942, "X2": 0.76011, "Y2": 0.494, "X3": 0.76011, "Y3": 0.5118, "X4": 0.14151, "Y4": 0.5108, "page": 0}, {"Word": "advertising concepts being developed. We'd like the \"Interview contingent\" to", "Confidence": 0.9625, "X1": 0.14151, "Y1": 0.5112, "X2": 0.79245, "Y2": 0.511, "X3": 0.79245, "Y3": 0.5278, "X4": 0.14151, "Y4": 0.5268, "page": 0}, {"Word": "Include some of your young/hip/cool editorial staff - those staffers who have", "Confidence": 0.98208, "X1": 0.14151, "Y1": 0.5282, "X2": 0.77089, "Y2": 0.528, "X3": 0.77089, "Y3": 0.5448, "X4": 0.14151, "Y4": 0.5438, "page": 0}, {"Word": "their finger on the pulse of your 21-24 readers and what appeals to/turns off this", "Confidence": 0.96767, "X1": 0.14286, "Y1": 0.5452, "X2": 0.79919, "Y2": 0.545, "X3": 0.79919, "Y3": 0.5608, "X4": 0.14286, "Y4": 0.5598, "page": 0}, {"Word": "group. We believe your editorial group's insights and perspective will be", "Confidence": 0.95409, "X1": 0.14151, "Y1": 0.5612, "X2": 0.7628, "Y2": 0.561, "X3": 0.7628, "Y3": 0.5788, "X4": 0.14151, "Y4": 0.5778, "page": 0}, {"Word": "Invaluable.", "Confidence": 0.954, "X1": 0.14151, "Y1": 0.5782, "X2": 0.23315, "Y2": 0.578, "X3": 0.23315, "Y3": 0.5928, "X4": 0.14151, "Y4": 0.5918, "page": 0}, {"Word": "We'd like at least 5-6 Interview staffers there, more if possible. We anticipate", "Confidence": 0.97615, "X1": 0.14016, "Y1": 0.6102, "X2": 0.78976, "Y2": 0.61, "X3": 0.78976, "Y3": 0.6278, "X4": 0.14016, "Y4": 0.6258, "page": 0}, {"Word": "that the meeting will take about 1 hour. We'd like the discussion to be very", "Confidence": 0.99013, "X1": 0.14016, "Y1": 0.6272, "X2": 0.77358, "Y2": 0.627, "X3": 0.77358, "Y3": 0.6438, "X4": 0.14016, "Y4": 0.6428, "page": 0}, {"Word": "informal and open.", "Confidence": 0.99633, "X1": 0.14286, "Y1": 0.6442, "X2": 0.29784, "Y2": 0.644, "X3": 0.29784, "Y3": 0.6598, "X4": 0.14286, "Y4": 0.6578, "page": 0}, {"Word": "Jane, thank you for arranging this meeting. Please let me know by Friday, 4/18,", "Confidence": 0.98279, "X1": 0.14016, "Y1": 0.6762, "X2": 0.80189, "Y2": 0.676, "X3": 0.80189, "Y3": 0.6938, "X4": 0.14016, "Y4": 0.6928, "page": 0}, {"Word": "the specific details (i.e ., address/floor to which the WINSTON group should go", "Confidence": 0.974, "X1": 0.14016, "Y1": 0.6932, "X2": 0.78571, "Y2": 0.693, "X3": 0.78571, "Y3": 0.7108, "X4": 0.14016, "Y4": 0.7088, "page": 0}, {"Word": "upon their arrival and/or the contact they should call on arrival.) Also,", "Confidence": 0.95183, "X1": 0.13881, "Y1": 0.7102, "X2": 0.71833, "Y2": 0.71, "X3": 0.71833, "Y3": 0.7268, "X4": 0.13881, "Y4": 0.7258, "page": 0}, {"Word": "please let me know who they should call (name and phone) in case of any", "Confidence": 0.9934, "X1": 0.14016, "Y1": 0.7262, "X2": 0.75202, "Y2": 0.726, "X3": 0.75202, "Y3": 0.7438, "X4": 0.14016, "Y4": 0.7428, "page": 0}, {"Word": "unlikely last-minute delay.", "Confidence": 0.99267, "X1": 0.14151, "Y1": 0.7422, "X2": 0.3531, "Y2": 0.742, "X3": 0.3531, "Y3": 0.7598, "X4": 0.14151, "Y4": 0.7598, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.882, "X1": 0.14151, "Y1": 0.7762, "X2": 0.22372, "Y2": 0.776, "X3": 0.22372, "Y3": 0.7928, "X4": 0.14151, "Y4": 0.7918, "page": 0}, {"Word": "Patti ittermann", "Confidence": 0.922, "X1": 0.13881, "Y1": 0.8262, "X2": 0.26415, "Y2": 0.826, "X3": 0.26415, "Y3": 0.8428, "X4": 0.13747, "Y4": 0.8408, "page": 0}, {"Word": "R J Reynolds", "Confidence": 0.99333, "X1": 0.1779, "Y1": 0.8492, "X2": 0.48383, "Y2": 0.849, "X3": 0.48248, "Y3": 0.8938, "X4": 0.17655, "Y4": 0.8888, "page": 0}, {"Word": "Tobacco Company", "Confidence": 0.996, "X1": 0.5566, "Y1": 0.8732, "X2": 0.70216, "Y2": 0.873, "X3": 0.70081, "Y3": 0.8908, "X4": 0.5566, "Y4": 0.8888, "page": 0}, {"Word": "52604 3360", "Confidence": 0.9935, "X1": 0.95418, "Y1": 0.9632, "X2": 0.95013, "Y2": 0.963, "X3": 0.92722, "Y3": 0.9618, "X4": 0.93127, "Y4": 0.8638, "page": 0}], "words_data": [{"Word": "R", "Confidence": 0.995, "X1": 0.18329, "Y1": 0.1252, "X2": 0.21833, "Y2": 0.125, "X3": 0.21698, "Y3": 0.1718, "X4": 0.18194, "Y4": 0.1718, "page": 0, "Index": 0}, {"Word": "J", "Confidence": 0.998, "X1": 0.23181, "Y1": 0.1262, "X2": 0.25741, "Y2": 0.126, "X3": 0.25606, "Y3": 0.1718, "X4": 0.23046, "Y4": 0.1718, "page": 0, "Index": 1}, {"Word": "Reynolds", "Confidence": 0.996, "X1": 0.26954, "Y1": 0.1272, "X2": 0.48518, "Y2": 0.127, "X3": 0.48383, "Y3": 0.1728, "X4": 0.26819, "Y4": 0.1728, "page": 0, "Index": 2}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.56199, "Y1": 0.1532, "X2": 0.62534, "Y2": 0.153, "X3": 0.62668, "Y3": 0.1688, "X4": 0.56334, "Y4": 0.1668, "page": 0, "Index": 3}, {"Word": "Company", "Confidence": 0.996, "X1": 0.63073, "Y1": 0.1522, "X2": 0.7035, "Y2": 0.152, "X3": 0.7035, "Y3": 0.1688, "X4": 0.63073, "Y4": 0.1688, "page": 0, "Index": 4}, {"Word": "PATTI", "Confidence": 0.981, "X1": 0.64151, "Y1": 0.1742, "X2": 0.6779, "Y2": 0.174, "X3": 0.6779, "Y3": 0.1868, "X4": 0.64151, "Y4": 0.1868, "page": 0, "Index": 5}, {"Word": "ITTERMANN", "Confidence": 0.991, "X1": 0.68059, "Y1": 0.1752, "X2": 0.75472, "Y2": 0.175, "X3": 0.75337, "Y3": 0.1868, "X4": 0.68059, "Y4": 0.1868, "page": 0, "Index": 6}, {"Word": "Senior", "Confidence": 0.752, "X1": 0.6442, "Y1": 0.1872, "X2": 0.68194, "Y2": 0.187, "X3": 0.68059, "Y3": 0.1988, "X4": 0.6442, "Y4": 0.1978, "page": 0, "Index": 7}, {"Word": "Manager", "Confidence": 0.663, "X1": 0.68464, "Y1": 0.1872, "X2": 0.73854, "Y2": 0.187, "X3": 0.73854, "Y3": 0.1998, "X4": 0.68464, "Y4": 0.1988, "page": 0, "Index": 8}, {"Word": "Media", "Confidence": 0.616, "X1": 0.64286, "Y1": 0.1992, "X2": 0.68194, "Y2": 0.199, "X3": 0.68059, "Y3": 0.2098, "X4": 0.64286, "Y4": 0.2088, "page": 0, "Index": 9}, {"Word": "Winston-Salem,", "Confidence": 0.913, "X1": 0.64151, "Y1": 0.2092, "X2": 0.73585, "Y2": 0.209, "X3": 0.73585, "Y3": 0.2218, "X4": 0.64151, "Y4": 0.2218, "page": 0, "Index": 10}, {"Word": "NC", "Confidence": 0.997, "X1": 0.73854, "Y1": 0.2102, "X2": 0.75741, "Y2": 0.21, "X3": 0.75741, "Y3": 0.2218, "X4": 0.73854, "Y4": 0.2218, "page": 0, "Index": 11}, {"Word": "27102", "Confidence": 0.997, "X1": 0.76011, "Y1": 0.2102, "X2": 0.79784, "Y2": 0.21, "X3": 0.79784, "Y3": 0.2228, "X4": 0.76011, "Y4": 0.2218, "page": 0, "Index": 12}, {"Word": "010-741-7479", "Confidence": 0.655, "X1": 0.64286, "Y1": 0.2212, "X2": 0.72237, "Y2": 0.221, "X3": 0.72102, "Y3": 0.2318, "X4": 0.64286, "Y4": 0.2328, "page": 0, "Index": 13}, {"Word": "Fax", "Confidence": 0.914, "X1": 0.64286, "Y1": 0.2322, "X2": 0.66307, "Y2": 0.232, "X3": 0.66307, "Y3": 0.2448, "X4": 0.64151, "Y4": 0.2448, "page": 0, "Index": 14}, {"Word": "910-741-5327", "Confidence": 0.9, "X1": 0.66712, "Y1": 0.2332, "X2": 0.74663, "Y2": 0.233, "X3": 0.74663, "Y3": 0.2458, "X4": 0.66712, "Y4": 0.2448, "page": 0, "Index": 15}, {"Word": "VIA", "Confidence": 0.996, "X1": 0.36388, "Y1": 0.2672, "X2": 0.39353, "Y2": 0.267, "X3": 0.39353, "Y3": 0.2848, "X4": 0.36388, "Y4": 0.2848, "page": 0, "Index": 16}, {"Word": "FAX", "Confidence": 0.994, "X1": 0.39757, "Y1": 0.2672, "X2": 0.43935, "Y2": 0.267, "X3": 0.43935, "Y3": 0.2858, "X4": 0.39892, "Y4": 0.2848, "page": 0, "Index": 17}, {"Word": "Ms.", "Confidence": 0.996, "X1": 0.14555, "Y1": 0.2962, "X2": 0.17251, "Y2": 0.296, "X3": 0.17251, "Y3": 0.3118, "X4": 0.1442, "Y4": 0.3118, "page": 0, "Index": 18}, {"Word": "Jane", "Confidence": 0.991, "X1": 0.1779, "Y1": 0.2962, "X2": 0.21833, "Y2": 0.296, "X3": 0.21833, "Y3": 0.3118, "X4": 0.17655, "Y4": 0.3118, "page": 0, "Index": 19}, {"Word": "Friedman", "Confidence": 0.995, "X1": 0.22237, "Y1": 0.2972, "X2": 0.30458, "Y2": 0.297, "X3": 0.30458, "Y3": 0.3128, "X4": 0.22237, "Y4": 0.3118, "page": 0, "Index": 20}, {"Word": "April", "Confidence": 0.997, "X1": 0.64286, "Y1": 0.2952, "X2": 0.67925, "Y2": 0.295, "X3": 0.6779, "Y3": 0.3138, "X4": 0.64151, "Y4": 0.3148, "page": 0, "Index": 21}, {"Word": "16,", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.2952, "X2": 0.71024, "Y2": 0.295, "X3": 0.70889, "Y3": 0.3138, "X4": 0.68329, "Y4": 0.3138, "page": 0, "Index": 22}, {"Word": "1997", "Confidence": 0.988, "X1": 0.71429, "Y1": 0.2952, "X2": 0.76011, "Y2": 0.295, "X3": 0.76011, "Y3": 0.3138, "X4": 0.71429, "Y4": 0.3138, "page": 0, "Index": 23}, {"Word": "Interview", "Confidence": 0.991, "X1": 0.14286, "Y1": 0.3132, "X2": 0.21294, "Y2": 0.313, "X3": 0.21294, "Y3": 0.3278, "X4": 0.14286, "Y4": 0.3278, "page": 0, "Index": 24}, {"Word": "Magazine", "Confidence": 0.996, "X1": 0.21968, "Y1": 0.3142, "X2": 0.30323, "Y2": 0.314, "X3": 0.30323, "Y3": 0.3288, "X4": 0.21968, "Y4": 0.3278, "page": 0, "Index": 25}, {"Word": "FAX", "Confidence": 0.998, "X1": 0.14286, "Y1": 0.3282, "X2": 0.17655, "Y2": 0.328, "X3": 0.17655, "Y3": 0.3438, "X4": 0.14286, "Y4": 0.3448, "page": 0, "Index": 26}, {"Word": "#", "Confidence": 0.996, "X1": 0.18194, "Y1": 0.3282, "X2": 0.19407, "Y2": 0.328, "X3": 0.19272, "Y3": 0.3438, "X4": 0.18059, "Y4": 0.3438, "page": 0, "Index": 27}, {"Word": "212-941-2885", "Confidence": 0.991, "X1": 0.19946, "Y1": 0.3292, "X2": 0.31671, "Y2": 0.329, "X3": 0.31671, "Y3": 0.3438, "X4": 0.19946, "Y4": 0.3438, "page": 0, "Index": 28}, {"Word": "Dear", "Confidence": 0.993, "X1": 0.14286, "Y1": 0.3792, "X2": 0.18329, "Y2": 0.379, "X3": 0.18194, "Y3": 0.3938, "X4": 0.14151, "Y4": 0.3938, "page": 0, "Index": 29}, {"Word": "Jane:", "Confidence": 0.995, "X1": 0.18733, "Y1": 0.3802, "X2": 0.2372, "Y2": 0.38, "X3": 0.23585, "Y3": 0.3938, "X4": 0.18598, "Y4": 0.3938, "page": 0, "Index": 30}, {"Word": "This", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.4112, "X2": 0.1752, "Y2": 0.411, "X3": 0.1752, "Y3": 0.4268, "X4": 0.1442, "Y4": 0.4268, "page": 0, "Index": 31}, {"Word": "confirms", "Confidence": 0.983, "X1": 0.17925, "Y1": 0.4112, "X2": 0.25067, "Y2": 0.411, "X3": 0.25067, "Y3": 0.4278, "X4": 0.17925, "Y4": 0.4268, "page": 0, "Index": 32}, {"Word": "that", "Confidence": 0.979, "X1": 0.25606, "Y1": 0.4112, "X2": 0.28841, "Y2": 0.411, "X3": 0.28841, "Y3": 0.4278, "X4": 0.25606, "Y4": 0.4278, "page": 0, "Index": 33}, {"Word": "Joe", "Confidence": 0.998, "X1": 0.29245, "Y1": 0.4112, "X2": 0.3221, "Y2": 0.411, "X3": 0.3221, "Y3": 0.4278, "X4": 0.29245, "Y4": 0.4278, "page": 0, "Index": 34}, {"Word": "Michalek,", "Confidence": 0.828, "X1": 0.32749, "Y1": 0.4112, "X2": 0.40701, "Y2": 0.411, "X3": 0.40701, "Y3": 0.4288, "X4": 0.32749, "Y4": 0.4278, "page": 0, "Index": 35}, {"Word": "WINSTON", "Confidence": 0.993, "X1": 0.4124, "Y1": 0.4112, "X2": 0.5, "Y2": 0.411, "X3": 0.5, "Y3": 0.4288, "X4": 0.4124, "Y4": 0.4288, "page": 0, "Index": 36}, {"Word": "Brand", "Confidence": 0.997, "X1": 0.50539, "Y1": 0.4112, "X2": 0.5566, "Y2": 0.411, "X3": 0.55526, "Y3": 0.4288, "X4": 0.50539, "Y4": 0.4288, "page": 0, "Index": 37}, {"Word": "Group-In", "Confidence": 0.981, "X1": 0.56065, "Y1": 0.4112, "X2": 0.63342, "Y2": 0.411, "X3": 0.63342, "Y3": 0.4298, "X4": 0.56065, "Y4": 0.4288, "page": 0, "Index": 38}, {"Word": "charge", "Confidence": 0.996, "X1": 0.63881, "Y1": 0.4122, "X2": 0.69407, "Y2": 0.412, "X3": 0.69407, "Y3": 0.4298, "X4": 0.63747, "Y4": 0.4298, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.996, "X1": 0.69811, "Y1": 0.4122, "X2": 0.72237, "Y2": 0.412, "X3": 0.72237, "Y3": 0.4298, "X4": 0.69811, "Y4": 0.4298, "page": 0, "Index": 40}, {"Word": "advertising", "Confidence": 0.94, "X1": 0.14286, "Y1": 0.4282, "X2": 0.23046, "Y2": 0.428, "X3": 0.23046, "Y3": 0.4448, "X4": 0.14151, "Y4": 0.4438, "page": 0, "Index": 41}, {"Word": "development,", "Confidence": 0.991, "X1": 0.23585, "Y1": 0.4282, "X2": 0.34906, "Y2": 0.428, "X3": 0.34771, "Y3": 0.4448, "X4": 0.2345, "Y4": 0.4448, "page": 0, "Index": 42}, {"Word": "will", "Confidence": 0.991, "X1": 0.3531, "Y1": 0.4292, "X2": 0.38005, "Y2": 0.429, "X3": 0.37871, "Y3": 0.4458, "X4": 0.35175, "Y4": 0.4448, "page": 0, "Index": 43}, {"Word": "be", "Confidence": 0.971, "X1": 0.3841, "Y1": 0.4292, "X2": 0.40431, "Y2": 0.429, "X3": 0.40296, "Y3": 0.4458, "X4": 0.38275, "Y4": 0.4458, "page": 0, "Index": 44}, {"Word": "in", "Confidence": 0.997, "X1": 0.40836, "Y1": 0.4292, "X2": 0.42453, "Y2": 0.429, "X3": 0.42318, "Y3": 0.4458, "X4": 0.40836, "Y4": 0.4458, "page": 0, "Index": 45}, {"Word": "your", "Confidence": 0.991, "X1": 0.42857, "Y1": 0.4292, "X2": 0.46496, "Y2": 0.429, "X3": 0.46496, "Y3": 0.4458, "X4": 0.42857, "Y4": 0.4458, "page": 0, "Index": 46}, {"Word": "offices", "Confidence": 0.994, "X1": 0.47035, "Y1": 0.4292, "X2": 0.52561, "Y2": 0.429, "X3": 0.52426, "Y3": 0.4458, "X4": 0.469, "Y4": 0.4458, "page": 0, "Index": 47}, {"Word": "at", "Confidence": 0.997, "X1": 0.52965, "Y1": 0.4292, "X2": 0.55121, "Y2": 0.429, "X3": 0.55121, "Y3": 0.4458, "X4": 0.5283, "Y4": 0.4458, "page": 0, "Index": 48}, {"Word": "3:30", "Confidence": 0.988, "X1": 0.55526, "Y1": 0.4292, "X2": 0.59164, "Y2": 0.429, "X3": 0.59164, "Y3": 0.4458, "X4": 0.55526, "Y4": 0.4458, "page": 0, "Index": 49}, {"Word": "on", "Confidence": 0.998, "X1": 0.59704, "Y1": 0.4292, "X2": 0.61995, "Y2": 0.429, "X3": 0.6186, "Y3": 0.4458, "X4": 0.59569, "Y4": 0.4458, "page": 0, "Index": 50}, {"Word": "Tuesday,", "Confidence": 0.934, "X1": 0.62399, "Y1": 0.4302, "X2": 0.7035, "Y2": 0.43, "X3": 0.70216, "Y3": 0.4458, "X4": 0.62399, "Y4": 0.4458, "page": 0, "Index": 51}, {"Word": "April", "Confidence": 0.997, "X1": 0.14555, "Y1": 0.4452, "X2": 0.18059, "Y2": 0.445, "X3": 0.17925, "Y3": 0.4608, "X4": 0.1442, "Y4": 0.4598, "page": 0, "Index": 52}, {"Word": "22.", "Confidence": 0.998, "X1": 0.18464, "Y1": 0.4452, "X2": 0.21833, "Y2": 0.445, "X3": 0.21698, "Y3": 0.4608, "X4": 0.18329, "Y4": 0.4608, "page": 0, "Index": 53}, {"Word": "With", "Confidence": 0.982, "X1": 0.2345, "Y1": 0.4452, "X2": 0.27493, "Y2": 0.445, "X3": 0.27358, "Y3": 0.4618, "X4": 0.23315, "Y4": 0.4618, "page": 0, "Index": 54}, {"Word": "Joe,", "Confidence": 0.882, "X1": 0.27898, "Y1": 0.4452, "X2": 0.31402, "Y2": 0.445, "X3": 0.31267, "Y3": 0.4618, "X4": 0.27763, "Y4": 0.4618, "page": 0, "Index": 55}, {"Word": "there", "Confidence": 0.993, "X1": 0.31806, "Y1": 0.4452, "X2": 0.36119, "Y2": 0.445, "X3": 0.35984, "Y3": 0.4628, "X4": 0.31671, "Y4": 0.4618, "page": 0, "Index": 56}, {"Word": "will", "Confidence": 0.989, "X1": 0.36523, "Y1": 0.4452, "X2": 0.39218, "Y2": 0.445, "X3": 0.39218, "Y3": 0.4628, "X4": 0.36388, "Y4": 0.4628, "page": 0, "Index": 57}, {"Word": "be", "Confidence": 0.996, "X1": 0.39757, "Y1": 0.4452, "X2": 0.41914, "Y2": 0.445, "X3": 0.41779, "Y3": 0.4628, "X4": 0.39623, "Y4": 0.4628, "page": 0, "Index": 58}, {"Word": "about", "Confidence": 0.996, "X1": 0.42318, "Y1": 0.4452, "X2": 0.47035, "Y2": 0.445, "X3": 0.469, "Y3": 0.4628, "X4": 0.42183, "Y4": 0.4628, "page": 0, "Index": 59}, {"Word": "5", "Confidence": 0.991, "X1": 0.47439, "Y1": 0.4452, "X2": 0.48518, "Y2": 0.445, "X3": 0.48383, "Y3": 0.4628, "X4": 0.47439, "Y4": 0.4628, "page": 0, "Index": 60}, {"Word": "other", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.4462, "X2": 0.53369, "Y2": 0.446, "X3": 0.53235, "Y3": 0.4628, "X4": 0.48922, "Y4": 0.4628, "page": 0, "Index": 61}, {"Word": "people", "Confidence": 0.97, "X1": 0.53774, "Y1": 0.4462, "X2": 0.59434, "Y2": 0.446, "X3": 0.59434, "Y3": 0.4628, "X4": 0.53774, "Y4": 0.4628, "page": 0, "Index": 62}, {"Word": "who", "Confidence": 0.998, "X1": 0.59838, "Y1": 0.4462, "X2": 0.63342, "Y2": 0.446, "X3": 0.63342, "Y3": 0.4628, "X4": 0.59838, "Y4": 0.4628, "page": 0, "Index": 63}, {"Word": "work", "Confidence": 0.987, "X1": 0.63881, "Y1": 0.4462, "X2": 0.6779, "Y2": 0.446, "X3": 0.6779, "Y3": 0.4628, "X4": 0.63747, "Y4": 0.4628, "page": 0, "Index": 64}, {"Word": "on", "Confidence": 0.997, "X1": 0.68194, "Y1": 0.4462, "X2": 0.7062, "Y2": 0.446, "X3": 0.7062, "Y3": 0.4628, "X4": 0.68194, "Y4": 0.4628, "page": 0, "Index": 65}, {"Word": "WINSTON.", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.4622, "X2": 0.23989, "Y2": 0.462, "X3": 0.23854, "Y3": 0.4778, "X4": 0.14151, "Y4": 0.4768, "page": 0, "Index": 66}, {"Word": "The", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.4942, "X2": 0.17251, "Y2": 0.494, "X3": 0.17251, "Y3": 0.5108, "X4": 0.14286, "Y4": 0.5108, "page": 0, "Index": 67}, {"Word": "purpose", "Confidence": 0.995, "X1": 0.1779, "Y1": 0.4942, "X2": 0.24528, "Y2": 0.494, "X3": 0.24394, "Y3": 0.5118, "X4": 0.17655, "Y4": 0.5108, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.996, "X1": 0.24933, "Y1": 0.4952, "X2": 0.26685, "Y2": 0.495, "X3": 0.26685, "Y3": 0.5118, "X4": 0.24933, "Y4": 0.5118, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.27089, "Y1": 0.4952, "X2": 0.29784, "Y2": 0.495, "X3": 0.2965, "Y3": 0.5118, "X4": 0.27089, "Y4": 0.5118, "page": 0, "Index": 70}, {"Word": "meeting", "Confidence": 0.991, "X1": 0.30189, "Y1": 0.4952, "X2": 0.36927, "Y2": 0.495, "X3": 0.36927, "Y3": 0.5118, "X4": 0.30189, "Y4": 0.5118, "page": 0, "Index": 71}, {"Word": "is", "Confidence": 0.998, "X1": 0.37332, "Y1": 0.4952, "X2": 0.38814, "Y2": 0.495, "X3": 0.38814, "Y3": 0.5118, "X4": 0.37332, "Y4": 0.5118, "page": 0, "Index": 72}, {"Word": "a", "Confidence": 0.994, "X1": 0.39218, "Y1": 0.4952, "X2": 0.40296, "Y2": 0.495, "X3": 0.40296, "Y3": 0.5118, "X4": 0.39218, "Y4": 0.5118, "page": 0, "Index": 73}, {"Word": "roundtable", "Confidence": 0.994, "X1": 0.40701, "Y1": 0.4952, "X2": 0.4973, "Y2": 0.495, "X3": 0.49596, "Y3": 0.5118, "X4": 0.40701, "Y4": 0.5118, "page": 0, "Index": 74}, {"Word": "discussion", "Confidence": 0.991, "X1": 0.50135, "Y1": 0.4962, "X2": 0.58895, "Y2": 0.496, "X3": 0.58895, "Y3": 0.5118, "X4": 0.50135, "Y4": 0.5118, "page": 0, "Index": 75}, {"Word": "on", "Confidence": 0.998, "X1": 0.59299, "Y1": 0.4962, "X2": 0.61456, "Y2": 0.496, "X3": 0.61321, "Y3": 0.5118, "X4": 0.59299, "Y4": 0.5118, "page": 0, "Index": 76}, {"Word": "some", "Confidence": 0.987, "X1": 0.6186, "Y1": 0.4962, "X2": 0.66577, "Y2": 0.496, "X3": 0.66442, "Y3": 0.5118, "X4": 0.6186, "Y4": 0.5118, "page": 0, "Index": 77}, {"Word": "altemative", "Confidence": 0.31, "X1": 0.66981, "Y1": 0.4962, "X2": 0.75876, "Y2": 0.496, "X3": 0.75876, "Y3": 0.5108, "X4": 0.66981, "Y4": 0.5118, "page": 0, "Index": 78}, {"Word": "advertising", "Confidence": 0.884, "X1": 0.14286, "Y1": 0.5122, "X2": 0.23046, "Y2": 0.512, "X3": 0.23046, "Y3": 0.5278, "X4": 0.14286, "Y4": 0.5278, "page": 0, "Index": 79}, {"Word": "concepts", "Confidence": 0.968, "X1": 0.2345, "Y1": 0.5122, "X2": 0.30997, "Y2": 0.512, "X3": 0.30997, "Y3": 0.5278, "X4": 0.2345, "Y4": 0.5278, "page": 0, "Index": 80}, {"Word": "being", "Confidence": 0.997, "X1": 0.31536, "Y1": 0.5122, "X2": 0.35984, "Y2": 0.512, "X3": 0.35984, "Y3": 0.5278, "X4": 0.31536, "Y4": 0.5278, "page": 0, "Index": 81}, {"Word": "developed.", "Confidence": 0.993, "X1": 0.36388, "Y1": 0.5122, "X2": 0.46496, "Y2": 0.512, "X3": 0.46496, "Y3": 0.5278, "X4": 0.36388, "Y4": 0.5278, "page": 0, "Index": 82}, {"Word": "We'd", "Confidence": 0.979, "X1": 0.47709, "Y1": 0.5122, "X2": 0.52022, "Y2": 0.512, "X3": 0.52022, "Y3": 0.5278, "X4": 0.47709, "Y4": 0.5278, "page": 0, "Index": 83}, {"Word": "like", "Confidence": 0.985, "X1": 0.52426, "Y1": 0.5122, "X2": 0.55256, "Y2": 0.512, "X3": 0.55256, "Y3": 0.5278, "X4": 0.52561, "Y4": 0.5278, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.994, "X1": 0.5566, "Y1": 0.5122, "X2": 0.58491, "Y2": 0.512, "X3": 0.58491, "Y3": 0.5278, "X4": 0.5566, "Y4": 0.5278, "page": 0, "Index": 85}, {"Word": "\"Interview", "Confidence": 0.884, "X1": 0.58895, "Y1": 0.5122, "X2": 0.66846, "Y2": 0.512, "X3": 0.66981, "Y3": 0.5288, "X4": 0.58895, "Y4": 0.5278, "page": 0, "Index": 86}, {"Word": "contingent\"", "Confidence": 0.943, "X1": 0.67385, "Y1": 0.5122, "X2": 0.7655, "Y2": 0.512, "X3": 0.7655, "Y3": 0.5288, "X4": 0.67385, "Y4": 0.5288, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.76954, "Y1": 0.5122, "X2": 0.78976, "Y2": 0.512, "X3": 0.78976, "Y3": 0.5288, "X4": 0.76954, "Y4": 0.5288, "page": 0, "Index": 88}, {"Word": "Include", "Confidence": 0.957, "X1": 0.14286, "Y1": 0.5282, "X2": 0.19946, "Y2": 0.528, "X3": 0.19946, "Y3": 0.5448, "X4": 0.14286, "Y4": 0.5438, "page": 0, "Index": 89}, {"Word": "some", "Confidence": 0.988, "X1": 0.20485, "Y1": 0.5282, "X2": 0.25067, "Y2": 0.528, "X3": 0.24933, "Y3": 0.5448, "X4": 0.20485, "Y4": 0.5448, "page": 0, "Index": 90}, {"Word": "of", "Confidence": 0.998, "X1": 0.25472, "Y1": 0.5282, "X2": 0.27089, "Y2": 0.528, "X3": 0.27089, "Y3": 0.5448, "X4": 0.25472, "Y4": 0.5448, "page": 0, "Index": 91}, {"Word": "your", "Confidence": 0.991, "X1": 0.27493, "Y1": 0.5282, "X2": 0.31132, "Y2": 0.528, "X3": 0.31132, "Y3": 0.5448, "X4": 0.27493, "Y4": 0.5448, "page": 0, "Index": 92}, {"Word": "young/hip/cool", "Confidence": 0.932, "X1": 0.31671, "Y1": 0.5282, "X2": 0.43666, "Y2": 0.528, "X3": 0.43666, "Y3": 0.5448, "X4": 0.31671, "Y4": 0.5448, "page": 0, "Index": 93}, {"Word": "editorial", "Confidence": 0.958, "X1": 0.44205, "Y1": 0.5282, "X2": 0.50809, "Y2": 0.528, "X3": 0.50809, "Y3": 0.5458, "X4": 0.44205, "Y4": 0.5448, "page": 0, "Index": 94}, {"Word": "staff", "Confidence": 0.991, "X1": 0.51213, "Y1": 0.5292, "X2": 0.54987, "Y2": 0.529, "X3": 0.54852, "Y3": 0.5458, "X4": 0.51213, "Y4": 0.5458, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.995, "X1": 0.55391, "Y1": 0.5292, "X2": 0.56604, "Y2": 0.529, "X3": 0.56469, "Y3": 0.5458, "X4": 0.55391, "Y4": 0.5458, "page": 0, "Index": 96}, {"Word": "those", "Confidence": 0.996, "X1": 0.57008, "Y1": 0.5292, "X2": 0.61725, "Y2": 0.529, "X3": 0.61725, "Y3": 0.5448, "X4": 0.57008, "Y4": 0.5458, "page": 0, "Index": 97}, {"Word": "staffers", "Confidence": 0.993, "X1": 0.62129, "Y1": 0.5292, "X2": 0.68329, "Y2": 0.529, "X3": 0.68329, "Y3": 0.5448, "X4": 0.62129, "Y4": 0.5448, "page": 0, "Index": 98}, {"Word": "who", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.5292, "X2": 0.72237, "Y2": 0.529, "X3": 0.72102, "Y3": 0.5448, "X4": 0.68733, "Y4": 0.5448, "page": 0, "Index": 99}, {"Word": "have", "Confidence": 0.988, "X1": 0.72642, "Y1": 0.5292, "X2": 0.76954, "Y2": 0.529, "X3": 0.76954, "Y3": 0.5448, "X4": 0.72642, "Y4": 0.5448, "page": 0, "Index": 100}, {"Word": "their", "Confidence": 0.955, "X1": 0.1442, "Y1": 0.5442, "X2": 0.17655, "Y2": 0.544, "X3": 0.17655, "Y3": 0.5608, "X4": 0.1442, "Y4": 0.5598, "page": 0, "Index": 101}, {"Word": "finger", "Confidence": 0.994, "X1": 0.18059, "Y1": 0.5442, "X2": 0.22911, "Y2": 0.544, "X3": 0.22911, "Y3": 0.5608, "X4": 0.18059, "Y4": 0.5608, "page": 0, "Index": 102}, {"Word": "on", "Confidence": 0.998, "X1": 0.23315, "Y1": 0.5442, "X2": 0.25337, "Y2": 0.544, "X3": 0.25337, "Y3": 0.5608, "X4": 0.23315, "Y4": 0.5608, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.5452, "X2": 0.28571, "Y2": 0.545, "X3": 0.28571, "Y3": 0.5608, "X4": 0.25741, "Y4": 0.5608, "page": 0, "Index": 104}, {"Word": "pulse", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.5452, "X2": 0.33558, "Y2": 0.545, "X3": 0.33558, "Y3": 0.5608, "X4": 0.28976, "Y4": 0.5608, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.5452, "X2": 0.3558, "Y2": 0.545, "X3": 0.3558, "Y3": 0.5608, "X4": 0.33962, "Y4": 0.5608, "page": 0, "Index": 106}, {"Word": "your", "Confidence": 0.989, "X1": 0.36119, "Y1": 0.5452, "X2": 0.39892, "Y2": 0.545, "X3": 0.39892, "Y3": 0.5608, "X4": 0.35984, "Y4": 0.5608, "page": 0, "Index": 107}, {"Word": "21-24", "Confidence": 0.997, "X1": 0.40296, "Y1": 0.5452, "X2": 0.45013, "Y2": 0.545, "X3": 0.45013, "Y3": 0.5618, "X4": 0.40296, "Y4": 0.5608, "page": 0, "Index": 108}, {"Word": "readers", "Confidence": 0.991, "X1": 0.45418, "Y1": 0.5452, "X2": 0.51887, "Y2": 0.545, "X3": 0.51887, "Y3": 0.5618, "X4": 0.45418, "Y4": 0.5618, "page": 0, "Index": 109}, {"Word": "and", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.5452, "X2": 0.55391, "Y2": 0.545, "X3": 0.55391, "Y3": 0.5618, "X4": 0.52291, "Y4": 0.5618, "page": 0, "Index": 110}, {"Word": "what", "Confidence": 0.987, "X1": 0.55795, "Y1": 0.5452, "X2": 0.59973, "Y2": 0.545, "X3": 0.59838, "Y3": 0.5618, "X4": 0.55795, "Y4": 0.5618, "page": 0, "Index": 111}, {"Word": "appeals", "Confidence": 0.991, "X1": 0.60377, "Y1": 0.5452, "X2": 0.66981, "Y2": 0.545, "X3": 0.66981, "Y3": 0.5618, "X4": 0.60377, "Y4": 0.5618, "page": 0, "Index": 112}, {"Word": "to/turns", "Confidence": 0.649, "X1": 0.67385, "Y1": 0.5452, "X2": 0.7372, "Y2": 0.545, "X3": 0.7372, "Y3": 0.5618, "X4": 0.67385, "Y4": 0.5618, "page": 0, "Index": 113}, {"Word": "off", "Confidence": 0.994, "X1": 0.74124, "Y1": 0.5452, "X2": 0.7628, "Y2": 0.545, "X3": 0.7628, "Y3": 0.5618, "X4": 0.74124, "Y4": 0.5618, "page": 0, "Index": 114}, {"Word": "this", "Confidence": 0.982, "X1": 0.76819, "Y1": 0.5452, "X2": 0.80054, "Y2": 0.545, "X3": 0.80054, "Y3": 0.5608, "X4": 0.76685, "Y4": 0.5618, "page": 0, "Index": 115}, {"Word": "group.", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.5622, "X2": 0.20216, "Y2": 0.562, "X3": 0.20081, "Y3": 0.5778, "X4": 0.14151, "Y4": 0.5778, "page": 0, "Index": 116}, {"Word": "We", "Confidence": 0.997, "X1": 0.22237, "Y1": 0.5622, "X2": 0.25202, "Y2": 0.562, "X3": 0.25202, "Y3": 0.5778, "X4": 0.22237, "Y4": 0.5778, "page": 0, "Index": 117}, {"Word": "believe", "Confidence": 0.672, "X1": 0.25606, "Y1": 0.5612, "X2": 0.31671, "Y2": 0.561, "X3": 0.31671, "Y3": 0.5788, "X4": 0.25606, "Y4": 0.5778, "page": 0, "Index": 118}, {"Word": "your", "Confidence": 0.988, "X1": 0.32075, "Y1": 0.5612, "X2": 0.35849, "Y2": 0.561, "X3": 0.35849, "Y3": 0.5788, "X4": 0.32075, "Y4": 0.5788, "page": 0, "Index": 119}, {"Word": "editorial", "Confidence": 0.958, "X1": 0.36253, "Y1": 0.5612, "X2": 0.42857, "Y2": 0.561, "X3": 0.42722, "Y3": 0.5788, "X4": 0.36253, "Y4": 0.5788, "page": 0, "Index": 120}, {"Word": "group's", "Confidence": 0.994, "X1": 0.43261, "Y1": 0.5612, "X2": 0.49865, "Y2": 0.561, "X3": 0.49865, "Y3": 0.5788, "X4": 0.43261, "Y4": 0.5788, "page": 0, "Index": 121}, {"Word": "insights", "Confidence": 0.955, "X1": 0.5027, "Y1": 0.5612, "X2": 0.56739, "Y2": 0.561, "X3": 0.56739, "Y3": 0.5788, "X4": 0.5027, "Y4": 0.5788, "page": 0, "Index": 122}, {"Word": "and", "Confidence": 0.998, "X1": 0.57278, "Y1": 0.5622, "X2": 0.60377, "Y2": 0.562, "X3": 0.60377, "Y3": 0.5788, "X4": 0.57278, "Y4": 0.5788, "page": 0, "Index": 123}, {"Word": "perspective", "Confidence": 0.955, "X1": 0.60916, "Y1": 0.5622, "X2": 0.70216, "Y2": 0.562, "X3": 0.70216, "Y3": 0.5798, "X4": 0.60782, "Y4": 0.5788, "page": 0, "Index": 124}, {"Word": "will", "Confidence": 0.988, "X1": 0.7062, "Y1": 0.5632, "X2": 0.73315, "Y2": 0.563, "X3": 0.73315, "Y3": 0.5798, "X4": 0.7062, "Y4": 0.5798, "page": 0, "Index": 125}, {"Word": "be", "Confidence": 0.996, "X1": 0.73854, "Y1": 0.5632, "X2": 0.76146, "Y2": 0.563, "X3": 0.76146, "Y3": 0.5798, "X4": 0.7372, "Y4": 0.5798, "page": 0, "Index": 126}, {"Word": "Invaluable.", "Confidence": 0.954, "X1": 0.14286, "Y1": 0.5792, "X2": 0.23315, "Y2": 0.579, "X3": 0.23315, "Y3": 0.5938, "X4": 0.14286, "Y4": 0.5928, "page": 0, "Index": 127}, {"Word": "We'd", "Confidence": 0.988, "X1": 0.14151, "Y1": 0.6102, "X2": 0.18329, "Y2": 0.61, "X3": 0.18194, "Y3": 0.6258, "X4": 0.14016, "Y4": 0.6248, "page": 0, "Index": 128}, {"Word": "like", "Confidence": 0.991, "X1": 0.18733, "Y1": 0.6102, "X2": 0.21698, "Y2": 0.61, "X3": 0.21563, "Y3": 0.6258, "X4": 0.18598, "Y4": 0.6258, "page": 0, "Index": 129}, {"Word": "at", "Confidence": 0.995, "X1": 0.22102, "Y1": 0.6102, "X2": 0.2372, "Y2": 0.61, "X3": 0.2372, "Y3": 0.6258, "X4": 0.22102, "Y4": 0.6258, "page": 0, "Index": 130}, {"Word": "least", "Confidence": 0.991, "X1": 0.24259, "Y1": 0.6102, "X2": 0.28167, "Y2": 0.61, "X3": 0.28167, "Y3": 0.6258, "X4": 0.24124, "Y4": 0.6258, "page": 0, "Index": 131}, {"Word": "5-6", "Confidence": 0.997, "X1": 0.28571, "Y1": 0.6102, "X2": 0.31267, "Y2": 0.61, "X3": 0.31267, "Y3": 0.6268, "X4": 0.28571, "Y4": 0.6258, "page": 0, "Index": 132}, {"Word": "Interview", "Confidence": 0.941, "X1": 0.31806, "Y1": 0.6112, "X2": 0.39218, "Y2": 0.611, "X3": 0.39218, "Y3": 0.6268, "X4": 0.31671, "Y4": 0.6268, "page": 0, "Index": 133}, {"Word": "staffers", "Confidence": 0.991, "X1": 0.39757, "Y1": 0.6112, "X2": 0.45957, "Y2": 0.611, "X3": 0.45957, "Y3": 0.6268, "X4": 0.39623, "Y4": 0.6268, "page": 0, "Index": 134}, {"Word": "there,", "Confidence": 0.983, "X1": 0.46361, "Y1": 0.6112, "X2": 0.51213, "Y2": 0.611, "X3": 0.51213, "Y3": 0.6278, "X4": 0.46361, "Y4": 0.6278, "page": 0, "Index": 135}, {"Word": "more", "Confidence": 0.983, "X1": 0.51752, "Y1": 0.6112, "X2": 0.56065, "Y2": 0.611, "X3": 0.5593, "Y3": 0.6278, "X4": 0.51617, "Y4": 0.6278, "page": 0, "Index": 136}, {"Word": "if", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.6112, "X2": 0.57412, "Y2": 0.611, "X3": 0.57412, "Y3": 0.6278, "X4": 0.56469, "Y4": 0.6278, "page": 0, "Index": 137}, {"Word": "possible.", "Confidence": 0.949, "X1": 0.57951, "Y1": 0.6112, "X2": 0.66173, "Y2": 0.611, "X3": 0.66173, "Y3": 0.6278, "X4": 0.57951, "Y4": 0.6278, "page": 0, "Index": 138}, {"Word": "We", "Confidence": 0.981, "X1": 0.67251, "Y1": 0.6112, "X2": 0.70216, "Y2": 0.611, "X3": 0.70216, "Y3": 0.6278, "X4": 0.67251, "Y4": 0.6278, "page": 0, "Index": 139}, {"Word": "anticipate", "Confidence": 0.902, "X1": 0.7062, "Y1": 0.6102, "X2": 0.78976, "Y2": 0.61, "X3": 0.78976, "Y3": 0.6278, "X4": 0.7062, "Y4": 0.6278, "page": 0, "Index": 140}, {"Word": "that", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.6272, "X2": 0.17116, "Y2": 0.627, "X3": 0.17116, "Y3": 0.6428, "X4": 0.14151, "Y4": 0.6428, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.1752, "Y1": 0.6272, "X2": 0.2035, "Y2": 0.627, "X3": 0.20216, "Y3": 0.6428, "X4": 0.1752, "Y4": 0.6428, "page": 0, "Index": 142}, {"Word": "meeting", "Confidence": 0.995, "X1": 0.20755, "Y1": 0.6272, "X2": 0.27358, "Y2": 0.627, "X3": 0.27358, "Y3": 0.6438, "X4": 0.20755, "Y4": 0.6428, "page": 0, "Index": 143}, {"Word": "will", "Confidence": 0.991, "X1": 0.27763, "Y1": 0.6272, "X2": 0.30323, "Y2": 0.627, "X3": 0.30323, "Y3": 0.6438, "X4": 0.27763, "Y4": 0.6438, "page": 0, "Index": 144}, {"Word": "take", "Confidence": 0.985, "X1": 0.30863, "Y1": 0.6272, "X2": 0.34636, "Y2": 0.627, "X3": 0.34501, "Y3": 0.6438, "X4": 0.30728, "Y4": 0.6438, "page": 0, "Index": 145}, {"Word": "about", "Confidence": 0.997, "X1": 0.3504, "Y1": 0.6272, "X2": 0.39892, "Y2": 0.627, "X3": 0.39757, "Y3": 0.6438, "X4": 0.3504, "Y4": 0.6438, "page": 0, "Index": 146}, {"Word": "1", "Confidence": 0.997, "X1": 0.40296, "Y1": 0.6272, "X2": 0.4124, "Y2": 0.627, "X3": 0.41105, "Y3": 0.6438, "X4": 0.40296, "Y4": 0.6438, "page": 0, "Index": 147}, {"Word": "hour.", "Confidence": 0.995, "X1": 0.41644, "Y1": 0.6272, "X2": 0.469, "Y2": 0.627, "X3": 0.469, "Y3": 0.6438, "X4": 0.41644, "Y4": 0.6438, "page": 0, "Index": 148}, {"Word": "We'd", "Confidence": 0.991, "X1": 0.48383, "Y1": 0.6272, "X2": 0.52965, "Y2": 0.627, "X3": 0.52965, "Y3": 0.6448, "X4": 0.48383, "Y4": 0.6438, "page": 0, "Index": 149}, {"Word": "like", "Confidence": 0.993, "X1": 0.53369, "Y1": 0.6272, "X2": 0.56065, "Y2": 0.627, "X3": 0.56065, "Y3": 0.6448, "X4": 0.53369, "Y4": 0.6448, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.998, "X1": 0.56604, "Y1": 0.6272, "X2": 0.59299, "Y2": 0.627, "X3": 0.59164, "Y3": 0.6448, "X4": 0.56469, "Y4": 0.6448, "page": 0, "Index": 151}, {"Word": "discussion", "Confidence": 0.948, "X1": 0.59704, "Y1": 0.6272, "X2": 0.68464, "Y2": 0.627, "X3": 0.68464, "Y3": 0.6448, "X4": 0.59704, "Y4": 0.6448, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.68868, "Y1": 0.6272, "X2": 0.7062, "Y2": 0.627, "X3": 0.70485, "Y3": 0.6448, "X4": 0.68868, "Y4": 0.6448, "page": 0, "Index": 153}, {"Word": "be", "Confidence": 0.991, "X1": 0.71024, "Y1": 0.6272, "X2": 0.73181, "Y2": 0.627, "X3": 0.73046, "Y3": 0.6448, "X4": 0.71024, "Y4": 0.6448, "page": 0, "Index": 154}, {"Word": "very", "Confidence": 0.981, "X1": 0.73585, "Y1": 0.6272, "X2": 0.77358, "Y2": 0.627, "X3": 0.77358, "Y3": 0.6448, "X4": 0.73585, "Y4": 0.6448, "page": 0, "Index": 155}, {"Word": "informal", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.6442, "X2": 0.20755, "Y2": 0.644, "X3": 0.20755, "Y3": 0.6588, "X4": 0.14286, "Y4": 0.6588, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.6442, "X2": 0.24394, "Y2": 0.644, "X3": 0.24259, "Y3": 0.6598, "X4": 0.21159, "Y4": 0.6588, "page": 0, "Index": 157}, {"Word": "open.", "Confidence": 0.997, "X1": 0.24798, "Y1": 0.6462, "X2": 0.29919, "Y2": 0.646, "X3": 0.29784, "Y3": 0.6598, "X4": 0.24663, "Y4": 0.6598, "page": 0, "Index": 158}, {"Word": "Jane,", "Confidence": 0.993, "X1": 0.14151, "Y1": 0.6772, "X2": 0.18464, "Y2": 0.677, "X3": 0.18598, "Y3": 0.6928, "X4": 0.14286, "Y4": 0.6918, "page": 0, "Index": 159}, {"Word": "thank", "Confidence": 0.997, "X1": 0.19003, "Y1": 0.6772, "X2": 0.2345, "Y2": 0.677, "X3": 0.23585, "Y3": 0.6928, "X4": 0.19003, "Y4": 0.6928, "page": 0, "Index": 160}, {"Word": "you", "Confidence": 0.998, "X1": 0.23989, "Y1": 0.6772, "X2": 0.26954, "Y2": 0.677, "X3": 0.27089, "Y3": 0.6928, "X4": 0.23989, "Y4": 0.6928, "page": 0, "Index": 161}, {"Word": "for", "Confidence": 0.998, "X1": 0.27493, "Y1": 0.6772, "X2": 0.29919, "Y2": 0.677, "X3": 0.29919, "Y3": 0.6928, "X4": 0.27493, "Y4": 0.6928, "page": 0, "Index": 162}, {"Word": "arranging", "Confidence": 0.994, "X1": 0.30323, "Y1": 0.6772, "X2": 0.38005, "Y2": 0.677, "X3": 0.3814, "Y3": 0.6938, "X4": 0.30323, "Y4": 0.6928, "page": 0, "Index": 163}, {"Word": "this", "Confidence": 0.987, "X1": 0.38544, "Y1": 0.6772, "X2": 0.41509, "Y2": 0.677, "X3": 0.41509, "Y3": 0.6938, "X4": 0.38544, "Y4": 0.6938, "page": 0, "Index": 164}, {"Word": "meeting.", "Confidence": 0.993, "X1": 0.41914, "Y1": 0.6772, "X2": 0.49596, "Y2": 0.677, "X3": 0.49596, "Y3": 0.6938, "X4": 0.42049, "Y4": 0.6938, "page": 0, "Index": 165}, {"Word": "Please", "Confidence": 0.995, "X1": 0.5, "Y1": 0.6772, "X2": 0.5593, "Y2": 0.677, "X3": 0.5593, "Y3": 0.6938, "X4": 0.5, "Y4": 0.6938, "page": 0, "Index": 166}, {"Word": "let", "Confidence": 0.998, "X1": 0.56334, "Y1": 0.6772, "X2": 0.58356, "Y2": 0.677, "X3": 0.58356, "Y3": 0.6938, "X4": 0.56334, "Y4": 0.6938, "page": 0, "Index": 167}, {"Word": "me", "Confidence": 0.996, "X1": 0.5876, "Y1": 0.6772, "X2": 0.61456, "Y2": 0.677, "X3": 0.61456, "Y3": 0.6938, "X4": 0.5876, "Y4": 0.6938, "page": 0, "Index": 168}, {"Word": "know", "Confidence": 0.982, "X1": 0.61995, "Y1": 0.6772, "X2": 0.66307, "Y2": 0.677, "X3": 0.66307, "Y3": 0.6938, "X4": 0.61995, "Y4": 0.6938, "page": 0, "Index": 169}, {"Word": "by", "Confidence": 0.998, "X1": 0.66846, "Y1": 0.6772, "X2": 0.68733, "Y2": 0.677, "X3": 0.68733, "Y3": 0.6948, "X4": 0.66846, "Y4": 0.6938, "page": 0, "Index": 170}, {"Word": "Friday,", "Confidence": 0.948, "X1": 0.69272, "Y1": 0.6762, "X2": 0.74933, "Y2": 0.676, "X3": 0.74933, "Y3": 0.6948, "X4": 0.69272, "Y4": 0.6948, "page": 0, "Index": 171}, {"Word": "4/18,", "Confidence": 0.882, "X1": 0.75472, "Y1": 0.6762, "X2": 0.80189, "Y2": 0.676, "X3": 0.80189, "Y3": 0.6938, "X4": 0.75472, "Y4": 0.6948, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.994, "X1": 0.14016, "Y1": 0.6942, "X2": 0.16577, "Y2": 0.694, "X3": 0.16577, "Y3": 0.7088, "X4": 0.14016, "Y4": 0.7088, "page": 0, "Index": 173}, {"Word": "specific", "Confidence": 0.994, "X1": 0.16981, "Y1": 0.6932, "X2": 0.23315, "Y2": 0.693, "X3": 0.23181, "Y3": 0.7088, "X4": 0.16981, "Y4": 0.7088, "page": 0, "Index": 174}, {"Word": "details", "Confidence": 0.961, "X1": 0.2372, "Y1": 0.6932, "X2": 0.29245, "Y2": 0.693, "X3": 0.29245, "Y3": 0.7098, "X4": 0.2372, "Y4": 0.7088, "page": 0, "Index": 175}, {"Word": "(i.e", "Confidence": 0.858, "X1": 0.2965, "Y1": 0.6932, "X2": 0.31941, "Y2": 0.693, "X3": 0.31806, "Y3": 0.7098, "X4": 0.2965, "Y4": 0.7098, "page": 0, "Index": 176}, {"Word": ".,", "Confidence": 0.994, "X1": 0.32345, "Y1": 0.6932, "X2": 0.33423, "Y2": 0.693, "X3": 0.33423, "Y3": 0.7098, "X4": 0.32345, "Y4": 0.7098, "page": 0, "Index": 177}, {"Word": "address/floor", "Confidence": 0.89, "X1": 0.33827, "Y1": 0.6932, "X2": 0.44609, "Y2": 0.693, "X3": 0.44609, "Y3": 0.7098, "X4": 0.33827, "Y4": 0.7098, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.998, "X1": 0.45148, "Y1": 0.6932, "X2": 0.46631, "Y2": 0.693, "X3": 0.46631, "Y3": 0.7098, "X4": 0.45148, "Y4": 0.7098, "page": 0, "Index": 179}, {"Word": "which", "Confidence": 0.994, "X1": 0.47035, "Y1": 0.6932, "X2": 0.52022, "Y2": 0.693, "X3": 0.51887, "Y3": 0.7098, "X4": 0.47035, "Y4": 0.7098, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.995, "X1": 0.52426, "Y1": 0.6932, "X2": 0.55121, "Y2": 0.693, "X3": 0.55121, "Y3": 0.7098, "X4": 0.52426, "Y4": 0.7098, "page": 0, "Index": 181}, {"Word": "WINSTON", "Confidence": 0.994, "X1": 0.55526, "Y1": 0.6942, "X2": 0.64286, "Y2": 0.694, "X3": 0.64286, "Y3": 0.7108, "X4": 0.55526, "Y4": 0.7098, "page": 0, "Index": 182}, {"Word": "group", "Confidence": 0.997, "X1": 0.6496, "Y1": 0.6942, "X2": 0.69542, "Y2": 0.694, "X3": 0.69542, "Y3": 0.7108, "X4": 0.64825, "Y4": 0.7108, "page": 0, "Index": 183}, {"Word": "should", "Confidence": 0.996, "X1": 0.69946, "Y1": 0.6952, "X2": 0.75606, "Y2": 0.695, "X3": 0.75606, "Y3": 0.7118, "X4": 0.69946, "Y4": 0.7108, "page": 0, "Index": 184}, {"Word": "go", "Confidence": 0.997, "X1": 0.76011, "Y1": 0.6952, "X2": 0.78571, "Y2": 0.695, "X3": 0.78571, "Y3": 0.7118, "X4": 0.76011, "Y4": 0.7118, "page": 0, "Index": 185}, {"Word": "upon", "Confidence": 0.996, "X1": 0.14016, "Y1": 0.7112, "X2": 0.18059, "Y2": 0.711, "X3": 0.18059, "Y3": 0.7258, "X4": 0.13881, "Y4": 0.7258, "page": 0, "Index": 186}, {"Word": "their", "Confidence": 0.996, "X1": 0.18598, "Y1": 0.7112, "X2": 0.22237, "Y2": 0.711, "X3": 0.22102, "Y3": 0.7268, "X4": 0.18464, "Y4": 0.7258, "page": 0, "Index": 187}, {"Word": "arrival", "Confidence": 0.994, "X1": 0.22642, "Y1": 0.7102, "X2": 0.27763, "Y2": 0.71, "X3": 0.27763, "Y3": 0.7268, "X4": 0.22642, "Y4": 0.7268, "page": 0, "Index": 188}, {"Word": "and/or", "Confidence": 0.994, "X1": 0.28302, "Y1": 0.7102, "X2": 0.33558, "Y2": 0.71, "X3": 0.33558, "Y3": 0.7268, "X4": 0.28167, "Y4": 0.7268, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.998, "X1": 0.33962, "Y1": 0.7102, "X2": 0.36792, "Y2": 0.71, "X3": 0.36792, "Y3": 0.7268, "X4": 0.33962, "Y4": 0.7268, "page": 0, "Index": 190}, {"Word": "contact", "Confidence": 0.995, "X1": 0.37197, "Y1": 0.7102, "X2": 0.43261, "Y2": 0.71, "X3": 0.43261, "Y3": 0.7268, "X4": 0.37197, "Y4": 0.7268, "page": 0, "Index": 191}, {"Word": "they", "Confidence": 0.988, "X1": 0.43666, "Y1": 0.7102, "X2": 0.4717, "Y2": 0.71, "X3": 0.4717, "Y3": 0.7268, "X4": 0.43666, "Y4": 0.7268, "page": 0, "Index": 192}, {"Word": "should", "Confidence": 0.847, "X1": 0.47709, "Y1": 0.7102, "X2": 0.53235, "Y2": 0.71, "X3": 0.53235, "Y3": 0.7268, "X4": 0.47709, "Y4": 0.7268, "page": 0, "Index": 193}, {"Word": "call", "Confidence": 0.987, "X1": 0.53639, "Y1": 0.7102, "X2": 0.56469, "Y2": 0.71, "X3": 0.56469, "Y3": 0.7278, "X4": 0.53639, "Y4": 0.7268, "page": 0, "Index": 194}, {"Word": "on", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.7102, "X2": 0.59164, "Y2": 0.71, "X3": 0.59164, "Y3": 0.7278, "X4": 0.56873, "Y4": 0.7278, "page": 0, "Index": 195}, {"Word": "arrival.)", "Confidence": 0.688, "X1": 0.59569, "Y1": 0.7112, "X2": 0.66577, "Y2": 0.711, "X3": 0.66577, "Y3": 0.7278, "X4": 0.59569, "Y4": 0.7278, "page": 0, "Index": 196}, {"Word": "Also,", "Confidence": 0.941, "X1": 0.67251, "Y1": 0.7112, "X2": 0.71833, "Y2": 0.711, "X3": 0.71833, "Y3": 0.7278, "X4": 0.67251, "Y4": 0.7278, "page": 0, "Index": 197}, {"Word": "please", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.7272, "X2": 0.19272, "Y2": 0.727, "X3": 0.19272, "Y3": 0.7418, "X4": 0.14151, "Y4": 0.7418, "page": 0, "Index": 198}, {"Word": "let", "Confidence": 0.998, "X1": 0.19811, "Y1": 0.7262, "X2": 0.21968, "Y2": 0.726, "X3": 0.21968, "Y3": 0.7428, "X4": 0.19811, "Y4": 0.7418, "page": 0, "Index": 199}, {"Word": "me", "Confidence": 0.997, "X1": 0.22372, "Y1": 0.7262, "X2": 0.24933, "Y2": 0.726, "X3": 0.24798, "Y3": 0.7428, "X4": 0.22372, "Y4": 0.7428, "page": 0, "Index": 200}, {"Word": "know", "Confidence": 0.985, "X1": 0.25337, "Y1": 0.7262, "X2": 0.29784, "Y2": 0.726, "X3": 0.29784, "Y3": 0.7428, "X4": 0.25337, "Y4": 0.7428, "page": 0, "Index": 201}, {"Word": "who", "Confidence": 0.998, "X1": 0.30323, "Y1": 0.7262, "X2": 0.33827, "Y2": 0.726, "X3": 0.33827, "Y3": 0.7428, "X4": 0.30189, "Y4": 0.7428, "page": 0, "Index": 202}, {"Word": "they", "Confidence": 0.991, "X1": 0.34232, "Y1": 0.7262, "X2": 0.37871, "Y2": 0.726, "X3": 0.37736, "Y3": 0.7438, "X4": 0.34232, "Y4": 0.7428, "page": 0, "Index": 203}, {"Word": "should", "Confidence": 0.996, "X1": 0.38275, "Y1": 0.7262, "X2": 0.43801, "Y2": 0.726, "X3": 0.43801, "Y3": 0.7438, "X4": 0.38275, "Y4": 0.7438, "page": 0, "Index": 204}, {"Word": "call", "Confidence": 0.97, "X1": 0.4434, "Y1": 0.7262, "X2": 0.4717, "Y2": 0.726, "X3": 0.4717, "Y3": 0.7438, "X4": 0.44205, "Y4": 0.7438, "page": 0, "Index": 205}, {"Word": "(name", "Confidence": 0.994, "X1": 0.47709, "Y1": 0.7262, "X2": 0.52965, "Y2": 0.726, "X3": 0.5283, "Y3": 0.7438, "X4": 0.47709, "Y4": 0.7438, "page": 0, "Index": 206}, {"Word": "and", "Confidence": 0.998, "X1": 0.53369, "Y1": 0.7262, "X2": 0.56604, "Y2": 0.726, "X3": 0.56604, "Y3": 0.7438, "X4": 0.53369, "Y4": 0.7438, "page": 0, "Index": 207}, {"Word": "phone)", "Confidence": 0.996, "X1": 0.57008, "Y1": 0.7262, "X2": 0.62938, "Y2": 0.726, "X3": 0.62938, "Y3": 0.7448, "X4": 0.57008, "Y4": 0.7438, "page": 0, "Index": 208}, {"Word": "in", "Confidence": 0.997, "X1": 0.63342, "Y1": 0.7262, "X2": 0.6496, "Y2": 0.726, "X3": 0.64825, "Y3": 0.7448, "X4": 0.63342, "Y4": 0.7448, "page": 0, "Index": 209}, {"Word": "case", "Confidence": 0.991, "X1": 0.65364, "Y1": 0.7262, "X2": 0.69272, "Y2": 0.726, "X3": 0.69137, "Y3": 0.7448, "X4": 0.65364, "Y4": 0.7448, "page": 0, "Index": 210}, {"Word": "of", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.7272, "X2": 0.71429, "Y2": 0.727, "X3": 0.71294, "Y3": 0.7448, "X4": 0.69677, "Y4": 0.7448, "page": 0, "Index": 211}, {"Word": "any", "Confidence": 0.998, "X1": 0.71833, "Y1": 0.7272, "X2": 0.75337, "Y2": 0.727, "X3": 0.75202, "Y3": 0.7448, "X4": 0.71833, "Y4": 0.7448, "page": 0, "Index": 212}, {"Word": "unlikely", "Confidence": 0.993, "X1": 0.14151, "Y1": 0.7422, "X2": 0.20081, "Y2": 0.742, "X3": 0.20081, "Y3": 0.7598, "X4": 0.14151, "Y4": 0.7598, "page": 0, "Index": 213}, {"Word": "last-minute", "Confidence": 0.993, "X1": 0.2062, "Y1": 0.7432, "X2": 0.29784, "Y2": 0.743, "X3": 0.29784, "Y3": 0.7598, "X4": 0.2062, "Y4": 0.7598, "page": 0, "Index": 214}, {"Word": "delay.", "Confidence": 0.992, "X1": 0.30189, "Y1": 0.7442, "X2": 0.35445, "Y2": 0.744, "X3": 0.35445, "Y3": 0.7608, "X4": 0.30189, "Y4": 0.7598, "page": 0, "Index": 215}, {"Word": "Sincerely,", "Confidence": 0.882, "X1": 0.14286, "Y1": 0.7772, "X2": 0.22372, "Y2": 0.777, "X3": 0.22372, "Y3": 0.7938, "X4": 0.14151, "Y4": 0.7928, "page": 0, "Index": 216}, {"Word": "Patti", "Confidence": 0.997, "X1": 0.13881, "Y1": 0.8262, "X2": 0.1779, "Y2": 0.826, "X3": 0.17655, "Y3": 0.8418, "X4": 0.13881, "Y4": 0.8418, "page": 0, "Index": 217}, {"Word": "ittermann", "Confidence": 0.847, "X1": 0.18194, "Y1": 0.8282, "X2": 0.26415, "Y2": 0.828, "X3": 0.2628, "Y3": 0.8428, "X4": 0.18059, "Y4": 0.8418, "page": 0, "Index": 218}, {"Word": "R", "Confidence": 0.991, "X1": 0.1779, "Y1": 0.8462, "X2": 0.21563, "Y2": 0.846, "X3": 0.21429, "Y3": 0.8908, "X4": 0.17655, "Y4": 0.8898, "page": 0, "Index": 219}, {"Word": "J", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.8472, "X2": 0.25606, "Y2": 0.847, "X3": 0.25606, "Y3": 0.8908, "X4": 0.22776, "Y4": 0.8908, "page": 0, "Index": 220}, {"Word": "Reynolds", "Confidence": 0.995, "X1": 0.26819, "Y1": 0.8502, "X2": 0.48383, "Y2": 0.85, "X3": 0.48383, "Y3": 0.8948, "X4": 0.26685, "Y4": 0.8908, "page": 0, "Index": 221}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.5593, "Y1": 0.8732, "X2": 0.62264, "Y2": 0.873, "X3": 0.62264, "Y3": 0.8888, "X4": 0.5593, "Y4": 0.8888, "page": 0, "Index": 222}, {"Word": "Company", "Confidence": 0.997, "X1": 0.62668, "Y1": 0.8732, "X2": 0.70216, "Y2": 0.873, "X3": 0.70216, "Y3": 0.8908, "X4": 0.62668, "Y4": 0.8888, "page": 0, "Index": 223}, {"Word": "52604", "Confidence": 0.998, "X1": 0.95418, "Y1": 0.9132, "X2": 0.95283, "Y2": 0.913, "X3": 0.92992, "Y3": 0.9128, "X4": 0.93127, "Y4": 0.8648, "page": 0, "Index": 224}, {"Word": "3360", "Confidence": 0.989, "X1": 0.95283, "Y1": 0.9592, "X2": 0.95148, "Y2": 0.959, "X3": 0.92722, "Y3": 0.9588, "X4": 0.92992, "Y4": 0.9198, "page": 0, "Index": 225}]}
"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"
fflb0088
0
{"lines_data": [{"Word": "Secretariat of ISO/TC 126/SC 2", "Confidence": 0.9958, "X1": 0.51752, "Y1": 0.0822, "X2": 0.86388, "Y2": 0.082, "X3": 0.86388, "Y3": 0.1028, "X4": 0.51752, "Y4": 0.1038, "page": 0}, {"Word": "ISO", "Confidence": 0.939, "X1": 0.21159, "Y1": 0.1112, "X2": 0.32345, "Y2": 0.111, "X3": 0.3221, "Y3": 0.1468, "X4": 0.20889, "Y4": 0.1448, "page": 0}, {"Word": "11.0295 020744:", "Confidence": 0.655, "X1": 0.72776, "Y1": 0.1302, "X2": 0.90296, "Y2": 0.13, "X3": 0.90296, "Y3": 0.1488, "X4": 0.72911, "Y4": 0.1518, "page": 0}, {"Word": "our date", "Confidence": 0.994, "X1": 0.51752, "Y1": 0.1642, "X2": 0.57817, "Y2": 0.164, "X3": 0.57817, "Y3": 0.1758, "X4": 0.51752, "Y4": 0.1758, "page": 0}, {"Word": "our reference", "Confidence": 0.994, "X1": 0.68464, "Y1": 0.1632, "X2": 0.77898, "Y2": 0.163, "X3": 0.77898, "Y3": 0.1758, "X4": 0.68464, "Y4": 0.1768, "page": 0}, {"Word": "1995-09-11", "Confidence": 0.97, "X1": 0.52022, "Y1": 0.1822, "X2": 0.59299, "Y2": 0.182, "X3": 0.59299, "Y3": 0.1968, "X4": 0.52022, "Y4": 0.1968, "page": 0}, {"Word": "126/2- N 112, 114, 116", "Confidence": 0.97, "X1": 0.68194, "Y1": 0.1812, "X2": 0.83827, "Y2": 0.181, "X3": 0.83827, "Y3": 0.1968, "X4": 0.68194, "Y4": 0.1968, "page": 0}, {"Word": "TO", "Confidence": 0.97, "X1": 0.18059, "Y1": 0.2782, "X2": 0.21698, "Y2": 0.278, "X3": 0.21698, "Y3": 0.2918, "X4": 0.18059, "Y4": 0.2908, "page": 0}, {"Word": "THE P- AND O-MEMBERS OF ISO/TC 126/SC 2", "Confidence": 0.98838, "X1": 0.18059, "Y1": 0.2912, "X2": 0.59164, "Y2": 0.291, "X3": 0.59299, "Y3": 0.3088, "X4": 0.18059, "Y4": 0.3098, "page": 0}, {"Word": "THE CENTRAL SECRETARIAT", "Confidence": 0.99533, "X1": 0.18194, "Y1": 0.3092, "X2": 0.46092, "Y2": 0.309, "X3": 0.46092, "Y3": 0.3238, "X4": 0.18194, "Y4": 0.3258, "page": 0}, {"Word": "THE CHAIRMEN OF ISO/TC 126/SC 2", "Confidence": 0.98617, "X1": 0.18059, "Y1": 0.3252, "X2": 0.51078, "Y2": 0.325, "X3": 0.51078, "Y3": 0.3398, "X4": 0.18059, "Y4": 0.3418, "page": 0}, {"Word": "THE SECRETARIAT OF ISO/TC 126", "Confidence": 0.9926, "X1": 0.18194, "Y1": 0.3422, "X2": 0.49461, "Y2": 0.342, "X3": 0.49596, "Y3": 0.3558, "X4": 0.18194, "Y4": 0.3568, "page": 0}, {"Word": "THE CATEGORY A LIAISONS", "Confidence": 0.97625, "X1": 0.18194, "Y1": 0.3582, "X2": 0.44744, "Y2": 0.358, "X3": 0.44879, "Y3": 0.3728, "X4": 0.18194, "Y4": 0.3748, "page": 0}, {"Word": "Dear Sir, Dear Madam,", "Confidence": 0.98, "X1": 0.17925, "Y1": 0.4392, "X2": 0.35984, "Y2": 0.439, "X3": 0.35984, "Y3": 0.4548, "X4": 0.17925, "Y4": 0.4558, "page": 0}, {"Word": "I have pleasure in enclosing the results of voting for the following new work item proposals:", "Confidence": 0.97575, "X1": 0.17925, "Y1": 0.4862, "X2": 0.86253, "Y2": 0.486, "X3": 0.86253, "Y3": 0.5028, "X4": 0.17925, "Y4": 0.5038, "page": 0}, {"Word": "ISO/TC 126/SC 2 N 111", "Confidence": 0.9956, "X1": 0.18059, "Y1": 0.5182, "X2": 0.36792, "Y2": 0.518, "X3": 0.36792, "Y3": 0.5348, "X4": 0.18059, "Y4": 0.5348, "page": 0}, {"Word": "Determination of total alkaloids (as nicotine) in tobacco by", "Confidence": 0.98033, "X1": 0.40162, "Y1": 0.5192, "X2": 0.84097, "Y2": 0.519, "X3": 0.84097, "Y3": 0.5358, "X4": 0.40162, "Y4": 0.5348, "page": 0}, {"Word": "continuous flow analysis", "Confidence": 0.97767, "X1": 0.40162, "Y1": 0.5352, "X2": 0.5876, "Y2": 0.535, "X3": 0.5876, "Y3": 0.5508, "X4": 0.40162, "Y4": 0.5518, "page": 0}, {"Word": "ISO/TC 126/SC 2 N 113", "Confidence": 0.98, "X1": 0.17925, "Y1": 0.5502, "X2": 0.36927, "Y2": 0.55, "X3": 0.36927, "Y3": 0.5668, "X4": 0.17925, "Y4": 0.5678, "page": 0}, {"Word": "Determination of reducing substances in tobacco by continuous", "Confidence": 0.95825, "X1": 0.40296, "Y1": 0.5512, "X2": 0.87601, "Y2": 0.551, "X3": 0.87601, "Y3": 0.5668, "X4": 0.40296, "Y4": 0.5668, "page": 0}, {"Word": "flow analysis", "Confidence": 0.9875, "X1": 0.40566, "Y1": 0.5682, "X2": 0.50539, "Y2": 0.568, "X3": 0.50539, "Y3": 0.5818, "X4": 0.40566, "Y4": 0.5818, "page": 0}, {"Word": "ISO/TC 126/SC 2 N 115", "Confidence": 0.99, "X1": 0.18059, "Y1": 0.5832, "X2": 0.36927, "Y2": 0.583, "X3": 0.36927, "Y3": 0.5988, "X4": 0.18059, "Y4": 0.6008, "page": 0}, {"Word": "Determination of reducing carbohydrates in tobacco by", "Confidence": 0.97614, "X1": 0.39892, "Y1": 0.5832, "X2": 0.81402, "Y2": 0.583, "X3": 0.81402, "Y3": 0.5998, "X4": 0.39892, "Y4": 0.5998, "page": 0}, {"Word": "continuous flow analysis", "Confidence": 0.99067, "X1": 0.40296, "Y1": 0.6012, "X2": 0.58895, "Y2": 0.601, "X3": 0.58895, "Y3": 0.6158, "X4": 0.40296, "Y4": 0.6158, "page": 0}, {"Word": "Please note that these new work item proposals are all approved and have been introduced in", "Confidence": 0.99125, "X1": 0.18059, "Y1": 0.6322, "X2": 0.86927, "Y2": 0.632, "X3": 0.86927, "Y3": 0.6488, "X4": 0.18059, "Y4": 0.6498, "page": 0}, {"Word": "the program of work.", "Confidence": 0.988, "X1": 0.18059, "Y1": 0.6492, "X2": 0.34097, "Y2": 0.649, "X3": 0.34097, "Y3": 0.6658, "X4": 0.18059, "Y4": 0.6668, "page": 0}, {"Word": "Yours sincerely,", "Confidence": 0.9785, "X1": 0.18194, "Y1": 0.7292, "X2": 0.31132, "Y2": 0.729, "X3": 0.31132, "Y3": 0.7458, "X4": 0.18194, "Y4": 0.7468, "page": 0}, {"Word": "Tunga G\u00d6KHUN", "Confidence": 0.8705, "X1": 0.18059, "Y1": 0.7942, "X2": 0.32615, "Y2": 0.794, "X3": 0.32615, "Y3": 0.8098, "X4": 0.18059, "Y4": 0.8118, "page": 0}, {"Word": "Secretary of ISO/TC 126/SC 2", "Confidence": 0.9494, "X1": 0.17925, "Y1": 0.8112, "X2": 0.42453, "Y2": 0.811, "X3": 0.42453, "Y3": 0.8258, "X4": 0.17925, "Y4": 0.8278, "page": 0}, {"Word": "2074073362", "Confidence": 0.943, "X1": 0.83558, "Y1": 0.8462, "X2": 0.83019, "Y2": 0.846, "X3": 0.80593, "Y3": 0.8448, "X4": 0.81132, "Y4": 0.7438, "page": 0}, {"Word": "Enel.", "Confidence": 0.61, "X1": 0.18194, "Y1": 0.8572, "X2": 0.21698, "Y2": 0.857, "X3": 0.21698, "Y3": 0.8708, "X4": 0.18194, "Y4": 0.8698, "page": 0}, {"Word": "Secretariat Address", "Confidence": 0.92, "X1": 0.17925, "Y1": 0.9282, "X2": 0.30458, "Y2": 0.928, "X3": 0.30458, "Y3": 0.9408, "X4": 0.17925, "Y4": 0.9408, "page": 0}, {"Word": "Telephone", "Confidence": 0.789, "X1": 0.40296, "Y1": 0.9292, "X2": 0.47035, "Y2": 0.929, "X3": 0.47035, "Y3": 0.9418, "X4": 0.40296, "Y4": 0.9408, "page": 0}, {"Word": "Telex", "Confidence": 0.605, "X1": 0.62803, "Y1": 0.9272, "X2": 0.66442, "Y2": 0.927, "X3": 0.66307, "Y3": 0.9398, "X4": 0.62668, "Y4": 0.9388, "page": 0}, {"Word": "42047 te tr", "Confidence": 0.711, "X1": 0.73854, "Y1": 0.9282, "X2": 0.81536, "Y2": 0.928, "X3": 0.81536, "Y3": 0.9408, "X4": 0.73854, "Y4": 0.9408, "page": 0}, {"Word": "TSE Necatibey Cad.", "Confidence": 0.84267, "X1": 0.18059, "Y1": 0.9542, "X2": 0.29919, "Y2": 0.954, "X3": 0.29784, "Y3": 0.9668, "X4": 0.18059, "Y4": 0.9658, "page": 0}, {"Word": "national", "Confidence": 0.633, "X1": 0.40296, "Y1": 0.9542, "X2": 0.45418, "Y2": 0.954, "X3": 0.45553, "Y3": 0.9658, "X4": 0.40296, "Y4": 0.9668, "page": 0}, {"Word": "312 417 83 30", "Confidence": 0.98075, "X1": 0.51752, "Y1": 0.9532, "X2": 0.60243, "Y2": 0.953, "X3": 0.60243, "Y3": 0.9638, "X4": 0.51752, "Y4": 0.9648, "page": 0}, {"Word": "Telefax", "Confidence": 0.607, "X1": 0.62399, "Y1": 0.9532, "X2": 0.67251, "Y2": 0.953, "X3": 0.67251, "Y3": 0.9648, "X4": 0.62399, "Y4": 0.9638, "page": 0}, {"Word": "+90 312 425 43 99", "Confidence": 0.9942, "X1": 0.7372, "Y1": 0.9532, "X2": 0.85175, "Y2": 0.953, "X3": 0.85175, "Y3": 0.9658, "X4": 0.7372, "Y4": 0.9668, "page": 0}, {"Word": "international +90 312 417 83 30", "Confidence": 0.84717, "X1": 0.40296, "Y1": 0.9662, "X2": 0.60512, "Y2": 0.966, "X3": 0.60512, "Y3": 0.9768, "X4": 0.40296, "Y4": 0.9788, "page": 0}, {"Word": "No:112 Bakanl\u0131klar", "Confidence": 0.855, "X1": 0.17925, "Y1": 0.9672, "X2": 0.30189, "Y2": 0.967, "X3": 0.30189, "Y3": 0.9788, "X4": 0.17925, "Y4": 0.9778, "page": 0}, {"Word": "06700 Ankara/TURKEY", "Confidence": 0.583, "X1": 0.17925, "Y1": 0.9772, "X2": 0.32749, "Y2": 0.977, "X3": 0.32749, "Y3": 0.9898, "X4": 0.17925, "Y4": 0.9898, "page": 0}, {"Word": "Ext: 272", "Confidence": 0.8275, "X1": 0.40431, "Y1": 0.9792, "X2": 0.45957, "Y2": 0.979, "X3": 0.45957, "Y3": 0.9898, "X4": 0.40431, "Y4": 0.9888, "page": 0}, {"Word": "Telegrams", "Confidence": 0.246, "X1": 0.62803, "Y1": 0.9782, "X2": 0.69137, "Y2": 0.978, "X3": 0.69003, "Y3": 0.9898, "X4": 0.62668, "Y4": 0.9888, "page": 0}, {"Word": "Standard-Ankara", "Confidence": 0.553, "X1": 0.7372, "Y1": 0.9772, "X2": 0.84232, "Y2": 0.977, "X3": 0.84097, "Y3": 0.9918, "X4": 0.73585, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "Secretariat", "Confidence": 0.991, "X1": 0.51752, "Y1": 0.0832, "X2": 0.63612, "Y2": 0.083, "X3": 0.63747, "Y3": 0.1028, "X4": 0.51752, "Y4": 0.1048, "page": 0, "Index": 0}, {"Word": "of", "Confidence": 0.998, "X1": 0.64151, "Y1": 0.0832, "X2": 0.66307, "Y2": 0.083, "X3": 0.66442, "Y3": 0.1028, "X4": 0.64286, "Y4": 0.1028, "page": 0, "Index": 1}, {"Word": "ISO/TC", "Confidence": 0.995, "X1": 0.66846, "Y1": 0.0832, "X2": 0.75337, "Y2": 0.083, "X3": 0.75337, "Y3": 0.1028, "X4": 0.66981, "Y4": 0.1028, "page": 0, "Index": 2}, {"Word": "126/SC", "Confidence": 0.997, "X1": 0.75876, "Y1": 0.0832, "X2": 0.83693, "Y2": 0.083, "X3": 0.83693, "Y3": 0.1028, "X4": 0.76011, "Y4": 0.1028, "page": 0, "Index": 3}, {"Word": "2", "Confidence": 0.998, "X1": 0.84501, "Y1": 0.0832, "X2": 0.85984, "Y2": 0.083, "X3": 0.86119, "Y3": 0.1038, "X4": 0.84501, "Y4": 0.1038, "page": 0, "Index": 4}, {"Word": "ISO", "Confidence": 0.939, "X1": 0.20889, "Y1": 0.1112, "X2": 0.30458, "Y2": 0.111, "X3": 0.30323, "Y3": 0.1468, "X4": 0.20889, "Y4": 0.1448, "page": 0, "Index": 5}, {"Word": "11.0295", "Confidence": 0.646, "X1": 0.72911, "Y1": 0.1322, "X2": 0.80189, "Y2": 0.132, "X3": 0.80189, "Y3": 0.1508, "X4": 0.72911, "Y4": 0.1518, "page": 0, "Index": 6}, {"Word": "020744:", "Confidence": 0.664, "X1": 0.80728, "Y1": 0.1312, "X2": 0.90296, "Y2": 0.131, "X3": 0.90162, "Y3": 0.1488, "X4": 0.80728, "Y4": 0.1508, "page": 0, "Index": 7}, {"Word": "our", "Confidence": 0.998, "X1": 0.51887, "Y1": 0.1652, "X2": 0.54313, "Y2": 0.165, "X3": 0.54313, "Y3": 0.1768, "X4": 0.52022, "Y4": 0.1768, "page": 0, "Index": 8}, {"Word": "date", "Confidence": 0.99, "X1": 0.54582, "Y1": 0.1652, "X2": 0.57817, "Y2": 0.165, "X3": 0.57817, "Y3": 0.1768, "X4": 0.54582, "Y4": 0.1768, "page": 0, "Index": 9}, {"Word": "our", "Confidence": 0.994, "X1": 0.68598, "Y1": 0.1642, "X2": 0.70755, "Y2": 0.164, "X3": 0.70755, "Y3": 0.1768, "X4": 0.68598, "Y4": 0.1768, "page": 0, "Index": 10}, {"Word": "reference", "Confidence": 0.994, "X1": 0.71159, "Y1": 0.1642, "X2": 0.77763, "Y2": 0.164, "X3": 0.77763, "Y3": 0.1758, "X4": 0.71159, "Y4": 0.1768, "page": 0, "Index": 11}, {"Word": "1995-09-11", "Confidence": 0.97, "X1": 0.52156, "Y1": 0.1822, "X2": 0.59299, "Y2": 0.182, "X3": 0.59164, "Y3": 0.1978, "X4": 0.52022, "Y4": 0.1968, "page": 0, "Index": 12}, {"Word": "126/2-", "Confidence": 0.943, "X1": 0.68329, "Y1": 0.1822, "X2": 0.72237, "Y2": 0.182, "X3": 0.72102, "Y3": 0.1978, "X4": 0.68194, "Y4": 0.1978, "page": 0, "Index": 13}, {"Word": "N", "Confidence": 0.992, "X1": 0.72642, "Y1": 0.1822, "X2": 0.73854, "Y2": 0.182, "X3": 0.7372, "Y3": 0.1978, "X4": 0.72642, "Y4": 0.1978, "page": 0, "Index": 14}, {"Word": "112,", "Confidence": 0.932, "X1": 0.74394, "Y1": 0.1822, "X2": 0.77224, "Y2": 0.182, "X3": 0.77089, "Y3": 0.1968, "X4": 0.74259, "Y4": 0.1978, "page": 0, "Index": 15}, {"Word": "114,", "Confidence": 0.988, "X1": 0.77628, "Y1": 0.1822, "X2": 0.80458, "Y2": 0.182, "X3": 0.80323, "Y3": 0.1978, "X4": 0.77493, "Y4": 0.1968, "page": 0, "Index": 16}, {"Word": "116", "Confidence": 0.995, "X1": 0.80997, "Y1": 0.1822, "X2": 0.83693, "Y2": 0.182, "X3": 0.83423, "Y3": 0.1978, "X4": 0.80728, "Y4": 0.1978, "page": 0, "Index": 17}, {"Word": "TO", "Confidence": 0.97, "X1": 0.18464, "Y1": 0.2782, "X2": 0.2062, "Y2": 0.278, "X3": 0.2062, "Y3": 0.2918, "X4": 0.18329, "Y4": 0.2908, "page": 0, "Index": 18}, {"Word": "THE", "Confidence": 0.993, "X1": 0.18194, "Y1": 0.2942, "X2": 0.21968, "Y2": 0.294, "X3": 0.21968, "Y3": 0.3098, "X4": 0.18194, "Y4": 0.3098, "page": 0, "Index": 19}, {"Word": "P-", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.2942, "X2": 0.24394, "Y2": 0.294, "X3": 0.24394, "Y3": 0.3098, "X4": 0.22372, "Y4": 0.3098, "page": 0, "Index": 20}, {"Word": "AND", "Confidence": 0.998, "X1": 0.24798, "Y1": 0.2942, "X2": 0.28841, "Y2": 0.294, "X3": 0.28706, "Y3": 0.3098, "X4": 0.24798, "Y4": 0.3098, "page": 0, "Index": 21}, {"Word": "O-MEMBERS", "Confidence": 0.943, "X1": 0.29245, "Y1": 0.2932, "X2": 0.41105, "Y2": 0.293, "X3": 0.4097, "Y3": 0.3098, "X4": 0.29245, "Y4": 0.3098, "page": 0, "Index": 22}, {"Word": "OF", "Confidence": 0.998, "X1": 0.41509, "Y1": 0.2932, "X2": 0.44205, "Y2": 0.293, "X3": 0.44205, "Y3": 0.3098, "X4": 0.41375, "Y4": 0.3098, "page": 0, "Index": 23}, {"Word": "ISO/TC", "Confidence": 0.991, "X1": 0.44609, "Y1": 0.2932, "X2": 0.51078, "Y2": 0.293, "X3": 0.51078, "Y3": 0.3098, "X4": 0.44609, "Y4": 0.3098, "page": 0, "Index": 24}, {"Word": "126/SC", "Confidence": 0.995, "X1": 0.51617, "Y1": 0.2922, "X2": 0.57143, "Y2": 0.292, "X3": 0.57143, "Y3": 0.3088, "X4": 0.51482, "Y4": 0.3088, "page": 0, "Index": 25}, {"Word": "2", "Confidence": 0.998, "X1": 0.57547, "Y1": 0.2922, "X2": 0.58895, "Y2": 0.292, "X3": 0.5876, "Y3": 0.3088, "X4": 0.57547, "Y4": 0.3088, "page": 0, "Index": 26}, {"Word": "THE", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.3102, "X2": 0.21968, "Y2": 0.31, "X3": 0.22102, "Y3": 0.3258, "X4": 0.18329, "Y4": 0.3248, "page": 0, "Index": 27}, {"Word": "CENTRAL", "Confidence": 0.997, "X1": 0.22507, "Y1": 0.3102, "X2": 0.31536, "Y2": 0.31, "X3": 0.31536, "Y3": 0.3258, "X4": 0.22507, "Y4": 0.3258, "page": 0, "Index": 28}, {"Word": "SECRETARIAT", "Confidence": 0.991, "X1": 0.31941, "Y1": 0.3092, "X2": 0.45553, "Y2": 0.309, "X3": 0.45553, "Y3": 0.3238, "X4": 0.31941, "Y4": 0.3258, "page": 0, "Index": 29}, {"Word": "THE", "Confidence": 0.995, "X1": 0.18329, "Y1": 0.3272, "X2": 0.22102, "Y2": 0.327, "X3": 0.22102, "Y3": 0.3418, "X4": 0.18194, "Y4": 0.3418, "page": 0, "Index": 30}, {"Word": "CHAIRMEN", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.3262, "X2": 0.33019, "Y2": 0.326, "X3": 0.32884, "Y3": 0.3418, "X4": 0.22507, "Y4": 0.3418, "page": 0, "Index": 31}, {"Word": "OF", "Confidence": 0.996, "X1": 0.33423, "Y1": 0.3262, "X2": 0.36119, "Y2": 0.326, "X3": 0.36119, "Y3": 0.3418, "X4": 0.33423, "Y4": 0.3418, "page": 0, "Index": 32}, {"Word": "ISO/TC", "Confidence": 0.983, "X1": 0.36523, "Y1": 0.3262, "X2": 0.42992, "Y2": 0.326, "X3": 0.42857, "Y3": 0.3408, "X4": 0.36523, "Y4": 0.3418, "page": 0, "Index": 33}, {"Word": "126/SC", "Confidence": 0.958, "X1": 0.43396, "Y1": 0.3262, "X2": 0.49057, "Y2": 0.326, "X3": 0.49057, "Y3": 0.3408, "X4": 0.43396, "Y4": 0.3408, "page": 0, "Index": 34}, {"Word": "2", "Confidence": 0.994, "X1": 0.4973, "Y1": 0.3262, "X2": 0.50809, "Y2": 0.326, "X3": 0.50809, "Y3": 0.3408, "X4": 0.49596, "Y4": 0.3408, "page": 0, "Index": 35}, {"Word": "THE", "Confidence": 0.991, "X1": 0.18329, "Y1": 0.3432, "X2": 0.21968, "Y2": 0.343, "X3": 0.21968, "Y3": 0.3578, "X4": 0.18329, "Y4": 0.3578, "page": 0, "Index": 36}, {"Word": "SECRETARIAT", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.3422, "X2": 0.35849, "Y2": 0.342, "X3": 0.35849, "Y3": 0.3568, "X4": 0.22372, "Y4": 0.3578, "page": 0, "Index": 37}, {"Word": "OF", "Confidence": 0.992, "X1": 0.36388, "Y1": 0.3422, "X2": 0.38949, "Y2": 0.342, "X3": 0.38949, "Y3": 0.3568, "X4": 0.36388, "Y4": 0.3568, "page": 0, "Index": 38}, {"Word": "ISO/TC", "Confidence": 0.991, "X1": 0.39353, "Y1": 0.3422, "X2": 0.45687, "Y2": 0.342, "X3": 0.45553, "Y3": 0.3568, "X4": 0.39353, "Y4": 0.3568, "page": 0, "Index": 39}, {"Word": "126", "Confidence": 0.998, "X1": 0.46361, "Y1": 0.3432, "X2": 0.49326, "Y2": 0.343, "X3": 0.49326, "Y3": 0.3568, "X4": 0.46226, "Y4": 0.3568, "page": 0, "Index": 40}, {"Word": "THE", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.3592, "X2": 0.22102, "Y2": 0.359, "X3": 0.21968, "Y3": 0.3748, "X4": 0.18329, "Y4": 0.3758, "page": 0, "Index": 41}, {"Word": "CATEGORY", "Confidence": 0.991, "X1": 0.22507, "Y1": 0.3592, "X2": 0.33288, "Y2": 0.359, "X3": 0.33154, "Y3": 0.3738, "X4": 0.22507, "Y4": 0.3748, "page": 0, "Index": 42}, {"Word": "A", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.3592, "X2": 0.34906, "Y2": 0.359, "X3": 0.34906, "Y3": 0.3738, "X4": 0.33693, "Y4": 0.3738, "page": 0, "Index": 43}, {"Word": "LIAISONS", "Confidence": 0.918, "X1": 0.3558, "Y1": 0.3592, "X2": 0.44744, "Y2": 0.359, "X3": 0.44609, "Y3": 0.3718, "X4": 0.35445, "Y4": 0.3738, "page": 0, "Index": 44}, {"Word": "Dear", "Confidence": 0.959, "X1": 0.17925, "Y1": 0.4402, "X2": 0.21698, "Y2": 0.44, "X3": 0.21698, "Y3": 0.4558, "X4": 0.17925, "Y4": 0.4558, "page": 0, "Index": 45}, {"Word": "Sir,", "Confidence": 0.981, "X1": 0.22102, "Y1": 0.4402, "X2": 0.24663, "Y2": 0.44, "X3": 0.24663, "Y3": 0.4558, "X4": 0.22102, "Y4": 0.4558, "page": 0, "Index": 46}, {"Word": "Dear", "Confidence": 0.989, "X1": 0.25067, "Y1": 0.4392, "X2": 0.28706, "Y2": 0.439, "X3": 0.28706, "Y3": 0.4558, "X4": 0.25067, "Y4": 0.4558, "page": 0, "Index": 47}, {"Word": "Madam,", "Confidence": 0.991, "X1": 0.29111, "Y1": 0.4392, "X2": 0.35984, "Y2": 0.439, "X3": 0.35984, "Y3": 0.4558, "X4": 0.29111, "Y4": 0.4558, "page": 0, "Index": 48}, {"Word": "I", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.4882, "X2": 0.18598, "Y2": 0.488, "X3": 0.18464, "Y3": 0.5038, "X4": 0.17925, "Y4": 0.5038, "page": 0, "Index": 49}, {"Word": "have", "Confidence": 0.991, "X1": 0.19003, "Y1": 0.4882, "X2": 0.22507, "Y2": 0.488, "X3": 0.22507, "Y3": 0.5038, "X4": 0.19003, "Y4": 0.5038, "page": 0, "Index": 50}, {"Word": "pleasure", "Confidence": 0.931, "X1": 0.22911, "Y1": 0.4882, "X2": 0.28976, "Y2": 0.488, "X3": 0.28976, "Y3": 0.5038, "X4": 0.22911, "Y4": 0.5038, "page": 0, "Index": 51}, {"Word": "in", "Confidence": 0.995, "X1": 0.2938, "Y1": 0.4872, "X2": 0.30997, "Y2": 0.487, "X3": 0.30863, "Y3": 0.5038, "X4": 0.2938, "Y4": 0.5038, "page": 0, "Index": 52}, {"Word": "enclosing", "Confidence": 0.849, "X1": 0.31402, "Y1": 0.4872, "X2": 0.3814, "Y2": 0.487, "X3": 0.3814, "Y3": 0.5038, "X4": 0.31402, "Y4": 0.5038, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.38679, "Y1": 0.4872, "X2": 0.40836, "Y2": 0.487, "X3": 0.40836, "Y3": 0.5038, "X4": 0.38544, "Y4": 0.5038, "page": 0, "Index": 54}, {"Word": "results", "Confidence": 0.995, "X1": 0.41375, "Y1": 0.4872, "X2": 0.46226, "Y2": 0.487, "X3": 0.46092, "Y3": 0.5038, "X4": 0.41375, "Y4": 0.5038, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.46631, "Y1": 0.4872, "X2": 0.48248, "Y2": 0.487, "X3": 0.48248, "Y3": 0.5038, "X4": 0.46631, "Y4": 0.5038, "page": 0, "Index": 56}, {"Word": "voting", "Confidence": 0.995, "X1": 0.48787, "Y1": 0.4872, "X2": 0.53369, "Y2": 0.487, "X3": 0.53369, "Y3": 0.5038, "X4": 0.48652, "Y4": 0.5038, "page": 0, "Index": 57}, {"Word": "for", "Confidence": 0.998, "X1": 0.53908, "Y1": 0.4872, "X2": 0.5593, "Y2": 0.487, "X3": 0.5593, "Y3": 0.5038, "X4": 0.53774, "Y4": 0.5038, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.998, "X1": 0.56469, "Y1": 0.4872, "X2": 0.58625, "Y2": 0.487, "X3": 0.58625, "Y3": 0.5038, "X4": 0.56334, "Y4": 0.5038, "page": 0, "Index": 59}, {"Word": "following", "Confidence": 0.995, "X1": 0.59164, "Y1": 0.4872, "X2": 0.66038, "Y2": 0.487, "X3": 0.66038, "Y3": 0.5038, "X4": 0.59164, "Y4": 0.5038, "page": 0, "Index": 60}, {"Word": "new", "Confidence": 0.998, "X1": 0.66577, "Y1": 0.4872, "X2": 0.69542, "Y2": 0.487, "X3": 0.69542, "Y3": 0.5038, "X4": 0.66577, "Y4": 0.5038, "page": 0, "Index": 61}, {"Word": "work", "Confidence": 0.937, "X1": 0.69946, "Y1": 0.4872, "X2": 0.73854, "Y2": 0.487, "X3": 0.73854, "Y3": 0.5038, "X4": 0.69946, "Y4": 0.5038, "page": 0, "Index": 62}, {"Word": "item", "Confidence": 0.985, "X1": 0.74394, "Y1": 0.4872, "X2": 0.77628, "Y2": 0.487, "X3": 0.77628, "Y3": 0.5038, "X4": 0.74394, "Y4": 0.5038, "page": 0, "Index": 63}, {"Word": "proposals:", "Confidence": 0.958, "X1": 0.78167, "Y1": 0.4872, "X2": 0.86253, "Y2": 0.487, "X3": 0.86253, "Y3": 0.5038, "X4": 0.78167, "Y4": 0.5038, "page": 0, "Index": 64}, {"Word": "ISO/TC", "Confidence": 0.994, "X1": 0.18059, "Y1": 0.5192, "X2": 0.23989, "Y2": 0.519, "X3": 0.23989, "Y3": 0.5348, "X4": 0.18059, "Y4": 0.5348, "page": 0, "Index": 65}, {"Word": "126/SC", "Confidence": 0.995, "X1": 0.24394, "Y1": 0.5192, "X2": 0.30054, "Y2": 0.519, "X3": 0.30054, "Y3": 0.5358, "X4": 0.24394, "Y4": 0.5348, "page": 0, "Index": 66}, {"Word": "2", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.5192, "X2": 0.31402, "Y2": 0.519, "X3": 0.31402, "Y3": 0.5358, "X4": 0.30458, "Y4": 0.5358, "page": 0, "Index": 67}, {"Word": "N", "Confidence": 0.993, "X1": 0.31806, "Y1": 0.5192, "X2": 0.33019, "Y2": 0.519, "X3": 0.33019, "Y3": 0.5358, "X4": 0.31806, "Y4": 0.5358, "page": 0, "Index": 68}, {"Word": "111", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.5192, "X2": 0.36927, "Y2": 0.519, "X3": 0.36927, "Y3": 0.5358, "X4": 0.33827, "Y4": 0.5358, "page": 0, "Index": 69}, {"Word": "Determination", "Confidence": 0.969, "X1": 0.40296, "Y1": 0.5192, "X2": 0.51078, "Y2": 0.519, "X3": 0.50943, "Y3": 0.5348, "X4": 0.40296, "Y4": 0.5348, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.51482, "Y1": 0.5192, "X2": 0.531, "Y2": 0.519, "X3": 0.52965, "Y3": 0.5348, "X4": 0.51348, "Y4": 0.5348, "page": 0, "Index": 71}, {"Word": "total", "Confidence": 0.994, "X1": 0.53504, "Y1": 0.5192, "X2": 0.56873, "Y2": 0.519, "X3": 0.56739, "Y3": 0.5348, "X4": 0.53369, "Y4": 0.5348, "page": 0, "Index": 72}, {"Word": "alkaloids", "Confidence": 0.883, "X1": 0.57278, "Y1": 0.5192, "X2": 0.63747, "Y2": 0.519, "X3": 0.63612, "Y3": 0.5348, "X4": 0.57143, "Y4": 0.5348, "page": 0, "Index": 73}, {"Word": "(as", "Confidence": 0.998, "X1": 0.64151, "Y1": 0.5192, "X2": 0.66307, "Y2": 0.519, "X3": 0.66173, "Y3": 0.5348, "X4": 0.64016, "Y4": 0.5348, "page": 0, "Index": 74}, {"Word": "nicotine)", "Confidence": 0.991, "X1": 0.66712, "Y1": 0.5192, "X2": 0.73181, "Y2": 0.519, "X3": 0.73046, "Y3": 0.5348, "X4": 0.66577, "Y4": 0.5348, "page": 0, "Index": 75}, {"Word": "in", "Confidence": 0.998, "X1": 0.73585, "Y1": 0.5192, "X2": 0.75067, "Y2": 0.519, "X3": 0.74933, "Y3": 0.5358, "X4": 0.7345, "Y4": 0.5348, "page": 0, "Index": 76}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.5192, "X2": 0.81402, "Y2": 0.519, "X3": 0.81267, "Y3": 0.5358, "X4": 0.75337, "Y4": 0.5358, "page": 0, "Index": 77}, {"Word": "by", "Confidence": 0.998, "X1": 0.81806, "Y1": 0.5192, "X2": 0.84097, "Y2": 0.519, "X3": 0.83962, "Y3": 0.5358, "X4": 0.81671, "Y4": 0.5358, "page": 0, "Index": 78}, {"Word": "continuous", "Confidence": 0.955, "X1": 0.40296, "Y1": 0.5362, "X2": 0.48383, "Y2": 0.536, "X3": 0.48383, "Y3": 0.5518, "X4": 0.40296, "Y4": 0.5508, "page": 0, "Index": 79}, {"Word": "flow", "Confidence": 0.985, "X1": 0.48787, "Y1": 0.5362, "X2": 0.52156, "Y2": 0.536, "X3": 0.52156, "Y3": 0.5518, "X4": 0.48787, "Y4": 0.5518, "page": 0, "Index": 80}, {"Word": "analysis", "Confidence": 0.993, "X1": 0.5283, "Y1": 0.5362, "X2": 0.5876, "Y2": 0.536, "X3": 0.5876, "Y3": 0.5518, "X4": 0.5283, "Y4": 0.5518, "page": 0, "Index": 81}, {"Word": "ISO/TC", "Confidence": 0.972, "X1": 0.18194, "Y1": 0.5512, "X2": 0.23989, "Y2": 0.551, "X3": 0.23989, "Y3": 0.5678, "X4": 0.18059, "Y4": 0.5678, "page": 0, "Index": 82}, {"Word": "126/SC", "Confidence": 0.934, "X1": 0.24528, "Y1": 0.5512, "X2": 0.29919, "Y2": 0.551, "X3": 0.29919, "Y3": 0.5678, "X4": 0.24528, "Y4": 0.5678, "page": 0, "Index": 83}, {"Word": "2", "Confidence": 0.998, "X1": 0.30323, "Y1": 0.5512, "X2": 0.31267, "Y2": 0.551, "X3": 0.31267, "Y3": 0.5678, "X4": 0.30323, "Y4": 0.5678, "page": 0, "Index": 84}, {"Word": "N", "Confidence": 0.998, "X1": 0.31671, "Y1": 0.5512, "X2": 0.33019, "Y2": 0.551, "X3": 0.33019, "Y3": 0.5678, "X4": 0.31806, "Y4": 0.5678, "page": 0, "Index": 85}, {"Word": "113", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.5512, "X2": 0.36792, "Y2": 0.551, "X3": 0.36927, "Y3": 0.5678, "X4": 0.33827, "Y4": 0.5678, "page": 0, "Index": 86}, {"Word": "Determination", "Confidence": 0.986, "X1": 0.40431, "Y1": 0.5522, "X2": 0.51078, "Y2": 0.552, "X3": 0.51078, "Y3": 0.5668, "X4": 0.40431, "Y4": 0.5668, "page": 0, "Index": 87}, {"Word": "of", "Confidence": 0.998, "X1": 0.51482, "Y1": 0.5522, "X2": 0.531, "Y2": 0.552, "X3": 0.531, "Y3": 0.5668, "X4": 0.51482, "Y4": 0.5668, "page": 0, "Index": 88}, {"Word": "reducing", "Confidence": 0.991, "X1": 0.53504, "Y1": 0.5532, "X2": 0.59838, "Y2": 0.553, "X3": 0.59838, "Y3": 0.5678, "X4": 0.53504, "Y4": 0.5668, "page": 0, "Index": 89}, {"Word": "substances", "Confidence": 0.991, "X1": 0.60243, "Y1": 0.5532, "X2": 0.67925, "Y2": 0.553, "X3": 0.67925, "Y3": 0.5678, "X4": 0.60243, "Y4": 0.5678, "page": 0, "Index": 90}, {"Word": "in", "Confidence": 0.998, "X1": 0.68329, "Y1": 0.5522, "X2": 0.69677, "Y2": 0.552, "X3": 0.69677, "Y3": 0.5678, "X4": 0.68329, "Y4": 0.5678, "page": 0, "Index": 91}, {"Word": "tobacco", "Confidence": 0.921, "X1": 0.70081, "Y1": 0.5522, "X2": 0.76011, "Y2": 0.552, "X3": 0.76011, "Y3": 0.5678, "X4": 0.70081, "Y4": 0.5678, "page": 0, "Index": 92}, {"Word": "by", "Confidence": 0.998, "X1": 0.76415, "Y1": 0.5522, "X2": 0.78437, "Y2": 0.552, "X3": 0.78437, "Y3": 0.5678, "X4": 0.76415, "Y4": 0.5678, "page": 0, "Index": 93}, {"Word": "continuous", "Confidence": 0.783, "X1": 0.78841, "Y1": 0.5522, "X2": 0.87601, "Y2": 0.552, "X3": 0.87601, "Y3": 0.5678, "X4": 0.78841, "Y4": 0.5678, "page": 0, "Index": 94}, {"Word": "flow", "Confidence": 0.982, "X1": 0.40566, "Y1": 0.5692, "X2": 0.43396, "Y2": 0.569, "X3": 0.43396, "Y3": 0.5828, "X4": 0.40566, "Y4": 0.5818, "page": 0, "Index": 95}, {"Word": "analysis", "Confidence": 0.993, "X1": 0.44205, "Y1": 0.5692, "X2": 0.50539, "Y2": 0.569, "X3": 0.50404, "Y3": 0.5818, "X4": 0.4407, "Y4": 0.5828, "page": 0, "Index": 96}, {"Word": "ISO/TC", "Confidence": 0.963, "X1": 0.18059, "Y1": 0.5842, "X2": 0.23989, "Y2": 0.584, "X3": 0.23854, "Y3": 0.6008, "X4": 0.18059, "Y4": 0.6008, "page": 0, "Index": 97}, {"Word": "126/SC", "Confidence": 0.997, "X1": 0.24394, "Y1": 0.5842, "X2": 0.29919, "Y2": 0.584, "X3": 0.29919, "Y3": 0.5998, "X4": 0.24394, "Y4": 0.6008, "page": 0, "Index": 98}, {"Word": "2", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.5842, "X2": 0.31267, "Y2": 0.584, "X3": 0.31267, "Y3": 0.5998, "X4": 0.30323, "Y4": 0.5998, "page": 0, "Index": 99}, {"Word": "N", "Confidence": 0.994, "X1": 0.31806, "Y1": 0.5842, "X2": 0.33019, "Y2": 0.584, "X3": 0.33019, "Y3": 0.5998, "X4": 0.31671, "Y4": 0.5998, "page": 0, "Index": 100}, {"Word": "115", "Confidence": 0.998, "X1": 0.33693, "Y1": 0.5832, "X2": 0.36927, "Y2": 0.583, "X3": 0.36792, "Y3": 0.5998, "X4": 0.33558, "Y4": 0.5998, "page": 0, "Index": 101}, {"Word": "Determination", "Confidence": 0.932, "X1": 0.40296, "Y1": 0.5852, "X2": 0.50943, "Y2": 0.585, "X3": 0.50809, "Y3": 0.5998, "X4": 0.40027, "Y4": 0.5998, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.998, "X1": 0.51348, "Y1": 0.5852, "X2": 0.531, "Y2": 0.585, "X3": 0.52965, "Y3": 0.5998, "X4": 0.51213, "Y4": 0.5998, "page": 0, "Index": 103}, {"Word": "reducing", "Confidence": 0.994, "X1": 0.53504, "Y1": 0.5852, "X2": 0.59973, "Y2": 0.585, "X3": 0.59838, "Y3": 0.6008, "X4": 0.53369, "Y4": 0.5998, "page": 0, "Index": 104}, {"Word": "carbohydrates", "Confidence": 0.923, "X1": 0.60377, "Y1": 0.5842, "X2": 0.7062, "Y2": 0.584, "X3": 0.70485, "Y3": 0.6008, "X4": 0.60243, "Y4": 0.6008, "page": 0, "Index": 105}, {"Word": "in", "Confidence": 0.997, "X1": 0.71159, "Y1": 0.5842, "X2": 0.72372, "Y2": 0.584, "X3": 0.72237, "Y3": 0.6008, "X4": 0.71024, "Y4": 0.6008, "page": 0, "Index": 106}, {"Word": "tobacco", "Confidence": 0.991, "X1": 0.72776, "Y1": 0.5842, "X2": 0.78841, "Y2": 0.584, "X3": 0.78706, "Y3": 0.6008, "X4": 0.72642, "Y4": 0.6008, "page": 0, "Index": 107}, {"Word": "by", "Confidence": 0.998, "X1": 0.79245, "Y1": 0.5842, "X2": 0.81536, "Y2": 0.584, "X3": 0.81402, "Y3": 0.6008, "X4": 0.79111, "Y4": 0.6008, "page": 0, "Index": 108}, {"Word": "continuous", "Confidence": 0.991, "X1": 0.40431, "Y1": 0.6022, "X2": 0.48518, "Y2": 0.602, "X3": 0.48383, "Y3": 0.6158, "X4": 0.40431, "Y4": 0.6158, "page": 0, "Index": 109}, {"Word": "flow", "Confidence": 0.987, "X1": 0.48922, "Y1": 0.6022, "X2": 0.52022, "Y2": 0.602, "X3": 0.52022, "Y3": 0.6158, "X4": 0.48787, "Y4": 0.6158, "page": 0, "Index": 110}, {"Word": "analysis", "Confidence": 0.994, "X1": 0.52695, "Y1": 0.6022, "X2": 0.58895, "Y2": 0.602, "X3": 0.58895, "Y3": 0.6168, "X4": 0.52695, "Y4": 0.6168, "page": 0, "Index": 111}, {"Word": "Please", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.6342, "X2": 0.22507, "Y2": 0.634, "X3": 0.22507, "Y3": 0.6508, "X4": 0.18194, "Y4": 0.6508, "page": 0, "Index": 112}, {"Word": "note", "Confidence": 0.991, "X1": 0.22911, "Y1": 0.6342, "X2": 0.2628, "Y2": 0.634, "X3": 0.2628, "Y3": 0.6508, "X4": 0.22911, "Y4": 0.6508, "page": 0, "Index": 113}, {"Word": "that", "Confidence": 0.988, "X1": 0.26685, "Y1": 0.6342, "X2": 0.29515, "Y2": 0.634, "X3": 0.29515, "Y3": 0.6498, "X4": 0.26685, "Y4": 0.6508, "page": 0, "Index": 114}, {"Word": "these", "Confidence": 0.995, "X1": 0.29919, "Y1": 0.6342, "X2": 0.33693, "Y2": 0.634, "X3": 0.33693, "Y3": 0.6498, "X4": 0.29919, "Y4": 0.6498, "page": 0, "Index": 115}, {"Word": "new", "Confidence": 0.998, "X1": 0.34097, "Y1": 0.6342, "X2": 0.37332, "Y2": 0.634, "X3": 0.37332, "Y3": 0.6498, "X4": 0.34097, "Y4": 0.6498, "page": 0, "Index": 116}, {"Word": "work", "Confidence": 0.989, "X1": 0.37736, "Y1": 0.6342, "X2": 0.41644, "Y2": 0.634, "X3": 0.41644, "Y3": 0.6498, "X4": 0.37736, "Y4": 0.6498, "page": 0, "Index": 117}, {"Word": "item", "Confidence": 0.982, "X1": 0.42049, "Y1": 0.6332, "X2": 0.45283, "Y2": 0.633, "X3": 0.45283, "Y3": 0.6498, "X4": 0.42049, "Y4": 0.6498, "page": 0, "Index": 118}, {"Word": "proposals", "Confidence": 0.991, "X1": 0.45822, "Y1": 0.6332, "X2": 0.52965, "Y2": 0.633, "X3": 0.52965, "Y3": 0.6498, "X4": 0.45822, "Y4": 0.6498, "page": 0, "Index": 119}, {"Word": "are", "Confidence": 0.991, "X1": 0.53504, "Y1": 0.6332, "X2": 0.5566, "Y2": 0.633, "X3": 0.5566, "Y3": 0.6498, "X4": 0.53504, "Y4": 0.6498, "page": 0, "Index": 120}, {"Word": "all", "Confidence": 0.998, "X1": 0.56199, "Y1": 0.6332, "X2": 0.57951, "Y2": 0.633, "X3": 0.57951, "Y3": 0.6498, "X4": 0.56199, "Y4": 0.6498, "page": 0, "Index": 121}, {"Word": "approved", "Confidence": 0.992, "X1": 0.58356, "Y1": 0.6332, "X2": 0.65094, "Y2": 0.633, "X3": 0.65094, "Y3": 0.6498, "X4": 0.58356, "Y4": 0.6498, "page": 0, "Index": 122}, {"Word": "and", "Confidence": 0.998, "X1": 0.65633, "Y1": 0.6332, "X2": 0.68194, "Y2": 0.633, "X3": 0.68194, "Y3": 0.6498, "X4": 0.65633, "Y4": 0.6498, "page": 0, "Index": 123}, {"Word": "have", "Confidence": 0.988, "X1": 0.68598, "Y1": 0.6332, "X2": 0.71968, "Y2": 0.633, "X3": 0.71968, "Y3": 0.6498, "X4": 0.68598, "Y4": 0.6498, "page": 0, "Index": 124}, {"Word": "been", "Confidence": 0.983, "X1": 0.72507, "Y1": 0.6332, "X2": 0.76011, "Y2": 0.633, "X3": 0.76011, "Y3": 0.6498, "X4": 0.72507, "Y4": 0.6498, "page": 0, "Index": 125}, {"Word": "introduced", "Confidence": 0.991, "X1": 0.7655, "Y1": 0.6332, "X2": 0.84636, "Y2": 0.633, "X3": 0.84636, "Y3": 0.6498, "X4": 0.7655, "Y4": 0.6498, "page": 0, "Index": 126}, {"Word": "in", "Confidence": 0.991, "X1": 0.8504, "Y1": 0.6332, "X2": 0.86927, "Y2": 0.633, "X3": 0.86927, "Y3": 0.6498, "X4": 0.8504, "Y4": 0.6498, "page": 0, "Index": 127}, {"Word": "the", "Confidence": 0.996, "X1": 0.18194, "Y1": 0.6512, "X2": 0.20081, "Y2": 0.651, "X3": 0.20081, "Y3": 0.6678, "X4": 0.18194, "Y4": 0.6678, "page": 0, "Index": 128}, {"Word": "program", "Confidence": 0.992, "X1": 0.2062, "Y1": 0.6512, "X2": 0.26819, "Y2": 0.651, "X3": 0.26819, "Y3": 0.6668, "X4": 0.2062, "Y4": 0.6678, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.998, "X1": 0.27493, "Y1": 0.6512, "X2": 0.29111, "Y2": 0.651, "X3": 0.29111, "Y3": 0.6668, "X4": 0.27493, "Y4": 0.6668, "page": 0, "Index": 130}, {"Word": "work.", "Confidence": 0.966, "X1": 0.29515, "Y1": 0.6502, "X2": 0.34097, "Y2": 0.65, "X3": 0.34097, "Y3": 0.6658, "X4": 0.29515, "Y4": 0.6668, "page": 0, "Index": 131}, {"Word": "Yours", "Confidence": 0.995, "X1": 0.18329, "Y1": 0.7312, "X2": 0.22776, "Y2": 0.731, "X3": 0.22911, "Y3": 0.7468, "X4": 0.18329, "Y4": 0.7468, "page": 0, "Index": 132}, {"Word": "sincerely,", "Confidence": 0.962, "X1": 0.23315, "Y1": 0.7302, "X2": 0.30997, "Y2": 0.73, "X3": 0.31267, "Y3": 0.7468, "X4": 0.23315, "Y4": 0.7468, "page": 0, "Index": 133}, {"Word": "Tunga", "Confidence": 0.997, "X1": 0.18194, "Y1": 0.7952, "X2": 0.23046, "Y2": 0.795, "X3": 0.23181, "Y3": 0.8118, "X4": 0.18464, "Y4": 0.8128, "page": 0, "Index": 134}, {"Word": "G\u00d6KHUN", "Confidence": 0.744, "X1": 0.23585, "Y1": 0.7952, "X2": 0.3221, "Y2": 0.795, "X3": 0.3221, "Y3": 0.8088, "X4": 0.23585, "Y4": 0.8118, "page": 0, "Index": 135}, {"Word": "Secretary", "Confidence": 0.932, "X1": 0.18059, "Y1": 0.8122, "X2": 0.25606, "Y2": 0.812, "X3": 0.25606, "Y3": 0.8268, "X4": 0.18059, "Y4": 0.8288, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.995, "X1": 0.26011, "Y1": 0.8122, "X2": 0.27628, "Y2": 0.812, "X3": 0.27628, "Y3": 0.8268, "X4": 0.26011, "Y4": 0.8268, "page": 0, "Index": 137}, {"Word": "ISO/TC", "Confidence": 0.829, "X1": 0.28032, "Y1": 0.8122, "X2": 0.34232, "Y2": 0.812, "X3": 0.34232, "Y3": 0.8268, "X4": 0.28032, "Y4": 0.8268, "page": 0, "Index": 138}, {"Word": "126/SC", "Confidence": 0.996, "X1": 0.34906, "Y1": 0.8122, "X2": 0.40431, "Y2": 0.812, "X3": 0.40431, "Y3": 0.8268, "X4": 0.34906, "Y4": 0.8268, "page": 0, "Index": 139}, {"Word": "2", "Confidence": 0.995, "X1": 0.41105, "Y1": 0.8122, "X2": 0.42183, "Y2": 0.812, "X3": 0.42183, "Y3": 0.8268, "X4": 0.41105, "Y4": 0.8268, "page": 0, "Index": 140}, {"Word": "2074073362", "Confidence": 0.943, "X1": 0.83693, "Y1": 0.8432, "X2": 0.83154, "Y2": 0.843, "X3": 0.80593, "Y3": 0.8438, "X4": 0.81132, "Y4": 0.7438, "page": 0, "Index": 141}, {"Word": "Enel.", "Confidence": 0.61, "X1": 0.18194, "Y1": 0.8572, "X2": 0.21563, "Y2": 0.857, "X3": 0.21563, "Y3": 0.8708, "X4": 0.18194, "Y4": 0.8708, "page": 0, "Index": 142}, {"Word": "Secretariat", "Confidence": 0.849, "X1": 0.18059, "Y1": 0.9292, "X2": 0.24933, "Y2": 0.929, "X3": 0.24933, "Y3": 0.9418, "X4": 0.18059, "Y4": 0.9418, "page": 0, "Index": 143}, {"Word": "Address", "Confidence": 0.991, "X1": 0.25337, "Y1": 0.9282, "X2": 0.30593, "Y2": 0.928, "X3": 0.30458, "Y3": 0.9418, "X4": 0.25202, "Y4": 0.9418, "page": 0, "Index": 144}, {"Word": "Telephone", "Confidence": 0.789, "X1": 0.40566, "Y1": 0.9292, "X2": 0.4717, "Y2": 0.929, "X3": 0.47035, "Y3": 0.9418, "X4": 0.40431, "Y4": 0.9408, "page": 0, "Index": 145}, {"Word": "Telex", "Confidence": 0.605, "X1": 0.62938, "Y1": 0.9272, "X2": 0.66442, "Y2": 0.927, "X3": 0.66307, "Y3": 0.9398, "X4": 0.62803, "Y4": 0.9388, "page": 0, "Index": 146}, {"Word": "42047", "Confidence": 0.994, "X1": 0.74124, "Y1": 0.9282, "X2": 0.77493, "Y2": 0.928, "X3": 0.77358, "Y3": 0.9408, "X4": 0.73989, "Y4": 0.9408, "page": 0, "Index": 147}, {"Word": "te", "Confidence": 0.152, "X1": 0.77763, "Y1": 0.9282, "X2": 0.79515, "Y2": 0.928, "X3": 0.7938, "Y3": 0.9418, "X4": 0.77628, "Y4": 0.9408, "page": 0, "Index": 148}, {"Word": "tr", "Confidence": 0.987, "X1": 0.79919, "Y1": 0.9292, "X2": 0.81536, "Y2": 0.929, "X3": 0.81402, "Y3": 0.9418, "X4": 0.79784, "Y4": 0.9418, "page": 0, "Index": 149}, {"Word": "TSE", "Confidence": 0.998, "X1": 0.18329, "Y1": 0.9542, "X2": 0.2062, "Y2": 0.954, "X3": 0.2062, "Y3": 0.9658, "X4": 0.18194, "Y4": 0.9658, "page": 0, "Index": 150}, {"Word": "Necatibey", "Confidence": 0.539, "X1": 0.20889, "Y1": 0.9542, "X2": 0.26819, "Y2": 0.954, "X3": 0.26685, "Y3": 0.9668, "X4": 0.20889, "Y4": 0.9658, "page": 0, "Index": 151}, {"Word": "Cad.", "Confidence": 0.991, "X1": 0.27089, "Y1": 0.9552, "X2": 0.29919, "Y2": 0.955, "X3": 0.29784, "Y3": 0.9678, "X4": 0.26954, "Y4": 0.9668, "page": 0, "Index": 152}, {"Word": "national", "Confidence": 0.633, "X1": 0.40431, "Y1": 0.9552, "X2": 0.45418, "Y2": 0.955, "X3": 0.45283, "Y3": 0.9668, "X4": 0.40296, "Y4": 0.9668, "page": 0, "Index": 153}, {"Word": "312", "Confidence": 0.996, "X1": 0.51887, "Y1": 0.9542, "X2": 0.53774, "Y2": 0.954, "X3": 0.53774, "Y3": 0.9648, "X4": 0.51752, "Y4": 0.9658, "page": 0, "Index": 154}, {"Word": "417", "Confidence": 0.998, "X1": 0.54043, "Y1": 0.9542, "X2": 0.56334, "Y2": 0.954, "X3": 0.56199, "Y3": 0.9648, "X4": 0.54043, "Y4": 0.9648, "page": 0, "Index": 155}, {"Word": "83", "Confidence": 0.937, "X1": 0.56604, "Y1": 0.9542, "X2": 0.57951, "Y2": 0.954, "X3": 0.57951, "Y3": 0.9648, "X4": 0.56604, "Y4": 0.9648, "page": 0, "Index": 156}, {"Word": "30", "Confidence": 0.992, "X1": 0.58356, "Y1": 0.9532, "X2": 0.59973, "Y2": 0.953, "X3": 0.59973, "Y3": 0.9648, "X4": 0.58221, "Y4": 0.9648, "page": 0, "Index": 157}, {"Word": "Telefax", "Confidence": 0.607, "X1": 0.62803, "Y1": 0.9532, "X2": 0.67251, "Y2": 0.953, "X3": 0.67251, "Y3": 0.9648, "X4": 0.62803, "Y4": 0.9638, "page": 0, "Index": 158}, {"Word": "+90", "Confidence": 0.997, "X1": 0.73989, "Y1": 0.9532, "X2": 0.76011, "Y2": 0.953, "X3": 0.75876, "Y3": 0.9668, "X4": 0.73854, "Y4": 0.9668, "page": 0, "Index": 159}, {"Word": "312", "Confidence": 0.994, "X1": 0.7628, "Y1": 0.9542, "X2": 0.78571, "Y2": 0.954, "X3": 0.78437, "Y3": 0.9668, "X4": 0.76146, "Y4": 0.9668, "page": 0, "Index": 160}, {"Word": "425", "Confidence": 0.991, "X1": 0.78976, "Y1": 0.9542, "X2": 0.81132, "Y2": 0.954, "X3": 0.80997, "Y3": 0.9668, "X4": 0.78841, "Y4": 0.9668, "page": 0, "Index": 161}, {"Word": "43", "Confidence": 0.991, "X1": 0.81536, "Y1": 0.9532, "X2": 0.82884, "Y2": 0.953, "X3": 0.82749, "Y3": 0.9668, "X4": 0.81267, "Y4": 0.9668, "page": 0, "Index": 162}, {"Word": "99", "Confidence": 0.998, "X1": 0.83288, "Y1": 0.9532, "X2": 0.85175, "Y2": 0.953, "X3": 0.8504, "Y3": 0.9668, "X4": 0.83154, "Y4": 0.9668, "page": 0, "Index": 163}, {"Word": "417", "Confidence": 0.994, "X1": 0.54313, "Y1": 0.9662, "X2": 0.56469, "Y2": 0.966, "X3": 0.56469, "Y3": 0.9778, "X4": 0.54313, "Y4": 0.9788, "page": 0, "Index": 164}, {"Word": "83", "Confidence": 0.955, "X1": 0.56739, "Y1": 0.9662, "X2": 0.58221, "Y2": 0.966, "X3": 0.58086, "Y3": 0.9778, "X4": 0.56739, "Y4": 0.9778, "page": 0, "Index": 165}, {"Word": "30", "Confidence": 0.997, "X1": 0.58491, "Y1": 0.9662, "X2": 0.60243, "Y2": 0.966, "X3": 0.60243, "Y3": 0.9778, "X4": 0.58491, "Y4": 0.9778, "page": 0, "Index": 166}, {"Word": "No:112", "Confidence": 0.942, "X1": 0.18059, "Y1": 0.9672, "X2": 0.22372, "Y2": 0.967, "X3": 0.22372, "Y3": 0.9788, "X4": 0.18059, "Y4": 0.9788, "page": 0, "Index": 167}, {"Word": "Bakanl\u0131klar", "Confidence": 0.768, "X1": 0.22642, "Y1": 0.9682, "X2": 0.29919, "Y2": 0.968, "X3": 0.29919, "Y3": 0.9798, "X4": 0.22642, "Y4": 0.9788, "page": 0, "Index": 168}, {"Word": "international", "Confidence": 0.18, "X1": 0.40431, "Y1": 0.9672, "X2": 0.48248, "Y2": 0.967, "X3": 0.48113, "Y3": 0.9788, "X4": 0.40431, "Y4": 0.9788, "page": 0, "Index": 169}, {"Word": "+90", "Confidence": 0.959, "X1": 0.49191, "Y1": 0.9672, "X2": 0.51482, "Y2": 0.967, "X3": 0.51482, "Y3": 0.9788, "X4": 0.49057, "Y4": 0.9788, "page": 0, "Index": 170}, {"Word": "312", "Confidence": 0.998, "X1": 0.51887, "Y1": 0.9672, "X2": 0.54043, "Y2": 0.967, "X3": 0.53908, "Y3": 0.9788, "X4": 0.51752, "Y4": 0.9788, "page": 0, "Index": 171}, {"Word": "06700", "Confidence": 0.657, "X1": 0.18059, "Y1": 0.9782, "X2": 0.21563, "Y2": 0.978, "X3": 0.21563, "Y3": 0.9898, "X4": 0.18059, "Y4": 0.9898, "page": 0, "Index": 172}, {"Word": "Ankara/TURKEY", "Confidence": 0.509, "X1": 0.21833, "Y1": 0.9772, "X2": 0.32345, "Y2": 0.977, "X3": 0.3221, "Y3": 0.9898, "X4": 0.21833, "Y4": 0.9898, "page": 0, "Index": 173}, {"Word": "Ext:", "Confidence": 0.801, "X1": 0.40431, "Y1": 0.9792, "X2": 0.42992, "Y2": 0.979, "X3": 0.42992, "Y3": 0.9898, "X4": 0.40431, "Y4": 0.9898, "page": 0, "Index": 174}, {"Word": "272", "Confidence": 0.854, "X1": 0.43261, "Y1": 0.9802, "X2": 0.45418, "Y2": 0.98, "X3": 0.45418, "Y3": 0.9898, "X4": 0.43261, "Y4": 0.9898, "page": 0, "Index": 175}, {"Word": "Telegrams", "Confidence": 0.246, "X1": 0.62938, "Y1": 0.9792, "X2": 0.69003, "Y2": 0.979, "X3": 0.69003, "Y3": 0.9898, "X4": 0.62803, "Y4": 0.9898, "page": 0, "Index": 176}, {"Word": "Standard-Ankara", "Confidence": 0.553, "X1": 0.7372, "Y1": 0.9792, "X2": 0.84097, "Y2": 0.979, "X3": 0.83962, "Y3": 0.9918, "X4": 0.7372, "Y4": 0.9908, "page": 0, "Index": 177}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiolmR5WjzhxztPXHr9KAIIL7ztRurP7NOnkBT5rLhH3D+E98d6uUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeeX3juef4qaf4U0uWIwqrPfFkOQRn5QfXpXodcJb+AjZfFN/FUM8jx3EDicOy8OSNoAx0wKAO7ooooAKKKKACiiigAoopqur7tpzg4P1oAdRRRQAU3au7dtG7GM45p1FABRRRQAUUUnSgBaKi+0wdPOj9PvCkFzAwJE0ZA6ncOKAJqKaGVujA/jTsigAooooAKKKKACikJA4JHNR/aISSBKmR1G4cUAS0UwSxltodcgZxmn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFRshaVGHRc55PpQBJRRRQAUUUUAFFFFABRRRQAUUUUAIRkVU0+0ext2ge6luP3jMrSnLAE52574zx7VcooAKKKKACiiigAooooAKiniS4gkhkXcjqVYeoNS0jDKkYzkdKAPKZPhpojyuE8PLgSBi51dwOCcY4PUdagl+GGnzOR/wic1rDJ8kiWusNhgOQSCOefftSX/AIRt4ri4I+H11OsjtIzRaqQHIOc49T2FRtZXCMVHw61w47jVuP50AX4fh5bxzAjTdcjUIo3JrDZyBjGM9AMc1PL4cl05t0Fh4rlLAAmDVs8Dp1cVj/ZLj/onOvf+DX/69XodMtnQGXwT4ijYrkgXpbB9Pv0ATNp1zCrv/ZfjTkBjt1MEk+n+spGtL2NS50nxqdvPGpqf08yr1j4d0K58w3uk6tpkSJuMt3esq/TO/rWHeeJPAlqF0i11zXLmRdwUWM0shGCcgEHnr+lAGpEl/MuBpHjFVlG0ltQQYBOf7+R/hUYsbxdyjSPGfzNkn+01yT06+ZWVpl9fzwtIvhrxjJDI+Y2k1E56EE4JBHFLcat4CstQhttbTXNOuZB/y9yygNkdSQxzzQBv3Hg8XkiTTW/iEuq4GdWOR/491rNk+FWiFWkGjaqZpCS5/tIgse2455rSu9B8MnSHvdGtrrWJQAVtrbUWDsD9W4/GsmXR54oBL/wgmqPld2xNYJYe2PWgCSz+GtjEDMdI1mC4kTZJ5erFvl9M5GR0q7P4fn09cw2fiubzGJYQatnB9TlxWK9nPGAW+Hmt4Izn+1un15p6WUjR7/8AhANa6kFF1bLDjjIz0NAFma+u7OB4H0fxyyEg/Lcq7Dk9GDZ6+9dv4Qvbi90YNcWuqQMrYB1LaJXHrhe1cUn2qOHC+BfEIPklNv8AaXHJ+7nd075rsvBkTRaMQ2kXmlkyEm3u5/Nb6g5PFAHSUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENzdW9nA091PHBCv3pJGCqPxNQWerabqOPsV/a3GRkCKVWOPwPvXEfF7TtW1Hw/Zf2PDHdTWt2tzJZu3+vRAcjb/EASCRWF4K8b6BOmoanPpI0fXLOwLXFt5exZUXncoI4+Y4/KgD2GivGPDPxj1C+u4ptVsY/7NktZJmltoJP3TKThSx4OQK2PDHjfxb4gEGq/wBlWf8AYM8c7iVCd8WwHaG57+woA9PoryDwl8S/FfiKwg1STRrNNKiuJFvrpXP7uNVySF65qp4c+KviDWfENtELVJbDUGkihMVq+LZgSEZ26EHgnnigD2nIpa8Q8LeJfHLeH/E2ti5s9Qe0uniMDw4ZmXaMgggBQueKueEviNr2q6xrWi3l3aSy29k11BeRwbVUgZIK/wAQFAHr800dvC800ixxoCzMxwAB3NQ2GoWeqWaXdhcxXNu/3ZIm3KfxrxzRvE3xB8SeGpNSuotKfRDDOJZGj+aUAHGV7VJ4c8W6tY/CnQr+xtrS3ikvDDcNHGqiGPJ5VehOe2DQB7TSAhhkEEHuK8Ii+JHiLWPhf4qvXu44rzTZ0hjuII9pdWbB4PTj8a9a8LRtY+EbAzXBkRbVHyyhdo2g44oA3qzdR1/SNIlii1HUrW1klOEWWQKWrxmH4teJWgm8RsbRtEi1MWTWoh+faf492aSGx/4SX4+6haakYrmwks93lOnWIqCo9jz1oA9l1PxHo2ixQy6lqVvaxzf6tpXwH+hqAeL/AA9/Z/2/+2LT7KX8sS+ZwWxnA9eK5H4z2iR/Cu7jgihWOFogoK/dXcBhfSsbxPpHiCGPwrrnhmG2vryxslWWxdVy6soy+3j0xn3oA9UsNX07VUZ7C+guVUAsYnDbc9M+lUm8XeHVvvsR1qyFxu2bPNH3vTPTNeLat4ut5/AfinUNJsp9J1uaWGLUrZh90EEFl9AcV2//AAjmlW/wNe2jijZP7P8AO80jLF8bt2R3zQB6NdXdvZWkl1dTJDbxrueR2wqj1JrCHj7wmSAPEOn/ADDI/fCvNvDmpT6/8INE0S+klMurXX2ESOMkxA5Yj/gOeaX4r+GtJ8L/AA9sbDS9PRIm1GMl8ZYZJPJ/SgD1bS/Eui63NJDpmp211JGoZ0ifJA9celQSeMvDcd41q+t2InVtrL5o4PoT0FcT8VLW38N+Er/xHpcL22pzW0dgZoDtCxlgckD6Yz71v+BdA0n/AIVxplqsMM8NzaKZpAvMpZfmOTznmgDrre5gu7dLi3lSWFxlXRshh6g1ENSsTfixW7hN0VLiEOC20d8VBpWi2ukaFBo9vvNrDF5S7jzt+teZ+BdJs9F+NPiaxsYylvHZRlVZixBLDPJoA9KuPEWi2upR6dcaraRXkn3YXlUMfwq9cXMFpA09zNHDCn3pJGCqPqTXkPxH+HGk3SW8Oj2bnXb6/EzTglnVCcuxPZR2H5VW8Rza7rPxGg0DTfst1ZaJYrc+XcO2yc7V5fB+Y5xjtQB7BFqthPpzahHdRmzVSxmJwoA6nJ7VQfxh4diaBZNZs1M6B48yj5lPQ/SuDv8Axza+MPAtlBp0RtpdTv106WEjJjAOXxjr8o6+9Y+v23iXwP4q1LVNP0iHWvD10qCdNoZolUYKjHIxQB7TDeWtxbfaYLmGWDk+ajhl/McVSt/EeiXc7Q2+rWUkitt2rOuSfbnn8K8Q8W65ZX3g3wpo3h6aa20zU7siYk4VBu5iYj0J/IV7JdeDtEu9Os7I2UccdmyPbmMYKFSCMH8KANx5EijaSR1RFGWZjgAepNQ2l/Z36s1ndwXCqcEwyBwD+FU9f0Gz8Rab9gv2l+y7w8ixuV3gZ+Ukdua8/wDhz4bttK8eeI7vRVeLQgEt4l37lkkXliueoGetAHqtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWO1ScE4GeKz9G1q11yyFzbbkIJV4ZBh4yDghh26VejR1L75C+5sjjG0eleLaKLjwr8cNTfVYrmOPW5X+w7CSj/MeW7dBQB7bRRRQAUUUUAFMkfy42fazYGcKMk0+igBqtuUNgjIzg9RTqKKACiiigAooooAKKKKACq1zC1yksDgfZ3jIJViGz7VZpD909fwoA85/wCEe0l4pQ2l+JUZdwGJXycehz3qpJ4S0gr9qk/4S2BXAHkiWQ7CeP51qz6jKt1JnS/FWAxA8tMqwz1HFMkv5RLG/wDZ3i0DBJVY8g59eKAKEfgjTYZFkju/F4ZTkHznqDUp9P8AAcudPm1jWNYEDTQ2U07SBFP3mYdvpXR3x1m10iOTRINQmv7uTyQL5httgeTIwx2HSki0WbwZoVze2FpNreu3LDz5mPzysT1Poo9BQBwMN5b6zcward358T61c4FrpMOYorcr97ep7DPOan8SeDzptotw6C78T6k3kafb2uIkswRlioHUAA5PfFdVZ/CbRPMfUb17ptZncyy3cMxjZXPZdvAArO0zwJ4rXWZtYk8RbbuGRoLUXUCzEW4PHIPBP8hQBD/wjPiHRtW0bRR421Ix6hHIshcKSmxVOEJ9yfwFV08AWT+JbzStbvL24vpXF5puqSvlxgYKenB7d6v3mjfEa61vRbqU6JJJYyTAXBDYCsAAxX1IHb3qx4j8FeLtbs1km8Sr59oPOtY7W3ERaUdMsT05xQBlaxJaeHry0/4S5otPuhk2utab8gZh/C6D29eDU9v4qvZNJaPxRaXbeHppQlvrCZidwSNpdByoPTNdBbfDbRLuMXWrw3V3fTwbJmupy5BYfMQB8oPuKuaRo9zZWF9o2tvBd6MuEtHlI3GLGNjD29aAOa1zwrCgkhs9Av8AUrZlBSU6tsRz9Cc1RtdBliZ0Hgy5iXqHh1gb2/3jn0/rXS2fhyKRLnw7c3EV14eKh7PbcFZoWySUyDkgdQfwrnJfANzGrRJ4bHlRu2yYa1IrMp/vfhQBYGjyIyt/wi+qcHIzrK4P612vhSF4NOkR9MmsMPkLLciYv77hXnQ8JgctoNuw2hBu19sDHpz1r0jwrELfQorcWsVt5ZI8qK588D/gXegDcooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOW8V+GdQ1y90q803V2064sJGcMEDB9wAwR6f41Rg8BG71m71bXryO9u5rI2KeXCI1SNs5OB1PPWu3ooA888O/DSbSdHbRb7WpbzSQHEduqBCN3UFhyR7UeGvhte+HIZLCHxJdNpILtFZhAMbuzN1I9q9DooA4zwJ4EXwf4eu9GmvBe29xIz8x7cBhgg+tUfDPw3m8Ok2aa7cPpKXX2qG2RQrKc8KW67fbvXoNFAHmn/Cpivh/XdIj125WHU7r7Sm1QPKOeenXI4/Cl0r4UnR9Zl1O21yd5pdPNm4ljBBJGNw9APSvSqKAOM8OeCrvQvBN14cOqLMJFdYpvJAKBuuR3rLj+EVgmg6RpZ1W82aZcG4jZcDcxwcEdOo4r0eigDz22+Euk22h69pIvrtoNYkEspYjKMG3DH411ug6MNE0WDTTdz3ixLt8y4OWI9Pp7Vq0UAedyfCfTjeiKK6aPRmvPt01htBDyjp83ZfarVp8PpbPx3P4qj1Yi4lxH5PkjaIsY2/X3ruqKAOZ8Z+FZPGGlrpT6g1pYyNm4EcYLPggqAT05FZkfgTUYL+1v4fEk/2qztfstuxgXbsznDj+LoK7migDk7LwJp6wasdSP2261dQL2RlChsDA2j+EDtWQnw5v49EHhxPEUw0DO0weUPNMfXZv9K9DooA5ey8FWWna7pl7aOY7XTrRraC1A+UFjy31xVfxn4Ln8ZrHZ3GqtbaajLJ5UUQLmRc4O49vauwooAyJtDj1Lw9JpGtSC+jlTZKxQJuH0HQ1z2meB9S0W0/snT/EM0eiYKrA0QMsanOQsnUdetdxRQBXgt/s1kltHI58tNiu53HgdT61yWl+BLjT/Fdx4kbXZ3vrpQlwghUI6g8ADtXa0UAea6j8KJtX1i71O78WaqlxcMRiAhFVM/KoHoK0W+Gtjb3+najpl7cWt9Z262ryk7hPEF24cHqff2ruaKAOO0X4fadoep2M9vIzW1jCyQQuAcSM2WkJ9SMCnJ4KntdSv7uw128gW/leSeFlDp8390HpXX0UAcRdfC/Qbrwgvh4+csSSm4jnDfOspOd2f6Ve07QNfjWC31PXxc2kQUYihEbuVxjLD6c+tdTRQBjeJtKvta0Oaw0/Un06aXgzou4he4H1rkvAvwyufB+qC6n16e/hSIpHA4wqE9xXo1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVVutPs754WuraKZoW3xGRASjeo9DVqigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKr3hIs5iInlOw4jjbazewORg/jVioblS9tKojWQlT8jHAb2J7UAcj4WhuYNWlL6TrlskiHL318kyLznAUOSDXzj4x8aeJbbxnrMFtrupRQx3cipGLhsKAxwOK+nLW3nsl+022jaekxAA2Xh79edleefGnQNHtvh/NqsmlWVnq09whaSJVZ2YkkjdgE8daAPEG+IXi9ozGfEeobSQf9cc8DA5613Hwj8ba9fePLK11XW7ueyWOVikspK9M5Pr+NeQV9h+H/CGiw+Dbe80/SLSHUpdOKrPHCocsyeuO9AHk/xH+Nup3ep3el+G7lIdOX939qjH7yQ9yrdhXnq+KfG32f7aNX1nyHO3zvNfaSO2elc/f2lxYX89rdRNFPE5V0cYKmu48O/GDxH4d0u20uOOyubC3UqsM8APBOeSOe9AEWm/F/xnpmnzWQ1Rp45FZd1wN7oWGMhuvHat/wCGHj3xTqnxB0bT77W7qe0dyjRuQQwCnGeMmq+t+NfAfiyFYbzwvJpE7Nua9sShYMeuVwNw/Guu+Gfwv0+31i28Uab4pt9ShsyWEcMJU5KnhsnI6igDrvib8XLXwU/9m2CLc6uQGKMMpGD/AHuev0r508ReOPEXiu9kl1C/mZZePs8TERgegXNUPEmpT6v4j1C+ucebLOxIXoOegr1D9njS7S+8UajcXVtDMbe3BjMibijFhyMjjigDye3vNR0y4jmgnubaaM7kdWZSp9RXpXgX4z6tpFwmn+IZW1HSZmImebLyIrDBwc8j1H1r3j4i+GrfXfBGrQpYQzXn2dmgJQbg6glcGvjEggkEcigD6xvfBnhG40+y1LR/CMWq2l3mQtFcmPapGQwDMAc9McV1HgvTrXTdIkjtfD7aKrSEtA0qyFj65DH+dcD8B9WOr+A7vTr+VJlsZtqJIOEjIBGT6ZzXqejJHHpsaRpbIeSy2zbkyT2NAGhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVa+R5LCdI4kldkIEbnCscdCas1Wv2dbGYx25uG2HEQbaX9s9qAPOW0C4jdUj8A2xijIMe2/29eWyMevSq3xoAT4Rt5loLeQzRHygwbyyTkjPfvXX6B9qjku1fQZdLDxlhI90soJHYDtXyn4p8XeJdSuL3StU1m5u7ZLhgY3YFSVY4PFAHK19w+HbhbXwPp1w4JSKxV2A64CZr4er134c+O/EWr68ul3+qSNp8enzqIeAmFjOM0AWfFmu/D34ja9bEm+0m+lcRvdGNdje7/wCNZesfAjxZY7pdPW31K3OSjQyYZlzwcH2968zWKS4uvKhQySO+FVeSTntXZaF8U/GPhaJbG3v2aGBivk3C79p6Y554oA5O/wBKv9MkMd9ZT27Biv72MqCR1wT1rqfhf4hvNC8bWS28pWC7fyJ4yfldWGP54ql4w8fa543e2OrSxFLcHy0iQKoJ6n69K6b4M+CbzxB4tttTkjZNOsHErSMpw7DooP15oA891SJ4dWu45EZHWZwVYYI5PavYf2b7kp4l1a3LqFe1DBTjJIYdPwqf4x/CzVptfufEWi2pubadfMuI4/vI/cgdweteL2l7f6Pe+daTzWlymVLISrD1FAH2b8QNTGj+A9YvPtL2zpbMEkQZYMeFx+JFfE5JJJJyTWxqvivXtcXbqerXd0uMbZJCRj6Ve8LeA9e8W6hFbWFlIkbYLXEqlY1HrnvQB7T8A7SSPwBrFykEDvNcFUEvCvhQMMfTNeqeG0u0sXN3Z2FsS3yCyfcrD1J9awbTSNK8P+ErDw2qWF3BHGBOr3KxF24+brzk5rofDlvb2uliGzs4bW2DEokMwkU+pyKANiiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKQ5xQAtJkdK5Dwrp2p6f4m14ahq73/AJpilVCMCHdu+UDsMAU7TNMubT4hald3Opy3X2i1VooG4W3Xe2AooA60sFGSQB6mmedF53k+anm43bNw3Y9celY3iTS5dWWxtwsjW4uA84STZwBwT6jOOK5i18OXOmXthqerXUkuryXscSzpuY+VuPyHsFINAHoLSIhAZ1Unpk4zTiQBknArivGl/pkU8kWoW6tPb2Ul1ZyNuGJF7AjgHpUnia7lk8O6PeT6fdXcbyRtc21qCWYNGeMDqMkUAdiCGAKkEHoRUU9zBaR+ZcTRwx5xvkcKM/U1n+G76y1DQraXT4JLe3UGMQSKVaMqcFSD3GK5Px4YtS8T6HoNzbLcW00VxcNG5+V2VPlyPY80Ad/vUR+ZuGzGd2eMetNhniuYVmglSWNujowYH8RXIQ6bf6/8LYtPW9jgu57bYZcHauDjH0wMVjeDE1HSrHxdPCuNOikb7BGFOwukeHKD+6WFAHoFlq2n6lJPHZXsFw8DlJVjcMUb0NRvrukpePaPqVqLlMbovNXcMnHT61598OrOztLvQ7mMqLq/0dp53AwZnaQMc44ypYj15rT1DwfoQ8W6cYdOt31CW5e9uLkj5woOQOOxJGP92gDr9X1nT9B09r/U7lbe2VgpkYEjJOB0q2LiI2v2nd+6Kb93+zjOfyrkPHuy6XTrGQgQrcLdThsBWRDwuTxkmt7Wrw2uhSSRQq8kiBEiLYBLcYzQBa03UrTV9Ohv7CYTWswzHIAQGGcd/pVyqmm2kVhptvaQQiKKFBGiAYAA4qeOFI2dkXBdtzc9TQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVT1S1F7ps9ufNw69In2MfYN2q5VXUI2l0+4jRHdmjYBUfYx46Bux96AOTF5f6bcr9n8HX8rSKULreI6heM5y+B/9asVvB2gSqZZPhofNZssvnJ3PJ+/io4tGuYYxHH4e8WKo7DWEx/6MqYWF8GVv7A8V5UYH/E2j/8AjlADNW8M+AdD0mz1HUfB6QQTyiOXcpP2cHPzPg8DP861Lrw74L8KacNdsfDsMqNtQvbAsfLfgtycbcdag08X+n+bGPCeu3UNwAsq3uoRTKB7BnIpt/NrHgC2LQWz6roEgCJAxHmWZPZjj5o+eT1AoA6HTPCHhK3jivNO0fTwv345UQH3yDXOzH4b6wt1Nq1lpUFxFLIkyTFVfIPLcHnPXNc1PoWpaXZreXupz3vhKZnlns9Gk+W2z6MMMyZ6gflWk3hvw74SuLPxbpFrDcaHcQpDdROokJDsNs258ngkZoAr2r/Bu11uBbaDTXeZWbzCS0ce0dwT3BP5V2n/AAmnhDSNAe4sb+w+zxRF44Ld1BbjgBfU1S1e00Q+NvDgS20/ymjudwWNMH5Uxms7WdH0Xxd4lfSm021h0nSJFmubuJUXzJsf6rgdADzQB3+mXxv9Lt72SBrYyxh2ikILJkZwccVzNto/hfxc+oyT+HbR4EnMZuWRf37LjLAjnHvXDppcfiWW/g8Half6NpESlbm8uJHaKdsY2oHOQB3IxW14cvdf1rTH0QLYWGkWf+jSanbSEi4AHIiDAcnu3vQBe0TR/CF7q2o22n+GdP8AsdgBC106gq8nXaueuMnJrTi1PxRbosMHh7TEjQYVVvlAAHTjFVG0cxWX9i21hov9hwf6iJ7yRXLddzbR6k96ow+ELY3R8zR9LdTwrR6tPlRnvn8OnvQBJJpd9NK8svgnQ5JHOWZ7tSSfxFdro1uLbSbeIWcFmQuWggIKIe4BHWuPk8IWEToG0axG7udXnGB69K67Q7WGy0uK3gjijRM/JHM0qj/gTcmgDSooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDJsbK6h8QapdzCPyJ1iWHaecKDnP4motSs9UOpG7037OHMCR5mzxh8nj/dJ/GtuigDL1izvrqG3fT7kQ3MEyyYYnZIB1VsdjTNuuiLBNizlOuWARufbkdPSteigDG16wvtSsJbK3NsIriB4ZWkzuUsMBlwO3PFSvb32n+H4bfThFPdW8SIolO1ZNuAee2QDWpRQBk+H7Cew09/tWRcXEz3EiB9wjZ2LFQfQZpupaBbajrOn6o5K3FkJFUjurjBFbFFAGJqukXj+G30zRbxbKfAVJnXdtGeeKg0DS9Yj0Wew8QTWEocGNFsY2jRUIwRz35roqKAOU8M+Dk8PT24SUtBZW721sNxJKM+8luOvQfhWiNAA8Yvr5uHybMWohHThi24/nW1RQBkeIdHOs6U9qi2nmMQQ1zD5qjBz0yKuw28i6fHBI6GVYwpdEwucdQO1WqKAM/SbS9soJI72+N4xcFHKBSBtAwfXkE/jWhRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRTgG3kBV2BU8RnDH6Hjmpaz9b2DRroyG6VPLOTaEiUf7uOc0AYUsMQaMppPiBvmwQLsgAHuf3vNAtoRdF/7M8QbSgGPtZ2g59PN61ws3hzTjfvNLrPjaWWT5Q4DYToQc+39KmGgaJcuFvJvGN1KkfErF0yAM4+UjJoA7GbEcqrHoOvyqc5cXhGOPeWp47x7WHy4/DusTJONsqyzK4UHqPmkP6Vwi+HPDDqCIPGOTnjzJcjH/AAKmf2B4X/59/Gf/AH3L/wDFUAdTD4NV4p7vw+L3w1cuNrWxCNA59WjBI+uMGuO1PwV4ysdSlWG3a50aRNsllpF4bZZGJySUfcFB6EA1aHh3wwVBEHjHk4x5kuf/AEKl/wCEd8MBnBh8Ygr/ANNJefp81AFOPw5CFkiX4Py9RknUVzx6HP8AKqyfDvxTq2op9js5dE0kT+fLYahe/aYnbOchF6j6mtQeHvDDKzC38ZYXr+8l/wDiqdD4a8NTOVS38ZZCluZJRx/31QB0OpeEr6GxS61Ga68QmIgDSYvLgtmHb5MYOPc1M0mqalpkVjeeBbEWMZAWCe+QqmOnAQgYrGfwBorKhFp4rcdR/pbcf+P1mN4I0xZG/wCKb8WSLu3HN7wx9xvoA2To9uCR/wAK80Lj/p9j/wDiKeNLghZWi8A6GGIySt9GCPb7lNuNLsg0bQfDJpg5wxkeNWBPTPXj1NWDpkEi7b74coFRsJ5MqSdeSegwKAIpNJ851Mvw/wBIlJ+75l+jfgMp0+ldd4Wt2tdOeH+xLbSEEhKw28odW9TwBg1iW1jZxS27p4IeIoVkibKZQjA554I/pXWadg2gYWjWu9ixibGQSeScetAFyiiigAooooAKKKKACiiigAooooAKKKKACiioYkmV5TJIHVmygC42j096AJqKKKAGO6Jjcyrk4GTjJoMiAgF1yeAM1wfxG0+9vZ7IxWtxcW32a4i/0cZZJmUCNuvHPftXK6T4d8VReItLbULKaR7e9lluZoyPLIe3RcjJ5+YHPvQB7MksbnCOrHrwc1S/tmw/tcaULgG8MRl8sAnCg4yT0FcT8MfBT+HtGnvLyG6h1e5DxzLLKWUAMdu0ZIHWuYtdC1PT0v3TQ9U+0y6f9nmeErl5RNncCT020AexXGpWdq9sk9zGjXL+XCCfvt6CrCOjglGDAHBwc814Zp3h7Wk17Sbq50u7ZItSuivmR5EW6MeWSM4Chq7X4V+G9V0DTb2TV5rn7Zdy+ZLDKBsjbLfcIPIORQB6DRRRQAUUUUAFFFFABRRRQAUUVh+MbO91Dwfq1ppu77bLbMsO1tp3Y4waANczwgA+amD0O4c0C4hIyJUP/AhXhUvg3xR/a0N4dMuWtAHVYg43Jm32fdzgAv8A41o+E/h3d3WvWc3iCwvIYLbT7cL+9wrTIeQwB5oA9laaJDhpEU9cFgKz9W8QaZoti13e3aLGrBcKdzMxOAAByTmuG8ZeB5vFXju2lmguV0+LT3HnQymMGXOUHBya4jRPhvr9ro0T3tpdz6nLqdu8qS7SscaOSWDZ5BB5oA96tr+2u7ZJ45QEdQ4D/KQD0yDyPxqbzos48xM5xjcOvpXg7fDvXbm48V396NRe/uWkWO3iIEcymRSjK2eMY6e1aerfD6/h1m1TS49Rj0m6h3zlCHljmLAn7x+XhRyPegD2QTwsxQSoWHUBhmkW6t3jEizxMhOAwcYJ9M14pZeEfEsWstcW2kyW82L0ea7LtO8YjyQeePan3ngrWdQ0nQrb+y7yytoSy38cMilzIyY8xR0xx9eaAPbqKr2UflWNvH8/yRKvz/e4A6+9WKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq97BLc2csMNy9tI64WVACUPqM1YooAyE0a4WJUfV71mB+/uAJ6f5/GkXRbgMxOsXxBPA3DitiigDJ/sab/oLX3/fYpraLcHG3WL5cHJ+Ycj0rYooAxJtDu5ExFrl9E3rkH+dPTRbgIA2sXzHudwGa2KKAMYaHceXsbWb8kjBYOAagfwzJIrKdd1cBs9LjGMnPHFdBRQBy8vg1Zo2V9f1v5jyRdkfh0qZPB9iCHkvNRllCbDI902SPeuiooA5Zvh/orMWL32Scn/S3/xpP+FfaJ/evv8AwLf/ABrqqKAOWbwDor7QXvjtGB/pb9Pzrd03T4NLsUtLfzPKTOPMcsfzNXKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKwNR1C5t/F2jWUc2Le5inMke0fMVCkHP415/e+N/EVtcTWkBuH1JxKZrVrRj9lQTBVdcfeGwn6kUAev0V5XP4s1yfQru/sJLiXT7G9CzXAjVJfICAvw2MkMSPwrU1Px5aXeiSQ6JeyLerJBG8s0JUoJGA3cjBPNAHoFFeRan4w17TTqYnu5Rb2LTQ291FbFxLKpQqJMdBhiO1bt541XVvAuo32k3csOo6fCjzEwFQHxyvzDkZyOKAPQKK5y/wBRu4PFHh+2SXEF3FOZkx94qEIP6mujoAKKKKACiiigAooooAKKKzfEE81r4c1K5t5DHNDaySIwGcMqkj+VAGlRXDavqeoLouj3seqtFdXKQLHboo/fOxBctnttz9MVmnxpcf8ACVGW7ivYrDzZbSzKMnlSSIvO8feyT06CgD0uivOra98R6dc6NHfamk09xJ5s1qqZZYMEszehHAGPpWxeeI7bX/BOqanol5cRG2jdll8sowdBuxhh06UAdbRXluh+JtX1LWvDmm38skGqx7pLqJCPLurcxkrKOP723jsa7y5e6XxNYotxi1e3lLw7fvMCuDn8aANaiuFjl1fUr/xRaprX2WGC5jRHKAtBHty233PbNbfhM3baQ5ubqS5j85vs8koxIYu2/pz1/DFAG/RXI39/qEPxQ0mxW6I0+exmd4Mjl1IwfXvVC78ZT6JYeIrm6bz2ttS+zWiHjAZEYAn0G4nPoKAO9orl/APiCPxH4Qsrz7WLm4VAlw4GP3g6066uruL4hafarcyfZZrOR2g427gRg0AdNRXn517xBD4e142zR3mpQ6o1pabgEADFdo5443V0PhPUjqGkuJVu1ureZobhbrG8SDBPI4IwRjFAG/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ9zpFrdaraalJ5n2i0V1iw2FAYDdkd+gqH+wbQTXtxHJcR3N5gSTiTLqAeFUnoOvHua1qKAOcfwTpEmn21gftYtIM/uluXCyZOTvwfmyfWr+raBp2t6O2lXsBa0IXCoxUjb93BHPGK1KKAMGHwlpUNvZ2wWZre1fzFiaUlXfOdz/AN4555q7rOjWmu6XNp155n2eb/WCJyhYemRWjRQBjSeGrCXVrDU3a5NxYxmOD9820AjByOhJ9fYVs0UUAFFFFABRRRQAUUUUAFVdQsYdT064sbnf5NxGY5NjFSVIweR0q1RQBx158NfD1+LH7QL1msojDA32pwVU5yM59CR9KnPw+8PG480W0owQUQTNsRuPmUdmOOTXVUUAc+PCGnL4i/twS3v2zp/x8ts2/wB3bnG3jpWtfWMOoafcWU4byZ0MbhTgkEYPNWqKAMiLw7psUmmyLE3m6cnl28pYlwuMbSepHse4FLe+H7S+1i21OWW7We2GEEc7KmM5OVHBrWooA5VvAGiO2psxvd2pkfaj9qfL46d+Kfp/g230rU7O5stQvlggD7oZLhnEpIwN2T0AHFdPRQBjz+G9OuPEtvr8gm+328RijYSEKFPUben+RTrDw9Y6dc6hPB5xbUJDLOskhZSxGMgHpxgfgK1qKAOZ0rwjHoepWbabdTQaba27xCz3kh2Zs7jk4457ZrQl8PWM3iGPXHaf7ZHEYkxKdgU9fl6VrUUAc7F4M0iLTb6xAuWivZvPlLzsW8z+8rdQenT0rW03ToNLsktbfzCi5JaRyzMT3LHkmrlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXn3jC/8AEegrDcprACXepxwRRLAmI4mOOpGS3vQB6DRXnGs6r4ht/FGieE01JWe/aWWe82KjiBccL2Dde1WvBOvarN4q8Q+GdTkFwNLdGt7gkb3jbJAbHU9KAO9ooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArn/EvhaPxN9jE99cQR2syzqkQXDOpyCciugry/wAdyeJNJ1nSBZeIp4k1XUfI8oRrtijIzxnvQB1+ueE7XXL7TdQe5uLe/wBPYtBcQEBueoI6EH0qXQvC9hoNxfXcAaS9vpTLc3En33Pp7AdgK888XXXiTw3rXhzTW8T3TxajdPFLKsK7gnGMD1GTXNx+I9eGleLrweJdSlk8Py+XaJgAyKTtDSDvigD6Dory34aR6nqNyNXufEOpTxiNVltLoja7uiPlfYbiKpeP7vWv+FmWOnaZqWoxpNp7zi2tpMb5FztGP50Aev0VxHhrxla29vpegeItSjXxPIirNbn7xc5wOOOlT/EbxDdaB4XmbTzF/aE4ZIfMkCYAUlmBPcAHHvigDsKK8yu9Xn8X/CWy1PRdSuLXUGEMImV9pWUsqPu9epql4Q8Q3fiC9XQdbe9ttb0uCRLoJMVE23aBJ75JNAHrVFfP0PifWtI8O+F9cTWLy6nutVlt7mKSXcHTdgLt9q7j4v8AiC/0jRdJt7G8Nl/aN6kEtwOGROpxQB6TRXk82tDwZ8VbLSUuJn0m50wvLGXZ/LZcnzCPUhcVJ8Qdfu9a0aA+FtQuYHVLiUzRBkOY1VtpBHOQT+VAHqlFeC3HjLV9dXwPe299dW9ndTraXMYJXz3UDeSe4ycfgav3dxf6p8WdY8PSNfTacREqLFKVS2LA5c4oA9qBB6Glrwfx3Hq3h3WYL3T724MOixWrXm12BuAWwWb6Yrb0H7br3xXlutSu5Xs5tK+121qCQiIz7VyPXHP40AeuAgjI6UgZWXcGBHqDXzdoOp6raMxS9vLa3m8Q/ZWvWmLJEinIi29fmzit1bZ7r4reItEEM76e/lxlklYLah0YlwAepIFAHuisrD5SDg44NDusa7nYKo7k4FfPnibULPQ/GM0cUd5eadDowlLW8zLucjHmtz2remstffwb4d1CO5/4Si0gV5ru2WUg3CEDb9SlAHswYMMggj2pjTRI4RpEDnopYZNcZ4O1Gzl8C3d/ojTSnMsotZj88EuM+UfocCvNjZO/wWvPGlxez3OvyOJ0u2kO6AiQKFXtjGfzoA97e4gibbJNGjejMBTvOj8vzPMTZ/e3DH514d4hlkvfHPhh5tLXUmn0fz503kGRsfeIzzjrivS4vDtjp3g/UrONWe1uI5J/KcnCblztHcAGgDoxcwbC/nx7QcFtwxTvPiMfmCVPL/vbhj86+dfDNnqcngvRrywsY9Wghklmv9OMh8ycbtqsOedueK1Ung1TVfB+g2ctxb6LqNzcT3VtISpDq27yG9gRigD3aOWOVd0bq49VORUf2y2H/LxF/wB9ivGNN1Kbw18R/Genac7tptvZCaOzGdiTEIFAz3JP41F4k+Hem6DpGgxrLcyXV/qkK3EzyMTgjLKOeBQB7eJomjMglQoOrBhgfjSRzwykiOVHI67WBrxvxZYnTfG+geD7Ez22hancedcRoxwx6FM+hxnFegaf4L03SPFS6tprm1X7MYZLSMnY+SMMQT2oA6csAQCRk9BnrQHVmKhgSvUA9K83s4p5Pjfe2st/eSww6YZ4o5JPljZ2CnaPTFc8s0XgzWvEWsaRq1xqfkWW2WGefeZ7kMdzewUY6e4oA9o8xPM2b134ztzzj6Uz7Xbcf6RFz0+cc14po+tTWVhe21wfM8U39rFJBqDTFhIJuAo/u7eePaoLuxuPDd5JJqmnjXNAeSOL7VC5WWxkUgFfzOfxoA9zknhiwJJUTPTcwFOWWN496urJ/eByK8r8PwR+JPi34nOsDz002OKK0hfhUQgHdj1z3967eHQ9IsfDV7YQzmHTJvMZ2SXHlhvvAN2HWgDdjkSVco6uOmVOafXmHwqi0dL/AFmbSdQkMNw4kisGl3+VEMqrn0LEE/TFen0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcj4t8I3XibUtIuUv4oYdNnFwIXh373HqcjjFddXlHjjUfGGg6zp7Q6+sVrqeo/ZooUtEcwoRwcnqaAN/wAVeCtT8Ra/pOqxaxFanS3EsCfZ9+X7knPI46Vhf8Km1NotcifxHGE1uUSXrJaYY/NkhTu4HWqnifXPFXhPUPDdnqfiRFS9uniubhLdMeWCMMBjg4J4rMt/G3iO70LxpqcGvPLFo8ipZlLZDvG77zcdMfl1oA9K0LwedEGmxDUpJrewi8uOIxBd3AUMxB5IAxSXfg0XnjW08TPqMguLWMxRxCIbdhPIPP61g/DbW9Y8Qxw6hPrYvrTyAk8bwLGVnIVvlwOQASKm13V9U1f4kW3hOwvZLGzitftV5NDtErZ+6qkg8fhQB2b6LpkmoDUH0+2a8UgicxjeCOnPWsu98J2+qeIP7S1GVbuJYTDFaSwhkjyQSwz3461wvxCn8R+DvDEd5B4gu3Zb4RIzBCzwvgYb5fvDnBpuoTa43w8uNW0rXtQ86aaH7H57oXDGQxsrfKPlJwaAOisfhlDptnNY2mtXsdjLcLctbhV2rIrbvl9ATjj2robjwxYza2+soXh1F7U2pmQjlM5zj1rzCy8U614v1Ox0Qajc6R4gghuIb2BSAhkQDbJ908ElulJYQeKtS+IXiLQLfxPqAg063RoWd0z5jAY3fJyPvfpQB3GmfDLQtMubCZXup1sXeSCKaQFA7HJYjHJ962fE3hbTfFmmCw1ONiiuJI3Q4dGHQg14PaeMvEm7Vbc+Iro6nBqUdtZRtt2SZbDBvl6fiK9P+KHii98O+EYfs8hTUnMbyNEwGxFI3nnqO2PegDodG8H2WlarLq0s899qcsYiNzckEqg6KoHAFXr/AEODUdStb2WacG2V1ESsPLcMMHcuOeOK8v8Aixrr3fg3Q/EWg6tcwJdTpGWimZN6NnIwO4I/Q169bAR20MYYnCADc2ScD9aAOXvPh3pF2dLUSXEEOlyGW1ihYKFcnJY8c5pk3w6sJNbvNYj1TVYL28UJNJBOF3KOg+7XGxa3Oviye21y+1SxvbnUD/Z7CQ/ZZYN3CAgY9ff3qpYx6hf+NfEOgtqmpslvclbKVLl9luCN3zkdeexzQB6SPBWmrNdSz3F1Ot1araTJNIGVkHTPHX3qr/wr2xXV5NUh1TVYblofs4Mc4AWLsg+XoO1ctbpdePPHV9o2oajOmlaNBGskEEhja4mK8uWXkjNZviTw7eeGdQ0oz65rEtteayIgsd5KzfZymduAc5BB6UAdZZfCPw7Z3MEjT6hPHFdfaxBNPlGm/vEADJ4FWD8NNNGq3+pxarq0N1fDFw8dwBuXsPu9BXD6bfX+q/DbxdenV7qaytJXfS5DPieJUBA3kfMO3B5rT8HaEmu+G7S4k1bVbeS7hEM5ubpw87DadyKT8vQ9D0NAHTJ8MND/ALX/ALSlnvp5DD9nZJZQyNHjG0jHIqKx+Fuk6XHFFp+qaxapEzNGsVyAF3dQOOlYfg3QJLvXfEQXWNVX+zNTEVqrXbuioADtKk/Nn3o1Lx1JH8WNKijvIV0QmSykIOSZvcducAH60Aei6XpNjpFgLK1UbWJMjMctKx6sx7k965tPhn4egcosl2mnmb7QdO8//Ry3uuOmecZrz7xtb2ekeO9ckmutTt4E0o3sH2aeTEdwzbd3BwAeBzxVjxUL6fwT4IutTvhLe3F5FbXE8FwwSaJjnDFSAc4X8aAPRJvAemT+KbfxELm9ju7dBHEkcgEaoP4QMdK3NVs4tR06axkupLdZV2s8ThXweuCa80+I/iy58O61oUOm3iR2NjPF9viV/n2twoOTyuOai+MGiWr+Gr3xRFdztcSeQkBjmZURc84AODnNAHQaZ8KtE0zy20/VNWhaFSkbR3Q+QE5I6d8d63L7wTol/pMOnywOvkOZIbhHxMkhOS4b+8T1NN8H+H7bRbAzWryeXeQwyGN3LBWCckEk9c10tAHOW3gnRLe2eFoHmeWZJ5p5XJkmdTlSzd8EDjpR4m8HWPimSye8ur2E2b+ZD9nlCgN2boeRXR0UAYeseFtP13Tre0vWnZ7YhoblJNssbD+IMO9TaLoMOi+cy3V3dyzEFpbqTe2B0A4GBWtRQByZ8AaW2u3OtfatR+3XCujyC4PCN/CBjgDqKi0X4Y+FtCmmmtrAyzTxNDNJO5cyK33s57muxooA5ay+H3hvT5oZbaw2vDKsqFmLYKjCjnsM8Coj8OdDbUXvGa9bzJmmlga5YxSse7L3rrqKAOc1fwTo2s6guoSxzQXYAV5raUxtIo/hYjqK0W0PTX0X+x3tEawKbDCScEdee/WtKigDG0XwpoXh2SWTSNMgs3mAEhiB+YDpn862aKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuR8XeEbvxPqGlTx6jHax6dL9ojUw7y0nbJyPl9v1rrq8y8X6n4x0fXdMjg1mCG11TUDbRxi0VzEmMg5PU9aANnxF4LvfEGuaVqb6rFC+lsJYEFvkGT+It83K8dP1rNi+GEw07XrWTWv+Q4/mXZW2GAe+zJ4HPfNZXiTxH4q8Jat4ftdS1pJIb66eKd4bNSfLGMMoAJzgnistfiB4luPD/jHVbbVVKaPOsdoHtUXepbGWBGc47UAd9oHgifR7m0e41qW8gtFxFEYEQZChQxKjJIUYqzqvgyC88SReIrK8nsdWSLyTKgDK6ejKeDWL8N/EGteJ7SLULrUBNAsIS4ia3VCJmVXBUgfdw2KXV9d1jUvifb+FLC4NnYw2wubuVMeY4PRVJ6UAaWueBU8SaVFp+raxfTxrKJiyhFJcdMfLwB6VLP4Ht7mN0uNSvZCwjCn92NgRg4wAuOWAJ9a5H4jal4m8IeHDe2mrylherHE7BWLxuMbSMdQehqHwh4q1K9+KT6Pc3t+1ounrKsNwNrCTA3Fh6dcUAehN4V0xvEtt4hMRGpQxGFpVwPMUgD5vXFVNK8FWmk+KtQ8Qw395Jd34xOkjKUIHTAC8Y7VzWgfEaPVPijfaM9z/oUsW2wUY5dCwkJ7gkg4z2Fc5qPibXIPGvjPTBrN2IdOsmubRQR8rYB59QM0Adinwl0FbPV7Z57yRdUkEspZl3I4OQyEDg1p2ngSygFx9ovry+ea2FsHuijtGo6FTt61wfgjxZqmva7oVmutTSmXTjLqcFx8uWYcNGeufpVHRfG3iHSfFd7pl9d3d5b3kc0Ol703bZVbABPegDrJPg1pEujW+kSazrDWFvJ5sUBmTarev3feut0fw5/ZV5JdS6rqF/I0YjX7W6sI1zn5QAMZ4z9BXi9vq+vy/DPXfE9zr2oNq+nX5t42ScrHhWUfc6Hqa7fTob2Xwpcapbapq1tcvZyErczl2aVVVgyKxwF+907YoA6D/hArJoYbae/vbizhuvtcdvKUKq+SQM7c4BOcZqB/h7C2pahfx67q0M2of8fHlvGAwxgDGzgY4rj/AA/4t1867p3hbxTNcW2sLcAwzQHCXkBUklvxUc1q/Erxbf6f4k8P+G7GaW1XUZR9ouF4ymcbVbqD7igDcb4baXFqcOpafe6hp15HbrbtNbSjMiAYG4MCM0X/AMOrS/NiX1jVUNlL58ZWVSTLzmQ5U88/T2rlLPW7+z+IWt+DDeXs1j9iM0MzzsZYWCknD5zzWb8MdR1XxJeWElzqmqfax5l1LLLMxilVZFUxhM46Me3HFAHZt8K9LA1JLfUtStbfUubuCF0CSHGCcbeM8k49a2rHwdYWL2j/AGi7mNmGW182XIhDDHygDsAOTXH+OLy7tPin4agj1O5trO5hlkuIxMyxny1JBIB6cc+tYtlr2o6Vq9smvXWqQ6jvlmguPOLWmoLtZgoXOF/hxQB6Lp3gex0uW/ntL7UEuL/JuZjNlnY/xYxgEewqC4+Hek3mi2ek3NxeyWtrMZ1/e7Wdic5YgAnB5rzTTdc17VPhfrfjSXWbxNTguGeFEciNFQ42bOmDXYk6j45ufD5h1W50+OOzW61CO3lKM+/GF46ZwTmgDoJfAel3GpSX11Nd3Es0Btplml3LJCf4CMdM8+ue9UZPhfocthaaeZ78WNm/mWtuJzthcHIYd8g56kjmuV8C2+oahrHiV5db1OT+x9RCW6S3TshjUklWGecgY5q54GttQ8d+GLrWtU127S8upZEiWyuWjS3A4UbQcZ4z+NAHVv4E0640e9029ubu8jvWDTyTMpdse4AxTbj4f6RdeG4PD0st4dLgbKweceQOiluuAeetSeJ49VsPAdybHU5Ir60tixuBGHZyq88H19a5NG1TV/hJpGpSeIdQs7j7KHZrYAyTyk/KCTyee1AHptnapZWcVrGzskSBFLnJwOnNT143r3inxLZLomjys128djJd6pLazCOSQJ95VYdCO/erGqalqni6K6fw1NLbfY7GAWbtNtMjzlSQx652jA9zQB65RXg2qeO7/TNI142/9o6brkKQQy2V1IZUgBY5mRj65A/KvRbPwhcf2ZpU0HiDUXuomjllmkuXZZh1YFc4we1AHaUVwHxJtL42sF1ZeILuwuNyxWtrDIESWUt1YnqAM8V3FoxezhYyrKSi5kXoxxyRQBPRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVx/jbwpqHia70WWzu4LYaddC5y4YlyOMcdBXYV534l17xHpXibRtPjvreJNVv2gVGtt2yIDht2eT7UAX/FPhLU9f8R6DqkVzaRLpM3nBHDEyHjI46Diufl+F+r3Fj4ns5NSslh1+5WdyqNuhw27A9aXxN4q8SeFNU0S01PU7ZYL+6kikmS1zsjGNrAZ6881zsnjzxHc+GfE+qWmtKV0K5SO3YW4H2lS2Mvk+npQB6H4Z8HahoH9nwPq6yWdlH5YijgCGbChVZz3IAxTdd8E3Nz4xtvFWj38dtqMUPkukyFo5V98c1T+HmqaxrsUWpT6sbu0aLbNG8QTbMQpwmOqjJFYvjzxFc2XjGSyn8QX2jRLAn2FoYN0UsjDkOx6c0AbviXwFqXi3w8mnanrgWQ3P2iRoosqCPuqueQBVWL4batbeIZ9btPEphu5rRbRv9GVhsUADr34zmuU1jXfEFl4vt/D03iO5hW50+OZmiCsWmbjCtjgVvXepeI7nxFo/gR9UeC4a3e4vdQiA8xlVm2Be2SAM0AaWs/DL+0Roc9nqS2F/pZ3G6ht1DTPgDLfXH6mqEnwp1OXU9Y1B/E5a41aHybom0XBX0HpWF8RtP8TeENMvdUtfFGpvZloEt98ikoxJDg8c8YINavgnU9Y1jUtYsbbXLi/0OK2KC8kwJo7ggEheASBk84oAur8KZoF0Ca01s29/o0ZijuVtxmROwYd8Vr2PgSa1gsjJqglu7S5nuEm8hRzIpBGPQE5rjvA1vq/ijw79pHizV4tRildZTMo8plyQu3jn8DSpp2uL8T18MN4q1Zrf+zRcGTeuRL69OmR0oA0k+Et8vhjUPD//AAkR+x39wbmb/Rl3biQTg9hkCrCfDTXfMiebxndS+Ratawq0C7UVgAePXAxmofG/jW98La94btGnxZQSRjU7gclgylQNvXnBP1Aqp8SNVl0zxpoRPiHULDSr6KVrjyGBChVyrKME9cUAdzceE4b680LULybzNQ0ptwnRAvm5XBBHp3pPGHhC28WWdurTNbXlrKs1tdIoLRsD/I151eax4lvfhFca5NqVxBLbTA2VzbsqtcQFlAaQetbXjrxdd+FfC2m2mm3Tz6kI47iYyMDIYBjex6Zz0oA3bPwK9rJqepPqRl16/j8t75oVwi4xtVOgFXfBXhCLwdoyabHdNdKhJR3jAZd3LDI7E1heNJ3v/A83irT9cv7NItPM0UdsRtLEAgsCOfSrHgHTtV+xadrdzrd3eW93pytJb3DA4lODuXAGBjIxQBY8TfD+PxN4gt9Wl1a6tpLaJooEhVcKGBDdeuQaq6V8NhZ6hp8uoa1d6laaYS1jbzqMRkjByf4uO1cpoes6v4xPjjUZtWvbIadvjtILdwFi2KxzyOSdv6msm58ca1rPhTwZeG8vLWW6vZLW7Nrw0ypjkDB5NAHoc/ww02W7uES9uotHuZvPuNMQ4jkk/mB7V0Fp4ZstPutQurIvBPeRpGXXpGqjChR2xWZ4Kju28OSXs99eTpdr5kS3TZkhGCCM4HcZrybQ9f8AFOoeHdZu/tt/qC2mqrHLbxygStbjduWPjrxz7UAeteFvA0Phe+1K5TU7q7/tFi9wkwGGc/xcfj+dZlt8LrbTb24XSdXvrDSruTzbmwib5XbPZuqjtxXEeI/HMsHw/jm8O6veH7bqa2ztd/LLZjaCYwT9Ovua6OW+uvBXxF0LSre9ubjS9Utn86K4kMhiZASXB689+1AHe67oKa3ob6Sbu4tIXAVngbDFR1XPoRXMv8KdJm0qx02fUtUe0sc+RGtyV285B49K4nxK/iDR/hxqHio65fpfXl2HhQPhY4ix24XHGVxTfEuoat4S8KaXe2esX0s3iHyYpXmk3GBiAWdPQnPSgD0K5+GPh26sLO0ZLpPsquiypORI6t94O38QNXH8B6K2izaVGk8MEsqzF4pSrhlxtww7AAACk0/wmNNvbC5tNYvwkSnz4ZZfMW4JH3jnocnPFZPiOfUrP4meFo01Sf7DeyTB7QABPljJBz1PNAGzb+BtGitNQgnSW8a/Ty7ia6fzJGUDAXcew7VT0DwCug30Mw13VLu3twVgtJ5cxp6fXArEvbbVbL4m2v2DxLczxkSXN9ZzbfLhhP3VX3JyB34qv4K8VTa/4ihu9WlvYpNQ81rC2Vx9nCRnaTgc7vrQB0fin4caN4w1GO81aa9by1CxxRzlEX3AHeuosLKHTrCCytlKwQRiNATnCgYFWaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArjPFnhDU/EHiDSNUtNXitF0x/NiieAyBn9T8w7V2deb+IPEnijR/FWgaSbmxCavO8ZIgJMQB4wd3PHtQBd8T+CdY8Q6/pOqJrVtAdLcSwIbQtl8DJPzjIyOlYs/wAKtYuNL1uwbxBZiPWbj7RdOLE7t2QQFO/gZH60X2u+M7DxLpuiajqltardiV3urazMhUJ90AYIyw5ORWVe+LvFY8IeJNdg14D+yLw2scf2NAJQCo3NkZBO7pQB3vh3wvqmk3MBvdTtZ7eCPasdvaeSXcAKGc7juO0Yqpq/gW91eTUoJ9aWTTdQl3y281qHMQxgCNiflPvg0eC7rxDqMlvfXeqm806S3PmLJbrEyy8EbcAErgnrUMfiLWvEHxCvNDsJTp+m6amZ5vKVpJ2PGFzkAA+2aABvhoF12PVbXWJLeWG1FnCggVwsQGBnd1PvU918O0muNN1OLVrmPW7ANtvioJmDEkh17jnH0rQnl8QaN4b1ieaZdQvIjI9kQqqSuPlDdBnNUPC+s6n4u8EafeQ6lFbagG23zRIrlWUkMuCCATgfnQAmrfD3/hIbaSDWddvrhJnWSWOMKiZX7u0YO0Dn61ctPAljZa3LrEF3cxX08AhnaLaqScY3FcEbu+a53wRq3ibxLp9/ez63tW0v57cxi3jG6NR8pzt+9nn0qh4J8UeJvE9orDVsz28olmZ7ZFimh3MNq/KDu469KAOw0zwLb6XZw6fDqV82mwv5q2zFeX3bslgASM9qsw+ELWHxbL4k+23j30kXkkMy7AnYAbe31rktI1XXNa0+91jV9eOkOk7RWtpborLHgfL5oKknPX6UPrniPW/FelaDb34i057PzbrUbZQjySAHITcOBkdhQBuap8M9C1u2vo9RM9xNeSLI9ywTzVxj5Vbb8o46U6T4dafNLpTz6hfzjTIzFAkrKRsZdrK2FBOV4zmubu7zxnaeE/EEqat517pV4Es5NiAyx4GfMyMHhuvHIrU0nUfElx4r/sZtSzDHpscly0sKeZHKwOGQgYYZz1HagCQfCjSE0KXQotQ1JNKkm85rbzVIDZyMErkD2rWufAulX6TLqO++Z4RCj3EcbNEoGPkO3iuZ8P674uudQ1bw5qq3IvY7rba6kkConlDGWxjB/ru9q9Bv76PStLlvLhsrCm5uQu4j68c0Ac3D8OtNg8Hy+F0v9Q/syQYKmRdwUnkA7ehrodG0qLRNIttNgllkhtkEcZlILbR0HAFcZ8MPHF14sGr2+oIY7u0uWZVOOIm+6OODj1qLxvLrrePfDljpusfZrW6YrPbByDIF+YngZHAIzn0oA27j4f6XJc6rNa3F7YjVVAvI7WQKsnvgg4Jzzilv/h/pF8mkRq09rDpLb7WO3Kqqt/eOQcmsH4o6zPpn9kHTdVure6e+htpo4G+Uxu3O70PHB61N4u8U6npGsaPZaPb3FzBazx/2i3X924woJP5k/SgDvng3WzQhym5Su5QMj39K4Sw+EmjaXdpc2WpatDKlwbkFZl/1hyCSNvPBNReLr7VLfx74ZTT9SnSx1EmOeJHBVgoyCPT3Nc/oOvavFrkFvrkur2eoTXjtFI777a8jVjiNQMhSR0xjJoA7ef4ceH7rRbzTbiKWb7ZP9pluXYGUydmDY4I6cDpQnw80oyXc13d397dXNubb7RcSgvFGeoTAAXPriuAt9Y1/VvBfiTxbeaje2Op6dM62turFI40UBgrR9GJDYORmoJNf8aahHoWv6HNJ9sm05r29sZXJjnVGC/InbIOeMdaAPUfEPgvTPEfhuHQbuS5jsYtuBC4DEKMAEkGluPBekX3heHw/fpJd2kKhY3lYeYmOhDADBFebR32ua54TvdT8PSajMJtQQzWzXTCTy1UeakZJyMNnoa7f4c3cN5p188NzqbAT4NrqTFpbU45XJJJHcZoA1NF8JWui3S3X27Ub2ZI/Kja7uN4jX0AAA/E80zU/Bthq+uQavdXN99pt/wDj2CT7VhPcqAO/fOa6SigDjk+Gnh5dffW5Eu5r95fNMklyxGR0GOmB2FTaL8PdC0HV/wC0rNLkyoGEMckxZIA3LBF7ZNdXRQAUUUUAFFFFABRRRQA1nVACxAyQBn1NOoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCJZ4mmeFZFMiAFkB5APTIqWm7VDFgo3HgnHNOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuI8VeDdU17xXo2s2uo21umlv5kcUkJYs3fJB6V29FAHCeIfBuuap400/xBY6taQfYI2SKGWBmBLDBLYIz7ViH4Y+IZtA1fRrjX7J7bVro3VzILVt4YlSdvzY/hFerUUAcd4Y8Kazomq+dea8buxjtxDDbLCIxnj5mxwTxjNN1vwRcT+Ix4h0DVW0vU2QRz/uw8cy/wC0p6kdjXZ0UAcfD4Pv21C2nv8AxBcXsEYYy280SFJGYYJ6cD0AqPw98PIPDEuoSadq16n24u8kfy7A7ZwwGOMZ4rtKKAOM0LwEfDunalY2Gt3oivmMhZwpaOQn5mU47iq2j/DC10SC3tbbXNV+xwzed9nMi7HbOfmwMkZ7V3lFAHAX3wq0y6kv47fUr+ysL+QSXNlbuFjc+3GRWnfeAdMuX02e0muLC706Pyobm3Yb9mMbSTnIrrKKAOMuPhzp83hy40dL++iW7kMl5cJIPNuSc/fJHT/CnWfw9sbHUNM1CLUdQ+2WKeUZTLzOg6LJ6gDiuxooA5aLwVFF4zfxN/at+1y6lDCXHl7P7uMdKv8AiHw7D4jitYbi6uIYrecTFIWwJCOgb1FbVFAHIjwBYR+N/wDhKYLy8guiArwxsBG6gYwRjkVH4j+Hlp4k12LV5tV1K2uoE2QG2lCeUD1xx3rsqKAPOZ/g/pVwQ02ratJL5y3BkefczSqAFY5HJGOPqa2v+EGt5dA1HSLzU9Quo7998s0sg8wcg4UgcdK6yigDz4/CfT86eY9a1dDp6FbX9/nys9SMjrzWjpvw/tNP1Gzun1XU7xLM7obe5n3xq/8Aex612FFAHHal8ONG1PUJJ5JLuO1nk826sYpisFw/HzOvc8D8q1YPC2n23iCPV4TMksVuLaKFZCIkj9AnTsPyrcooA52fwVosuDHBJblZmnQ28rR7HYYZhg8ZxV/RtCsdCgkjs0fdM++WWRy7yN6sx5JrTooAKKKKACiiigAooooAKKKKAI2dhKiCNirAksOi4qSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimKWOdwA54we1PoAKKKKACiiigAooooAKKKKACiiigAopD0rz7SNc8VavrXiG2t7mwEWk3Xkoslsf3o25wWDcH8KAPQqK4m1+J2gro1le6pcCzluGeN49rOEdG2tyB93OOT61bk+IfhxJpohczu0RcMUtpGB2Y3YIHOAwPHY0AdXRWRoviGz8Q6fJeaaJ2iHCPLC0e/jIIDAEjnrXDaF41vbgXE9/rAWS1SU32nm02zwED5fLXq6jr3+tAHqFFcT4e+Iuj6w9nY20t/e3UiqWk+xsgwxwGbsB7jit7xPJdW/hrULmyumtriCB5UkVVblQTghgRigDYorzu58Q654a0bQdX1C+i1Cxu5Ikuy8ISSPzANpXbwcE+nStKH4laFcy3KW6XswghMxeKHcHUNt4wc5J7HHHNAHZUVxyfEfRpVsvKgvna8ne3jRIgT5i9VPzYzUfjq+8Q22k2F94elMN0JAz20yqRImMsp64OPQ0AdrRXkmueOr3W9V8JR6FemDTdQnRLyWEjzFZgcJz06N27Curj+IuirqV1Y3QuLV7eN5Q06YMiJwxC9R7ZAz2oA7CivObHxy1vr+vyai2oNZwJbvb2xtgGRZB149+5NaC/E3SJoLKW2stRn+2pI8O2JQPk+9klsDGKAO2orm9B8YWniC++zQWtzCGtluoXmTb5qE4JA7YNdJQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACHODjr2rzrTPDXjDT9Q16SGXS4k1e5MzSjezQjG3gdCcV6NRQB57J4F1HSodNttBmsnhijaK5e/hEjMWbcXH+1nPXjpWfD4E8S6frUmp2s+mzzGe4YNMGBKSKqjOOONvQcV6lRQBgabo93aeCl0d3jS6W0a3V4ydoOCFOTz6GuVHgnX7hre6uptOW+sbN7WCWNW/fb12kyZPYV6TRQB5zoHgnU/CLTahDeQXEkWli0jhSJvmZSWDcnuTXSz2usa14MNrOba01G7tykvylkTcMHAznODXQ0UAcSngvUL6DR4Nb1SKe30uVZI4reHYJCq7V3EknjrVeXwDqjaTd6WniKSO0aMJbBIFV4+R95hy/AxzXfUUAcFZfDlrWbTJn1VnaxvnvgFhVQzMMEcdq6vUtOlvp7R0uBGkEm9lKA7+MY9q0qKAOAT4XWVmbQadeyW6W2pHUgGQMWkIwFyf4Rk1Qf4R+ZfSSvrUrxSw3MThohvxMc8N7HHXsK9OooA87l+G9/c2N1DP4hfzLlLdHKQgDEWAB6kEDnJpbD4ZyafaafbxauSlisyxloFyRKMNk/jxXodFAHAyeGdU0CJL+y1Oae4t7JbKGOO2RjjcCDz7gZPpXa2JumsIDeqi3RjXzRGflDY5x7ZqzRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVHCjpGFeQyNz8xGM80ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1m2qSewzxSRyCWNZFDAMMgMMH8qAH0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXF6DrmuX3jrW9Iu5rQ2dgqlPLiIdt4yMnPagDtKK4Pw743eXxLq+ia3c2qz294Le1MalQ4KF+cnrjii9+LXhqx+2F1v3jtXCPJFb7kOSQGU55XKkZoA7yiuT1H4g6NpYl+0RXxaOOKTakBLMJASABnk4ByO1XbrxfpFp4aTX2leSwYqN8S7yu445A6Y70Ab9Fef6t4/WaGxutGuQkA1NLK7SeD58MeoGcgH1rTT4j+HX1PUbAXEgksImlkcrhHCkA7Dn5jk4oA62iuJl+KGgxaZZ3/kak63UskUcSWpMm5MbsrnIxmmW/wAVfD9wYMRaggluTagvb4CyAA7W544NAHc0Vwcfxa8NyWNxebNQSCBgm97faJDkjCZPzHitWfxjps3gk+JLaW4+xyJlXih3umTjJX2oA6eiuG0/4naHdarb6SI9Sa5keOHzXtdqF2HyknOBnrWv4r8Z6R4NtYZ9VeXEzEIkKb24GSceg9fegDoqK4S1+LPhy91OOwgTUGeSRYxJ9mPlgt93LZ6Gpde8bxfYtYt9Iadbyzt5JFuTBugJQcgN0JoA7aivPrP4oabaWOmx6n9oe5kt4Xup4osxwtIPl3Htk1FrHxU0iGLU7ZY9VhW3Zoft1vaiVEYdT1wMe9AHo1FcDovxV0TVtRttPit9TVpZFhFxcWxRNxXIyexPp71e0/4jaNqevQ6Pbwaj58zuqO1sRGdhIY7s9MjGaAOworzTxX8QLqGbWbLSUuba40gJNLK9tuWVdwyoz6joa1H+KOgReHm1eQXaKs4tjBJEEl8zGcbSeB70AdvRXPy+MdKi8HL4p3TSaaYxLmNNz4Jx09j1rnpvi7oNvZ/ap7a+t4+WxcReWxQFQWUH73LDge9AHoNFcNc/EzT4pGe3sbq6tE377mMfKu0gHPp149azfGfjmddI1BdJkntLuwuLZXYqCJElIxjPtQB6XRXAWHxMiubPfJpky3L3cttDbhxuk8tcsfY8dPetvV/GNrpHh2y1aS0una8aNIbQLiVnfouD3HegDpKr2r3EkAa5hSKXJ+VH3DGeDnA7V5r4n+Id3NpFg2kw3Ns82qHT7tVCmaJhnKqDxk4BBrobnxNd+Fzo+n6xFcX8l9IIvt0cYRVYngMB0OKAOxorgbj4pWcMssSaNqcskXmM4SPgRocF/cE9Kpap8SkaPWgtjqEdhaWscourfHmEOMhlB7e9AHpdFebaZ8XtKudUttKbTtTR3kSAzTRjG5k3Ln3IrU0T4j2eu6paWkGl38aXodreeRQFdUJDE88cgfmKAO1orzPxdrl5F45Wzkvb2xsLGwN+WtGX95hiCWBHI7YrUb4jWsNjcTPp9yzwwQ3AQEbnjkOA3oPegDuKK5rxL4g1HRfCdzqsOnK08SFvLeUYQepOOfpXFaL43v8AStd1j+1457iE6hbWrnzgwt3kTogxyuSPwoA9aoritC+IdtrviQ6XFYzJE3miGcnO4xttbcP4fbnmsPxHqt7/AMJdfz30l3Zafo0Czf6NfACUE/KSmOc9OelAHqNFeWat4ru9dh8gLdaVeafe2xkSGfKyxyngEgDsenrUfhnxbe6ZbXemxQXer3zapdRobi4wFjjAJJYg4AHAFAHq9FeZH4rzNpy6hHoY+zSWD30W66Ad1RwjLjHXJNJrfj15tS0yGHTLiS3Jt5/tEF3sUNIpKo/GCOP5UAenUVwGl/E2O7tnkvdHuLRhZvdoN4YOqttIBxWv4b8Vz69dXds+lPbPbKrO/nB0O4ZUA464oA6iiuAsfiYlzrEFhcaRNbCWe5g80ygjMK7ienIxWUnxkE9uJLfQJ2yUfLS7VSJn2BmOODnGR6HNAHqlFcRa+PzO9zD/AGcrXMGoR2XlxXAfcGGd4IHQCrOr+MLrStavtPfTYtsFkbuGV7kIJgDyORwRQB11FcdL44ZrWzuLLTxcrexx/Z8TgZlfojccd+fas20+JkmoixtrXQ5TqNzdT2jwSTBVjkiXJ+bHOR7UAeh0V5T8P/E+otrmqaC4kvrlNSnaQz3GTbwqUAA455JwOOlbnjLxFcaDqslxbwTTSW2ly3ITz9sTYYDlcckUAd1RXm//AAtJ7VbKK70eWSdraGa58l8hDKcLtGOfU+lWZviLdw6tHZnQHMct89ikguRnzAu4ZGOAaAO/orl9N8Ypqfgu68Qx2TqbZZd9uzjJaPO4BvqOtYCfFOQaZJdzaBOrmwj1CFEmDCSJiFJJxwQSMj0oA9Horh9S8dahpqy79B3SW1qLy6VbkfJEWIBX5fmPB4qmnxOkn1WSCDRibKKWCN7h7gKR5oyp24/rQB6JRXEQ/Ee1l1Dyzp9wLNr17FLkEHMqjJyvYehzTG+Iq/2C2qJpjOjFBDsnUqQzYG9sfJjqc9KAO6orzO68UMdT0fxJBd3Rsrm0uWeyaUeUGj2LkED1zz6c103hvxLfa/5hfTY4Y4pTG8iXIkUjaGVlIHzA5x+FAHTUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxeg6Drdj451rV7tbT7JfqoUI5LrtGB+ddpRQB5BceAPFUviqXVgNMCNqqagF3tnCqUC/iDmtTw14E1W01HVTrKWD22o2vky+SW5YMxBVTwo+boOmK9LooA84i8D65b+HbZZLu1v9XjuhJI1yD5ckYUoE9R8mOfUmpvFFhJonwvvbeQwmUsrKkce1FJcEKAOw9a9BprxpIu10Vh6MMigDyq/8D6zrVv8A2tbtYC9vLuC5dFdvKWOMfKB6k0sfgLxYmlahp4vdKWNlkFu4t/nbzG3MrN6DLYP0r1RVCqFUAAdAKdQB44vwy11dHWyZdPbbeTXCMk0itHvC4Kt14weO9Wm+GWvR3XlwalaPa/2oupeZKp8wtswQccda9ZooA84i+H2pw+C7bTFv7U6lZXDXNvK8W+NmYk4dT161vTaDqg8DS6PHPatfzxlHkMeyNS33iFX07V1NFAHnUfgTW476CcalZ7EubWdkKMd3kLtAB7Z61q+N/DGpa4+nXmkXFrDfWjOv+lQiSNkfAbIPpjiuwooA8ttPh94kF5dNdahYNHLcwTAiNhkRLgAAcLn9KvQ/D/V7XTb/AEeDXI/7JljkFvA0PzKz9dzdSBmvRKKAPMf+FWXX2G4tP7VjCXkNvDckR8gRHgr9R61LqXw41O+bVPL1O1gF7DLbsEiIDoxG3eOm5fUda9JooA83HgXVtPhMo1GKWGK5hvngSIlmaFAu1f8AeCj8axvBtvq1l4jsLmO0uz9rll+0xXNmUFrGxLfK/wBccd69hooA4HxL4J1nVtX1G407Vba3tdQiiSaKWIs2UORg9hxUV/4E1nU2uLi41KwW6FytzbFbbcisF2lXB+8CK9DooA5q78MzXfgqXQHvQJJo9kk6xAAZOW2qOAOuBVbWfB1xqr2cialHE8Ft9nffapIHH94Z+6fpXXUUAefP8M2mnkll1d9zwSQMY4gu8N0LAcEr61TuPhZfXYvBc+JHk+1mEyf6Mo/1WNuPTpXptFAHnM/wzvZrWazOv/6HLI8pj+ypuDt1YN1B9K3dR8GpfeHtL09b6ZLvTHjktrxhucSJxuIPXIz+ddTRQB53/wAKzmE1tKNbcumonU5iYF/eznjPsMcYrrvEGhx+INKNlLNJC4dZI5o/vI46MK1qKAOUuPB8v26O6stTeBjZfYplaMOJEznPPQ5zWZqXw3NzbT2djqz2llPYJYyxGIOSq5wcnoea76igDzQfC2WC9S+GsuXiu4b0KIF5aKPYF+hFY/gPTNYt/EMF6sN8j3ErvfJeWYRYlO44R/8AeI6V7HRQBxOteApdc8S3GqTavIkM9m1k1ukK8RHkjd1znnNVh8N5TpV3ay61JJcTW8dpFOYVHlQochcdycDmu/ooAxNa0F9c8J3OiXN2we4g8p7hUAOcfex0rjH+FV/LvEviZ2V54J2H2VBloQAn6DmvTqKAOO0XwDb6NrLXi308tukrzW1u3Aid/v8AI5YH0PSob/4ftquvarfahqjy2mo24t3tREq7UU5XDdcg8129FAHnsnw1n8iUx69MLyeWKSadoFO4RfcGOgxxk96js/hhcWbtcJ4gl+2/apbkS/Z1wDIu2RcdwePpivRqKAOQHw80eODQLeMN5WjOzRh/mMgbOVY+m4g/hVR/hvCumW+n22qTwQx3zXshCKWc5+RcnoF6V3VFAHmOr+Bdb0vS5LrSNWkvJ7W0khhtpIF+cOcsM/yqX4aweIFSf7Sktrp4hCKlzbLHJ53qMdR9a9JooA88s/htdw6xY311rz3CWk80wi+zqoYy8OCffNT2vw0gh0fUdOn1a7uI7m3e1hLgfuImIIA/vEEDk13lFAHLaT4F0rSNTsb+AN5tpZraoM4U4/jI7t71Z8ReErHxJe6ZcXpbFjIzhF6SAjG1vaugooA4mz+HFhpmkSWenXU8M/2v7ZDcH5jG4PyjB4IGTxUcPw6+y3Wm3lpqrx3Vrdy3c0hiU+dJIMNx24ruqKAPONL+F02l+KTr0XiCb7Q1zJPIBAo8wP8AeRvUcDHpWz4m8FyeJNU+0tqklvA1lJZyQpGDuVuScn3x+VddRQBwZ+HDhLTytcuo5EhSC7ZUXFzGv3QR/Dj1FVJPhpqTXcU6eJnUQ3pvY1+yqcORt59RgCvR6KAONXwwfDvw+1jSrOSa9aWGd0Gwbmd1OQAPcn86w/Dvgq/1P4dW9pfajcWt5NZR23zQKrW8anlMd8kde/FenUUAcbqfgeXU5YZpNYmSR7MWV6UjGLiMHPT+E8nketc/ovg24uPG2tGeKa30NJYDDG0fEzRDCkN1wD+depUUAcRB8Pvs2ou8OqSjTzeNfLbGMZWYjrv64zziqEPwukTe0muOXd4mbZbqqvsOcsvRifWvRqKAPNU+GGoRRWkMXiVxDZrKkKNaIcLIwZgfXpW/4b8I3Ph+Z3/tVpFlneaaJIVRGJVQAAOmMZ49a6uigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorzrUvHesafP4sQ2tm66JCssQUNmTd0zzxigD0WivMk+Iuo2vh6XU5orPUYpUiWxlsyQJJ3OPLcEkrg4FbSeItX0bW9H03XvssrauzrGbVGXyHVQdpyTuHvxQB2dFedat4z8QWGla7rtvb6fLpFpIFtC4bfLhgjZweMNmp77xH4isrrTNHH2K41HVWLQzKhRYIgoLMVJO4jOBzzQB31FYejjXodQu7bVHhuLRFQ290i7Gc/xBlBxn6Vnw+JdS/wCE+1Dw/Na27wxWIvIHiJ3tlgu1s8dc0AdZRXB2HjXU7LUtTtvFNpZWMdpZLeeZbyFwisxAVyf4uOMDmptG8bfb9A1HVJ5LfzLaLzDZwK3mQ5Hyhi2Mk8dBigDtqK80XxTqlx4zbR31qOxmjWEwW0tsAt2rAFiHP8XbAqxZap4m8V6zrM2l6klhpmnym2t1WFXNxKv3i24ZA7cYoA9DorCuJvEDeHbX7LDbx6rIqLMZjlITj5mwPvY54FU/B+ual4k0S9kvI4reaK5ltY57flZNvy7wG988H0oA6mivL7nxzqlppmt6ZqFxHa6pb+Z/Z94sa7bpUbB+U5AYYOR6V3UUt9B4XSfzhc3q2vmeZImN7bc8hcfpQBrUVx1n4l1W9+GqeIkitkvjbtM8UitsG0nK9cjpUut+INS0/wAM6Zqtqlsxna3WdZQeBIVBK89Ru6UAdZRQOlFABRRWJ4snvLXwrqV1YXRtrmCBpUkCBsFRnGDxzQBt0V5ZF4q1rw54Y0PxRrOq/b9PvxEt3G8KIYN4zuQqBnB7HtWtf/FjQbe1vZLVLi6kggeaEIo2zqpwxU56A9SQPbNAHe0Vwy/FDR4LOwk1CG6gmuEjaRBGD5Rf7oPOee2M1JdfEzSbOO5mm0/VRb28wt3m+zjb5hOMfez39KAO1orjLb4laPdXi2q2mpxyGc2zF7bAjlxkKeepHSqdj8SNMt9PkkuP7WutqyzmR7RUIjV9p4BAwCcZ9qAO/orkNW+I2i6RqaWE0V7LMxRR5UOcs6llAyQTwOwxWXpnxGstXfSr2Wa802G5aZRBJbho5QmcsXxxgCgD0OiuJk+KOgQwTzTxX0Kxw/aEEkGDNHnG5BnkfXFbXh7xRZ+JPtYtYLqFrZlWRbiPYfmGQRyeMUAblFcnP8QdGt9UNjIt0AZzapcmMCJ5gM+WGJ+926Yz3rI8J65res6pqmoXNxfR2FpPOn2OW0jAKqxCqrA53DHIPrQB6HRXBaH8TLXU9Ht7qawuhdXMkghtoowWkRDy4y3Qd+etW7P4h2Go6jFDY2l5PbPaNctKkQ+TacEHnqOn1oA7KivN9T+IUepaZp9/od1Pbouqw2t0kkKlir445zjg9ua6XxF4x0/wzcxQ30N03mxPKHjQFQq4yMkjnnp1oA6OivF/EniXWdG8Wair+JLtbG2uLOQx+THgRS5yM47YrvNS8eWelabBf3WnaikEo37jGownqTux34HX2oA6yivNLDxnPp/inX11C6uLy2V7ZLG3VFDZlGQoxgfia1B450zUNSsgkmoWyxXM0UwMaiMvGhLI5z2HIx6UAdvRXl8/ju407xBcapdJqI0k6b9oitJkjXkyIgYEHp83O48A10uo+MDZ+BLvxDJYzWzxxny4nKvlidqkEHBUkg59KAOrori5vGFt4U0y0TXXu7i5e3FxPOkYKDJAOCSB1PQVr6X4psdZ1Gays45nMJIeT5dqnAODzkZB7igDdori7v4k6TZ6pc6fPZ6is1vPHA58pcbnOEI+bkGotG8YwC2uEjj1jUbo3EzeRLEgljRWAYAAgbVJwOck0AdzRXH3HxD02C9kg+x3rJbyRRXMojGIHkA2AjOe+D6VkzePhMIZb211PTkj1RrVfIVHEpXPyvk8Z9hQB6NRXCW3xY8PTxySSR31vEkMk5eWEYKocNjBJ61WXx4nifQr++0MXlpPpYW5YTIAk0fJK985UH6HFAHolFctrPiexi8PaZqgmu1tL2aDy5LZVJO8gqDk9D0OOaTRPHmma5qEFlDbXsEk6yPEbiNVDhDhsYY96AOqork7jxtFaeKtT0mezlW306yW7muBg8HsBnNYXirx2s+gXq6bNfafqEFvFeBXiXdJE7AAdTjP4GgD0miuWl8cWFvYXlxPZ36NYsq3ERjXcm5dwb72MYB702Px7plzbpLZW19eZtYrt44IwzxxyfdyM9eDwM0AdXRXL3Pja1tJ5GuNOv0sIyytfeUDGrKCWzg5A4xnHWrOleLLLVruC1S3u7eS4h+0QefGAJI/UEE/kaAN+ivO38ax+HPE+s2ur3eoXltE0RDrbp5dvvyACVIPJwOlb2meNbDVXZIbS9SRLwWUkckahkfGckbvu4HWgDpqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuDTwvrsWu+JNRRrI/2miLCrEkALxhvXNd5RQB5RD8K5zJqbRNFpcMpintbW2ctGs6HIcg9s9vSt6bQfEGs6rp2qaotpBPpUUpt44HJE0zrt3Mf4V9utdzRQBxfiHwneX/w6/wCEc077NFNIqLIz52ghgzEY6kkfrUviDwzf3q6PqOmTQw6zpmAhlyY3UjDKcc4rr6KAMTRLfXBPcXWtXMBaTCx29uD5cYHcE85NYx0DXk+Id54hjNibeSx+yRIS24YO4Mfx4+ldpRQB5ja+BvEuqRara+JrvTZYdQQ+ZPbRETbgQUGem1SOlX7Xwjr893FeaheWcdwxhhuPsyELLBHluQf4ix57YFd/RQB51rPg/X9a1GQXX9my26Xgms7pgwuLVMg7VI47YqUeFvFGiazff8I3qFlFpd9L58kd1GWeKQ/eK49evNegUUAc5r+n+IX8MrY6FqMSahtCPdXIJJGOWGO9J4ZstfsNIni1STT2uFyLeO1jKxjjqe5JPWukooA8/wBS8C3XiPwxcWmsJaRais8s9pPbMwCFzk5zz7H2rspLe4TRGtoDGbgW/lqXzt3bcc47VeooA4WHw/4lh+HLaCH0437K0PmYby9jEknHrzU+ueH9cv8AwZpmlWr2Iu4GgMzSBtmIyD8vfkqP1rs6KAI4fM8mPzQol2jft6Z74qSiigArH8U2F9qnhq/sNOaFbm5iMStNnaAeCePatiqt/fW2mWMt5eSiKCJdzu3YUAef6f8AD7VtR0PTdH8VX1pNpunFDHb2sZHm7Rhd5J5HtVO1+EtxZ6dqumW97bRWjwyRWciwATMGH3ZX6kA+ldifHWh/ZXmE0zOswg8gRN5hcjcAF915+lVbj4l+F7e2Sc37Oro7qscbFsIcNx2I70AZEfw5vBd2V3JeWUk628UNw72wYoYxhWiJ+6elRaj4D8R3nh+409dVsTNdakL2V2gOFAIOBzycgVtan420ubT9Qitr2e1lihVzcmBisYcZVqmtfHeiPdJp4uZprlWWF3WE7fMK5xn1NAHOy+B/F/nTSR6xpbZvV1Bc2rDdKABg88LwKif4aeIGtJLdddsUjktpbYgWrHCySeY2Pm65HFdXYePdB1ERtFcSIrpI4aSMqMR/f59qrr8R9Aa0nuN10I4o1mGYCDJETjenqvvQBhX3wx1HUvEFrq15rUMk0EsMgb7P8wCLgqpzwpJJ+prPg+GXiFbTTNMn1OyfTLSWdWjRGWRopOvzZ6/4V2N18QdCtPtSyNc+dbXS2rQrCS7SMMrtHcEc5p2q+Ko5PAN3r+lmRT5LGIyRHcrDjlT6GgDkbr4a6/qdusF7qdkv2O3NpYSpEdwjY8lx0JxXUeEvDetaHf3c+oajaXKXKRqyRQFCCg2qc59Otcn4R8TavpWv6lF4k1x72xg06K7Vmh2FS7dMd/QV1kPxF0SeSOJI73zWuRauhtyGikb7of0zQBQuPh9cXF5NHLfxSaaL46lbxSQ5eOc84z/czzjrW14Y0HUdHtNQh1C+guTdXEk4MMRTaXJLDknuafb+MtJumt1haZ3mvWsQgjO5ZVBJDDsMAnNJqfjXRtJ1yLSLmWT7VJsB2RkqhfO0Me2cHFAHM6f8NL7S7bT2tdaQXmnGVLd3gynlyElgwzyeetXrb4evppiGmam1uv2GS1l+TJZmbcXHpzVqy+JXh2+vGtkmuI2VZW3SwlVPlnDYPqK5jxh49/tDwu2qeG9Qu7WSxuITNG0G0zRu2Bwe1AF3TfhXJp2kx2I1jzES7jvNjQLt81APxwcZNbPi/wACDxe0BudRkiSOB4vLCBl3Nj5wD0Ydj70+0+IeiXVtDNi7RXuHtmMkBXy3RdzbvQAc5rOv/iHov2/T3e61CzjSbJzbHZOrRsQCfTHzf8BoAg1H4W/2rJcPd6u7+esCyKYEIYQghe3fPNR3vwqm1HSrbT7zxJeTxWyMkQkiRtoJ4I46jGAfSu00XXrbXYmltYrhECq4M0e0MGGQRWtQBwkPw5CXdzeS6rLJdStBIkgjVfLeLhSMeo60q/DiFFVRqEjK13NdzBo1IkeVSjD2GCa7qigDgbP4dXMDL9r8QXF8iWf2JI7iFCvlbgxU8c/dA+lXJPAFqvgC88Lw3EvlzBmRycbHzuUD0UEDj0rsqKAPNtT+H1x4xsLFtau57Wa2tvszQDa6bgR+8U+px1rc03wVHYeJI9a+1/vo0MZEcYXzEwAA5/ixjNdbRQBwOrfDb+1dbu9TbV5I3uJ4JigiUhTEcqP8aE+Hd3DdrfW3iS7t70PMxljiQBllbcwIxjrgj0xXfUUAcNL8OYvtNyYNTnjt7yWGa6QqC0jRY24PYHAzTb74dNdnYmryxwLftfpH5SsRIT0yeSK7uigDzJPhBbmLyZdYneIwS25AjUHbI248+ua05PC+r6d4cm0uHUJ9Tlu41s984VFgi6M2AOTgn68V3VFAHLaz4Ni1Tw1puiw3TWsVhJDIjIgOTF93g8dRVHSPAUulappt7/a7zGxSRFVoVG8SNubP4+ldvRQBympeCYdQ13UdS+3TRf2hZC0njVQRtHQg9jWe3w3inguzearcT3U9lHZedsVcIhypwOCeK7uigDgtc+GsevwzfatWuVmuJVkm2KBHJtXaoK9OBn8ais/hgdOe2ksPEWo2sq28dtcNFtHnxpwoPHBAOOK9CooA4qb4f/anvbe51u+k0u7lkmay4A3ODn5gMkZOcdM1d0Lwi2lXVlcXGpzXj2VubaDeirhD64HJrqKKAOK1XwAuo6vqV0NQkjtdTEX2uEICx8s5G1u2e9SaDoMLeKr7X0s7uzWcAGGcjDyDK+YAD/dAH412NFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5te+Ode0+/8AFMctrYSQ6NAJU2b9z7vu5+negD0mivOl8davpukTajqltY3cMqxLYPp7kiWWTgI2fu4yK1l8RatpOt6NputxWryatvWM2oYCJ0Us2d3UYx075oA6+ivN/EHjLxHZaTqmvaZDpsmj2j7IjLv3ykPsbp6GrcvirxBZXOn6Tc22nyarqbbrZ42YRLGFBZmzySM4wOtAHe0ViaVca6dXvbXVIbc2qKrW9xApAfPUEEnkVSXxJeHx5d+H/skTRxaf9sjdHO5yWChTnAHegDqKK4i18ZahY6rqVr4js7a2is7Jb5preUuI1JIEbZH3uD061JovjmLUtA1HV5Ht2+zIJPskG4yxgjgPnGST6cUAdnRXnsXje/m8WzaMZ7CCZPKMVtKjhp1YAsysTjjOMVdstb1zxLeajPos1nb2VhcNbKk0TO1w6/eycjaM8d6AO1orGu7rWV0W3e1sYv7Sm2K6SP8Au4SfvMSOoHtVPwpreqa7pF415bQ215bXMlsJEy0UhU43r0OO34UAdLRXnK/EHULeHXbPUba3g1OxEklo2D5V1GrbSw79QeM12ourpdBW7Ihe48gSkElUJxn3IFAGjRXIJ4n1K9+Ha+IrOC1S5MTTGORmKAKxBAIGTwKr+I/FesaT4eg1mC2sBai1S4lNxMVMjEA+Wg9eepoA7eiobaUz2sUrLsLoGK5zjI6ZHWpqACsfxLoz69oFzYRTCCZwGilK5CODlSR35FbFZHia7utP8Nahe2UiJcW8LSoXTcuVGcEZFAHOQ+EvEDLZX19rFpPqtrdCfclvsjdQjJg45yQx59hWcfh7rKBXjv7EzSQ3a3JeM4eSc8sOOgGMCpZfHep6N4Z0PxHq0dtNp1+UFwIUKvBvGVIyTuAPBrSu/ih4bt4Lx4bh7iS3ilkCRof3nlnDBT0PNAGfJ4I10QXUEF9YiK8so7WdXVsgou0FTj0FPh8Fa0l6Lh7nT8fbYrohd4+4mzHTv1zV8/EvQLeK1+3PPbzTxxuY/Jdtm/7oJA71FJ8VfDMMTzO2oCJJTE0hsZdofONudvWgDFsPhjrNsfs8ut2xsVW6RFWA79s3XJz1FXF+HF1PpC2t3fQ+fbaW2m2skanABI+Zge/yrx9a07T4m+HL6QxwyXm7zTB81nIP3mCdnI+9x0qpY/E7QUtkjubu8nlKySmX7BIg2KxyenAXgH6UAZY+HHiFrm5urrXLG6e8ljkuY3tioyq7RsYHKkdiK6JvDOrj4ff8I/8A2hBPevEYnuZgcYJ9uT6VZ1Dx5oemah9huZZxN5giG2ByC5XcACBycelY2n/EvS9Un0t3nmsEumm2JLbsVmVc8+Z0XGCTQBR1H4b6pq15d3F1fWiGeygtl8vf8rREFW6cgkcir7+Abq6sNdkuL2FNV1Ro3WaBCqQtH90juTnnNXpPiV4chheaWe4RVh+0Lm3fLx5xuUY+YfStXw74q0vxTDPJpkkrCBlWQSwtGRkZHDAdqAMXw78Pbbw/4km1ZLuWYSRjEbk4EpGHkPqW/SqXijwBqeueKTrFrqtvAoEBRJISxUxMTjPodxrem8b6JBffZXml3G6NmriJijTAZ2BsYz/Xisvw7rms6rqup6hPMU0u1lnhNq1qQwCMQpVupbg5H0oAyLD4XahazxTHWollRbghkhzhpjlsA9h2qsvwqv4NOv4rjW1mS4MMkpS2+b91yAvPU4rqLf4k+HrnT476J7s20kvkxyG1cB354GR7Gs/xB8RLZ9BM/h6WWW4ZRL5ggLLGgcKd+cY9KAIPDlgniOTWNbsLeexiuUaKGG8ixtnI2vLt9xtH4GqNv8J9R+zRJPrcKtFdLdRxpCXjVlVlwAx6HcSR0rsD430aN5IpJZw8V2llJ+4biVhkDp096pX/AI801oLqGFr+E+TI0V2lm0iYTIZlx12kd6AJvB3hCbwu93I995i3IUm2jBEUbjqy5JIz6V1lcdp/xC0ee7gsN14zmRLdriS3KL5jIGXPoWFT6b4+0jU9Yj0yFLpZpZJEhZ4vlk2HDEEdAD64oA6qiuN1j4jaZo+rXlg9peTtZqGneFVwmRkcEgnjuK5rxl8R5JNAn/sZ7uyvEt4L1GaNGEsMjquOpwef0oA9Xorhrj4lWUEDRxafdyX0VwLaW1k2xsrbC/UnH3VPeoYPiZG2matqE+j3sMdlcpbRIwXdIzAYHXjrnPTGKAO/orhYviroMmn2915V+WmgM/lJbsxVQ21iSOOD71pXXjnTLW68kxXUkavHHJOkWUjZxlc9+ncDigDqKK4dfin4eeeWJTckrGskZ2DEyl9gKnPHzeuPWtLU/EMEngrUdV8y7sEiifdIsYaSIjuByD69cUAdNRXE6d8RtKnnhshFqEjh4oJLiSDaqu65Xdzxn2FXPEnjL/hHdd0vTpNMuZor5mBuExtTAyeOp45oA6qivPtZ+Idnc6Dc/wBmT3FndT20sthcywfJNs6lc8duhxmrejeP9Pk0qMXn2wXcdnBPJ5sG0yiTChhjjG76UAdtRXJxfEDSLrT4bmzS6upJfMxbQx5kxHw5xnGAeM557ZpI/iBpU+pLZw21/IPMjiknFuQkTuu5Q2eRx7cUAdbRXM6d440zUtXj0+GG7UTF1guHixFMU+8Fb298Vg6p43n8P+P9Ug1B55dHttOjuNkMIbyiXwWJ64oA9EormR4107yJJDDcq0c0MTRlBu/ekbGHPIOe1XdZ8R2ui3VjaSxTzXN8zLBFCmSdoyxJOAABQBs0Vy11480q3VGWK7mX7Ot1KY4v9TExwGcHBHIPHWqNz8UNGtdTexa01FpElSEssHBZxlR1zz9KAO3orz2P4gQ6imnXMjXukK988Ihe23/aQoOUJ/hPB6elasfxF8PSae18Jpxbi2a6DNAw3RKwUsBjnBNAHW0VysnxC8PwvOklxMjw+TlTC2W83/V445zVm08ZaTeXCwRtOspums9jwspEoXdtOR6UAdDRXI3fxE0a2hgkVLubzmdVVIsEBDhjzjgGurjkWWJJEOVYBgfY0APooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAENeeWOkeKbHX9f1U6XYTSahLGI0a6IXyl42t8vUjvXolFAHkjfC++c61cWawac1xcQXdra+YZIxKhLNk4GATxwK6C+0XxFr2oWWqXtpZ2dzpaSm1hjuDIJZHTblm2jaB6YNd3RQBwfizwlqE3w4Twz4fit9x2I5ncqNoO5jkA5JIqbXvDWq3Vz4f1rTvs/9p6Uu17eZz5cqlQGUNjg++K7aigDK0cawxmn1YwxmTHl20J3CIDrlsAsT9Kw00bV0+IN/r4tbbyWsRaQHzzk4O7LDbxk4HXjFdjRQB5oPAmvalpmq2Op3VhGupZknmQPJKZAQVGSQAi44ArTTwpq0uujUriWzj80wwzpAp+aGMEjk9WLEfgMV3FFAHA6/4W1vxG72t8mnNAt6J7a85E0EasCFAA5Pvn86taX4b1zw/d6rFpVzZGwvZmuI/NVvMhdsbj6MOPau0ooAwvEFjrVz4eNjpN3Ct3IojkuLgEfLj5iNvQn9KTw9ZatpehNbXn2J5osi3itlZI1UD5VJOSTnqfet6igDzbVPA+qeK/B8lnq6W9lq0VzJPbTW8pZfmYkgnAIByQRXbXcV9D4eeGxjjkvVt9kau+1S2McnB4/CtOigDjLfw/rMfw4XQY/skd80Zikd3LJhiSxGAOeTU2paBqt/pv8AY5/s86a9ktv+9Uu8T42lh2bjHpzXW0UAQWdqllYwWkZJSGNY1J64AxU9FFABWP4nsL7VfDl7p+ntCk9zE0QebO1QRgnjrWxWL4s1l/D/AIW1HVI0LyW0JdBtzz2yPSgDkk+Huparo+kaPr17bf2ZpgQrBaq2Z2RcAuSemecAVWsvhzrlt4av/D8up6fJZtbvFbSrbbZSzEkl2OeOT0p+ieMb608R+Rr2rK2nNpKX5eWBYzG7uFC8Dp2H1rqD460FZxA906zfaVtShjIKyMMqD6ZBoA5u08DeJLDULa6g1LSpGMEUU7TWZLDywANnPGQKkuPBevXWiXFnLPp5luNV+3SHDbdoIO0ZHXiuqtPFWj38SSWt0JQ1ybUBRz5gzkEfgaZqnjHRNF1FbDULzyZiFPKHau44XJxjk0Acqvg/xMt4JTLpZiOptqDRjeMnACqDjjGOfWs+z+G/iRLWe2uNR08xzW01twrkoJJBISMn1GMV2Nn4/wDDd7dfZ4b/APebpEw0bD5oxlh06gVg+L/HsY8KahfeHNRCXli0LyK0OSUdwo4YdDk/lQBHqvw41HV/F8OsXGqQGKCaOSJfKYsqqmNo+bABJJ6Z/Ks23+GOutplhpN7e6dJYWqXCqUjYSKZf4sngkfhXbQ+ONEkiiJuJAz3X2IgxEFZgu4qR9Kgn8aaRci2EGqPa75kCsYCwlBzhQSCOfWgDCufh/ql5p9sk11ZNdWNibK0YKwUhuGd/wAOgroPCeg6lo95qU9/JbMLryhEsBPyKibcHPWtLTPEem6xcNDZSvIwQyBthCsoOMg9DzWvQB583gG9la6tp7q3lsTqLanACGD+b1VTzgKG5OOtbnhTRtW0bRbyLULi1mv7i4muN0SERhnJOME5xk10tFAHCJ4Dvo/D1hYJqlv9qs71rtZHtd0Z3E/Ls3dOfWs2++HOvSvdC11+3CX8KpdiW143KcjYARtHtzXptFAHncngPXpLt3/t2zELXyX+02RJMqgA/wAfT5RU0PgbW49Hm0ttfia2/feSBbFSnmbs7sP8wAc4B74Pau+ooA82j+HerQcrrNoUF1DdlRZHczRKFAB39wKwPAGma1B40n1J9OnE9zO/257u08tYgSSRG2/B5x0UZr2iigDgdb+Ht1rXiB9SfVIEVXLwf6KDJHlcbd+fmX2IrHm+EmoXdvNHdeIImZrGKyjKWe0Ksbh1J+bk8V6tRQB5tqPw01DUYb1ZNat3bUTuvfNsgylgu1TH82UIHueabP8AC++fSL3TI9fXyJ7uK7UyWoLBkAGGwQGB2jtXpdFAHl9r8LdUtrXyBrtscWstsP8ARCAFdtxOA+M1sR+CdUi1O5dNdVNPu1iW5tkt8M2xdvyvnIyK7iigDz2D4fanbaYNOTWraS0i3JDHNYh8xkk7ZPm+fAOB0xVmPwFc2/w4m8J2+rY83erTyRFwqMSdqjdxjOBzXc0UAeZ2nwz1S1umlGu25WS6guJB9kPPlKFUD5+OK6Lxb4Sn8S3elzxaj9l+wu7Mvlbt4ZdpHUY4rqqKAPMh8KrifRrXSr/Wkmt7BJFsSttteMtkDcd3zAZ6cVK3wyupbKZJdYiNwba3tImFudgiiYNhlLfNkjnnpXpFFAHmek/C+/0ZbKay16OO7tXnAYWn7to5Tll27uMHoc1dsPhxPp17dxQ63K+j3nl+faSIS5KKBxICMZwM8dK7+igDi/D3gaTRJtORr+OWz055ntolhKsPM7M245wPao9f8APrniG+vjqQitb+zSzuIRFltitnKtng/ga7iigDzyx8Pxax48t9Xiivbaz0iH7I0dyhUXEiZCMB0IUEkH1Nbninwxd63qOkajp+pixu9Nkd0ZofMVw64IIyPSunooA89uvhvcfarqWx1jy1vrVLe9NxCZXl2sSWB3DaTn0qp/wrDUZdY+33OuQPuuobllS0K58sYUfe/OvTaKAPN0+HWrTraLeavalLTUJb2IR2xyd+flJ3e9Vk+EtwdMisZ9ZjZINNlsIWS3II3tuLH5ufpXqNFAHls3wr1G4W5mm12B7tzaGNhalUX7PnaCN3OcjNa0ngTUjdHUYtZij1Fr77YxNuWiBCbAoXd6d813lFAHmMnwtvb2xistS1W0uIYpWmiZbRo5I3ZtxKuHz+HSvSoY/Jgji3M2xQu5uScDqakooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopD04rzqT4ianbxeI5rnTLRItHnFvuE7HzHPQnj5VweTQB6NRXCHx3e2OmXdxqemwrKJIorI28peK5aT7uHxwM4yfetGLxLqFj4gsdJ12yt7c36MbaW3mLqXUZdTkAjA6HvQB1VFeZap8QPEVrpzavaaTYSaVJe/ZbeV7hg75corFcccjNalz4q8QWt3ZaPLptomsX8r+R+9JhESjlycZz7UAdzRWNol7qkr3Fnq9siXMGCJoQfKlU9CCeh9RWfD4j1M+JtZ0ybS1ENjbLcQPHLuecNnA29uQf0oA6miuF0rxzfpcapH4o0230hbG1juiVuBJ8rlgAfQ5HT3q5Y+MDd+Fb/W2+xsIFJSO2m8wg4+UN6HkcCgDrqK880/xfrep63fWMP2GKS0uI0+yzZWWWIgFnX8+KtWuva/4im1a40R7OG10+d7eJJkLNO6j5s/3Rnp1oA7misDVdR1uHRbKTTdPjn1G42B0lYrHFkZYsewFV/Cuv3/ibwzNdtDBbXySywDaxePchxuz3BIoA6eivMbL4k3t34f1ZZYILPXNPDOkcobZcxq20unfGQR7V2uo6jqFp4VfUbO0ju7xLcTeSz+WrcZPPagDZorj9Y8W39j4Bg8S2mmxTu0STSwvNtCKepz3xUXifxydATRoljtftOo4Ja4lKQxjbn74BHXAFAHa0VFAzvBG0gUOVBYKcjOOx9KloAKxPFujXHiHwvfaTa3CW8l0nl+a6khQevFbdY3inULvSfDGoahZeT9otoWkUTZ2nHODigDhNS+GGs6vNM95q1mA+nR2AEcLDAjYMrf99KM+1aTfDq5vdJ8QrqV/FJqWrMjLPChVYSgAQgdeCM1L/wAJlqWljw7cautobHWWSPzV3RtDIyFgCp6jOBmta78f+G7S0vLj+0opvssZkZIjuZgDg7fXnigCn4e+HtjoGtpqcUzFxbrG0Q+4ZAMNJj+8cday/G3w61PxTrT3sGqwQwFIgsU0RbYyNuyMetdVL4v0O2EIutQht2lVW2yNjbuGVB9Caop8RvCrvIq6omEbYW2naWzjaDjk0AcfB8LNfhu1uF1yyWRbiecOkDZUyrtbH07VD/wqPWl0/Urb+27P/To4I5W8hskRNuDfUnrXcW/xB8NXtzHb22pLJJIkjDCnjYMsD7+1Z0fxP8N2lqoudTe4lEZlLx2zDKF9o4/z0zQBV0DSH1XxHqWtwwzWym2ECrcRFVN0u5WmCH2C8+hNUR8OfEiF1i1jTIrdpo5xAls2xXTuB2znkV2dx4x0e11X+z5ZpFlAOX8s7AwXdt3dN23nHWsfRfHun+IjY3ltqVvaQN5xltZx+8dVOAwPYDGT9aAJfCfhLUdB1i7vbq8tjDPEEFtaxlED5yWwehPtXZVzkfjnw9JFcym/EcduodmkUrlCcBlz95Se4q9o3iLTNfF2dNuBN9ll8mXgjDYz37e9AGrRXOP420RNVk07z3aZNyhljJSR1GWRW6M4/ujmsfwv4l1PW7m81SScLo6NKRDJaPG6IpIUhj94kA5HbigDu6K4yP4n+GpdGfVUmuTaq4jB+ztl254UY5xg5xVLxV8Q7W20GC40W6L3E6xyxstu0iBCwHzkcJn3oA9AormV8caP9st7R2uFmmvDZLmFgPNABwT24Oc1n6r8RtFgS7t4ri7imSJ3SdLN5EIU4ZlxwwB689jQB21FchpnxE0TUNSttNja8NxM/lLJJauiM4XdjJGB8vP40un/ABG0HUtdh0e2N211OzCMm3YI204YhsYwCOtAHXUVz1/4x0rT9X/s1/tEk6sqyNDAzpEW+6HYDC596zbv4neHLKS7SZ7vNqu+TZbO3y7tm4YHTdxQB2dFedy/EGPT9cNzeS3g0mazM6Qtp7q8WGALMf7vuR3Fa938QNCSZrZLuT5nWAXaQM8KSsPlUsOM8jjNAHW0V5r4Z+JMA064j126ea/hedswWrAMkbYOAM5IHXFdDF490WW2S5JuUge2+1LI8DAFM4HPqT0HWgDqaK840v4nWsCXrauLwk6i1tbIlk4cAqpVWXqG5P1raf4iaIl4bQre/aNpIj+yvksE3lBx97bzigDraK4Nfix4fh0zTrvUBdWrX0fmJGYGJVc4yeOB71sad420jVdXOm2gupJNzKJfs7CIlevz4xQB0lFcPffEDS9H12+gvLq7cQyJB9mjsmJR2GQQw+8DWxb+L9Mu/Ctz4itRPLZ26yMy+UQ+U+8Np5zxQB0FFcTZ/EzR59Isr2aC9ilu0MiW62zs5QAEuAByoyPm6VWPjuKw8USi7uzPolxZxXNvNDbkrCGYrl2GcDgcnFAHf0VzcXjfQ5ddfSFuH+0IrNvMZ8tgq7jhuhwKq2vxG0K7FwYvtn7qMSgNbODKpbaNnHzZPTFAHXUVyL/EfQI7RJmN55ju6C3+yv5uUGWOzGcAHrUuueIy3w/uPEOizj/j3FxCzx5yMjgr64yKAOporij8TtBhtt9wL5JUdY5YmtHDoWxtJXGQCTwa6LTNbtdWuLuG3ScG1fy3aSIqpb2J60AadFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhOATjNeRWj63Y3niff4U1K4g1TUVlCFE2vDjDA/NxkV69RQB4xa+AdUkh1I6ZZ3FjpYu7e7s7C8ly26M5cAZO3PAGTXTalaar4o1Cw1hdLubA6TFO8cNxt3zSvHtAABxtHqTzXoNFAHAeMfDV3P4K0vQ9GsnkaG4gf5CqhFQgknJ6/wBam8U6Vq41zQvEem2f2t9OR0nsy4V2Vh/Cc4JruaKAMbRJdUvJZ76/ja2gmC/Z7NwN8QA5LY7k9s1lQ2+qp471bU10yU2zWKQQOZUAkdCW6ZyAd2AT7111FAHlM3hjxP4i0TVNPv8ATLexuL5A897PMkjyurKUQBOiDGOfr61pjwlrMusLd/ubO3nuLdrmCFwQUiQ57Actj34r0OigDzjX/CV/4ivElfTkgvrW+MlrqQmAZYg2cEAZPHQc/UVNpGj+KPC95q1np9naXdle3D3MFy0+xonbGd645HpivQaKAMDxHBrsvhw2ujmF9QkQRvNK/lgDHzMMA8+n1qPwta6xpuhSQajZWUUkJItrezclSgUYBZsfMTnmujooA8o1X4cX2u+BrZJE+yeILaSWSI+aD8ruSUZhkEEH869CvYLlfDE1tDAZrj7IYljDAZbbjGTxWrRQBwuo6PrE/wAKV0WCwJ1I2yweU0iAKRjJJzjFXtc0/V9X0J9IbTbKSKezEbSzS8xyEYJ2gdB1BBrrKKAK9jbCysLe1DFxDEsYY9TgYzViiigArB8Y6ffat4S1HTtOVDdXMRiQu5VVzxkkc8VvVDc3MNpbvPcSpFCgyzu2AB7mgDz+78H6z4gg8O2Gqw2cNlpOyWRlmaRppFQqABgYHfrWNovw31qx0C906ax0lLg2ssMV7DIxeXcRgMCPlHcke1emf8JBo/l+aNUtNm/y8+av3sZx9cc1FJ4p0CJY2k1qwVZF3oTcKNy5IyOeRwfyoA89vfA3iK88RnVH0jQ3MywGTzp3domjAGV4AJOO4rYbw1rn/CPQ2UdjZxzx6oLsbLk4Cbt3XHU9K2b7xnpb/brOw1WxivbcJ+8umxFluRzkZ49K0F8U6IJ4rVtWs2unO3YkgOWAyRxQBwmm+DfEdhqMNw1nZSKmqz35/wBJIO2RSoUfL1Gc+lMbwT4kaxltvstkN2nz2gf7Qc7pJvMBPy9AOK9Ht9b0q6VGg1G2kEis6lZRyq/eP4d/Sqi+LvD721xcrqtu0VvgysGztBOAcdcEnr0oA4m48JeK73xda6pcQ6cYYbrzEJuHJSIx7NoTG3dyTu6nj0rGs/hp4pMNnY3Y09La1tbm2WWOZmY+ac7iCo6fWvTpfF/h+BZTLqtunkzi2kDEgrIei4xRr/iGDS/C1zrFtNBKqxF4GLZSQ9uR1oA4S58B+ILy1haVbRbm20tbGMLMdkjBwdx44GBXT+D9B1PS9V8QXmoxwxjUrhJkWKTftwm0g8Csjwx4v1c+I7+y8Q32nNZQ6fHfJPAhRVDnoSSeldTH4y8PTG3WPVIXa4k8uNVySW/ukY4P1xQByFt4E1mG8srZhbHT9P1aXU4JRMfMk3BiqMCOPmbk56V0vhqw1qz0bUYtRtbSO7mnmmjEE7OjFyWwSRxycVqxa/pVxFFLFeK6Szm2Rgp5kBIK9OOhpt14j0iy1SLTLi+iS8lICxZyQSCRn0zg4z1oA4C38CeILXwTpFlHFpcuqabdSSCO4YvDJG5OQeOuMdqj1HwN4wFtLHYS6Qwv7eOK7jZTGsJVsjy9o5H1Fdzb+NPDl1cNBDq1uzqruSSQoCHDcnjiub8U+O5I9Ej1bw7qNmbeC5SO8E8LFwrNgEDg498c0AZ1x4P8avrKPFNo4tBqKagzEvuLhQpXGOBxmpofCnjWz0+/sIrzTJbVEnjskwyM4lJJLnBxt3NgDrXWf8Jx4d+z28y6ijxT3BtldVbAkAyQeOMAd6zz8QdDubyCG31VbZhLiSO5tnBkXaW+XOMDAzu6UAcxB4V8c22oWtyYdJZI71byQmZ2bIiETADaM8An61nfDuK5tfEMVxHbWt1cTTSLcYjlSS1jZic4PyKM9hXq2i69Y6/bvNYmbahAIliaM8jIIDDkEHrWmAB0HNAHA6j4P8Rf8Jlc6hpGtR2umagEN5G6ZcMnTZ25HeuUtPhR4qgm1eYarpu/UUeGR5FdmKGTfn2PavaqKAOF17wfq+vzW7T3dnEkti1jfBFYkqzKxMeeh+Xv61j3Xww1FLq6stN1C2i0Oe7ivxHMpaRJk7Aj+EkD8K9SooA8f07wXrHhfXLPVdUmsH0yza4kuJY3fdiY5OE2np9a0dJ8G3svgnVLGzvd0cl59p0r7QuAihty7uM4Jz2r07AIwaWgDyWfwn4+mYOW0ZS+qJqMnlyuGVlCjAJHQ7au3fgbX7r4iJrxfT/s0dyzozs5l8podhXH3eDk/jXptFAHlCeB/GttZ6Z9kvdGS6tojZuXhLjyP4WyRyw59ua0dF8Ga9Z+M/7VuLm3ihR2DywyNuuo8YVXjxtBB5yOa9GooA8x8QeDvFd94hvNY0+XTFb7TDJBHIzZIj6buCOcmtvw94W1O08Galo2pzWomvDOwe3Bwnm5yCCB0J7V2dFAHlFp4E8WaemjX0Vzpkl/ptq1gsJ3iNoSAAxb+9kZ6d6uyfD/AFG2Eem2ElqdMn02Owu5JGIkUK5ZmUAYOdxHUYr0qigDyaP4ca7B4w+2Qyaf/Z6eZEkkju0whZNoXHQYHSpbfwB4vbS/stz4gtll07aNKeOM8bWBDSevHGOleqUUAeby+EPFi6jpuv8A9oWFxrcXmRXCsrJAYnAGFHJyCM+9bn/CKTr8O5PDkc8X2l4GQy4OzzGJYnHXGSa6yigDze+0WdNI1O78TTQx6hqNqllDHZo0irsBK44yWLZNdj4Z06bS/D9pbXMglutgaeTbje56nFa2AetLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVheLtLvtX8OT2umyRpd7lePzPuMVYHa3scYrdooA86udD8STz2eq/2NpSXcd550lpFLtDr5ToWZ8cnLDt0Fc5N8PPEkGk/ZLexsp2msLiAl7jaLdpZN4C/LyFHH4mvaKKAPJ5/CfiY6dfWg0awm+22MEBL3WPLeNQM/d55GajtfCnimDURcLoenopvo7tsXmT8qbGH3e/WvXKKAPGdH+H/AIpgu0t7m3sorUQXkHnLPub98chsY7elXbfwFrsmjzwz21nBcQ6P/ZsPlyk/aDkEM5xwPl4HPWvWaKAPItQ8E+JdRhv5p9OsRPcX63cYiuirRERbQQ2OoIHbnJrpZtD16P4ZLohjtbzU2h8piCIkXPcYHau4ooA8b1LwP4r1nULyeWxs7VJrKCBQt1u+aJgwz8vRsYrU/wCED1ebTNfv9kFprV7cx3VnHHKWSCSMDad2Mc9+K9QooA4Lwr4Jv9E8QteXV601p5CyLFvyPtTZ818e/b61neLfBev6h43j1zTVtJYo2t3WOSQx5KFtwbH3uCME9K9OooA8Vtvh34rgu45BBpowLo5eXcoM5zgrjnb+tTz/AA98Qf2Vd2ZSzSOZbYtL5zNt8o7icY5z0AFex0UAeYaXo767d63qGmENpk8Dm2hniKD7Wy7HbBGduAB+JrPs/h94leO3a7jsHWC4WWOC4laUKFiZNu7uMtkDt0r14AKMAAD2paAOX8KaDqOiy3X2m7zaOEEFoHMiwkD5iGbnBPQdsV1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISFBJ4A6mgBaKYjrLGsiMGRhlSDkEU+gAooooAKKKKACikPtXAy/E+GzvdRS/0i5is7C7W0nu0kV1R2+6SM5x70Ad/RWJ4f8RReIIr2SO3ltxa3BgxKRlsAEMMHoQwxW1uGcZGaAFopu5f7w496XIxnIx60ALRSblP8Q/Oql3qVpYyW0c8wV7mURRKOS7H0/DJ/CgC5RVaO/tJb2WzjuYmuYlDSQhwWQHoSO2a5vxL44t9Fg1BLJIry7sFjaeIzBAgdtoyecGgDraKzRr2mLpS6lNf2sdqcBpjKuwN6bunWoV8T6O+vx6Il/C1/JF5yxBxkr/8Aq5+lAGxRXGeK/iDY6Ba34szBe31h5bXFt520orsFB6H1HHuK6ix1C01K2FxaXEU0WSpaNwwDDqMjuKALdFQS3dvAyLLPGjP90MwGfp+Yp8c8UpdY5FYocMAc4PoaAJKKrC/tDdi1+0xG4OcRbxuOOvFK17aqxVriIMG2kFxwcZx9cUAWKKzYde0mdJnh1K1kSB1SUrKpCMxwAfQk0XevaRYzmC71K1glAyUklVSBjPQ+3NAGlRWauv6Qyo66naFXhM6kSrgxjq49venRa5pU2nf2jFqNq9lnHnrKCn59KANCiuO0Lx9ZapqGq291JaWsVrdJb2832gFbneu5SucckdhmtzVtWXSpbV55bSG0dmE0txP5ZUBcjaMfN0PccUAatFZra9pKWFtfPqNslrclRDK0gCyFugBPXNOl1vSoJ/Il1G1SXfs2NKAd2M4x645oA0KKrW97a3dkt5bXEUtswLLMjAqR65qnF4j0S4gmmh1WzkigQSSusykIp7k54HBoA1aKzG8QaOtvHcNqdoIZJPJRzKuGf+6Dnr7VZm1CztnCzXUMbEqAGcDlug/GgC1RVT+07H+0v7O+2QfbQm/7PvG/b67euKrr4h0Zlu2XVLQiz/4+CJl/df73PH40AadFc5P4nEOvWFsEt2028t5Z0vRPkYQAk4xjGD1zWrp+radqtu9xp99b3UKEqzwyBgpxnBIoAvUVif8ACX+HPs8lx/bmn+TG4R3+0LhWPQE561YXxDozy2sS6paGS7XdbqJlzKPVeefwoA06Kpahq2n6Skb6hewWqSNsQzSBQx9BmuJufiLeW+qXtqdNthHaapDYPI1wRlZRlXHy/pQB6HRVDUdZ03SFiOo39taCU4j86QJuPoM9etUv+Ey8NGfyBr2neaDjZ9oXOfTGaANyisFfGnhiQsE1/TWKgscXK8AdT1ptx438M2trFdS65YiCaTy45BKGDN3HH1FAHQUVkt4l0RWuAdVtM28YlmAlBMaHHzEdhyOfelTxHosl21qmq2bXCoZGiEy7goGc4z0xzQBq0Vyvh7xpaeIvEF/YWNxZ3FvbxrIs0EpZjkkYIwAOnqa2ZNd0mO8ms31K1W5hQySxGUBkUdSR2FAGjRWVZeI9E1GKeay1azuI7dd0rRTKwQepweKp+F/Ev/CSQ6lJEtuVtLpoI5IJvMSUBVYMDj/aoA6GiuW8N+N9M1yyHn3dnb6gvmedaC4DMgRiCexxgZ6VfXxb4eeFJl1uwMbyeUri4XBf+716+1AG1RWTc+JdDst4udXsofLk8p/MmUbXxnacnrjtVPxT4hm0DR4dUt0tpbQyxrLJJIVCo7AbhgYPXPUUAdFRWN/wlnh8WIvf7asPspk8rzvPXbvxnbnPXHalk8UaDC0Cy6zYobhBJCGnUeYp7jnkcUAbFFZWn+JNE1a4Nvp+rWd1OAWMcMyswHrgGqt/4nsNJ1trXUtT0y1g8kOomuQsu4nup7Y70Ab9FcxqPj7w3p1lBeNqltNDPOIEMMqsCxxnnOAADk1et/Ffh+7SZ7fWrCVYEMkpSdSEX1PPAoA2aKxX8VaIdJm1KHVrF7aMlDN567A+MhS3rWV4W8d2GuaFb319c2llPOJJFgMwz5atgtz1HvQB19FZl14h0ayjt5LrVLSFLkZgaSZQJB6rzzTotc0qfUn06LUbV72MEvbrKC64GeV60AaNFczpHiuPWfFeo6TbfZZbezhSTz4Z95LMSNpAHBG09/SnS+M9FtNWurS91nSYEiwoDXaiTd/EGU9MfWgDpKKrWV/aalapdWVzFcW7/dkiYMp+hFWaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAo60UUAIAAAAMAdBS0UUAFFFFABRRRQA1mCqWPQDPTNeR6P4Rs/E3ibxONXOppZT6is8Vvh4obhVUfMeBnn3r16si78R6ZZ3ltavNvluLgWyiMbgsh/hYjpQB41rNhfzX2rxeRrA0F9RwYrO0JkUCIKrqGHK5XH4A1PeWerWXirRr2Cz1xrezgs0EskZdynzh87TgHBGRg817pxS0AfOcOhaq8Dyiw1sxOu+5uI4iJnQuSUeN/lZgQpyvUV3tlpsjfB7VLQQ6u/wAkhto71MTH+7hV6D0Fen8UZHSgD57sNI1iCw1CKwsNQMJitJbmAxunnIP9aqlup9hVuXwrKL+LV00a+bTI9ajltrdYyXWDy8MChIIBbH5ele8ZHtS5FAHi3gzwxrNn46S+vbPVYplubgySSNH5DRsSVO4fMx5GAemKs+M/DtyLrxbDp3h+4ml1WKBoriFFKswKlwSTkdDXr+R60KwYZUgg9xQB8/33h/XBouq6fb+F7mWK41HzoNyDbEnlgZCbgDz69OtdJ4L0rUIPHFhqF94cuIQdIjtTPIqHypUPJJznkccV6hfanaWFhdXs8y+TaqXmKnJUAc8etZvh3xMniCJ5Rp91aR4VonnA2yqwyCpB/TtQB5t450TVJr/xXb2fhue5/tNbYw3UEac7WBdSSQcYA/Ksf/hGdbOlTRppmrWenHV5Z2tbdE3+S6BUYKSVOCDx75r3x5oo1LPIiqpwSzAAU4OpJAYEjqM9KAPGbPSL23u9FgfSL+6e3iSILfR5dU3MVkEifKrDOCp9q0vht4dvNL8R3F1NaavBuhKym7aMRk7jjaF5Y+5rvNW8R2uk6xpOmSxyNNqcrRxMo+VSoycmtkEHpQB45beHLu28arfQaRfwu2qzOboKGIgZMDJLHgt6DIrP0b4e3V9/bMVzZ6nFfNbOsFze7PKEgYbXXZzuPPJ7V7pRQB5FonhbXhrUDXdoIrTWRHealGFXbBLCRtUf72FJ9wa3vHXh++udY0nUdHs1klkZ7O+IUZMDrjcc/wB3867+igDxN/AusQaIRLZS3MmlTJZwohXN3Zh9zccYz+uKbceEDcan5/8Awjt2ujy6lEU08IAIox/rGKhsAN6D0r26igDxjStI1Hw/45v7pPDdzNpBvl8iBYVPlqsRQSod3GDxg9mzW38TdGvdW1jQ5LPSp7tI4rpZmQAqu+IqoOT/AHjXplFAHiOs+GptQ07R4z4c1owpaCBrS3eOFY5Vb77deDxyOaj1Hws8d9du/hC6upTfwPvVQwaNVw+CW7n1617lRQB574J0xovB2s6fe6TdWkDzzNHb3OMeWw4CgE4GO1eeaZ4TlvfBxk0zQryNRpLwyhtubyRpAUxg8heTk4r6CkjSaNo5FDIwwynoRUdraW9jbJbWsKQwRjCRoMKo9hQB5Nqfh24s9QS4s/Ddw+m3uiNa/ZoQu6C4JyGZSeOo5HNUX8NPJqGpaZPYSX2sraWSx3S8LFIFGWJzxjGele3VTi0yzh1Ca/jhC3MwAkcHlgBgZoA8cbwxrkElzbtpV3Jr/wDaQmi1uPbtMWOec56ZGMVBBY+JILKexXw3ezWzgbLmeGMXEIMgYrgNtlAPPOPfNe7UUAeI/ZdWl0XStPuvDmtuLa3vIZnRI1Y+a2VK/Njp7YrsvCFrq0PhLWhf6bi5keUxK8SxPcrswpdUOATjbx6V3lFAHz3p/hnV4tJuYNR8KX84mntZvKRI1VQn3gMHoPzPc11Gt+FZLvxiCPDlxdWtwkDWkpm8qKzK9QyqQRj2r1yigDyv4taRrWqC3i0zTZbhGtZYzJAFZgxxhSGOAD/eHPFcxPpWvv8Aa4h4Z1FWl1CwuNwCEFYVAck7uvFe90UAeX/FvSNf1qLS4NG06S4AWXzGjZAykheCW6AgHpWDaWh1XX9U06DRIllS+guprkNGVhCxjcpI5z+le3VnQaDpNq9y8GnW0bXIxOUjAMg/2vWgDwzRPD9/4h0hZdP0oiGxS+iDkr+/aQkKBz275rrH8Oazp9t4ank0X7XHbadJZXFjGUJSVgAHOeCOOT716bYabZaXb/Z7C0htocltkSBRk9TgVboA8qj+HWrQ2Hh+yaeKZPsz2OrH+9CzB+Cec/KF/Gqlh4F1C3v9StZtFRpFa5ltL5bpvLCSIVVAuclug54AFewUUAeb+B9N1O28Ttc3Xh6TTYxpkVtJK0iESOpPOF9q5TWtE1+Lx5qWqr4bu7qxeWaMRwCMCUNHtDEk7v6V7nRQB4BbeGdZPh/UtM0/wxe2by6dbLukKqJZIn3OOCeoOBXo3gR9Rih167vNBuNOjmujcQwMVLsPLUYAHHVf1ruaKAPDNO0rW49VsJofC10jw2l8kpnRFSR5GLKGIYkgjin6B4O1y90vxJHqOjSW0txHDc2fmlMCVBkKAvTpXuFFAHjWreB725jstc1HRptQlu42/tPTre4KESOAAwOeQB1Ge5rtPEWkXA8A29jaWLSPbG3b7LGdx2o6kqCx5OAeprsaKAPIpvCt9Hoct6/h+W5iudWlvW01JgkqRyRlOowM55I7A+1Zi+ApdL1K2kuPCcl8rxxSQR2962y0ZMkqxY5Pt2ya9wooA8S8GaPrFj4v0md9Av7SFZbpriSRU2gSHK9DnArU8f6Lfap4g1RLXw7cXRudMW3iuQEKGQOGGSTxgA84716zRQB422kaqUe9t/DFyoF/ZTJbMsaswRSr8ZwOgqaTQ9V1LwPrVvHoc9pcjVDdfZ5AgN1CZd5jBB6Y4/CvXqKAPIrrw3qv9myahaeHco+sC9Gmu6hzGY9mSM4B3c4zXNN4U8VR6HpEa+HJmmihvLZ0EqZXzDlWPPSvoKigDxex0rXYrqykvfCE15Bc6TFY+U8yjyJEblm54B68c1EfCOsyalqFmugSx6lJPcSx6t9qPkBZF7KDnOMLyK9tooA8y8CQaha+KX8zwxc6bbf2ZDbPM5TaZIy2TwcnO4c+1c14l8OyXHjzUb5fBV1cQteW8izoiEOEzvIBb+I4+te5UUAcV8MoNQtPDlxb39hNYlbuVooZUVdsbNlQME12tFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMkRZY2jYZVgVI9jXiE/h5dJmu9NXRNZmiOtC4eaJGbfAOmGz1r3KigDwU2Xie90LTrO7tdbgtYxdRKIIsyKSwMZbJzjaSAexrpvHdnJF4T8LHV1vpJ4rqGG4FtMxZgw+YHH3icAV6pWXrGgafryW6ahE0q28oljAcrhx0PHpQB5Bp/hie41TREv7DX0s3luAUMjnyoi58rec8Ec5/CprDTNestfhWWDUIpLe8u2uryQnyjbFTtIYnBI7V7YBgAVFdW0N7ay21wgkhlUo6HuD1FAHzdFb3N1o1yZbXWZdSmtTBpyRhiJGDE+cWBxkitzVdI1W31HR203StbW2WC3lfBdiJBIPMUgnjhSffNeu6H4O0Pw7MZdMs/KkKbAzSM+1fQZJwPpW9QB4Gul3S63JLeaFr8sI1yWYiMPhrUqdo68/Ng49K7nwLaaq3gDUrAxXlhdebcJbG5B3KrElCM9sEV6HRQB4Suh6nN4fkeLRdRt5I9Oe1voHVmN3MT8rLzz67veu80nw7Fq/wvttKmtLiynFuBtbKOkqj7w59a7qigDyLSfDHia9uLOTVbeMWmpxiHU4MnMfk/cYe7beT7isg6P4jt7xrVtN1B5opb97qdCSlxE6fulVs8kHAx2xXulFAHz9qei6zH4Z8KT6bpGqx6rAJDeM0bOwfZt5ye/Iz75r1Xwjr8l7Db2EmgajpzpAGkaeIiMP3AJ611lFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEMUciPKzzNIGbKqQBsHp71NRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTWYKpY9AMmsmz8U6Lf3s9la36SXVupaWEKwZQPUEUAbFFVbDULbU7OO7tJPMhf7rbSP0NWqACiiigAoqlqup2+j6dLfXQkMMQBbykLt+AFWopBLEki52uoYZGDzQA+ijNFABRTXYIhbBOBnA6msjw94lsvEltczWiTx/Zp2glSdNrKy+1AGzRRkdqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryHxv4fa1+JujXuk/abZtVDW+ozQAkBDxuPofevXqTAznHNAHl/jeTU7DXbOws7i8h06PSp2hFuD/r0X5OR1PtXKahfeJodP1Y3cmpx38ljYyQqgbicn97jHTjOa97wD1paAPHLe3vdQ13xLdDXNatLazVZbNINxVsxjcQCPm+btWx8NLjV30LVxrD3bSwHYsxJPmgLneoPRvb1r0uigD5yEviC30XXm8zWLmYKj2c+5xnc/OV/vgde2KuyXerCa6vTdaqZYtRsvJQF9vlbVMpC455zmvoCigDx/Tpb678T6tcXc2qQaxFPcHTk2N5U0BjPlqT0wCMiuMvYtZHh/TZ7XUNca7muYDqESQsohbBDsG6kkZz2r6Tqtf3UdjYT3UroiRIWLOcAYHegDxzxLo91pfibw9py6jrSaPDatJHcoplImLZG71445rLvtLvbrw/4g1K3kuzeWmqi7ig3MnnpgBsg4yOp49K95tJXns4ZZFVXdAxCnI59DVHVvD+na3PZy30byG0cvGA5UZIxyB1FAHLeHNWTw/Po2i3VhMt7rfmXTNGS0cTY3bcnnpj8c131c9rniHwz4fuY7jV7+0trlIz5XmN8+3jO0flWSvxa8FswVdXBY9AIn/wAKAO3orjm+KHhCN1WXVli3OY90kbKAw6gkiui0zWdM1q2+0aZfW93DkrvhcMMj6UAX6KKZNJ5ULyYztUtj6UAPorO0O/m1TRLO/uLc20lxEJDETkrnkD8q0aACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorlfiF4iufC3hC41a0VGnidAqv0bJxigDqqK4bS/iF/bnh6/l07T2OvWcW6TSpW2vnAI59DnrW54Q8SJ4r8OW+qrbvbu5ZJIX6o6nBFAG7RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVz/ilvEUFvBeeHxbytbszT2swP79MdFI6N1xXP6D8Tm11JwnhbV1mt32SRoELIfcMykUAegUVx+reNbvSrG4vJPDd6IIF3M00sabj6KASWP9a5/U7j4h+LbezudHtING01wrvFPcbZ5gcHBIU7R24wetAHaan4q03TboWQMt3fldy2lqhkkI98cL+JFcr4h+JF9opt4X0VLW6umJhS9ulXEYHLsF3Ywe3U9qbZ+CPEqRx20GqWOhWZBMy6XCTLI3qXfJz71N4L8N2Uur6pqd8pvr+0uWtIru6cySFUGCTngZPOABQAnh/Q9X8S2A1fWdc1a2nnyFt7ZhDEgzwVGNxH+9zUCf8ACTeHvH+gWmpaq+oaTcxy26zMBGTLgsodR1IC8Edea9Krzb4ti5jTwvdW+5fJ1mEs6/w5yP60Aek1geNmKeCtYZTgi2btWZqvjo6d4c1vVf7MkDaXdfZvKkfb5vzKNw9Ad2RVvxzcKvw+1aZ2VN1qcbjgZOMD86ALs+tWmi6Daz3RZmaJFjiQZeRiBhVHc1htaeKPFLg3kj6BpYbcsMDg3Uo9Hbog+mTVrwt4baAR6xq8iXeqTRJtbHyW67RhIweg9+prWTU5ptJvbuW0aDyvMCBnB3heje2aAOKabwjp9r4mng0YXT6KgE1xcgTs77Sdqs5J4ro/ClnFbeDtPvdTjtzdfZFlnnaNAQMbuSB0Ga8pll1G2+FPif7QY0kkkhtvlxxvO9vrxLjua9U1xjpfw5ltleNpfsaWasc7S7gRjp2y1AHHWV5ZXGkeLdbZIdSRv9JgW6jDRRZHyKB0B2lScc81v+G/h3o0HhrT1ns/s96Yg8stncPGWY89VIz17ivPtduLfw58OvE+lyRhGfUILKMRnK5WOM59h8tenHx5oWnLaWAmnu7swoPLs4WmwdowCV4B/GgCL+zvFnh2QyafeHXrMkD7LeMscsa+qyAYb/gWKzfF/ju2k8B6u9gLuPUBHJC0Hl4kgYLyWHZQP4unpXRzXviTUI1/s7ToLJG6yXz5cD2ROM/U/hXAfETwl/wj3gy91mO/mur4nZe3E/L3MLkLsOMDAJBHHagD1Dw8SfDelk/8+kX/AKCK0qz9EurS90OxubEj7LJApiAGMDHT2x0rQoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ+JUWiy+Crn+35p4rBXRmMAy5YH5QB9a6+sLxboUniLQZLKC6+zXAdZYZdoYK6nIyD1FAHjWt+I/DGsXMF3YxeJdCvkjWF9ThtDh4gMfOAeRjnPWvYvBVrpdn4Q06LRrk3ViIyUuCOZSSdzH3JzXJ3P/C0G0ySxmtfDuwxGJ7wyODgjBfGMD6dK63wXo40Dwfpuli6juvs8RUzR/dcliTj86AN+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArkPF9nDpUMvim0uEsr60jPmOVytwn9xh3z2PUV19ct4jVNR8Q6FpLghDKbtiRlWEfO0j3NAFLw5Zya9ex6z4gML33lJJb6eORZqwzkjuxI6np0rtenFU30u0k1SDUShFzCjIrKcAqexHf2q7QAV53B4ksfBGueIbPWpzHFLK2oWz7MeYH6ov8AeYGvRK8m8feFLu+eHxHq88Wq2enTZ+wwxYUQE/MSepYdfwoA6LTvFviDxIssujeHvs1qCFSfU3MbMcdRGBkj8a4LxzrXiYTWelanNpt4Yb+C4la2RlEA8wBVY5IySfrgV6NpOh6XqeiW0ul6zqT6XLGfLVLo4Kn36jFY3xL0my0j4W6hb2UIjXzISW6sx8xeSepNAHM+NZ7vW7+eLw/pd5qVvqcMC6i0BzEu11YNGxOCcBlPHpVz4pa7ZX/hHT47aSKSeK7QXFkW3SKuCp3KPT3rZ/4RTxfpmkXOkaBrNsmnyrm2eVCstqSSSoI4I7c9qr+H/AWt+HNBl08RaPqMl2zPdS3O8MS3YHrigDZ1CPxTeaJM0V1b6Raw2xK+WBNLIoTrk8L+RrzPVLPXG8I6HaS/8JBcNeKgDwXYMRBPzAgDOSCa9SuIfGs+ny2YttDSOSIxZDyfKCMVzPhyHx5d3UFg8FrplvpEXlxzTQswnb7uR6jHNAHlfiCye/0e7jstG1Szghu5pZnuGyVVIlwhJ5OCAenpW3r8F/Kui6LHYeIHikaOcRwvGFuAFDMysADkDGM9DXaWXg/4gS6xrAuPENtFDJJlGa1DpMHA3EDtjaBWjpXhHx3a3ls93r2mTrYRtFaO1sSwVsA598KKAPF9b8LXUn2yIW+pfbTqcpRJ5/MwixhzvHdsEfNXtehab4hlslE0N7bSp5bExXSKj/KMbflzj1FRnwH4p/4SaXWhreneZKrbozbHbuKhS2PUhRVfQ7T4iXV/Nps2uQWcNhiN5BZZEmTxtJ68UAdI1l4kVG8ma73npvuoyP1SuP8AGNj4tj0SMalezXNpJeQI8Z8krgyLjOEB64rsLrwt4luovL/4TS6i5zuitY1b865Hxp4R8QWPh43E3jfUrmJbmANHJEmOZFAIx3BwfwoAZaaf8RvDV3eRW13pIgv7gtZwzyBVRzyVA2+gPArRz8Y/7vh//vo/4VqzeCdcuo9OS48WTXSWl1HcjzrVNzbTn7w56HFd3QBxNpf/ABGV/wDTNE0R0x/yxu3U5/EGtfTr7xLNfImoaPZ29sc7pI7vew9ONorfooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxvE2g2viPRnsby5ntodwcyQS+WwI6c1s1yPxI1O50zwVqD2thcXbSRNGfJGTGCPvH2FAHH61o/jDwl4Z1GK21GTxDo80LoYpRm5iDDAKsPvAeldd8LYpoPhpoUc8bxyiA7lcEMPmbrmvGvDPjnV/Ctvpj6dpet3dkYgLy3uELI7H+ONuo7cdK+iNJv01XR7O/jieJLiJZFjcYZQRnBoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcv4z0u8ubey1PTIjLqGmzieOIMQZV/iT05HrXTlgqkkgAckmsJvGnhlPM3a9pw8ttrf6QvB9OtAFSz8f6BPKlvdXgsLxuDb3amJg3QgZ68+lWr7xt4b08D7RrNoHYZVFkDM30A5NaE9jpeswxTXFpaXsRG6N5I1kGD3BINMg8P6LazLNb6RYRSqcq8dsisPoQKAMJdW1PxYJIdJhmsNNJ2tqEy7XkXkHy1PI+prpbSwtrKwjsoYx5Crt2nnI75z1zVqigDh9O87wRqr6ZLCv/AAj91I0lrOgwLZjyUf0X0NVPiZqthqPg9bC1uYLhry9t7f8AdyBtpMgOTj6V2Os6hpFhZH+2ri0htZTsIumUI/tg8GsLTLLwPI1zrOj22jvJbfNJPDs2xnHBOOF6daAOtRdqKvoAKdXAeCvHN9ruqT2mqHR4sR7oRZ3qys+Cc5AOQMY/WultvFvh68M4ttasZTboXl2TKdijqTzwKANqiuebx14UXbu8Q6cNwyubhefpzSDx34UIYjxDpxC/eP2hePrzQB0VFYj+L/DscMEr61YrHcAmFjMuJAOu31pyeK/D8mnPqKaxZNZxv5bziZdit6E+tAGzRUcUsc8SSxOHjcBlZTkEHvUlABXJfEcovgydpciJLi3ZyBnCiVCT+Arra5j4hJv8BawOf+Pcng4oA6VCCikdMDFOqOD/AFEf+6P5VJQAUUUUAFFFFABRRRQAUUUUAFFISFBJOAOTUFne22oWy3NpPHPA+dskbZU4680AWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArhviP4g1LRrTTrTT3gtv7RuPs8l7cLujgBHce9dzXK+NdZ0HTbGODxDp81zYz5DMLUyonuxAO360AcFf6r4u8JaVLqi+LtE1a1h+Z7QxhTtH8MeP5V65pl2t/pdpeLE0SzwrII2GCuRnGK8avvC3w30Lw1d+LdGtYNXS3ZSsMt0TGrFhxgDIPPQ17Np0wuNMtZxGIxJCjhF6LkA4FAFqiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCOaJZoXicEo6lWwccEV4f4m0/StC+MPgvTbGG3jtUUo8ZOcbm6tnnP1r3SuZnh8HnXJLi4XTG1PzVVnk2lw4+6MnofagDyzxX4t1Twf4g1nRdO1b7BZWkEU1lE6ocs8g3KCwyRhmP4U/xJ4/1Sy1LW5dN8VCa3s0tXto0WFkkaQ/MCcZIA9Oea9jv/D2j6pOJ7/S7S5mA2h5Ygxx6ZNVv+EN8Nf9AHT/APwHX/CgDzn/AIS/Wrzxw2kw+ILeNUvwW+eIRm32qfLAILGTJPSq/hPx5rWrfEm301tVNzp8klyChjVfun5RjGRj6811y/CvR11yPVGctOlyLhZDGu8Y6Luxnb7e1dZBo+lW9yJ4LC1jnRi29IwGBbqc+9AHl3jCeXSvjLpOo6zEz6GYDFbzTn9xBMQeT29Otc7q174o8d+EdfbSdNsYYop40mNmrhrxVJwyEnBFe+XdnbX9u1vd28U8LdUkUMD+Bp0MEVvEsUMaRxqMBVXAAoA8V1e6Gt6j4Dg8KXET31lh71oV/wBRHtUN5hxxwGGDXKzeI5bO/wDFV7pz2d1pcesCa4tQgDXEJOCQ2QSoIHHTNfSMNla25kMNtFGZDlyiAbvrWbqd14f8PWYm1A2dnA5EYLIBu9sAc0AeK+OPFmh6v4m8F6jo95bRxRSfvflA8jPZgfT8qr+HrQalF8S7Oxu0vp5Yy0EsS8yD1UfpxXtOq3/hbTfs8OpCziF58sKvBkS57DA5pkXibwvZ3ZtYZ4IW3CHckJCFj0TcBjPtQB514HvtOvvDfgu0jnhkudLM819GRzBGFkBLZ6csv51j6fo93Z6bbeJPC5W403Ursw6tbuNwH74hZFBHHB7e1et3XiHwpoeozWsklrDcOc3PlxZ2ZwMyED5c5HWtK+1PRNK0qO4u7i1gsJmVUY42OW+7jHXNAGpGAsagDAAGKdWKvivQGDbdXtPkxuHmAbfr6fjTbvxh4fsb77FcapAtzgExjLFQe5wDj8aANymSRpNGY5EV0PVWGQaiN7ai0F2biIW5AYSlwFx656VVm17SLexivptStY7WY4jmaUBXPse/Q0AaVFVZdRsoLJbyW6hS2YAiYuNpz0wfeq15r+l6eLU3V5HEt1kxM3RgBknPbqKANOis2y17StRDG1v4JNqeYw3YKr6kHoKZH4j0WV40j1O1cyPsTbIDub0HqaANWiqV/q2naXs+331vbeYcJ5sgXcfbNXAQRkUALRRRQAUUUUAFNRFjXaihVHYDAp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYeteJdP0jUdP024imnutQcpFFDHvOB1Y+gFblecfEe1uYdb0TWdN1izs9Tty0NvBcruE5fjH/16AKHxH8L+D7byHu5ZNHl1SdYWmt0zG7D5gJE6dR1AzXqNvEsFtFCmNsaBRgY4AxXkNz4D8VX6xWGu+INPaDULpbiVHXLxupzthz2wK9iAwAPQYoAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArw3M3hvULzUbtLXW9Av9T3OUA+0wT7sLx14Ne5VlReGtGhuTcx6bAspk80tt/j/AL2OmfegDzCx+IfiO6udX1FpLIWkH2iNNPBHnRmNTtbb1OSOe2KxLnxt4wt9F0K9g8TafcNqFxFG0axAyRGUZIceikcfWvbU0DSI9Qmv0021W7mUrJKIhuYHqDVaHwj4etwwi0WxTcxY4hGcnvn8KAPMtX8R+LtE8WadoUmrQP8AY7VbmWe4YRJeZfBB+g4AHcVj2Hiy/stO8X3x8QuL5tQSKKKRs7UJALL6HHAPTivcrnR9NvbmG4urC3nmh4jkkjDFfoTSHRdKO/Om2Z8z7+YF+b68c0AeI2/iTxLq9ho0dl4lnt7i51eWwErEOGjAyGPqR0zWtqkXjfR/Fttov9u6hepqVsEt7hFCrDKCNzN7YBNetJpOmxiMJp9oojbcm2FRtPqOODVe10RLbV7nUXu7m4eVt0ccr5SHjBCDtmgDkviXrmqaBo+kW9pPNBDdXUcF3qSjLQpkAn6n19jXAQ3UniPWPBEmrak9wovLi2CP92aNchZCO5bpnvXvdxa295EYrmCKaMnOyRAw/I1D/ZWn74n+wWu+EARnyVygHZeOPwoA82+Ls0FtqfgsO6RpHqYY5OAqgDn6VzH2k6Rq8t1pV/a65ouoakWk0nOZoZS3319SCM/SvcrrT7K+2/a7O3uNv3fNiD4+mRUcGjaXazCa302zilXo8cCqw/ECgDwW1uGsPD/xK0/W5lTWbpmaOOX78q4bbt9R0ro/AXh25vtN8M6XrpWc6fDJey20xJKByBDx7BWPtXrU+mWF1Os9xY20sy4xJJErMMe5GamWGJZTKsSCQgKWCjJA6DPpQB4/4a02z1P4sePbK6ht7m3liiAQKNpxnA+o4z70z4VXNlpCeJbXxPNBBqH20+Yt2RvKbeOvUYr16HT7O2meeC0gimf7zpGFZvqR1qOfR9MupjNcadaTSnq8kCsx/EigCjqkekTeEphItudM+zkoG4Tbj5f6VwEOo+ENO+DmkTajHbXdvDGEhif5sTsDkexG4n2FeqS2tvPb/Z5YIpIcY8t0BX8ulQf2PpnkeR/Z1p5Ibd5fkLtz64xjNAHhupXP2DTvCNlYarC+mWlrczrLcoWhuZo+QOeoznb9K276d/G2l3d9qEw06C006GFX25WG5kKsxI9vkFesPpOnSwRwSWFq8MWdkbQqVXPoMYFSfYLMwvD9kg8qT76eWNrfUd6APCNdudb/AOEf17Sr23guNYgsEzqVh92a13ZIOOjV6XoK+E7jwv4fgQ2gX901sgI3iUAHtznOc11FppWn2Ebpa2UEKyffCIBu+vrUVtoWk2d0bq2021inP8aRAEfT0/CgDh/is3haSyjtNXe0j1S5QxW005P7gZ3F+Og+X8+K7zR7m2vdGs7iylMttJCrRSHqy44NOudL0+9lEl1Y2s8gGA0sKscemSKsRRRwxLHEixxqMKqjAA9hQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeZ+PtP1O08ZaR4lttCbXLa2haE2yH5onJyHGa9Mrxjx7qFqnjm6sfFOqataaS1qHsTZbkQPjksRyTn8KAKmsWnjzxDJp2m3GkzLOL4X0GpbwBaxk/6tiP4gMj8a9xUEKAeuK+fvA1xf6Lq/hlrbWNTmOr3Miz2N3lh5AJ2yZPQ9K+gqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvJL7xdr1l8QNbS4s49Q8N2LRLOpRS9uGH3gOpHr1r1usZPDGlreapctAZG1MBbpXOVcAYxj6UAc1e+KZrXx3osVvBp93pGqIIYbiEgzRtgk/8A6V31cV4f+F3hzw1ri6tp8dwJ494iSSUske7rtB6V2tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUV5/D8QNSuvEep6Xa6GsyadcCGZ1uBvIPJZU6nAoA9Aorn7Xxt4avbiaC21i1kmgVmlRW5UL97P0xWYnxD0681rRbXS2ivrTU5ZIftEb/AOrdF3EEfTH50AdnRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADJH8uNnKs20E4UZJ+leKWU01vqWv6vZ6ffLeX87bbn+zZi1tkbSBxg17dRQB4DpXh6e301rSa31WeNkukM6aVIkjGUYySBzg8/jWjZvfyHRJY9Mu4ZtG8xA8OkyASO0YTcQB1BGa9tooAy/D1xdXOhWkt75huSgEpkhMTFhwTsPIrUoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKp6pqVto+mXGoXjFLe3QvIwGSB9K4T/hePgj/n7uv/AAGagD0eivOP+F4+CP8An7uv/AZqP+F4+CP+fu6/8BmoA9Horzj/AIXj4I/5+7r/AMBmo/4Xj4I/5+7r/wABmoA9HorzZ/jn4KVCVuLxz2VbZsmoZ/jv4QhZFC6i7MQCBbYK59cntQB6fRXlo+O/hx9/laZrMu2Ty/ktc89u/f0609vjdpCrlvD/AIgAHc2X/wBegD0+ivMf+F2aT/0L3iH/AMAv/r01/jbpgQlPDniFm7A2eP60AeoUV5UfjfYg8eGNfPyE/wDHsfvdh9Pen2/x18O+QTqFhqdlOr4aF7ckhT0Y9OKAPUqK8yk+OfhVIlkW31Rw4JG21PTn39qIvjl4WmaNI7bVWd0DbVtSSCei8HrQB6bRXmMPx18IvG/nLqMEysV8mS2O4n8DVq4+NHhK2cJKdRWVsEI1m6tj1waAPRKK8vg+PHg+ZmUjUIyGCqGt87s9xg1Mvxu8LEFzBqgjDkCT7IdpX+99M8UAelUV5uPjh4NXKzS30Lg4KPasCKcPjd4LIBFzeYJwD9lbrQB6NRXm0nxx8Fxq/wDpF4WXPyfZmBJ9Oahj+OvhSYsIoNTkcEAKltktkdufXigD0+ivMF+OXhprQzJY6uzq+14ha8pzjJOcfrSH446F57RDRtdJXlv9E6D1IznFAHqFFeY/8Lz8M+YMWWrmDjM4tfkXPrzTD8cvD4heZdK1t4lbbvFp8pP1z68UAeo0V5fb/HLw9KqyyaZrUNsetw9plB+IPrVn/hePgj/n7uv/AAGagD0eivOP+F4+CP8An7uv/AZqY/xy8FIjMtzduQMhRbNk0AelUV5TH8e/Dc8xittM1iduwjtgxI+manHxt0gkgeH/ABASOoFn0/WgD0+ivL3+NumAjb4c8Qn1zZ4x+tQv8b7MNHs8La8ykHeTbkbfp60AerUV5LF8coWaTzfCWuIFB2FYS249geBj9aYfjmm0keD9bLbgAPLPK+vT9KAPXaK8fb46kMdvgzWSueCVIz/47Sf8L2f/AKEvWPyP/wATQB7DRXj4+OchUsPBOs4Xqdp4/wDHaT/hez/9CXrH5H/4mgD2GivHv+F7P/0Jesfkf/iaP+F7P/0Jesfkf/iaAPYaK8gPx1+7jwbrJyOfkPH/AI7Tj8dE3DHg/W8c5Pln8O1AHrtFeXR/G7TTCrP4b8QLJjJUWmQD6ZzTl+NmllQW8O+IQ2OR9jzg/nQB6fRXmP8AwuzSf+he8Q/+AX/16b/wu3TN+P8AhHfEO3HX7H3+maAPUKK8x/4XZpP/AEL3iH/wC/8Ar0f8Ls0n/oXvEP8A4Bf/AF6APTqK8x/4XZpP/QveIf8AwC/+vR/wuzSf+he8Q/8AgF/9egD06ivNm+M+jLIqjRNfYEcsLE4H61Ovxi8OFgr22rxkgE7rF+OM4NAHoVFeay/G3wsk6xRw6pNlQxZLQ/KCQB1570r/ABo0RE3HSNdHzFcGxI+h69+1AHpNFeXn44aMHCHQdfDnkKbPk/rTl+N2ib8S6Lr0SL993s+EHqeaAPTqK84/4Xj4I/5+7r/wGaj/AIXj4I/5+7r/AMBmoA9Horzj/hePgj/n7uv/AAGaj/hePgj/AJ+7r/wGagD0eivOR8b/AAUwJF1dkDk4tW4qGb46eDYk3K99ID022xGeecZ9KAPTKK43wj8SdG8aX72emQ3iSJB57GeLaMbtuM55NdlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVGsm6Z49jDaAdxHBz6VJQAUUUUAFFFFABRRRQA10WRCjqGU9QRkGvNLnx3a6f4pv8ATNQ0uxtbe1lAUypteWLGWkXjDY9Otem1yWo+ANM1a7llvri6mikmM3ks/wAqsRjg9QO+KAKWnePfB+rRq+nwm5Ylh5cdplvlGScfSm3vxA8H6dZ3FzdwPFHBN9nbdadZOcqPUjBzUkPwx0uCSzmiv9RSe0G2KRJtpCYxtOBzUzfDrTJtDl0y5ubqcyXn20XDN86y/wB4f570AVYPHfha4e6kitg9pbrEftCwDBaQZC+3GOtFx428Otar9jsJJZp7U3EJS0DKFwcFiOgBGDTJfhF4dna48yW/MdyqieMTkLIV6Mcd61tM8C6dpEPlWs9yIxYmxAZ84jyT+fJoA5zRPiJ4euTomm3sEb6vqMAkxDbAICc46+uK6bRdWsNV8MNrlxp0dpGvmlhJGDgIxGf0rIs/hJ4cstS0/UI2vDc2KosLmY8BSe341qf8INYDwzc6At1eC0uJmlkPm/N8zbioPZc9qAOb0T4kaXcfD+TxFPaq8i3bW3lQxAMzlvk49dpFYl18U7w+DNMvI4FGqsourlFhUp5AlMZznoT7V2T/AAw0GQ6oP3yRajsMkUbbVRkOVZAOhGOtRf8ACo/CZsra1e1uGSBCikztkqW3YPqM80AR3PxQ0e1t7yZtNvWWzPlzFYQQJeyZ9T2ph+J+nEytHo94yRWS3bZQK3zfw7Tz16ntWqnw80X7FqVpN9olh1C4W5lBlIw69NuOnSoG+GOgvJIzyXzCSIxHdcsTg9eetAHQaDqUWuaJbaktsIROpYRlg2MEjqOD0q69pbOSXt4mJ4JKA1W0TR7TQNHttKsEZLW2XZGGOTjOev1NaFAEH2O2wB9niwOANgoW0tkOVt4gR3CCp6KAK5sbQtuNrCT1yYxTmtLd2DPBEzDjJQE1NRQBWFhZg5FrACP+mYp/2S327fIi29MbBipqKAK7WNoxJa1hJPcxisvX7G6/slxotvZpeb12vNECqjPzHHfjNblMlQyQugYqWBG4dRQB5N4f8bommXOu+J59KTTYp5LLy4bXEnnKwAPvkZOO1Wx8S9E0y7vbu+jgOkPFDPp80MGJHD7gVI9QyNWwPhZof/CPXWjPLdPBcXf20uX+ZJc8kGlufhdoV6E+0SXbtEqCFvM5jKliCPfLtQArePPDsjxW9ujI12FEUzW48vc67kz9f6VjaH8VNHbw9Lc6sjtqNso89YbbHmZYqNo79K0LT4dxNrV0975hsYnie0Pm5dnRMbm+hJwKLb4RaBbx3KefestwgRsy4Iw24EHscmgCT/hY/hjMKi2m+zzeVtlFuNn7wkLn8QR07VqeGPFeieLDeRaZbTBLZ9rGW32K/J+ZSevINZ0nws0R72CdZrtEhEQEKyfIfLOVJHrnJP1rd8P+FrDw21z9ie4IncuVkkLKuWJwo7DJNAGt9mg8vy/Jj2f3dox+VM/s+y/59IP+/YqzRQBW/s+y/wCfSD/v2KP7Psv+fSD/AL9irNFAECWdrG25LaJW9QgFSeVGP4F/IU+igBnlJ/cX8qPKT+4v5U+igBnlJ/cX8qPKT+4v5U+igBnlJ/cX8qPKT+4v5U+igBvlp/cX8qTyk/uL+VPooA8w+Lt5r2gWFtrWj6obSGN1geARhg7M33jnjgZqCTxtf+Hrqfw5fLLqmoJbSXDahFCqrAGVmj3KBjsMmu88SeGNM8V6ellqscklukgkCo5X5h06fWqV/wCAvD+palHqF1bSPcJB9nLCVhvTBA3AdeD3oA5Dw98UGutPsbP+yLrVNRFks11NCgVFcjO08YGRXaeD/EUPi7QU1aOwa0R5GQRyEFvlOCeKoP8ADPw40MMSRXMSxRCEeVcMm5R0DY64ra8O+G9N8LaZ/Z+lxvHblzJtdyx3HryaANTyk/uL+VHlJ/cX8qfRQAzyk/uL+VHlJ/cX8qfRQAzyk/uL+VHlJ/cX8qfRQBma3qun+H9HudU1BkitoFy7Fc9TgfqRXmtv8QNe1Lwtaa5YwaYVkvjE1uWy7qXwsa/7WMEn0r1S9sbXUrOS0vIEnt5Bh43GQa4//hU/hYafa2IhuVt7ZmeNFnK4Zjy3HftQBg2vxUC6uG1C2t4NPnaeONSQGR4uMbuh3H8qow+MfGeu6E+t6Xbabb2/2loVhaMSyOSwVU44zyea7iy+G/hexm8xNPEgw2I5mLoN33iAe5q1p3grSdLs7W0tVlSG2uzdoofAMhPf1AoAy9e8Y2PhnWdK0m60xrm6vIGklkgjXCKi5Y479OlZ/wDwtzw8bbSZ/sN2y6i7gKkO5o1U4LEDtnFdJr/gnRfEt/b32oRTG5t0aOOSKUoQrdRxVBPhh4ZihtI4re4jFqHERSdgQHOWBPfJoATXvHFloWvHT5dLmnWOwa+kniCnYgOOhrW8O61beJbB7yLTp7eBiAhuYgplUjhgPSqXiL4f6L4muvtN79pSY2xtS8MxTMec4PrW9pWnx6VpVtYRSSSR28YjVpDliB0yaAH/ANn2X/PpB/37FH9n2X/PpB/37FWaKAK39n2X/PpB/wB+xR/Z9l/z6Qf9+xVmigCuLCzAIFrBz1/dik+wWeAPssGB/wBMxVmigCKO2ghOYoY0OMZVQOKloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiuFuPHWq2uqS2k3hiYJFC1yzC5Qt5SttLBepPtQB3VFed3PxPe30c6qNFLWckscdtKLpNsm9sckcIR3B6Vo3HjiW08G3fiGXT4WS1k2tHDeJICAQCQw4zk4xQB2dFcdB8QdPm1Fgxhi0tbRLpr+WcKo3MV249dykfhWq3jDw4gjLa1ZASoHQ+aMMpGcj8KANyiubm8b6EEf7PqFvMwtzcKd+EKg4+/wBBVTRvH+najqGoWN4YrKazZV+eYFZMx7yVPcAUAdfRWDZ+M/DeoFxZ61Z3BRGdhFKGIVRknj0FN1bxHLaXdpY6ZYNqF7cxmZI/MEaiMdWLH3I4oA6Ciuat/GmlI1ra6tNHpepToz/Y7h8MoXrz0x6HvTfDfjG38S6vqlnawfubIrsuA+VmDDgj0oA6eiiigAooooAKKKKACiiigAooqpqGo2elWb3l/cxW1smA0krbVGTgc0AW6Kwv+Ex8ObFcaxZsGyFAlBJIIGPzIH4iqen+OtI1S0try2uIktZElkka4k8to0Q4LbfTNAHU0VgDxt4ZZYmGuWO2XIQ+cMNg4OPx4qHWfGen6dZXstnJDfXNmV863jmAZAWAyfzoA6WimRsWjVmGCQCRnpT6ACiiigAooooAKiuIEureSCUExyKVYBiDg+4rnG8WyL4ybw9/Z+X8h5kcXCFiFA6p1UEnAJ9Kz5PHt3H4TTXhoTlN0nmobhQI1Rtud3ck9BQB2kMSW8KRRghEAVQTngVJXO+JvFtp4Z0EanPFJKzqDHBH95icfkBnk0+HXb64uJYYtKLFbRLiM+eo8wt/D7fU0Ab9FcnaeMLqbw3q2rXGjSo2nu6fZ4pBIZSgydpHHt+BrKtviPcXGiadq7aRHDZ3lx5AMl2NxJYKNox8x6n8DQB6DRXM+KfFg8MrbM9ski3Dqib5whZmYLhRyTjdk+1V9F8dW2ta/wD2dBbERN5ojnL/AHjGcN8uPWgDrqKKKACiuS8Yap4h0u4006SdPFvc3CWzm5RmYOx4IAI4xmsmb4jwJb3+krd2n/CS2MO+ZNjmDcCA3I9B2zx70Aeh0V5vqnxh0Cyt7m3tJft2qQIoMUSNsLEgHnHQZ5q/a/EnTrfTp5NWJS6tWUXC28TsqqxGGGQDt5wT2oA7miqOlapbazYJe2m8wOSEZ0K7gDjIz29DV6gAooooAKKKKACiqep6pZaNYSXuoXMdvbR/ekkYKPYZNcVL8WNHmsUuNLRb1jatcyR+cqmML1U9fn9qAPQaK5DSfHUOr6lZQQWUgtbsuiTlxkSKoLKV/HrVo+J7hPFE2iNp6F0t2nRluVLMo6ZXqMmgDpaK4uHxvez+HbbWItAmaKR2WVTOi7Nr7OM43EnoB1rS8WeLbbwrpi3UtvPcyuMpBEuWwMZJ9AMjJoA6KiuVk8W3Nvqz2dxo04Q28k8DRSCR5QuP4ByM54zUvh3xZFrXh2bWbqAWUMLMHV5NzIF67hjg+1AHS0V5yfitbzeH31u00yR7JbxrYtLMsZOMYIB5JOeBW/4o8YR+HWghW1NzcTQSzhPMCDZGuW5Pf0FAHT0Vxui+PYta1O3t4rPy7ed2iWVpl3CRVyVKdfXB74rsqACiiigAooooAKKKKACiiigAooooAQEEZHNLTVVUXaqgAdgKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVxmoeHNavfF13qiXNrBAbBrS2Zd3mIW53Ht1rs68Xuta1ZL7XLV5WvtJbVRaxlZWMlq2AV5B+4Tn6UAaE/wALdVurW5WS80yOWWW3lKR27iJ2iOSzKW6t3xitq78Fare+CdR0Jp9Lge7uBIot7YpFGuVJAXOc5Gc571R0T4hX+oXsttIun28WJ1i3bt0HlsFBl56NnjpVxJVfxf4j0/8At64MJ0+OZsXX/Hu5d8hTn5cACgCp4g+FaaqNSazuYbV72CAFDHujEqFiW2njBz09eapWXwo1bTbb7Ha+IIvsckZaaJ7VT++27cr/AHU9hVO08S2KaJ4Zu7rxXcRX0kMeYmuvkwrHe79dxP3cfSrfxMvyniTS0g1KG3DWE8hMlw0a5AypwpBJ9KAHab8MPEGj+HI9JtNftmASaOQy25YMj4wo54wRV22+GV7HqM00urQ+RNAu6NLcZE4hMW4E/wAOCTjr71xX/C2r+WGHQrvyxHPphd7qTcsok2nHPTkgc1p33xnl03wxpD2MVvdX8jLHPbvuZokCDlipwSev4+1AGlpnw6l07+ztLubdp7hbprmfUbWJIIvLIw0RCkE7gADwetdx4h8P3eoPbXmj3407UrdSiTmISAxnqhU8YJA568V5ze/ES71nwzqwvbnT7ZGhnNv9mlZJVaKRQpJJ756Cql18T5bPV2N1exK8d9NaW77cqkWI8Ow/ix81AHWan8KV1vU4b/VNeu7qWOIp+8ijzk5zggAgc9Kn8H+AdX8LaiZ38RfaoX2rJEbZVLoqkKN3XjIrj7z4iT+HvEN/baRcRXsU+oJkOHkCrtXdtIOFGSa9I8Ia9e+Ihf3cslqbSKdoIUhRgwKnksSefwoA6iiiigAooooAKKKKACiiigArn/GOjX2v+H30+wuLeCV3Ql54964BzjGfaugrC8X6pJo3hW/1CNrdTBHuP2jOwjuODnJ7UAecy/B3WLqWS5k8QQQzyXbXWIbc7VZmQ8ZbP8J65HSrsHwt1pU+xXHiGKfTfKuIVU24EirI24YYdcMAefes+b4oatJpN3La3GlRhS0VuIgzyZSISE4JORjK9OoqtrXxm1qz1a5h060064sIo/MjuJBIDIojDFscDBOQD60AXv8AhVfibzLiV9c02eSeNkLSWhGzcRkqAcA/KOaktvhRrdtda1dnW7WWfVURJN0DBV2sDkc+1S23xO1O31NINWk0eOJo0P7veGDPGXHVu3Q1S034iaz4gtNN1CS4s7BWnuIHhZHCSbUypPOTke9AHsMSusKLIQXCgMV6ZxzipK8avfinqVjZRHTV0tolijKrKXLSAglmU5+6MYqtdfGjVbTR452t9LlvHeFhFGXIEboWPfqMAUAe3UVyPg2/S91HxGFufNVb8FE352KYkPTsMk/rXS38lzDYTyWkAnuFQmOIttDnsM9qALNFeUS6t4ru/DWqXN3A9osGosZYzd7H8oEZjR8cex71mWms6rdS6JPe3d/aXjKn9n20kpLXCtMAxkB4YhfXtQB3X/CL6vJ4qutZm1K1fZFIlgBagPHuGMO3VgD2rDPgDxLP4bsdGl8Q20SQXUk0rx2gYSKTuUFWJHDE/p6U/wATX8Nr4705rTV7qW9FzElxp8UjZSJuhVfu7SeWJ7elU7vXtGsYPFLapq86w2+q4SGK4bcxaNcLxzt3bjjoMGgDqfFHgPTfFmlR21+7m7ih8qK6HBXkZO0cc4q3D4eu7bVGuItUZbY2K2i2/lD5SBgOG659qwtQvdWf4Xwvok8upXDw7ZLsMUfYAdzruH3vSsK0vJbrxF4FiMlzEJ7CcSo0hLEFcAtjv70AdtF4ViPgh/DT6jO4eFopLpSBISxJLfXmsm1+HX2TTINNTXrtbEEtPEscY85srjnHyjC4+XB5znNN8FaTZWb67dWVpNbqkhtI2bdvkCDJfnqSx6+1ee6bdveeDdTN89yl0twBD9qilKl9r4OF5EnfPTdigD13xB4VHiFo4rjU7qOxAUSWkYTbJg55YqWHboRVbQ/Aun6DrsupW1zOQ3mGK3bbsh3nLbcDP5k1keLJLeLwlphupriK+NoRbhxIymTYud+zncOxPesmCXV5/F2nF0uo9QWWHasm4qtp5fz5I4zu6980AesUUUUAYviLQBr9vax/bri0a2uFuEeAKSWXOM7geOawL/4YaXeXWp3EV9f2r6gCZRDIANxOWbBHf0PFdzRQB5ldfBbSLi7muY9V1GCSQ5/dlAFPGSPl74FJb/B2CyOoPbeIdRabUVEd3JcbXMiZyVzgEZ9a9OooAxvC+jTeH/D9rpc9816bddiSsgQ7R0GB6CtmiigAooooAKKKKAK95Z29/avbXUMc0LjDJIoYH8DXKXfw50ifT9P0uCCCHTrcnzkECl5xgAAuRkd8kc12dFAHKad4Jg03xGNRhumFlFua3sQgCROwwzZHJyB3q1D4cuF1281W51FriR0ZLWNoUUW6kcjIG5vxNdDRQB5ynw51ePTdO0+LxTLFb20zXEoFsjeZIX3DG7OADnH4VveK/BFh4t0gWl47LdIgVLwD51wQT0wMHHIrqKKAOHHgrWo9cuNQh8VSxq8ZiijFnGTEuPlUMecD071sad4Xig8Pz6Xqdw+om6LNdSuojMrN1OFxj8K6CigDy60+FF5ZW8mnW2tiLSZrmSaS3NushIONoBbJDDB5rpPFngxfFMWnWUk0Uen27ZmVog8jqMYVXPK5wckc11tFAHKaX4JtdO8Uz62zRs20R20UcQQRKFC8nqxwBya6uiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiozJiYR7G5Undjge2fWgCSiiigAooooAKKKKACiiigAooooAKKKKACuLg8UeFbfVrzTkt1twzPJLO0QWKVlGWIb+IiuxkQSRtG2cMCpx6GvOz8JLV7TypNbvHlhfdZSuin7Ku7JUA8MCT3oA0jrnh6OGzv49Gd11mfyRJHbgljngv6DvVSXxN4PtpdUnk0wrIzvBIwt8tdkMoYL/eGWWtW08FQ2M+lG3uytvYI6mJo8+az/AHnJzwT9OKzv+FaRCxmhTWrxZvMQ2s+1S1rGpJVFHccnk89PSgC7pNh4R1bTBfR6NawxW0jxkTwBTEysc/rmo01fwT4jgXUrpbJwkjQI90gByh5xnqKt3vgy2udF03R4bmSCxtJVkljAz9oA6q5z0JJJrmL/AOD0d5f3E6a9NBDI0jR2y2yGOHf97aM0AdEL7wxf63eabPZWZZbeNzM6oVkRgcAewqa0k8G2CbbX+y4lkJ4RV+Ygc/oa41Pgowedm8WagfPj8qXbCil0xjbnPA4q7pfwetNJuVePWrqaJLeWBI5o1bZ5i4Zgeuen5UAa2rf8IfFoM2pw6TZamkTlUitY1dndiCVHvzk1hp4p0+/82b/hA3b7FcfY2LeVlZDgbR69a6jwp4HsvCdilra3EkyoGKtIoyGbq317fSqVt8O0j8Oy6Xcaxc3Ev2o3dvdsgEkEhOcjHXnPX1oAh1TxFF4evJIV8N2zW8bRrvjkjVvn4Ax2wetTHx1ZWltpk8GnCK2vppYTllTbIgJPs2ccHvUE/wAMYbk6e0+sXMskE7T3TvGD9sc8fP6DHAHaol+F377Y+v3UmnpHJHb2bQqVgDdNpznI7HrQBb1Lx/Npl3pcFxpBha/heYLNcqhTaRwfcg/nVweOII/NiubCeC8SKOVIWYEShzwEboxHcCuZl+EN5cSpLceMr+d0g+zqZbaNyI/QZ+nXrXVjwj/xPdH1E6hI8WmW32eO1eIFSSMF89QeB+VAHQ20jzW0cksRhdlBaMnJU+mamoooAKKKKACiiigArH8TzWtv4dvLi9sRfW0SeZJA2PmA578VsVj+JNGl1/RJtOivnsjKRulRA5wDnGDxzQBz3h+fw5IqXUmhWek5I+zvKY8ybwemOhI7GthL3w1q09xpoW0n8sJHIvljb83IXp7Zx9K5e4+E/wDaGnvZ6n4gnvF3b4y1sieU+0gMu3HIz3rW0jwNc6TfPcr4hu5PNnjmmTyUAkKptOfTOATj0oAk12Tw7otzEbzQhLveNRKlsH+Y8KPXjFUk8X6NfNJZy+HbxPJG/ZLahVCkkbvQCtTUvCt5qHiq21lNfuYIYNoFmIlZCB15PTPrTdS8HS3lrcxWutXVm1zdNcTOqK+9W/5ZkN/D6UAWdH07QNV0S3ubbSIEtZomVI3hAIQnkY9Dir1t4f0e0z9n0u0jyADiJeg6fzq3Z2sdlZw20IxHEgRfoKsUAVLXTbKymnmtrWKGSdt0rIoBc+pq3RRQBXurK2vYDBcwRyxEhijrkEjoaJbO1mmhllt4nkgOYmZQSh6celWKZLLHBGZJXVEHVmOBQBCLG0F6bz7NF9pZQpl2DcQOgzVf+w9K86Sb+zrYySNvdjECWbnk+/J/OtGigBioiIEVVVAMBQMDFNFvCHVxDGHUYVtoyB6CpaKAEAA6DFN8tMfcXrnpT6KAGsit95QfqKXAznAz60tFABRRRQBy/ijxDq+h3NoLPS4buC5lS3V3nCESMTgY9OOtUrv4g2cEdzZwmCXW7RA1xZ+ZhVPG5Q/QkZrotV0S11iWxkud+bK4W4iCtgbx0z61kan8PPDmqPeyvZeVcXmfOmidlJJxk4zjJwO1AD5fiB4Yt3uIp9Wt1ntkDzRg5K57e5qxaeNPDt7bzTwapC0cMZlkPI2qOpNcj4i+EVhdWd7Jo+2PUrlETzLhjtXGNzjAyGIA5q5pnw0DaJdWmtalcTzXcKwyCJgFjVTkbSFB7c560AdIPGPh0rGw1e1KyIsinfwVY4B/PinxeLNBnltoYtUgeW5YrEgPLEHBGPrxXHj4L6KiukOpalFEyhPLV1wFDB8DI/vAGtDS/hhpum63Fqp1C/uJo5TLtldcFiScnAB6sTigDuqKKKACiiigDL8Q61H4e0O51SWCWdIACY4hljkgf1rF0zx9p93fpp93G1rdOSUwd8bqEDbg44xj19K3tZ0qLWtJuNPmkljSZcb4mwykHIIP1FcdJ8KNPey8karqCTPMZZbhGCs4KbCuB8oBHtQB1g8SaKYklGqWpRyQrCQYOOtZl54xt7fxLa6bGbeS2kRzPcecAYWC7gCO+RXJWfwY0+ykNtaalqMNrGrbRJsdWZxgkdxir8vwisLmzjguda1JiuS7RlU3sV2lunGV460AdgPE2hsiuuq2jKwJBEoIIHWqOheLIdXn1JZVit4rW48qGUyjE6lQwYZ9mFc1p/wc0nS7iJrXULsQLFPFJE4Vt4lUKee2MA9K09G+GekaWs32mafUnkVADeYbyyo2gqB04wPwoA1LfxnpFx4j1HRRNsnsEV5XfhDnqAe+O9U7zx3p8WoWKWk9rc2M05guLkTAeQ2MjI75rP1n4Zx6to9jZDWbi3nt5JJJLtIUMkxcEHd+Zrn5/gWtzA0Mviu9MbFCVFugGUGF6HtQB6TJ4k0WJwkmp2yOV3BWcA465xT4Ne0m5uktYdQt3uJBlIw43MOuQK8+v/gxFqGqNqc3iK7F4YBBvSFQNu3byCepFalr8LrSDxLpuvS6rdS3djHFGgCKqsEBHOPUHkUAd/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHLDHOoWVFcBgwBGeQcg0UUASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q=="
ffhy0055
0
{"lines_data": [{"Word": ".. .... .......", "Confidence": 0.51067, "X1": 0.91329, "Y1": 0.1082, "X2": 0.91618, "Y2": 0.108, "X3": 0.90751, "Y3": 0.1078, "X4": 0.90462, "Y4": 0.0338, "page": 0}, {"Word": "-", "Confidence": 0.678, "X1": 0.9711, "Y1": 0.6582, "X2": 0.96821, "Y2": 0.658, "X3": 0.95665, "Y3": 0.6568, "X4": 0.95954, "Y4": 0.6318, "page": 0}, {"Word": "BACADAN OUTDOOR", "Confidence": 0.8175, "X1": 0.97688, "Y1": 0.8482, "X2": 0.98266, "Y2": 0.848, "X3": 0.96243, "Y3": 0.8488, "X4": 0.9552, "Y4": 0.7298, "page": 0}, {"Word": "2070260446", "Confidence": 0.993, "X1": 0.82659, "Y1": 0.8792, "X2": 0.82803, "Y2": 0.879, "X3": 0.80058, "Y3": 0.8788, "X4": 0.80058, "Y4": 0.7778, "page": 0}, {"Word": "-", "Confidence": 0.891, "X1": 0.99277, "Y1": 0.9472, "X2": 0.99277, "Y2": 0.947, "X3": 0.97832, "Y3": 0.9468, "X4": 0.97832, "Y4": 0.9278, "page": 0}], "words_data": [{"Word": "..", "Confidence": 0.618, "X1": 0.91329, "Y1": 0.0422, "X2": 0.91329, "Y2": 0.042, "X3": 0.90607, "Y3": 0.0428, "X4": 0.90462, "Y4": 0.0358, "page": 0, "Index": 0}, {"Word": "....", "Confidence": 0.163, "X1": 0.91329, "Y1": 0.0702, "X2": 0.91474, "Y2": 0.07, "X3": 0.90751, "Y3": 0.0698, "X4": 0.90607, "Y4": 0.0478, "page": 0, "Index": 1}, {"Word": ".......", "Confidence": 0.751, "X1": 0.91474, "Y1": 0.1052, "X2": 0.91618, "Y2": 0.105, "X3": 0.90751, "Y3": 0.1058, "X4": 0.90751, "Y4": 0.0758, "page": 0, "Index": 2}, {"Word": "-", "Confidence": 0.678, "X1": 0.9711, "Y1": 0.6402, "X2": 0.9711, "Y2": 0.64, "X3": 0.95954, "Y3": 0.6388, "X4": 0.95954, "Y4": 0.6338, "page": 0, "Index": 3}, {"Word": "BACADAN", "Confidence": 0.995, "X1": 0.97688, "Y1": 0.7842, "X2": 0.97977, "Y2": 0.784, "X3": 0.95954, "Y3": 0.7838, "X4": 0.9552, "Y4": 0.7318, "page": 0, "Index": 4}, {"Word": "OUTDOOR", "Confidence": 0.64, "X1": 0.98121, "Y1": 0.8442, "X2": 0.9841, "Y2": 0.844, "X3": 0.96243, "Y3": 0.8438, "X4": 0.95954, "Y4": 0.7898, "page": 0, "Index": 5}, {"Word": "2070260446", "Confidence": 0.993, "X1": 0.82803, "Y1": 0.8752, "X2": 0.82803, "Y2": 0.875, "X3": 0.80202, "Y3": 0.8758, "X4": 0.80058, "Y4": 0.7798, "page": 0, "Index": 6}, {"Word": "-", "Confidence": 0.891, "X1": 0.99277, "Y1": 0.9362, "X2": 0.99277, "Y2": 0.936, "X3": 0.97832, "Y3": 0.9358, "X4": 0.97832, "Y4": 0.9298, "page": 0, "Index": 7}]}
"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"
ffkl0195
0
{"lines_data": [{"Word": "10th May, 1960.", "Confidence": 0.81033, "X1": 0.62846, "Y1": 0.1402, "X2": 0.77734, "Y2": 0.14, "X3": 0.77866, "Y3": 0.1578, "X4": 0.62846, "Y4": 0.1628, "page": 0}, {"Word": "RAR/CMB/33F", "Confidence": 0.496, "X1": 0.11858, "Y1": 0.1542, "X2": 0.2332, "Y2": 0.154, "X3": 0.2332, "Y3": 0.1738, "X4": 0.11858, "Y4": 0.1748, "page": 0}, {"Word": "D. A. Ede, Esqos", "Confidence": 0.715, "X1": 0.11858, "Y1": 0.1872, "X2": 0.28458, "Y2": 0.187, "X3": 0.2859, "Y3": 0.2038, "X4": 0.11858, "Y4": 0.2058, "page": 0}, {"Word": "Personnel Department,", "Confidence": 0.769, "X1": 0.12253, "Y1": 0.2012, "X2": 0.3307, "Y2": 0.201, "X3": 0.3307, "Y3": 0.2148, "X4": 0.12253, "Y4": 0.2188, "page": 0}, {"Word": "MILLRANK.", "Confidence": 0.902, "X1": 0.11858, "Y1": 0.2162, "X2": 0.21344, "Y2": 0.216, "X3": 0.21476, "Y3": 0.2318, "X4": 0.11858, "Y4": 0.2358, "page": 0}, {"Word": "PRIVATE AND CONFIDENTIAL", "Confidence": 0.72867, "X1": 0.12253, "Y1": 0.2582, "X2": 0.36495, "Y2": 0.258, "X3": 0.36627, "Y3": 0.2748, "X4": 0.12253, "Y4": 0.2818, "page": 0}, {"Word": "My dear Ede,", "Confidence": 0.68967, "X1": 0.12516, "Y1": 0.3072, "X2": 0.24901, "Y2": 0.307, "X3": 0.25033, "Y3": 0.3248, "X4": 0.12516, "Y4": 0.3268, "page": 0}, {"Word": "A. L. Clinaman", "Confidence": 0.75967, "X1": 0.38999, "Y1": 0.3282, "X2": 0.53491, "Y2": 0.328, "X3": 0.53623, "Y3": 0.3468, "X4": 0.38999, "Y4": 0.3518, "page": 0}, {"Word": "Dr. Falton, who is taking a few days' holiday, has asked", "Confidence": 0.88482, "X1": 0.22398, "Y1": 0.3512, "X2": 0.77997, "Y2": 0.351, "X3": 0.78129, "Y3": 0.3678, "X4": 0.22398, "Y4": 0.3838, "page": 0}, {"Word": "me to thank you for your letter of the 29th April enclosing papers", "Confidence": 0.90477, "X1": 0.1278, "Y1": 0.3692, "X2": 0.78129, "Y2": 0.369, "X3": 0.78261, "Y3": 0.3838, "X4": 0.1278, "Y4": 0.4008, "page": 0}, {"Word": "relating to the above applicant.", "Confidence": 0.8508, "X1": 0.12912, "Y1": 0.3932, "X2": 0.44664, "Y2": 0.393, "X3": 0.44664, "Y3": 0.4088, "X4": 0.12912, "Y4": 0.4158, "page": 0}, {"Word": "Dr. Felton comments:\" Although this applicant has come", "Confidence": 0.842, "X1": 0.22398, "Y1": 0.4142, "X2": 0.77207, "Y2": 0.414, "X3": 0.77339, "Y3": 0.4288, "X4": 0.22398, "Y4": 0.4418, "page": 0}, {"Word": "limited experience of polysaccharide chemistry. Dr. Cleverdon and I", "Confidence": 0.79444, "X1": 0.13307, "Y1": 0.4272, "X2": 0.79183, "Y2": 0.427, "X3": 0.79183, "Y3": 0.4428, "X4": 0.13307, "Y4": 0.4598, "page": 0}, {"Word": "are in agreement that we cannot take him on, on trust, without an", "Confidence": 0.81792, "X1": 0.1357, "Y1": 0.4422, "X2": 0.77734, "Y2": 0.442, "X3": 0.77734, "Y3": 0.4578, "X4": 0.1357, "Y4": 0.4748, "page": 0}, {"Word": "Interview. He does not indicate any intention of coming to England.\"", "Confidence": 0.87082, "X1": 0.13702, "Y1": 0.4562, "X2": 0.82345, "Y2": 0.456, "X3": 0.82477, "Y3": 0.4728, "X4": 0.13702, "Y4": 0.4908, "page": 0}, {"Word": "Dr. Green comments: \"I think we should tell him we would", "Confidence": 0.81536, "X1": 0.23188, "Y1": 0.4872, "X2": 0.7971, "Y2": 0.487, "X3": 0.7971, "Y3": 0.5028, "X4": 0.2332, "Y4": 0.5178, "page": 0}, {"Word": "not be prepared to pay expenses for a visit from South Africa and", "Confidence": 0.898, "X1": 0.13439, "Y1": 0.5022, "X2": 0.77602, "Y2": 0.502, "X3": 0.77602, "Y3": 0.5178, "X4": 0.13439, "Y4": 0.5358, "page": 0}, {"Word": "In the circumstances,", "Confidence": 0.69633, "X1": 0.58103, "Y1": 0.5192, "X2": 0.79447, "Y2": 0.519, "X3": 0.79447, "Y3": 0.5358, "X4": 0.58235, "Y4": 0.5398, "page": 0}, {"Word": "could not 2111 this post without interview.", "Confidence": 0.90343, "X1": 0.13966, "Y1": 0.5252, "X2": 0.57576, "Y2": 0.525, "X3": 0.57708, "Y3": 0.5398, "X4": 0.13966, "Y4": 0.5508, "page": 0}, {"Word": "regret etc.\"", "Confidence": 0.886, "X1": 0.13966, "Y1": 0.5462, "X2": 0.26087, "Y2": 0.546, "X3": 0.2635, "Y3": 0.5618, "X4": 0.13966, "Y4": 0.5688, "page": 0}, {"Word": "I return Clingman's papers herewith.", "Confidence": 0.7982, "X1": 0.23847, "Y1": 0.5672, "X2": 0.59289, "Y2": 0.567, "X3": 0.5942, "Y3": 0.5868, "X4": 0.23847, "Y4": 0.5948, "page": 0}, {"Word": "With kind regards,", "Confidence": 0.86233, "X1": 0.33333, "Y1": 0.6002, "X2": 0.51779, "Y2": 0.6, "X3": 0.51779, "Y3": 0.6178, "X4": 0.33465, "Y4": 0.6218, "page": 0}, {"Word": "Yours sincerely.", "Confidence": 0.8365, "X1": 0.4361, "Y1": 0.6302, "X2": 0.59816, "Y2": 0.63, "X3": 0.59816, "Y3": 0.6488, "X4": 0.4361, "Y4": 0.6508, "page": 0}, {"Word": "Enclosures", "Confidence": 0.771, "X1": 0.14888, "Y1": 0.8112, "X2": 0.2556, "Y2": 0.811, "X3": 0.25692, "Y3": 0.8288, "X4": 0.1502, "Y4": 0.8328, "page": 0}, {"Word": "4", "Confidence": 0.767, "X1": 0.82477, "Y1": 0.8222, "X2": 0.84848, "Y2": 0.822, "X3": 0.84717, "Y3": 0.8598, "X4": 0.82345, "Y4": 0.8588, "page": 0}, {"Word": "105494963", "Confidence": 0.995, "X1": 0.93412, "Y1": 0.9922, "X2": 0.93017, "Y2": 0.992, "X3": 0.89592, "Y3": 0.9918, "X4": 0.89987, "Y4": 0.8748, "page": 0}], "words_data": [{"Word": "10th", "Confidence": 0.941, "X1": 0.62846, "Y1": 0.1442, "X2": 0.6693, "Y2": 0.144, "X3": 0.67062, "Y3": 0.1618, "X4": 0.62978, "Y4": 0.1628, "page": 0, "Index": 0}, {"Word": "May,", "Confidence": 0.643, "X1": 0.67457, "Y1": 0.1432, "X2": 0.722, "Y2": 0.143, "X3": 0.722, "Y3": 0.1598, "X4": 0.67457, "Y4": 0.1618, "page": 0, "Index": 1}, {"Word": "1960.", "Confidence": 0.847, "X1": 0.72596, "Y1": 0.1402, "X2": 0.77734, "Y2": 0.14, "X3": 0.77866, "Y3": 0.1588, "X4": 0.72727, "Y4": 0.1598, "page": 0, "Index": 2}, {"Word": "RAR/CMB/33F", "Confidence": 0.496, "X1": 0.11858, "Y1": 0.1552, "X2": 0.2332, "Y2": 0.155, "X3": 0.2332, "Y3": 0.1738, "X4": 0.11858, "Y4": 0.1748, "page": 0, "Index": 3}, {"Word": "D.", "Confidence": 0.994, "X1": 0.12121, "Y1": 0.1882, "X2": 0.14493, "Y2": 0.188, "X3": 0.14361, "Y3": 0.2048, "X4": 0.11989, "Y4": 0.2058, "page": 0, "Index": 4}, {"Word": "A.", "Confidence": 0.991, "X1": 0.1502, "Y1": 0.1882, "X2": 0.17523, "Y2": 0.188, "X3": 0.17391, "Y3": 0.2048, "X4": 0.14756, "Y4": 0.2048, "page": 0, "Index": 5}, {"Word": "Ede,", "Confidence": 0.847, "X1": 0.17918, "Y1": 0.1882, "X2": 0.22266, "Y2": 0.188, "X3": 0.22134, "Y3": 0.2038, "X4": 0.17787, "Y4": 0.2048, "page": 0, "Index": 6}, {"Word": "Esqos", "Confidence": 0.028, "X1": 0.22661, "Y1": 0.1882, "X2": 0.28195, "Y2": 0.188, "X3": 0.28195, "Y3": 0.2038, "X4": 0.22661, "Y4": 0.2038, "page": 0, "Index": 7}, {"Word": "Personnel", "Confidence": 0.676, "X1": 0.12253, "Y1": 0.2032, "X2": 0.21344, "Y2": 0.203, "X3": 0.21344, "Y3": 0.2178, "X4": 0.12253, "Y4": 0.2188, "page": 0, "Index": 8}, {"Word": "Department,", "Confidence": 0.862, "X1": 0.21739, "Y1": 0.2012, "X2": 0.3307, "Y2": 0.201, "X3": 0.32938, "Y3": 0.2158, "X4": 0.21739, "Y4": 0.2178, "page": 0, "Index": 9}, {"Word": "MILLRANK.", "Confidence": 0.902, "X1": 0.12121, "Y1": 0.2172, "X2": 0.21344, "Y2": 0.217, "X3": 0.21344, "Y3": 0.2328, "X4": 0.11989, "Y4": 0.2358, "page": 0, "Index": 10}, {"Word": "AND", "Confidence": 0.959, "X1": 0.20422, "Y1": 0.2622, "X2": 0.23584, "Y2": 0.262, "X3": 0.23584, "Y3": 0.2768, "X4": 0.20422, "Y4": 0.2778, "page": 0, "Index": 11}, {"Word": "CONFIDENTIAL", "Confidence": 0.618, "X1": 0.24111, "Y1": 0.2592, "X2": 0.36364, "Y2": 0.259, "X3": 0.36364, "Y3": 0.2758, "X4": 0.24111, "Y4": 0.2768, "page": 0, "Index": 12}, {"Word": "PRIVATE", "Confidence": 0.609, "X1": 0.12516, "Y1": 0.2632, "X2": 0.19631, "Y2": 0.263, "X3": 0.19631, "Y3": 0.2788, "X4": 0.12385, "Y4": 0.2818, "page": 0, "Index": 13}, {"Word": "My", "Confidence": 0.631, "X1": 0.12516, "Y1": 0.3092, "X2": 0.1502, "Y2": 0.309, "X3": 0.1502, "Y3": 0.3268, "X4": 0.12516, "Y4": 0.3278, "page": 0, "Index": 14}, {"Word": "dear", "Confidence": 0.769, "X1": 0.15547, "Y1": 0.3092, "X2": 0.20026, "Y2": 0.309, "X3": 0.20026, "Y3": 0.3248, "X4": 0.15547, "Y4": 0.3268, "page": 0, "Index": 15}, {"Word": "Ede,", "Confidence": 0.669, "X1": 0.20422, "Y1": 0.3082, "X2": 0.25033, "Y2": 0.308, "X3": 0.25033, "Y3": 0.3248, "X4": 0.20553, "Y4": 0.3248, "page": 0, "Index": 16}, {"Word": "Clinaman", "Confidence": 0.62, "X1": 0.44928, "Y1": 0.3292, "X2": 0.53491, "Y2": 0.329, "X3": 0.53623, "Y3": 0.3478, "X4": 0.44928, "Y4": 0.3498, "page": 0, "Index": 17}, {"Word": "A.", "Confidence": 0.725, "X1": 0.3913, "Y1": 0.3332, "X2": 0.41502, "Y2": 0.333, "X3": 0.41502, "Y3": 0.3518, "X4": 0.3913, "Y4": 0.3518, "page": 0, "Index": 18}, {"Word": "L.", "Confidence": 0.934, "X1": 0.41897, "Y1": 0.3322, "X2": 0.44401, "Y2": 0.332, "X3": 0.44401, "Y3": 0.3508, "X4": 0.42029, "Y4": 0.3508, "page": 0, "Index": 19}, {"Word": "taking", "Confidence": 0.933, "X1": 0.4137, "Y1": 0.3602, "X2": 0.47694, "Y2": 0.36, "X3": 0.47694, "Y3": 0.3768, "X4": 0.4137, "Y4": 0.3788, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.719, "X1": 0.48221, "Y1": 0.3602, "X2": 0.49407, "Y2": 0.36, "X3": 0.49407, "Y3": 0.3768, "X4": 0.4809, "Y4": 0.3768, "page": 0, "Index": 21}, {"Word": "few", "Confidence": 0.655, "X1": 0.50066, "Y1": 0.3592, "X2": 0.5336, "Y2": 0.359, "X3": 0.5336, "Y3": 0.3758, "X4": 0.50066, "Y4": 0.3768, "page": 0, "Index": 22}, {"Word": "days'", "Confidence": 0.982, "X1": 0.53755, "Y1": 0.3572, "X2": 0.59289, "Y2": 0.357, "X3": 0.59289, "Y3": 0.3738, "X4": 0.53755, "Y4": 0.3758, "page": 0, "Index": 23}, {"Word": "holiday,", "Confidence": 0.942, "X1": 0.59684, "Y1": 0.3552, "X2": 0.68116, "Y2": 0.355, "X3": 0.68116, "Y3": 0.3718, "X4": 0.59684, "Y4": 0.3738, "page": 0, "Index": 24}, {"Word": "has", "Confidence": 0.962, "X1": 0.68511, "Y1": 0.3542, "X2": 0.72069, "Y2": 0.354, "X3": 0.72069, "Y3": 0.3708, "X4": 0.68511, "Y4": 0.3718, "page": 0, "Index": 25}, {"Word": "asked", "Confidence": 0.993, "X1": 0.72596, "Y1": 0.3522, "X2": 0.77734, "Y2": 0.352, "X3": 0.77734, "Y3": 0.3688, "X4": 0.72596, "Y4": 0.3708, "page": 0, "Index": 26}, {"Word": "Dr.", "Confidence": 0.929, "X1": 0.2253, "Y1": 0.3672, "X2": 0.26087, "Y2": 0.367, "X3": 0.25955, "Y3": 0.3828, "X4": 0.2253, "Y4": 0.3828, "page": 0, "Index": 27}, {"Word": "Falton,", "Confidence": 0.658, "X1": 0.26482, "Y1": 0.3642, "X2": 0.3386, "Y2": 0.364, "X3": 0.3386, "Y3": 0.3808, "X4": 0.26482, "Y4": 0.3818, "page": 0, "Index": 28}, {"Word": "who", "Confidence": 0.991, "X1": 0.34256, "Y1": 0.3632, "X2": 0.37813, "Y2": 0.363, "X3": 0.37813, "Y3": 0.3798, "X4": 0.34256, "Y4": 0.3808, "page": 0, "Index": 29}, {"Word": "is", "Confidence": 0.969, "X1": 0.3834, "Y1": 0.3622, "X2": 0.40711, "Y2": 0.362, "X3": 0.40711, "Y3": 0.3788, "X4": 0.3834, "Y4": 0.3798, "page": 0, "Index": 30}, {"Word": "enclosing", "Confidence": 0.639, "X1": 0.61924, "Y1": 0.3712, "X2": 0.71146, "Y2": 0.371, "X3": 0.71146, "Y3": 0.3868, "X4": 0.61924, "Y4": 0.3888, "page": 0, "Index": 31}, {"Word": "papers", "Confidence": 0.899, "X1": 0.71542, "Y1": 0.3692, "X2": 0.77866, "Y2": 0.369, "X3": 0.77866, "Y3": 0.3848, "X4": 0.71542, "Y4": 0.3868, "page": 0, "Index": 32}, {"Word": "thank", "Confidence": 0.64, "X1": 0.18972, "Y1": 0.3822, "X2": 0.24242, "Y2": 0.382, "X3": 0.24111, "Y3": 0.3978, "X4": 0.18841, "Y4": 0.3998, "page": 0, "Index": 33}, {"Word": "you", "Confidence": 0.998, "X1": 0.24769, "Y1": 0.3812, "X2": 0.28195, "Y2": 0.381, "X3": 0.28063, "Y3": 0.3968, "X4": 0.24638, "Y4": 0.3978, "page": 0, "Index": 34}, {"Word": "for", "Confidence": 0.997, "X1": 0.2859, "Y1": 0.3802, "X2": 0.32016, "Y2": 0.38, "X3": 0.32016, "Y3": 0.3958, "X4": 0.28458, "Y4": 0.3968, "page": 0, "Index": 35}, {"Word": "your", "Confidence": 0.988, "X1": 0.32543, "Y1": 0.3792, "X2": 0.36759, "Y2": 0.379, "X3": 0.36759, "Y3": 0.3948, "X4": 0.32411, "Y4": 0.3958, "page": 0, "Index": 36}, {"Word": "letter", "Confidence": 0.951, "X1": 0.37549, "Y1": 0.3772, "X2": 0.4361, "Y2": 0.377, "X3": 0.4361, "Y3": 0.3928, "X4": 0.37418, "Y4": 0.3948, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.44401, "Y1": 0.3762, "X2": 0.46772, "Y2": 0.376, "X3": 0.4664, "Y3": 0.3928, "X4": 0.44269, "Y4": 0.3928, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.47299, "Y1": 0.3752, "X2": 0.50593, "Y2": 0.375, "X3": 0.50593, "Y3": 0.3918, "X4": 0.47299, "Y4": 0.3918, "page": 0, "Index": 39}, {"Word": "29th", "Confidence": 0.991, "X1": 0.51252, "Y1": 0.3742, "X2": 0.55468, "Y2": 0.374, "X3": 0.55468, "Y3": 0.3898, "X4": 0.5112, "Y4": 0.3908, "page": 0, "Index": 40}, {"Word": "April", "Confidence": 0.851, "X1": 0.55995, "Y1": 0.3732, "X2": 0.61265, "Y2": 0.373, "X3": 0.61265, "Y3": 0.3888, "X4": 0.55863, "Y4": 0.3898, "page": 0, "Index": 41}, {"Word": "me", "Confidence": 0.814, "X1": 0.13175, "Y1": 0.3842, "X2": 0.15415, "Y2": 0.384, "X3": 0.15283, "Y3": 0.4008, "X4": 0.13043, "Y4": 0.4008, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.998, "X1": 0.16074, "Y1": 0.3842, "X2": 0.18445, "Y2": 0.384, "X3": 0.18314, "Y3": 0.3998, "X4": 0.15942, "Y4": 0.4008, "page": 0, "Index": 43}, {"Word": "relating", "Confidence": 0.793, "X1": 0.13175, "Y1": 0.3982, "X2": 0.21344, "Y2": 0.398, "X3": 0.21344, "Y3": 0.4138, "X4": 0.13043, "Y4": 0.4168, "page": 0, "Index": 44}, {"Word": "to", "Confidence": 0.998, "X1": 0.22003, "Y1": 0.3972, "X2": 0.24242, "Y2": 0.397, "X3": 0.24242, "Y3": 0.4128, "X4": 0.21871, "Y4": 0.4138, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.24901, "Y1": 0.3962, "X2": 0.28195, "Y2": 0.396, "X3": 0.28063, "Y3": 0.4118, "X4": 0.24769, "Y4": 0.4128, "page": 0, "Index": 46}, {"Word": "above", "Confidence": 0.923, "X1": 0.28722, "Y1": 0.3952, "X2": 0.34124, "Y2": 0.395, "X3": 0.33992, "Y3": 0.4108, "X4": 0.28722, "Y4": 0.4118, "page": 0, "Index": 47}, {"Word": "applicant.", "Confidence": 0.542, "X1": 0.34651, "Y1": 0.3942, "X2": 0.44664, "Y2": 0.394, "X3": 0.44664, "Y3": 0.4098, "X4": 0.34651, "Y4": 0.4108, "page": 0, "Index": 48}, {"Word": "comments:\"", "Confidence": 0.622, "X1": 0.33992, "Y1": 0.4212, "X2": 0.43874, "Y2": 0.421, "X3": 0.43874, "Y3": 0.4378, "X4": 0.33992, "Y4": 0.4398, "page": 0, "Index": 49}, {"Word": "Although", "Confidence": 0.99, "X1": 0.44796, "Y1": 0.4182, "X2": 0.52701, "Y2": 0.418, "X3": 0.52833, "Y3": 0.4358, "X4": 0.44796, "Y4": 0.4378, "page": 0, "Index": 50}, {"Word": "this", "Confidence": 0.985, "X1": 0.5336, "Y1": 0.4172, "X2": 0.57839, "Y2": 0.417, "X3": 0.57839, "Y3": 0.4348, "X4": 0.5336, "Y4": 0.4358, "page": 0, "Index": 51}, {"Word": "applicant", "Confidence": 0.942, "X1": 0.58235, "Y1": 0.4162, "X2": 0.67589, "Y2": 0.416, "X3": 0.67589, "Y3": 0.4318, "X4": 0.58235, "Y4": 0.4338, "page": 0, "Index": 52}, {"Word": "has", "Confidence": 0.997, "X1": 0.68248, "Y1": 0.4152, "X2": 0.71542, "Y2": 0.415, "X3": 0.71673, "Y3": 0.4308, "X4": 0.68248, "Y4": 0.4318, "page": 0, "Index": 53}, {"Word": "come", "Confidence": 0.582, "X1": 0.722, "Y1": 0.4152, "X2": 0.76416, "Y2": 0.415, "X3": 0.76548, "Y3": 0.4298, "X4": 0.722, "Y4": 0.4308, "page": 0, "Index": 54}, {"Word": "Dr.", "Confidence": 0.982, "X1": 0.23188, "Y1": 0.4262, "X2": 0.26482, "Y2": 0.426, "X3": 0.2635, "Y3": 0.4418, "X4": 0.23057, "Y4": 0.4428, "page": 0, "Index": 55}, {"Word": "Felton", "Confidence": 0.636, "X1": 0.26877, "Y1": 0.4242, "X2": 0.33333, "Y2": 0.424, "X3": 0.33333, "Y3": 0.4398, "X4": 0.26746, "Y4": 0.4418, "page": 0, "Index": 56}, {"Word": "Dr.", "Confidence": 0.968, "X1": 0.59947, "Y1": 0.4322, "X2": 0.63373, "Y2": 0.432, "X3": 0.63505, "Y3": 0.4478, "X4": 0.59947, "Y4": 0.4488, "page": 0, "Index": 57}, {"Word": "Cleverdon", "Confidence": 0.991, "X1": 0.639, "Y1": 0.4292, "X2": 0.73254, "Y2": 0.429, "X3": 0.73254, "Y3": 0.4448, "X4": 0.639, "Y4": 0.4478, "page": 0, "Index": 58}, {"Word": "and", "Confidence": 0.452, "X1": 0.73781, "Y1": 0.4282, "X2": 0.77075, "Y2": 0.428, "X3": 0.77207, "Y3": 0.4438, "X4": 0.73913, "Y4": 0.4448, "page": 0, "Index": 59}, {"Word": "I", "Confidence": 0.807, "X1": 0.77734, "Y1": 0.4272, "X2": 0.7892, "Y2": 0.427, "X3": 0.7892, "Y3": 0.4428, "X4": 0.77734, "Y4": 0.4428, "page": 0, "Index": 60}, {"Word": "experience", "Confidence": 0.64, "X1": 0.21212, "Y1": 0.4402, "X2": 0.31357, "Y2": 0.44, "X3": 0.31357, "Y3": 0.4568, "X4": 0.21212, "Y4": 0.4588, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.997, "X1": 0.31884, "Y1": 0.4402, "X2": 0.34256, "Y2": 0.44, "X3": 0.34256, "Y3": 0.4558, "X4": 0.31884, "Y4": 0.4558, "page": 0, "Index": 62}, {"Word": "polysaccharide", "Confidence": 0.955, "X1": 0.34651, "Y1": 0.4362, "X2": 0.4888, "Y2": 0.436, "X3": 0.48748, "Y3": 0.4518, "X4": 0.34651, "Y4": 0.4558, "page": 0, "Index": 63}, {"Word": "chemistry.", "Confidence": 0.679, "X1": 0.49407, "Y1": 0.4332, "X2": 0.59552, "Y2": 0.433, "X3": 0.59552, "Y3": 0.4488, "X4": 0.49407, "Y4": 0.4518, "page": 0, "Index": 64}, {"Word": "limited", "Confidence": 0.661, "X1": 0.1357, "Y1": 0.4422, "X2": 0.20553, "Y2": 0.442, "X3": 0.20422, "Y3": 0.4588, "X4": 0.13439, "Y4": 0.4608, "page": 0, "Index": 65}, {"Word": "cannot", "Confidence": 0.665, "X1": 0.37813, "Y1": 0.4522, "X2": 0.44005, "Y2": 0.452, "X3": 0.44005, "Y3": 0.4678, "X4": 0.37813, "Y4": 0.4688, "page": 0, "Index": 66}, {"Word": "take", "Confidence": 0.686, "X1": 0.44796, "Y1": 0.4512, "X2": 0.49012, "Y2": 0.451, "X3": 0.49012, "Y3": 0.4658, "X4": 0.44796, "Y4": 0.4668, "page": 0, "Index": 67}, {"Word": "him", "Confidence": 0.998, "X1": 0.49539, "Y1": 0.4502, "X2": 0.52833, "Y2": 0.45, "X3": 0.52833, "Y3": 0.4648, "X4": 0.49539, "Y4": 0.4658, "page": 0, "Index": 68}, {"Word": "on,", "Confidence": 0.976, "X1": 0.53623, "Y1": 0.4492, "X2": 0.56917, "Y2": 0.449, "X3": 0.56917, "Y3": 0.4638, "X4": 0.53623, "Y4": 0.4648, "page": 0, "Index": 69}, {"Word": "on", "Confidence": 0.994, "X1": 0.57444, "Y1": 0.4482, "X2": 0.59684, "Y2": 0.448, "X3": 0.59684, "Y3": 0.4628, "X4": 0.57312, "Y4": 0.4638, "page": 0, "Index": 70}, {"Word": "trust,", "Confidence": 0.959, "X1": 0.60343, "Y1": 0.4462, "X2": 0.66667, "Y2": 0.446, "X3": 0.66667, "Y3": 0.4618, "X4": 0.60343, "Y4": 0.4628, "page": 0, "Index": 71}, {"Word": "without", "Confidence": 0.994, "X1": 0.67194, "Y1": 0.4442, "X2": 0.7444, "Y2": 0.444, "X3": 0.7444, "Y3": 0.4598, "X4": 0.67062, "Y4": 0.4618, "page": 0, "Index": 72}, {"Word": "an", "Confidence": 0.955, "X1": 0.75099, "Y1": 0.4432, "X2": 0.77339, "Y2": 0.443, "X3": 0.77207, "Y3": 0.4588, "X4": 0.75099, "Y4": 0.4588, "page": 0, "Index": 73}, {"Word": "are", "Confidence": 0.995, "X1": 0.1357, "Y1": 0.4582, "X2": 0.16601, "Y2": 0.458, "X3": 0.16733, "Y3": 0.4748, "X4": 0.1357, "Y4": 0.4758, "page": 0, "Index": 74}, {"Word": "in", "Confidence": 0.998, "X1": 0.17391, "Y1": 0.4582, "X2": 0.19499, "Y2": 0.458, "X3": 0.19499, "Y3": 0.4738, "X4": 0.17391, "Y4": 0.4748, "page": 0, "Index": 75}, {"Word": "agreement", "Confidence": 0.371, "X1": 0.2029, "Y1": 0.4562, "X2": 0.29381, "Y2": 0.456, "X3": 0.29381, "Y3": 0.4708, "X4": 0.20422, "Y4": 0.4738, "page": 0, "Index": 76}, {"Word": "that", "Confidence": 0.848, "X1": 0.30171, "Y1": 0.4552, "X2": 0.34124, "Y2": 0.455, "X3": 0.34124, "Y3": 0.4698, "X4": 0.30171, "Y4": 0.4708, "page": 0, "Index": 77}, {"Word": "we", "Confidence": 0.194, "X1": 0.34783, "Y1": 0.4542, "X2": 0.37286, "Y2": 0.454, "X3": 0.37286, "Y3": 0.4688, "X4": 0.34783, "Y4": 0.4698, "page": 0, "Index": 78}, {"Word": "coming", "Confidence": 0.955, "X1": 0.63241, "Y1": 0.4602, "X2": 0.69697, "Y2": 0.46, "X3": 0.69565, "Y3": 0.4768, "X4": 0.63241, "Y4": 0.4788, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.991, "X1": 0.70224, "Y1": 0.4592, "X2": 0.72464, "Y2": 0.459, "X3": 0.72464, "Y3": 0.4758, "X4": 0.70224, "Y4": 0.4768, "page": 0, "Index": 80}, {"Word": "England.\"", "Confidence": 0.909, "X1": 0.72859, "Y1": 0.4562, "X2": 0.82082, "Y2": 0.456, "X3": 0.82082, "Y3": 0.4728, "X4": 0.72859, "Y4": 0.4758, "page": 0, "Index": 81}, {"Word": "Interview.", "Confidence": 0.636, "X1": 0.13702, "Y1": 0.4712, "X2": 0.23847, "Y2": 0.471, "X3": 0.23847, "Y3": 0.4878, "X4": 0.13702, "Y4": 0.4898, "page": 0, "Index": 82}, {"Word": "He", "Confidence": 0.996, "X1": 0.26087, "Y1": 0.4702, "X2": 0.2859, "Y2": 0.47, "X3": 0.2859, "Y3": 0.4868, "X4": 0.26087, "Y4": 0.4878, "page": 0, "Index": 83}, {"Word": "does", "Confidence": 0.385, "X1": 0.28986, "Y1": 0.4692, "X2": 0.33333, "Y2": 0.469, "X3": 0.33333, "Y3": 0.4858, "X4": 0.28986, "Y4": 0.4868, "page": 0, "Index": 84}, {"Word": "not", "Confidence": 0.994, "X1": 0.3386, "Y1": 0.4682, "X2": 0.37286, "Y2": 0.468, "X3": 0.37286, "Y3": 0.4848, "X4": 0.3386, "Y4": 0.4858, "page": 0, "Index": 85}, {"Word": "indicate", "Confidence": 0.886, "X1": 0.37945, "Y1": 0.4662, "X2": 0.46113, "Y2": 0.466, "X3": 0.46113, "Y3": 0.4828, "X4": 0.37945, "Y4": 0.4848, "page": 0, "Index": 86}, {"Word": "any", "Confidence": 0.886, "X1": 0.4664, "Y1": 0.4652, "X2": 0.49934, "Y2": 0.465, "X3": 0.49934, "Y3": 0.4818, "X4": 0.4664, "Y4": 0.4828, "page": 0, "Index": 87}, {"Word": "intention", "Confidence": 0.943, "X1": 0.50725, "Y1": 0.4632, "X2": 0.59816, "Y2": 0.463, "X3": 0.59816, "Y3": 0.4798, "X4": 0.50725, "Y4": 0.4818, "page": 0, "Index": 88}, {"Word": "of", "Confidence": 0.998, "X1": 0.60343, "Y1": 0.4622, "X2": 0.62714, "Y2": 0.462, "X3": 0.62714, "Y3": 0.4788, "X4": 0.60211, "Y4": 0.4798, "page": 0, "Index": 89}, {"Word": "tell", "Confidence": 0.815, "X1": 0.62451, "Y1": 0.4902, "X2": 0.66798, "Y2": 0.49, "X3": 0.6693, "Y3": 0.5068, "X4": 0.62582, "Y4": 0.5078, "page": 0, "Index": 90}, {"Word": "him", "Confidence": 0.991, "X1": 0.67325, "Y1": 0.4902, "X2": 0.70619, "Y2": 0.49, "X3": 0.70751, "Y3": 0.5058, "X4": 0.67325, "Y4": 0.5068, "page": 0, "Index": 91}, {"Word": "we", "Confidence": 0.27, "X1": 0.71146, "Y1": 0.4892, "X2": 0.73518, "Y2": 0.489, "X3": 0.7365, "Y3": 0.5048, "X4": 0.71146, "Y4": 0.5058, "page": 0, "Index": 92}, {"Word": "would", "Confidence": 0.994, "X1": 0.74045, "Y1": 0.4882, "X2": 0.79447, "Y2": 0.488, "X3": 0.79578, "Y3": 0.5038, "X4": 0.74045, "Y4": 0.5048, "page": 0, "Index": 93}, {"Word": "Dr.", "Confidence": 0.968, "X1": 0.2332, "Y1": 0.5012, "X2": 0.26614, "Y2": 0.501, "X3": 0.26746, "Y3": 0.5178, "X4": 0.2332, "Y4": 0.5178, "page": 0, "Index": 94}, {"Word": "Green", "Confidence": 0.704, "X1": 0.27009, "Y1": 0.4992, "X2": 0.32411, "Y2": 0.499, "X3": 0.32543, "Y3": 0.5158, "X4": 0.27141, "Y4": 0.5178, "page": 0, "Index": 95}, {"Word": "comments:", "Confidence": 0.461, "X1": 0.3307, "Y1": 0.4972, "X2": 0.42292, "Y2": 0.497, "X3": 0.42424, "Y3": 0.5138, "X4": 0.3307, "Y4": 0.5158, "page": 0, "Index": 96}, {"Word": "\"I", "Confidence": 0.886, "X1": 0.43874, "Y1": 0.4952, "X2": 0.46245, "Y2": 0.495, "X3": 0.46377, "Y3": 0.5128, "X4": 0.43874, "Y4": 0.5128, "page": 0, "Index": 97}, {"Word": "think", "Confidence": 0.997, "X1": 0.46904, "Y1": 0.4942, "X2": 0.52174, "Y2": 0.494, "X3": 0.52174, "Y3": 0.5108, "X4": 0.46904, "Y4": 0.5128, "page": 0, "Index": 98}, {"Word": "we", "Confidence": 0.939, "X1": 0.52569, "Y1": 0.4932, "X2": 0.55072, "Y2": 0.493, "X3": 0.55072, "Y3": 0.5098, "X4": 0.52701, "Y4": 0.5108, "page": 0, "Index": 99}, {"Word": "should", "Confidence": 0.944, "X1": 0.55468, "Y1": 0.4922, "X2": 0.6166, "Y2": 0.492, "X3": 0.61792, "Y3": 0.5088, "X4": 0.55599, "Y4": 0.5098, "page": 0, "Index": 100}, {"Word": "and", "Confidence": 0.994, "X1": 0.74308, "Y1": 0.5032, "X2": 0.77602, "Y2": 0.503, "X3": 0.77734, "Y3": 0.5178, "X4": 0.7444, "Y4": 0.5188, "page": 0, "Index": 101}, {"Word": "expenses", "Confidence": 0.627, "X1": 0.36232, "Y1": 0.5132, "X2": 0.44401, "Y2": 0.513, "X3": 0.44269, "Y3": 0.5278, "X4": 0.361, "Y4": 0.5308, "page": 0, "Index": 102}, {"Word": "for", "Confidence": 0.998, "X1": 0.44928, "Y1": 0.5122, "X2": 0.48221, "Y2": 0.512, "X3": 0.48221, "Y3": 0.5268, "X4": 0.44928, "Y4": 0.5278, "page": 0, "Index": 103}, {"Word": "a", "Confidence": 0.991, "X1": 0.49012, "Y1": 0.5112, "X2": 0.50066, "Y2": 0.511, "X3": 0.50066, "Y3": 0.5268, "X4": 0.4888, "Y4": 0.5268, "page": 0, "Index": 104}, {"Word": "visit", "Confidence": 0.991, "X1": 0.50856, "Y1": 0.5092, "X2": 0.55995, "Y2": 0.509, "X3": 0.55995, "Y3": 0.5248, "X4": 0.50856, "Y4": 0.5258, "page": 0, "Index": 105}, {"Word": "from", "Confidence": 0.825, "X1": 0.56653, "Y1": 0.5082, "X2": 0.6087, "Y2": 0.508, "X3": 0.6087, "Y3": 0.5228, "X4": 0.56653, "Y4": 0.5248, "page": 0, "Index": 106}, {"Word": "South", "Confidence": 0.995, "X1": 0.61397, "Y1": 0.5062, "X2": 0.66667, "Y2": 0.506, "X3": 0.66667, "Y3": 0.5218, "X4": 0.61528, "Y4": 0.5228, "page": 0, "Index": 107}, {"Word": "Africa", "Confidence": 0.846, "X1": 0.67325, "Y1": 0.5042, "X2": 0.7365, "Y2": 0.504, "X3": 0.7365, "Y3": 0.5188, "X4": 0.67457, "Y4": 0.5208, "page": 0, "Index": 108}, {"Word": "not", "Confidence": 0.992, "X1": 0.13702, "Y1": 0.5202, "X2": 0.17128, "Y2": 0.52, "X3": 0.16996, "Y3": 0.5358, "X4": 0.1357, "Y4": 0.5368, "page": 0, "Index": 109}, {"Word": "be", "Confidence": 0.749, "X1": 0.17655, "Y1": 0.5192, "X2": 0.19895, "Y2": 0.519, "X3": 0.19763, "Y3": 0.5348, "X4": 0.17523, "Y4": 0.5358, "page": 0, "Index": 110}, {"Word": "prepared", "Confidence": 0.671, "X1": 0.20422, "Y1": 0.5172, "X2": 0.2859, "Y2": 0.517, "X3": 0.2859, "Y3": 0.5328, "X4": 0.2029, "Y4": 0.5348, "page": 0, "Index": 111}, {"Word": "to", "Confidence": 0.998, "X1": 0.29513, "Y1": 0.5162, "X2": 0.31621, "Y2": 0.516, "X3": 0.31489, "Y3": 0.5318, "X4": 0.29381, "Y4": 0.5318, "page": 0, "Index": 112}, {"Word": "pay", "Confidence": 0.997, "X1": 0.32279, "Y1": 0.5152, "X2": 0.35441, "Y2": 0.515, "X3": 0.35441, "Y3": 0.5308, "X4": 0.32279, "Y4": 0.5318, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.991, "X1": 0.6166, "Y1": 0.5222, "X2": 0.64954, "Y2": 0.522, "X3": 0.65086, "Y3": 0.5378, "X4": 0.61792, "Y4": 0.5388, "page": 0, "Index": 114}, {"Word": "circumstances,", "Confidence": 0.101, "X1": 0.65481, "Y1": 0.5202, "X2": 0.79578, "Y2": 0.52, "X3": 0.79578, "Y3": 0.5358, "X4": 0.65481, "Y4": 0.5378, "page": 0, "Index": 115}, {"Word": "2111", "Confidence": 0.603, "X1": 0.23452, "Y1": 0.5322, "X2": 0.278, "Y2": 0.532, "X3": 0.278, "Y3": 0.5478, "X4": 0.23452, "Y4": 0.5488, "page": 0, "Index": 116}, {"Word": "this", "Confidence": 0.991, "X1": 0.28458, "Y1": 0.5302, "X2": 0.32675, "Y2": 0.53, "X3": 0.32675, "Y3": 0.5468, "X4": 0.28458, "Y4": 0.5478, "page": 0, "Index": 117}, {"Word": "post", "Confidence": 0.986, "X1": 0.33333, "Y1": 0.5292, "X2": 0.37549, "Y2": 0.529, "X3": 0.37549, "Y3": 0.5458, "X4": 0.33333, "Y4": 0.5468, "page": 0, "Index": 118}, {"Word": "without", "Confidence": 0.991, "X1": 0.38076, "Y1": 0.5272, "X2": 0.45323, "Y2": 0.527, "X3": 0.45455, "Y3": 0.5438, "X4": 0.38076, "Y4": 0.5448, "page": 0, "Index": 119}, {"Word": "interview.", "Confidence": 0.765, "X1": 0.46113, "Y1": 0.5262, "X2": 0.56258, "Y2": 0.526, "X3": 0.56258, "Y3": 0.5418, "X4": 0.46113, "Y4": 0.5438, "page": 0, "Index": 120}, {"Word": "In", "Confidence": 0.997, "X1": 0.58762, "Y1": 0.5232, "X2": 0.61001, "Y2": 0.523, "X3": 0.61001, "Y3": 0.5388, "X4": 0.58762, "Y4": 0.5398, "page": 0, "Index": 121}, {"Word": "could", "Confidence": 0.994, "X1": 0.14097, "Y1": 0.5352, "X2": 0.18972, "Y2": 0.535, "X3": 0.18972, "Y3": 0.5498, "X4": 0.14097, "Y4": 0.5508, "page": 0, "Index": 122}, {"Word": "not", "Confidence": 0.994, "X1": 0.19499, "Y1": 0.5332, "X2": 0.22925, "Y2": 0.533, "X3": 0.22925, "Y3": 0.5488, "X4": 0.19499, "Y4": 0.5498, "page": 0, "Index": 123}, {"Word": "regret", "Confidence": 0.884, "X1": 0.14097, "Y1": 0.5502, "X2": 0.20158, "Y2": 0.55, "X3": 0.20158, "Y3": 0.5658, "X4": 0.14097, "Y4": 0.5678, "page": 0, "Index": 124}, {"Word": "etc.\"", "Confidence": 0.888, "X1": 0.20685, "Y1": 0.5462, "X2": 0.25955, "Y2": 0.546, "X3": 0.25955, "Y3": 0.5618, "X4": 0.20817, "Y4": 0.5658, "page": 0, "Index": 125}, {"Word": "herewith.", "Confidence": 0.958, "X1": 0.49934, "Y1": 0.5682, "X2": 0.59289, "Y2": 0.568, "X3": 0.5942, "Y3": 0.5878, "X4": 0.50066, "Y4": 0.5898, "page": 0, "Index": 126}, {"Word": "I", "Confidence": 0.691, "X1": 0.23979, "Y1": 0.5762, "X2": 0.25033, "Y2": 0.576, "X3": 0.25033, "Y3": 0.5948, "X4": 0.23979, "Y4": 0.5948, "page": 0, "Index": 127}, {"Word": "return", "Confidence": 0.835, "X1": 0.2556, "Y1": 0.5752, "X2": 0.31752, "Y2": 0.575, "X3": 0.31752, "Y3": 0.5938, "X4": 0.2556, "Y4": 0.5948, "page": 0, "Index": 128}, {"Word": "Clingman's", "Confidence": 0.87, "X1": 0.32279, "Y1": 0.5722, "X2": 0.42688, "Y2": 0.572, "X3": 0.42688, "Y3": 0.5908, "X4": 0.32279, "Y4": 0.5938, "page": 0, "Index": 129}, {"Word": "papers", "Confidence": 0.637, "X1": 0.43215, "Y1": 0.5712, "X2": 0.49539, "Y2": 0.571, "X3": 0.49539, "Y3": 0.5898, "X4": 0.43215, "Y4": 0.5908, "page": 0, "Index": 130}, {"Word": "With", "Confidence": 0.97, "X1": 0.33465, "Y1": 0.6042, "X2": 0.37945, "Y2": 0.604, "X3": 0.37945, "Y3": 0.6218, "X4": 0.33597, "Y4": 0.6228, "page": 0, "Index": 131}, {"Word": "kind", "Confidence": 0.989, "X1": 0.3834, "Y1": 0.6032, "X2": 0.42951, "Y2": 0.603, "X3": 0.42951, "Y3": 0.6208, "X4": 0.38472, "Y4": 0.6218, "page": 0, "Index": 132}, {"Word": "regards,", "Confidence": 0.628, "X1": 0.43347, "Y1": 0.6012, "X2": 0.51779, "Y2": 0.601, "X3": 0.51779, "Y3": 0.6188, "X4": 0.43347, "Y4": 0.6208, "page": 0, "Index": 133}, {"Word": "Yours", "Confidence": 0.993, "X1": 0.43742, "Y1": 0.6322, "X2": 0.4888, "Y2": 0.632, "X3": 0.4888, "Y3": 0.6498, "X4": 0.43742, "Y4": 0.6498, "page": 0, "Index": 134}, {"Word": "sincerely.", "Confidence": 0.68, "X1": 0.49407, "Y1": 0.6302, "X2": 0.59947, "Y2": 0.63, "X3": 0.59816, "Y3": 0.6498, "X4": 0.49407, "Y4": 0.6498, "page": 0, "Index": 135}, {"Word": "Enclosures", "Confidence": 0.771, "X1": 0.15152, "Y1": 0.8122, "X2": 0.25428, "Y2": 0.812, "X3": 0.2556, "Y3": 0.8298, "X4": 0.1502, "Y4": 0.8328, "page": 0, "Index": 136}, {"Word": "4", "Confidence": 0.767, "X1": 0.82477, "Y1": 0.8222, "X2": 0.84453, "Y2": 0.822, "X3": 0.84321, "Y3": 0.8598, "X4": 0.82345, "Y4": 0.8588, "page": 0, "Index": 137}, {"Word": "105494963", "Confidence": 0.995, "X1": 0.93544, "Y1": 0.9922, "X2": 0.93149, "Y2": 0.992, "X3": 0.89592, "Y3": 0.9918, "X4": 0.89987, "Y4": 0.8748, "page": 0, "Index": 138}]}
"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"
fflb0101
0
{"lines_data": [{"Word": "July 29, 1983", "Confidence": 0.99067, "X1": 0.52835, "Y1": 0.1662, "X2": 0.70361, "Y2": 0.166, "X3": 0.70361, "Y3": 0.1878, "X4": 0.52835, "Y4": 0.1878, "page": 0}, {"Word": "TO: Mr. J. W. Johnston", "Confidence": 0.9974, "X1": 0.15464, "Y1": 0.2752, "X2": 0.4549, "Y2": 0.275, "X3": 0.4549, "Y3": 0.2918, "X4": 0.15464, "Y4": 0.2908, "page": 0}, {"Word": "Mr. M. L. Orlowsky", "Confidence": 0.99725, "X1": 0.21778, "Y1": 0.2922, "X2": 0.4549, "Y2": 0.292, "X3": 0.4549, "Y3": 0.3078, "X4": 0.21778, "Y4": 0.3068, "page": 0}, {"Word": "Mr. J. T. Winebrenner", "Confidence": 0.9965, "X1": 0.21778, "Y1": 0.3092, "X2": 0.49485, "Y2": 0.309, "X3": 0.49356, "Y3": 0.3248, "X4": 0.21778, "Y4": 0.3228, "page": 0}, {"Word": "RE: PROJECT DS CREATIVE", "Confidence": 0.983, "X1": 0.33376, "Y1": 0.3662, "X2": 0.65077, "Y2": 0.366, "X3": 0.65077, "Y3": 0.3828, "X4": 0.33376, "Y4": 0.3818, "page": 0}, {"Word": "This is to confirm our meeting with Long, Haymes &", "Confidence": 0.9938, "X1": 0.15335, "Y1": 0.4082, "X2": 0.80541, "Y2": 0.408, "X3": 0.80541, "Y3": 0.4248, "X4": 0.15335, "Y4": 0.4218, "page": 0}, {"Word": "Carr at 4:00 p.m. Thursday, August 4, in conference", "Confidence": 0.99411, "X1": 0.15464, "Y1": 0.4242, "X2": 0.81701, "Y2": 0.424, "X3": 0.81701, "Y3": 0.4408, "X4": 0.15464, "Y4": 0.4388, "page": 0}, {"Word": "room 4-A to review Project DS creative for use in", "Confidence": 0.9963, "X1": 0.15593, "Y1": 0.4412, "X2": 0.79381, "Y2": 0.441, "X3": 0.79381, "Y3": 0.4568, "X4": 0.15593, "Y4": 0.4548, "page": 0}, {"Word": "newspaper and POS advertising.", "Confidence": 0.996, "X1": 0.15464, "Y1": 0.4572, "X2": 0.5451, "Y2": 0.457, "X3": 0.5451, "Y3": 0.4738, "X4": 0.15464, "Y4": 0.4728, "page": 0}, {"Word": "The following individuals from LHC will be in atten-", "Confidence": 0.99422, "X1": 0.15335, "Y1": 0.4892, "X2": 0.83119, "Y2": 0.489, "X3": 0.83119, "Y3": 0.5078, "X4": 0.15335, "Y4": 0.5058, "page": 0}, {"Word": "dance:", "Confidence": 0.957, "X1": 0.15593, "Y1": 0.5062, "X2": 0.23582, "Y2": 0.506, "X3": 0.23454, "Y3": 0.5208, "X4": 0.15593, "Y4": 0.5198, "page": 0}, {"Word": "Don Adams, EVP - Account Management", "Confidence": 0.99083, "X1": 0.1933, "Y1": 0.5392, "X2": 0.65077, "Y2": 0.539, "X3": 0.65077, "Y3": 0.5558, "X4": 0.1933, "Y4": 0.5538, "page": 0}, {"Word": "Dennis Schmidt, EVP - Creative Director", "Confidence": 0.996, "X1": 0.19072, "Y1": 0.5552, "X2": 0.70232, "Y2": 0.555, "X3": 0.70232, "Y3": 0.5718, "X4": 0.19072, "Y4": 0.5698, "page": 0}, {"Word": "Russ Gramer, VP - Associate Creative Director", "Confidence": 0.995, "X1": 0.19072, "Y1": 0.5722, "X2": 0.77964, "Y2": 0.572, "X3": 0.77964, "Y3": 0.5888, "X4": 0.19072, "Y4": 0.5868, "page": 0}, {"Word": "Bill Britt, Account Supervisor", "Confidence": 0.995, "X1": 0.19459, "Y1": 0.5882, "X2": 0.58505, "Y2": 0.588, "X3": 0.58505, "Y3": 0.6048, "X4": 0.19459, "Y4": 0.6028, "page": 0}, {"Word": ". . Tobin", "Confidence": 0.733, "X1": 0.53351, "Y1": 0.6732, "X2": 0.68041, "Y2": 0.673, "X3": 0.67912, "Y3": 0.6998, "X4": 0.53351, "Y4": 0.6988, "page": 0}, {"Word": "JGT/adh", "Confidence": 0.994, "X1": 0.15335, "Y1": 0.7072, "X2": 0.25258, "Y2": 0.707, "X3": 0.25258, "Y3": 0.7268, "X4": 0.15335, "Y4": 0.7278, "page": 0}, {"Word": "50363 0329", "Confidence": 0.993, "X1": 0.97809, "Y1": 0.9632, "X2": 0.9768, "Y2": 0.963, "X3": 0.95619, "Y3": 0.9628, "X4": 0.95619, "Y4": 0.8648, "page": 0}], "words_data": [{"Word": "July", "Confidence": 0.989, "X1": 0.52964, "Y1": 0.1672, "X2": 0.58247, "Y2": 0.167, "X3": 0.58247, "Y3": 0.1878, "X4": 0.52964, "Y4": 0.1878, "page": 0, "Index": 0}, {"Word": "29,", "Confidence": 0.994, "X1": 0.59407, "Y1": 0.1672, "X2": 0.63789, "Y2": 0.167, "X3": 0.63789, "Y3": 0.1878, "X4": 0.59407, "Y4": 0.1878, "page": 0, "Index": 1}, {"Word": "1983", "Confidence": 0.989, "X1": 0.64562, "Y1": 0.1672, "X2": 0.70103, "Y2": 0.167, "X3": 0.70103, "Y3": 0.1888, "X4": 0.64562, "Y4": 0.1878, "page": 0, "Index": 2}, {"Word": "TO:", "Confidence": 0.998, "X1": 0.15722, "Y1": 0.2752, "X2": 0.19588, "Y2": 0.275, "X3": 0.19459, "Y3": 0.2918, "X4": 0.15722, "Y4": 0.2918, "page": 0, "Index": 3}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.21778, "Y1": 0.2752, "X2": 0.26031, "Y2": 0.275, "X3": 0.26031, "Y3": 0.2908, "X4": 0.21778, "Y4": 0.2908, "page": 0, "Index": 4}, {"Word": "J.", "Confidence": 0.998, "X1": 0.27062, "Y1": 0.2752, "X2": 0.29897, "Y2": 0.275, "X3": 0.29897, "Y3": 0.2908, "X4": 0.27062, "Y4": 0.2908, "page": 0, "Index": 5}, {"Word": "W.", "Confidence": 0.998, "X1": 0.30799, "Y1": 0.2752, "X2": 0.33634, "Y2": 0.275, "X3": 0.33634, "Y3": 0.2908, "X4": 0.30799, "Y4": 0.2908, "page": 0, "Index": 6}, {"Word": "Johnston", "Confidence": 0.995, "X1": 0.34665, "Y1": 0.2762, "X2": 0.44974, "Y2": 0.276, "X3": 0.44974, "Y3": 0.2918, "X4": 0.34665, "Y4": 0.2908, "page": 0, "Index": 7}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.21907, "Y1": 0.2922, "X2": 0.26031, "Y2": 0.292, "X3": 0.26031, "Y3": 0.3068, "X4": 0.21778, "Y4": 0.3068, "page": 0, "Index": 8}, {"Word": "M.", "Confidence": 0.998, "X1": 0.26933, "Y1": 0.2922, "X2": 0.29897, "Y2": 0.292, "X3": 0.29768, "Y3": 0.3068, "X4": 0.26933, "Y4": 0.3068, "page": 0, "Index": 9}, {"Word": "L.", "Confidence": 0.998, "X1": 0.30928, "Y1": 0.2922, "X2": 0.33634, "Y2": 0.292, "X3": 0.33634, "Y3": 0.3078, "X4": 0.30799, "Y4": 0.3068, "page": 0, "Index": 10}, {"Word": "Orlowsky", "Confidence": 0.995, "X1": 0.34794, "Y1": 0.2942, "X2": 0.44974, "Y2": 0.294, "X3": 0.44974, "Y3": 0.3088, "X4": 0.34665, "Y4": 0.3078, "page": 0, "Index": 11}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.21907, "Y1": 0.3082, "X2": 0.2616, "Y2": 0.308, "X3": 0.26031, "Y3": 0.3238, "X4": 0.21778, "Y4": 0.3228, "page": 0, "Index": 12}, {"Word": "J.", "Confidence": 0.998, "X1": 0.27191, "Y1": 0.3082, "X2": 0.29768, "Y2": 0.308, "X3": 0.29768, "Y3": 0.3238, "X4": 0.27062, "Y4": 0.3238, "page": 0, "Index": 13}, {"Word": "T.", "Confidence": 0.998, "X1": 0.31057, "Y1": 0.3082, "X2": 0.33634, "Y2": 0.308, "X3": 0.33634, "Y3": 0.3238, "X4": 0.30928, "Y4": 0.3238, "page": 0, "Index": 14}, {"Word": "Winebrenner", "Confidence": 0.992, "X1": 0.34665, "Y1": 0.3112, "X2": 0.48969, "Y2": 0.311, "X3": 0.48969, "Y3": 0.3248, "X4": 0.34536, "Y4": 0.3248, "page": 0, "Index": 15}, {"Word": "RE:", "Confidence": 0.944, "X1": 0.33634, "Y1": 0.3662, "X2": 0.37758, "Y2": 0.366, "X3": 0.37629, "Y3": 0.3828, "X4": 0.33505, "Y4": 0.3828, "page": 0, "Index": 16}, {"Word": "PROJECT", "Confidence": 0.995, "X1": 0.39948, "Y1": 0.3662, "X2": 0.49098, "Y2": 0.366, "X3": 0.49098, "Y3": 0.3828, "X4": 0.3982, "Y4": 0.3828, "page": 0, "Index": 17}, {"Word": "DS", "Confidence": 0.997, "X1": 0.50129, "Y1": 0.3662, "X2": 0.52835, "Y2": 0.366, "X3": 0.52835, "Y3": 0.3828, "X4": 0.50129, "Y4": 0.3828, "page": 0, "Index": 18}, {"Word": "CREATIVE", "Confidence": 0.996, "X1": 0.54124, "Y1": 0.3672, "X2": 0.64691, "Y2": 0.367, "X3": 0.64691, "Y3": 0.3838, "X4": 0.54124, "Y4": 0.3828, "page": 0, "Index": 19}, {"Word": "This", "Confidence": 0.988, "X1": 0.15722, "Y1": 0.4062, "X2": 0.20619, "Y2": 0.406, "X3": 0.2049, "Y3": 0.4228, "X4": 0.15593, "Y4": 0.4228, "page": 0, "Index": 20}, {"Word": "is", "Confidence": 0.998, "X1": 0.22036, "Y1": 0.4062, "X2": 0.24613, "Y2": 0.406, "X3": 0.24485, "Y3": 0.4228, "X4": 0.21907, "Y4": 0.4228, "page": 0, "Index": 21}, {"Word": "to", "Confidence": 0.998, "X1": 0.25902, "Y1": 0.4062, "X2": 0.28479, "Y2": 0.406, "X3": 0.28351, "Y3": 0.4228, "X4": 0.25773, "Y4": 0.4228, "page": 0, "Index": 22}, {"Word": "confirm", "Confidence": 0.994, "X1": 0.29768, "Y1": 0.4072, "X2": 0.3866, "Y2": 0.407, "X3": 0.38531, "Y3": 0.4228, "X4": 0.29639, "Y4": 0.4228, "page": 0, "Index": 23}, {"Word": "our", "Confidence": 0.998, "X1": 0.39948, "Y1": 0.4072, "X2": 0.43943, "Y2": 0.407, "X3": 0.43814, "Y3": 0.4238, "X4": 0.39948, "Y4": 0.4228, "page": 0, "Index": 24}, {"Word": "meeting", "Confidence": 0.996, "X1": 0.45103, "Y1": 0.4082, "X2": 0.54253, "Y2": 0.408, "X3": 0.54253, "Y3": 0.4238, "X4": 0.44974, "Y4": 0.4238, "page": 0, "Index": 25}, {"Word": "with", "Confidence": 0.981, "X1": 0.55412, "Y1": 0.4082, "X2": 0.60825, "Y2": 0.408, "X3": 0.60825, "Y3": 0.4238, "X4": 0.55412, "Y4": 0.4238, "page": 0, "Index": 26}, {"Word": "Long,", "Confidence": 0.997, "X1": 0.61985, "Y1": 0.4082, "X2": 0.68686, "Y2": 0.408, "X3": 0.68686, "Y3": 0.4248, "X4": 0.61985, "Y4": 0.4238, "page": 0, "Index": 27}, {"Word": "Haymes", "Confidence": 0.997, "X1": 0.69716, "Y1": 0.4082, "X2": 0.77577, "Y2": 0.408, "X3": 0.77577, "Y3": 0.4248, "X4": 0.69716, "Y4": 0.4248, "page": 0, "Index": 28}, {"Word": "&", "Confidence": 0.991, "X1": 0.78866, "Y1": 0.4082, "X2": 0.80284, "Y2": 0.408, "X3": 0.80284, "Y3": 0.4248, "X4": 0.78866, "Y4": 0.4248, "page": 0, "Index": 29}, {"Word": "Carr", "Confidence": 0.988, "X1": 0.15593, "Y1": 0.4232, "X2": 0.2049, "Y2": 0.423, "X3": 0.20619, "Y3": 0.4398, "X4": 0.15593, "Y4": 0.4398, "page": 0, "Index": 30}, {"Word": "at", "Confidence": 0.998, "X1": 0.21907, "Y1": 0.4242, "X2": 0.24485, "Y2": 0.424, "X3": 0.24613, "Y3": 0.4398, "X4": 0.22036, "Y4": 0.4398, "page": 0, "Index": 31}, {"Word": "4:00", "Confidence": 0.991, "X1": 0.25902, "Y1": 0.4242, "X2": 0.30799, "Y2": 0.424, "X3": 0.30928, "Y3": 0.4398, "X4": 0.26031, "Y4": 0.4398, "page": 0, "Index": 32}, {"Word": "p.m.", "Confidence": 0.991, "X1": 0.32088, "Y1": 0.4242, "X2": 0.375, "Y2": 0.424, "X3": 0.37629, "Y3": 0.4398, "X4": 0.32216, "Y4": 0.4398, "page": 0, "Index": 33}, {"Word": "Thursday,", "Confidence": 0.992, "X1": 0.3866, "Y1": 0.4252, "X2": 0.50515, "Y2": 0.425, "X3": 0.50644, "Y3": 0.4408, "X4": 0.3866, "Y4": 0.4398, "page": 0, "Index": 34}, {"Word": "August", "Confidence": 0.997, "X1": 0.51546, "Y1": 0.4252, "X2": 0.59407, "Y2": 0.425, "X3": 0.59407, "Y3": 0.4408, "X4": 0.51546, "Y4": 0.4408, "page": 0, "Index": 35}, {"Word": "4,", "Confidence": 0.998, "X1": 0.60696, "Y1": 0.4252, "X2": 0.63402, "Y2": 0.425, "X3": 0.63402, "Y3": 0.4408, "X4": 0.60696, "Y4": 0.4408, "page": 0, "Index": 36}, {"Word": "in", "Confidence": 0.998, "X1": 0.64562, "Y1": 0.4252, "X2": 0.6701, "Y2": 0.425, "X3": 0.6701, "Y3": 0.4408, "X4": 0.64562, "Y4": 0.4408, "page": 0, "Index": 37}, {"Word": "conference", "Confidence": 0.994, "X1": 0.68428, "Y1": 0.4252, "X2": 0.81443, "Y2": 0.425, "X3": 0.81443, "Y3": 0.4408, "X4": 0.68428, "Y4": 0.4408, "page": 0, "Index": 38}, {"Word": "room", "Confidence": 0.988, "X1": 0.15722, "Y1": 0.4402, "X2": 0.2049, "Y2": 0.44, "X3": 0.2049, "Y3": 0.4558, "X4": 0.15593, "Y4": 0.4558, "page": 0, "Index": 39}, {"Word": "4-A", "Confidence": 0.998, "X1": 0.22036, "Y1": 0.4402, "X2": 0.25773, "Y2": 0.44, "X3": 0.25644, "Y3": 0.4558, "X4": 0.22036, "Y4": 0.4558, "page": 0, "Index": 40}, {"Word": "to", "Confidence": 0.998, "X1": 0.2732, "Y1": 0.4402, "X2": 0.29639, "Y2": 0.44, "X3": 0.29639, "Y3": 0.4558, "X4": 0.27191, "Y4": 0.4558, "page": 0, "Index": 41}, {"Word": "review", "Confidence": 0.997, "X1": 0.30928, "Y1": 0.4402, "X2": 0.38531, "Y2": 0.44, "X3": 0.38402, "Y3": 0.4558, "X4": 0.30799, "Y4": 0.4558, "page": 0, "Index": 42}, {"Word": "Project", "Confidence": 0.997, "X1": 0.39948, "Y1": 0.4412, "X2": 0.49098, "Y2": 0.441, "X3": 0.48969, "Y3": 0.4568, "X4": 0.3982, "Y4": 0.4558, "page": 0, "Index": 43}, {"Word": "DS", "Confidence": 0.998, "X1": 0.50258, "Y1": 0.4412, "X2": 0.52964, "Y2": 0.441, "X3": 0.52964, "Y3": 0.4568, "X4": 0.50258, "Y4": 0.4568, "page": 0, "Index": 44}, {"Word": "creative", "Confidence": 0.996, "X1": 0.54253, "Y1": 0.4412, "X2": 0.64691, "Y2": 0.441, "X3": 0.64691, "Y3": 0.4568, "X4": 0.54124, "Y4": 0.4568, "page": 0, "Index": 45}, {"Word": "for", "Confidence": 0.998, "X1": 0.65979, "Y1": 0.4412, "X2": 0.69716, "Y2": 0.441, "X3": 0.69716, "Y3": 0.4578, "X4": 0.65979, "Y4": 0.4568, "page": 0, "Index": 46}, {"Word": "use", "Confidence": 0.998, "X1": 0.71134, "Y1": 0.4412, "X2": 0.75, "Y2": 0.441, "X3": 0.74871, "Y3": 0.4578, "X4": 0.71134, "Y4": 0.4578, "page": 0, "Index": 47}, {"Word": "in", "Confidence": 0.995, "X1": 0.76289, "Y1": 0.4412, "X2": 0.78737, "Y2": 0.441, "X3": 0.78737, "Y3": 0.4578, "X4": 0.76289, "Y4": 0.4578, "page": 0, "Index": 48}, {"Word": "newspaper", "Confidence": 0.995, "X1": 0.15593, "Y1": 0.4572, "X2": 0.27191, "Y2": 0.457, "X3": 0.27062, "Y3": 0.4738, "X4": 0.15593, "Y4": 0.4738, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.998, "X1": 0.28479, "Y1": 0.4572, "X2": 0.32345, "Y2": 0.457, "X3": 0.32345, "Y3": 0.4738, "X4": 0.28479, "Y4": 0.4738, "page": 0, "Index": 50}, {"Word": "POS", "Confidence": 0.998, "X1": 0.33376, "Y1": 0.4572, "X2": 0.37371, "Y2": 0.457, "X3": 0.37371, "Y3": 0.4738, "X4": 0.33376, "Y4": 0.4738, "page": 0, "Index": 51}, {"Word": "advertising.", "Confidence": 0.993, "X1": 0.3866, "Y1": 0.4582, "X2": 0.5451, "Y2": 0.458, "X3": 0.5451, "Y3": 0.4748, "X4": 0.3866, "Y4": 0.4738, "page": 0, "Index": 52}, {"Word": "The", "Confidence": 0.998, "X1": 0.15593, "Y1": 0.4882, "X2": 0.19459, "Y2": 0.488, "X3": 0.1933, "Y3": 0.5048, "X4": 0.15593, "Y4": 0.5038, "page": 0, "Index": 53}, {"Word": "following", "Confidence": 0.995, "X1": 0.20619, "Y1": 0.4882, "X2": 0.32474, "Y2": 0.488, "X3": 0.32474, "Y3": 0.5068, "X4": 0.20619, "Y4": 0.5048, "page": 0, "Index": 54}, {"Word": "individuals", "Confidence": 0.992, "X1": 0.33634, "Y1": 0.4882, "X2": 0.47809, "Y2": 0.488, "X3": 0.47809, "Y3": 0.5078, "X4": 0.33505, "Y4": 0.5068, "page": 0, "Index": 55}, {"Word": "from", "Confidence": 0.988, "X1": 0.49098, "Y1": 0.4892, "X2": 0.54253, "Y2": 0.489, "X3": 0.54253, "Y3": 0.5078, "X4": 0.48969, "Y4": 0.5078, "page": 0, "Index": 56}, {"Word": "LHC", "Confidence": 0.994, "X1": 0.55541, "Y1": 0.4892, "X2": 0.59665, "Y2": 0.489, "X3": 0.59536, "Y3": 0.5078, "X4": 0.55412, "Y4": 0.5078, "page": 0, "Index": 57}, {"Word": "will", "Confidence": 0.988, "X1": 0.60567, "Y1": 0.4892, "X2": 0.66108, "Y2": 0.489, "X3": 0.65979, "Y3": 0.5078, "X4": 0.60567, "Y4": 0.5078, "page": 0, "Index": 58}, {"Word": "be", "Confidence": 0.998, "X1": 0.6701, "Y1": 0.4892, "X2": 0.69974, "Y2": 0.489, "X3": 0.69845, "Y3": 0.5078, "X4": 0.6701, "Y4": 0.5078, "page": 0, "Index": 59}, {"Word": "in", "Confidence": 0.998, "X1": 0.71134, "Y1": 0.4892, "X2": 0.73711, "Y2": 0.489, "X3": 0.73711, "Y3": 0.5068, "X4": 0.71134, "Y4": 0.5068, "page": 0, "Index": 60}, {"Word": "atten-", "Confidence": 0.997, "X1": 0.75, "Y1": 0.4902, "X2": 0.8299, "Y2": 0.49, "X3": 0.82861, "Y3": 0.5068, "X4": 0.75, "Y4": 0.5068, "page": 0, "Index": 61}, {"Word": "dance:", "Confidence": 0.957, "X1": 0.15722, "Y1": 0.5072, "X2": 0.23454, "Y2": 0.507, "X3": 0.23454, "Y3": 0.5218, "X4": 0.15593, "Y4": 0.5208, "page": 0, "Index": 62}, {"Word": "Don", "Confidence": 0.994, "X1": 0.19459, "Y1": 0.5382, "X2": 0.23196, "Y2": 0.538, "X3": 0.23196, "Y3": 0.5538, "X4": 0.1933, "Y4": 0.5538, "page": 0, "Index": 63}, {"Word": "Adams,", "Confidence": 0.993, "X1": 0.24485, "Y1": 0.5382, "X2": 0.32603, "Y2": 0.538, "X3": 0.32474, "Y3": 0.5548, "X4": 0.24485, "Y4": 0.5538, "page": 0, "Index": 64}, {"Word": "EVP", "Confidence": 0.998, "X1": 0.33505, "Y1": 0.5392, "X2": 0.37242, "Y2": 0.539, "X3": 0.37242, "Y3": 0.5548, "X4": 0.33376, "Y4": 0.5548, "page": 0, "Index": 65}, {"Word": "-", "Confidence": 0.97, "X1": 0.3866, "Y1": 0.5392, "X2": 0.3982, "Y2": 0.539, "X3": 0.3982, "Y3": 0.5548, "X4": 0.3866, "Y4": 0.5548, "page": 0, "Index": 66}, {"Word": "Account", "Confidence": 0.996, "X1": 0.41108, "Y1": 0.5392, "X2": 0.50387, "Y2": 0.539, "X3": 0.50258, "Y3": 0.5558, "X4": 0.41108, "Y4": 0.5558, "page": 0, "Index": 67}, {"Word": "Management", "Confidence": 0.994, "X1": 0.51418, "Y1": 0.5402, "X2": 0.64691, "Y2": 0.54, "X3": 0.64691, "Y3": 0.5548, "X4": 0.51418, "Y4": 0.5558, "page": 0, "Index": 68}, {"Word": "Dennis", "Confidence": 0.997, "X1": 0.1933, "Y1": 0.5552, "X2": 0.27062, "Y2": 0.555, "X3": 0.26933, "Y3": 0.5708, "X4": 0.19201, "Y4": 0.5708, "page": 0, "Index": 69}, {"Word": "Schmidt,", "Confidence": 0.995, "X1": 0.28351, "Y1": 0.5552, "X2": 0.38918, "Y2": 0.555, "X3": 0.38918, "Y3": 0.5718, "X4": 0.28222, "Y4": 0.5718, "page": 0, "Index": 70}, {"Word": "EVP", "Confidence": 0.998, "X1": 0.3982, "Y1": 0.5552, "X2": 0.43814, "Y2": 0.555, "X3": 0.43686, "Y3": 0.5718, "X4": 0.3982, "Y4": 0.5718, "page": 0, "Index": 71}, {"Word": "-", "Confidence": 0.994, "X1": 0.45232, "Y1": 0.5562, "X2": 0.46392, "Y2": 0.556, "X3": 0.46392, "Y3": 0.5718, "X4": 0.45103, "Y4": 0.5718, "page": 0, "Index": 72}, {"Word": "Creative", "Confidence": 0.996, "X1": 0.4768, "Y1": 0.5562, "X2": 0.58119, "Y2": 0.556, "X3": 0.58119, "Y3": 0.5718, "X4": 0.4768, "Y4": 0.5718, "page": 0, "Index": 73}, {"Word": "Director", "Confidence": 0.996, "X1": 0.59278, "Y1": 0.5562, "X2": 0.69845, "Y2": 0.556, "X3": 0.69716, "Y3": 0.5718, "X4": 0.59278, "Y4": 0.5718, "page": 0, "Index": 74}, {"Word": "Russ", "Confidence": 0.987, "X1": 0.19459, "Y1": 0.5712, "X2": 0.24485, "Y2": 0.571, "X3": 0.24356, "Y3": 0.5868, "X4": 0.19201, "Y4": 0.5868, "page": 0, "Index": 75}, {"Word": "Gramer,", "Confidence": 0.996, "X1": 0.25773, "Y1": 0.5712, "X2": 0.35052, "Y2": 0.571, "X3": 0.35052, "Y3": 0.5878, "X4": 0.25644, "Y4": 0.5868, "page": 0, "Index": 76}, {"Word": "VP", "Confidence": 0.997, "X1": 0.35954, "Y1": 0.5712, "X2": 0.3866, "Y2": 0.571, "X3": 0.38531, "Y3": 0.5878, "X4": 0.35954, "Y4": 0.5878, "page": 0, "Index": 77}, {"Word": "-", "Confidence": 0.998, "X1": 0.40077, "Y1": 0.5712, "X2": 0.41366, "Y2": 0.571, "X3": 0.41237, "Y3": 0.5878, "X4": 0.40077, "Y4": 0.5878, "page": 0, "Index": 78}, {"Word": "Associate", "Confidence": 0.995, "X1": 0.42526, "Y1": 0.5722, "X2": 0.54253, "Y2": 0.572, "X3": 0.54253, "Y3": 0.5888, "X4": 0.42397, "Y4": 0.5878, "page": 0, "Index": 79}, {"Word": "Creative", "Confidence": 0.996, "X1": 0.55412, "Y1": 0.5722, "X2": 0.65979, "Y2": 0.572, "X3": 0.65979, "Y3": 0.5888, "X4": 0.55412, "Y4": 0.5888, "page": 0, "Index": 80}, {"Word": "Director", "Confidence": 0.996, "X1": 0.6701, "Y1": 0.5722, "X2": 0.77577, "Y2": 0.572, "X3": 0.77577, "Y3": 0.5898, "X4": 0.6701, "Y4": 0.5888, "page": 0, "Index": 81}, {"Word": "Bill", "Confidence": 0.991, "X1": 0.19588, "Y1": 0.5872, "X2": 0.24485, "Y2": 0.587, "X3": 0.24356, "Y3": 0.6038, "X4": 0.19459, "Y4": 0.6028, "page": 0, "Index": 82}, {"Word": "Britt,", "Confidence": 0.997, "X1": 0.25773, "Y1": 0.5872, "X2": 0.33763, "Y2": 0.587, "X3": 0.33634, "Y3": 0.6038, "X4": 0.25644, "Y4": 0.6038, "page": 0, "Index": 83}, {"Word": "Account", "Confidence": 0.997, "X1": 0.34794, "Y1": 0.5882, "X2": 0.43814, "Y2": 0.588, "X3": 0.43686, "Y3": 0.6048, "X4": 0.34665, "Y4": 0.6038, "page": 0, "Index": 84}, {"Word": "Supervisor", "Confidence": 0.995, "X1": 0.45103, "Y1": 0.5902, "X2": 0.5799, "Y2": 0.59, "X3": 0.57861, "Y3": 0.6048, "X4": 0.44974, "Y4": 0.6048, "page": 0, "Index": 85}, {"Word": ".", "Confidence": 0.603, "X1": 0.54381, "Y1": 0.6712, "X2": 0.55928, "Y2": 0.671, "X3": 0.56314, "Y3": 0.6978, "X4": 0.54768, "Y4": 0.6988, "page": 0, "Index": 86}, {"Word": ".", "Confidence": 0.6, "X1": 0.58247, "Y1": 0.6762, "X2": 0.59794, "Y2": 0.676, "X3": 0.60052, "Y3": 0.6948, "X4": 0.58505, "Y4": 0.6958, "page": 0, "Index": 87}, {"Word": "Tobin", "Confidence": 0.996, "X1": 0.60696, "Y1": 0.6792, "X2": 0.67397, "Y2": 0.679, "X3": 0.67268, "Y3": 0.6958, "X4": 0.60825, "Y4": 0.6948, "page": 0, "Index": 88}, {"Word": "JGT/adh", "Confidence": 0.994, "X1": 0.15593, "Y1": 0.7082, "X2": 0.24742, "Y2": 0.708, "X3": 0.24742, "Y3": 0.7278, "X4": 0.15464, "Y4": 0.7278, "page": 0, "Index": 89}, {"Word": "50363", "Confidence": 0.995, "X1": 0.97809, "Y1": 0.9122, "X2": 0.97809, "Y2": 0.912, "X3": 0.95619, "Y3": 0.9128, "X4": 0.95619, "Y4": 0.8658, "page": 0, "Index": 90}, {"Word": "0329", "Confidence": 0.991, "X1": 0.9768, "Y1": 0.9602, "X2": 0.9768, "Y2": 0.96, "X3": 0.95619, "Y3": 0.9598, "X4": 0.95619, "Y4": 0.9218, "page": 0, "Index": 91}]}
"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"
ffmb0223
0
{"lines_data": [{"Word": "Cours M\u00e9thodes de sondage", "Confidence": 0.9605, "X1": 0.1498, "Y1": 0.0942, "X2": 0.39816, "Y2": 0.094, "X3": 0.39816, "Y3": 0.1108, "X4": 0.1498, "Y4": 0.1098, "page": 0}, {"Word": "Professeur : Chire Derend", "Confidence": 0.44225, "X1": 0.19317, "Y1": 0.1192, "X2": 0.34823, "Y2": 0.119, "X3": 0.34823, "Y3": 0.1298, "X4": 0.19317, "Y4": 0.1308, "page": 0}, {"Word": "B\u00e9puntosent (hn sociologie, Drivent\u00e9 de Moutonal", "Confidence": 0.23917, "X1": 0.13798, "Y1": 0.1282, "X2": 0.40736, "Y2": 0.128, "X3": 0.40736, "Y3": 0.1408, "X4": 0.13798, "Y4": 0.1418, "page": 0}, {"Word": "La mesure des connaissances", "Confidence": 0.99525, "X1": 0.12615, "Y1": 0.1692, "X2": 0.41656, "Y2": 0.169, "X3": 0.41656, "Y3": 0.1878, "X4": 0.12615, "Y4": 0.1878, "page": 0}, {"Word": "-", "Confidence": 0.888, "X1": 0.27858, "Y1": 0.3042, "X2": 0.27858, "Y2": 0.304, "X3": 0.2707, "Y3": 0.3048, "X4": 0.2707, "Y4": 0.2938, "page": 0}, {"Word": "La mesure des connaissances", "Confidence": 0.98225, "X1": 0.13141, "Y1": 0.3922, "X2": 0.39028, "Y2": 0.392, "X3": 0.39028, "Y3": 0.4058, "X4": 0.13141, "Y4": 0.4048, "page": 0}, {"Word": "* 1. es questions ile com'ssauce font offreune \u00e8 ze que l'on seit oe", "Confidence": 0.40021, "X1": 0.09198, "Y1": 0.4262, "X2": 0.42444, "Y2": 0.426, "X3": 0.42444, "Y3": 0.4368, "X4": 0.09198, "Y4": 0.4368, "page": 0}, {"Word": "cinit soucis sur ta thense clairethen noned ders le quostinocaire.", "Confidence": 0.3921, "X1": 0.09855, "Y1": 0.4362, "X2": 0.42707, "Y2": 0.436, "X3": 0.42707, "Y3": 0.4458, "X4": 0.09855, "Y4": 0.4458, "page": 0}, {"Word": "Elles sont souvent utilis\u00e9es comme morare de sonax;since poricte,", "Confidence": 0.73178, "X1": 0.0933, "Y1": 0.4502, "X2": 0.4297, "Y2": 0.45, "X3": 0.4297, "Y3": 0.4598, "X4": 0.0933, "Y4": 0.4598, "page": 0}, {"Word": "de poblgoes pr\u00e9-section \u00e7a ar\u00e9. alecal so volitt, fort \u00c9 migrentmiou", "Confidence": 0.44936, "X1": 0.10512, "Y1": 0.4692, "X2": 0.42181, "Y2": 0.469, "X3": 0.42181, "Y3": 0.4778, "X4": 0.10512, "Y4": 0.4778, "page": 0}, {"Word": ". Elles pervent servis & mesurer la notori\u00e9t\u00e9 d'une personne es", "Confidence": 0.43764, "X1": 0.0933, "Y1": 0.4892, "X2": 0.40342, "Y2": 0.489, "X3": 0.40342, "Y3": 0.4998, "X4": 0.0933, "Y4": 0.4998, "page": 0}, {"Word": "d'une entreprise, les positions d'un groupe. ou d'une association.", "Confidence": 0.53911, "X1": 0.09987, "Y1": 0.5002, "X2": 0.41787, "Y2": 0.5, "X3": 0.41787, "Y3": 0.5098, "X4": 0.09987, "Y4": 0.5098, "page": 0}, {"Word": "trelsieve cycle en sociologie?", "Confidence": 0.3775, "X1": 0.09987, "Y1": 0.5422, "X2": 0.24047, "Y2": 0.542, "X3": 0.24047, "Y3": 0.5518, "X4": 0.09987, "Y4": 0.5518, "page": 0}, {"Word": ". Selon pons, le quartier Cito-des Neiges es-El en insjeritt fiheophone on", "Confidence": 0.33825, "X1": 0.09855, "Y1": 0.5512, "X2": 0.42576, "Y2": 0.551, "X3": 0.42576, "Y3": 0.5608, "X4": 0.09855, "Y4": 0.5608, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.26938, "Y1": 0.5992, "X2": 0.28515, "Y2": 0.599, "X3": 0.28515, "Y3": 0.6138, "X4": 0.26807, "Y4": 0.6138, "page": 0}, {"Word": "...", "Confidence": 0.782, "X1": 0.78187, "Y1": 0.6852, "X2": 0.81472, "Y2": 0.685, "X3": 0.8134, "Y3": 0.6908, "X4": 0.78187, "Y4": 0.6888, "page": 0}, {"Word": "La pr\u00e9cision er Invariabilit\u00e9 dans la", "Confidence": 0.76217, "X1": 0.11432, "Y1": 0.6962, "X2": 0.43233, "Y2": 0.696, "X3": 0.43233, "Y3": 0.7118, "X4": 0.11432, "Y4": 0.7118, "page": 0}, {"Word": "---", "Confidence": 0.712, "X1": 0.53745, "Y1": 0.7062, "X2": 0.59001, "Y2": 0.706, "X3": 0.59001, "Y3": 0.7138, "X4": 0.53745, "Y4": 0.7138, "page": 0}, {"Word": "----", "Confidence": 0.387, "X1": 0.74244, "Y1": 0.7072, "X2": 0.79238, "Y2": 0.707, "X3": 0.79238, "Y3": 0.7118, "X4": 0.74244, "Y4": 0.7128, "page": 0}, {"Word": "compr\u00e9hension de la question", "Confidence": 0.9885, "X1": 0.14192, "Y1": 0.7142, "X2": 0.40604, "Y2": 0.714, "X3": 0.40604, "Y3": 0.7288, "X4": 0.14192, "Y4": 0.7288, "page": 0}, {"Word": "\u00b7 La formulation de la question doit pointer vers", "Confidence": 0.73911, "X1": 0.10512, "Y1": 0.7302, "X2": 0.42181, "Y2": 0.73, "X3": 0.42181, "Y3": 0.7438, "X4": 0.10381, "Y4": 0.7428, "page": 0}, {"Word": "l'information exacte que l'on veut obtenir, La.", "Confidence": 0.65714, "X1": 0.11432, "Y1": 0.7432, "X2": 0.42181, "Y2": 0.743, "X3": 0.42181, "Y3": 0.7558, "X4": 0.11432, "Y4": 0.7558, "page": 0}, {"Word": "--", "Confidence": 0.616, "X1": 0.82654, "Y1": 0.7542, "X2": 0.85151, "Y2": 0.754, "X3": 0.85151, "Y3": 0.7578, "X4": 0.82654, "Y4": 0.7578, "page": 0}, {"Word": "-----", "Confidence": 0.488, "X1": 0.53351, "Y1": 0.7532, "X2": 0.56636, "Y2": 0.753, "X3": 0.56636, "Y3": 0.7588, "X4": 0.53351, "Y4": 0.7578, "page": 0}, {"Word": "question est g\u00e9n\u00e9ralement ouverte.", "Confidence": 0.7325, "X1": 0.11564, "Y1": 0.7552, "X2": 0.34691, "Y2": 0.755, "X3": 0.34691, "Y3": 0.7688, "X4": 0.11564, "Y4": 0.7688, "page": 0}, {"Word": "Exemple: Platit que ;", "Confidence": 0.39725, "X1": 0.11038, "Y1": 0.7742, "X2": 0.26281, "Y2": 0.774, "X3": 0.26281, "Y3": 0.7868, "X4": 0.11038, "Y4": 0.7878, "page": 0}, {"Word": "H faut fonnuler ainsa", "Confidence": 0.25325, "X1": 0.12089, "Y1": 0.8062, "X2": 0.24442, "Y2": 0.806, "X3": 0.24442, "Y3": 0.8178, "X4": 0.12089, "Y4": 0.8158, "page": 0}, {"Word": "Bonne mowive (David lohonom) -. Z.", "Confidence": 0.2645, "X1": 0.1406, "Y1": 0.8422, "X2": 0.31406, "Y2": 0.842, "X3": 0.31406, "Y3": 0.8498, "X4": 0.1406, "Y4": 0.8498, "page": 0}, {"Word": "-", "Confidence": 0.994, "X1": 0.63995, "Y1": 0.8462, "X2": 0.66754, "Y2": 0.846, "X3": 0.66754, "Y3": 0.8508, "X4": 0.63995, "Y4": 0.8508, "page": 0}, {"Word": "3", "Confidence": 0.994, "X1": 0.27332, "Y1": 0.9072, "X2": 0.28121, "Y2": 0.907, "X3": 0.28121, "Y3": 0.9188, "X4": 0.27332, "Y4": 0.9198, "page": 0}, {"Word": "OGlafra Dumind, 19/02/2013", "Confidence": 0.44267, "X1": 0.72668, "Y1": 0.9562, "X2": 0.8975, "Y2": 0.956, "X3": 0.89882, "Y3": 0.9678, "X4": 0.72668, "Y4": 0.9688, "page": 0}], "words_data": [{"Word": "Cours", "Confidence": 0.996, "X1": 0.1498, "Y1": 0.0942, "X2": 0.20368, "Y2": 0.094, "X3": 0.20368, "Y3": 0.1098, "X4": 0.1498, "Y4": 0.1098, "page": 0, "Index": 0}, {"Word": "M\u00e9thodes", "Confidence": 0.855, "X1": 0.20762, "Y1": 0.0942, "X2": 0.29304, "Y2": 0.094, "X3": 0.29304, "Y3": 0.1098, "X4": 0.20762, "Y4": 0.1098, "page": 0, "Index": 1}, {"Word": "de", "Confidence": 0.997, "X1": 0.29698, "Y1": 0.0942, "X2": 0.318, "Y2": 0.094, "X3": 0.318, "Y3": 0.1098, "X4": 0.29698, "Y4": 0.1098, "page": 0, "Index": 2}, {"Word": "sondage", "Confidence": 0.994, "X1": 0.32326, "Y1": 0.0942, "X2": 0.39816, "Y2": 0.094, "X3": 0.39685, "Y3": 0.1118, "X4": 0.32194, "Y4": 0.1098, "page": 0, "Index": 3}, {"Word": "Professeur", "Confidence": 0.586, "X1": 0.20368, "Y1": 0.1192, "X2": 0.25756, "Y2": 0.119, "X3": 0.25624, "Y3": 0.1308, "X4": 0.20237, "Y4": 0.1318, "page": 0, "Index": 4}, {"Word": ":", "Confidence": 0.934, "X1": 0.26018, "Y1": 0.1192, "X2": 0.26544, "Y2": 0.119, "X3": 0.26413, "Y3": 0.1308, "X4": 0.26018, "Y4": 0.1308, "page": 0, "Index": 5}, {"Word": "Chire", "Confidence": 0.14, "X1": 0.26807, "Y1": 0.1192, "X2": 0.30092, "Y2": 0.119, "X3": 0.29961, "Y3": 0.1308, "X4": 0.26675, "Y4": 0.1308, "page": 0, "Index": 6}, {"Word": "Derend", "Confidence": 0.109, "X1": 0.30355, "Y1": 0.1192, "X2": 0.3456, "Y2": 0.119, "X3": 0.34428, "Y3": 0.1308, "X4": 0.30223, "Y4": 0.1308, "page": 0, "Index": 7}, {"Word": "B\u00e9puntosent", "Confidence": 0.049, "X1": 0.13929, "Y1": 0.1292, "X2": 0.20762, "Y2": 0.129, "X3": 0.20762, "Y3": 0.1418, "X4": 0.13929, "Y4": 0.1418, "page": 0, "Index": 8}, {"Word": "(hn", "Confidence": 0.005, "X1": 0.21156, "Y1": 0.1302, "X2": 0.22339, "Y2": 0.13, "X3": 0.22208, "Y3": 0.1418, "X4": 0.21025, "Y4": 0.1418, "page": 0, "Index": 9}, {"Word": "sociologie,", "Confidence": 0.298, "X1": 0.22602, "Y1": 0.1302, "X2": 0.28252, "Y2": 0.13, "X3": 0.28121, "Y3": 0.1418, "X4": 0.22602, "Y4": 0.1418, "page": 0, "Index": 10}, {"Word": "Drivent\u00e9", "Confidence": 0.242, "X1": 0.28515, "Y1": 0.1292, "X2": 0.33903, "Y2": 0.129, "X3": 0.33771, "Y3": 0.1408, "X4": 0.28515, "Y4": 0.1418, "page": 0, "Index": 11}, {"Word": "de", "Confidence": 0.812, "X1": 0.34166, "Y1": 0.1292, "X2": 0.35348, "Y2": 0.129, "X3": 0.35217, "Y3": 0.1408, "X4": 0.34034, "Y4": 0.1408, "page": 0, "Index": 12}, {"Word": "Moutonal", "Confidence": 0.029, "X1": 0.35611, "Y1": 0.1292, "X2": 0.40736, "Y2": 0.129, "X3": 0.40736, "Y3": 0.1408, "X4": 0.35611, "Y4": 0.1408, "page": 0, "Index": 13}, {"Word": "La", "Confidence": 0.996, "X1": 0.12746, "Y1": 0.1692, "X2": 0.15112, "Y2": 0.169, "X3": 0.15112, "Y3": 0.1878, "X4": 0.12746, "Y4": 0.1878, "page": 0, "Index": 14}, {"Word": "mesure", "Confidence": 0.996, "X1": 0.15637, "Y1": 0.1692, "X2": 0.22996, "Y2": 0.169, "X3": 0.22996, "Y3": 0.1878, "X4": 0.15637, "Y4": 0.1878, "page": 0, "Index": 15}, {"Word": "des", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.1692, "X2": 0.26807, "Y2": 0.169, "X3": 0.26807, "Y3": 0.1868, "X4": 0.23522, "Y4": 0.1878, "page": 0, "Index": 16}, {"Word": "connaissances", "Confidence": 0.991, "X1": 0.27201, "Y1": 0.1712, "X2": 0.41656, "Y2": 0.171, "X3": 0.41656, "Y3": 0.1878, "X4": 0.27201, "Y4": 0.1868, "page": 0, "Index": 17}, {"Word": "-", "Confidence": 0.888, "X1": 0.27858, "Y1": 0.3022, "X2": 0.27858, "Y2": 0.302, "X3": 0.2707, "Y3": 0.3018, "X4": 0.2707, "Y4": 0.2978, "page": 0, "Index": 18}, {"Word": "La", "Confidence": 0.997, "X1": 0.13272, "Y1": 0.3922, "X2": 0.15769, "Y2": 0.392, "X3": 0.15769, "Y3": 0.4058, "X4": 0.13272, "Y4": 0.4058, "page": 0, "Index": 19}, {"Word": "mesure", "Confidence": 0.991, "X1": 0.16163, "Y1": 0.3922, "X2": 0.22733, "Y2": 0.392, "X3": 0.22733, "Y3": 0.4058, "X4": 0.16032, "Y4": 0.4058, "page": 0, "Index": 20}, {"Word": "des", "Confidence": 0.998, "X1": 0.23127, "Y1": 0.3922, "X2": 0.26018, "Y2": 0.392, "X3": 0.26018, "Y3": 0.4058, "X4": 0.22996, "Y4": 0.4058, "page": 0, "Index": 21}, {"Word": "connaissances", "Confidence": 0.943, "X1": 0.26413, "Y1": 0.3932, "X2": 0.38765, "Y2": 0.393, "X3": 0.38633, "Y3": 0.4058, "X4": 0.26281, "Y4": 0.4058, "page": 0, "Index": 22}, {"Word": "*", "Confidence": 0.07, "X1": 0.0933, "Y1": 0.4262, "X2": 0.09461, "Y2": 0.426, "X3": 0.09461, "Y3": 0.4368, "X4": 0.0933, "Y4": 0.4368, "page": 0, "Index": 23}, {"Word": "1.", "Confidence": 0.166, "X1": 0.09724, "Y1": 0.4262, "X2": 0.1025, "Y2": 0.426, "X3": 0.1025, "Y3": 0.4368, "X4": 0.09593, "Y4": 0.4368, "page": 0, "Index": 24}, {"Word": "es", "Confidence": 0.97, "X1": 0.10512, "Y1": 0.4262, "X2": 0.11564, "Y2": 0.426, "X3": 0.11564, "Y3": 0.4368, "X4": 0.10512, "Y4": 0.4368, "page": 0, "Index": 25}, {"Word": "questions", "Confidence": 0.132, "X1": 0.11827, "Y1": 0.4262, "X2": 0.16426, "Y2": 0.426, "X3": 0.16426, "Y3": 0.4368, "X4": 0.11827, "Y4": 0.4368, "page": 0, "Index": 26}, {"Word": "ile", "Confidence": 0.58, "X1": 0.16689, "Y1": 0.4262, "X2": 0.18003, "Y2": 0.426, "X3": 0.17871, "Y3": 0.4368, "X4": 0.16689, "Y4": 0.4368, "page": 0, "Index": 27}, {"Word": "com'ssauce", "Confidence": 0.243, "X1": 0.18265, "Y1": 0.4262, "X2": 0.24836, "Y2": 0.426, "X3": 0.24704, "Y3": 0.4368, "X4": 0.18134, "Y4": 0.4368, "page": 0, "Index": 28}, {"Word": "font", "Confidence": 0.955, "X1": 0.25099, "Y1": 0.4262, "X2": 0.27595, "Y2": 0.426, "X3": 0.27464, "Y3": 0.4368, "X4": 0.24967, "Y4": 0.4368, "page": 0, "Index": 29}, {"Word": "offreune", "Confidence": 0.013, "X1": 0.27989, "Y1": 0.4272, "X2": 0.32063, "Y2": 0.427, "X3": 0.31932, "Y3": 0.4368, "X4": 0.27858, "Y4": 0.4368, "page": 0, "Index": 30}, {"Word": "\u00e8", "Confidence": 0.01, "X1": 0.32326, "Y1": 0.4272, "X2": 0.32852, "Y2": 0.427, "X3": 0.32852, "Y3": 0.4368, "X4": 0.32194, "Y4": 0.4368, "page": 0, "Index": 31}, {"Word": "ze", "Confidence": 0.193, "X1": 0.33246, "Y1": 0.4272, "X2": 0.34297, "Y2": 0.427, "X3": 0.34166, "Y3": 0.4368, "X4": 0.33114, "Y4": 0.4368, "page": 0, "Index": 32}, {"Word": "que", "Confidence": 0.77, "X1": 0.3456, "Y1": 0.4272, "X2": 0.36399, "Y2": 0.427, "X3": 0.36399, "Y3": 0.4368, "X4": 0.34428, "Y4": 0.4368, "page": 0, "Index": 33}, {"Word": "l'on", "Confidence": 0.575, "X1": 0.36794, "Y1": 0.4272, "X2": 0.38633, "Y2": 0.427, "X3": 0.38502, "Y3": 0.4368, "X4": 0.36662, "Y4": 0.4368, "page": 0, "Index": 34}, {"Word": "seit", "Confidence": 0.272, "X1": 0.38896, "Y1": 0.4272, "X2": 0.40736, "Y2": 0.427, "X3": 0.40604, "Y3": 0.4368, "X4": 0.38765, "Y4": 0.4368, "page": 0, "Index": 35}, {"Word": "oe", "Confidence": 0.654, "X1": 0.40999, "Y1": 0.4272, "X2": 0.42444, "Y2": 0.427, "X3": 0.42313, "Y3": 0.4368, "X4": 0.40867, "Y4": 0.4368, "page": 0, "Index": 36}, {"Word": "cinit", "Confidence": 0.572, "X1": 0.09987, "Y1": 0.4372, "X2": 0.12089, "Y2": 0.437, "X3": 0.11958, "Y3": 0.4468, "X4": 0.09855, "Y4": 0.4458, "page": 0, "Index": 37}, {"Word": "soucis", "Confidence": 0.142, "X1": 0.12352, "Y1": 0.4372, "X2": 0.15375, "Y2": 0.437, "X3": 0.15375, "Y3": 0.4468, "X4": 0.12221, "Y4": 0.4468, "page": 0, "Index": 38}, {"Word": "sur", "Confidence": 0.446, "X1": 0.15637, "Y1": 0.4372, "X2": 0.17214, "Y2": 0.437, "X3": 0.17083, "Y3": 0.4468, "X4": 0.15637, "Y4": 0.4468, "page": 0, "Index": 39}, {"Word": "ta", "Confidence": 0.527, "X1": 0.17477, "Y1": 0.4372, "X2": 0.1866, "Y2": 0.437, "X3": 0.1866, "Y3": 0.4468, "X4": 0.17346, "Y4": 0.4468, "page": 0, "Index": 40}, {"Word": "thense", "Confidence": 0.417, "X1": 0.18922, "Y1": 0.4372, "X2": 0.22076, "Y2": 0.437, "X3": 0.21945, "Y3": 0.4468, "X4": 0.18922, "Y4": 0.4468, "page": 0, "Index": 41}, {"Word": "clairethen", "Confidence": 0.124, "X1": 0.22339, "Y1": 0.4372, "X2": 0.27332, "Y2": 0.437, "X3": 0.27201, "Y3": 0.4468, "X4": 0.22208, "Y4": 0.4468, "page": 0, "Index": 42}, {"Word": "noned", "Confidence": 0.445, "X1": 0.28384, "Y1": 0.4372, "X2": 0.31406, "Y2": 0.437, "X3": 0.31406, "Y3": 0.4468, "X4": 0.28384, "Y4": 0.4468, "page": 0, "Index": 43}, {"Word": "ders", "Confidence": 0.339, "X1": 0.31669, "Y1": 0.4372, "X2": 0.33903, "Y2": 0.437, "X3": 0.33903, "Y3": 0.4468, "X4": 0.31669, "Y4": 0.4468, "page": 0, "Index": 44}, {"Word": "le", "Confidence": 0.677, "X1": 0.34166, "Y1": 0.4372, "X2": 0.35217, "Y2": 0.437, "X3": 0.35217, "Y3": 0.4468, "X4": 0.34166, "Y4": 0.4468, "page": 0, "Index": 45}, {"Word": "quostinocaire.", "Confidence": 0.232, "X1": 0.3548, "Y1": 0.4372, "X2": 0.42707, "Y2": 0.437, "X3": 0.42707, "Y3": 0.4468, "X4": 0.3548, "Y4": 0.4468, "page": 0, "Index": 46}, {"Word": "Elles", "Confidence": 1, "X1": 0.09724, "Y1": 0.4502, "X2": 0.12221, "Y2": 0.45, "X3": 0.12221, "Y3": 0.4598, "X4": 0.09724, "Y4": 0.4598, "page": 0, "Index": 47}, {"Word": "sont", "Confidence": 1, "X1": 0.12484, "Y1": 0.4502, "X2": 0.14586, "Y2": 0.45, "X3": 0.14586, "Y3": 0.4598, "X4": 0.12484, "Y4": 0.4598, "page": 0, "Index": 48}, {"Word": "souvent", "Confidence": 1, "X1": 0.14849, "Y1": 0.4502, "X2": 0.1866, "Y2": 0.45, "X3": 0.1866, "Y3": 0.4598, "X4": 0.14849, "Y4": 0.4598, "page": 0, "Index": 49}, {"Word": "utilis\u00e9es", "Confidence": 0.996, "X1": 0.18922, "Y1": 0.4502, "X2": 0.23127, "Y2": 0.45, "X3": 0.23127, "Y3": 0.4598, "X4": 0.18922, "Y4": 0.4598, "page": 0, "Index": 50}, {"Word": "comme", "Confidence": 1, "X1": 0.2339, "Y1": 0.4502, "X2": 0.26938, "Y2": 0.45, "X3": 0.26938, "Y3": 0.4598, "X4": 0.2339, "Y4": 0.4598, "page": 0, "Index": 51}, {"Word": "morare", "Confidence": 0.177, "X1": 0.27201, "Y1": 0.4502, "X2": 0.3088, "Y2": 0.45, "X3": 0.3088, "Y3": 0.4598, "X4": 0.27201, "Y4": 0.4598, "page": 0, "Index": 52}, {"Word": "de", "Confidence": 0.966, "X1": 0.31143, "Y1": 0.4502, "X2": 0.32326, "Y2": 0.45, "X3": 0.32326, "Y3": 0.4598, "X4": 0.31143, "Y4": 0.4598, "page": 0, "Index": 53}, {"Word": "sonax;since", "Confidence": 0.16, "X1": 0.32589, "Y1": 0.4502, "X2": 0.39159, "Y2": 0.45, "X3": 0.39159, "Y3": 0.4608, "X4": 0.32589, "Y4": 0.4598, "page": 0, "Index": 54}, {"Word": "poricte,", "Confidence": 0.287, "X1": 0.39422, "Y1": 0.4512, "X2": 0.4297, "Y2": 0.451, "X3": 0.4297, "Y3": 0.4608, "X4": 0.39422, "Y4": 0.4608, "page": 0, "Index": 55}, {"Word": "volitt,", "Confidence": 0.265, "X1": 0.29829, "Y1": 0.4702, "X2": 0.3272, "Y2": 0.47, "X3": 0.32589, "Y3": 0.4778, "X4": 0.29698, "Y4": 0.4778, "page": 0, "Index": 56}, {"Word": "fort", "Confidence": 0.285, "X1": 0.32852, "Y1": 0.4702, "X2": 0.34823, "Y2": 0.47, "X3": 0.34691, "Y3": 0.4778, "X4": 0.32852, "Y4": 0.4778, "page": 0, "Index": 57}, {"Word": "\u00c9", "Confidence": 0.182, "X1": 0.35085, "Y1": 0.4702, "X2": 0.35742, "Y2": 0.47, "X3": 0.35611, "Y3": 0.4778, "X4": 0.34954, "Y4": 0.4778, "page": 0, "Index": 58}, {"Word": "de", "Confidence": 0.927, "X1": 0.10644, "Y1": 0.4702, "X2": 0.11695, "Y2": 0.47, "X3": 0.11564, "Y3": 0.4788, "X4": 0.10644, "Y4": 0.4788, "page": 0, "Index": 59}, {"Word": "poblgoes", "Confidence": 0.576, "X1": 0.11827, "Y1": 0.4702, "X2": 0.16294, "Y2": 0.47, "X3": 0.16163, "Y3": 0.4788, "X4": 0.11827, "Y4": 0.4788, "page": 0, "Index": 60}, {"Word": "pr\u00e9-section", "Confidence": 0.453, "X1": 0.16557, "Y1": 0.4702, "X2": 0.21288, "Y2": 0.47, "X3": 0.21156, "Y3": 0.4788, "X4": 0.16557, "Y4": 0.4788, "page": 0, "Index": 61}, {"Word": "\u00e7a", "Confidence": 0.531, "X1": 0.21551, "Y1": 0.4702, "X2": 0.22602, "Y2": 0.47, "X3": 0.2247, "Y3": 0.4788, "X4": 0.21419, "Y4": 0.4788, "page": 0, "Index": 62}, {"Word": "ar\u00e9.", "Confidence": 0.337, "X1": 0.22865, "Y1": 0.4702, "X2": 0.25361, "Y2": 0.47, "X3": 0.2523, "Y3": 0.4788, "X4": 0.22733, "Y4": 0.4788, "page": 0, "Index": 63}, {"Word": "alecal", "Confidence": 0.971, "X1": 0.25624, "Y1": 0.4702, "X2": 0.28252, "Y2": 0.47, "X3": 0.28121, "Y3": 0.4788, "X4": 0.25493, "Y4": 0.4788, "page": 0, "Index": 64}, {"Word": "so", "Confidence": 0.386, "X1": 0.28515, "Y1": 0.4702, "X2": 0.29566, "Y2": 0.47, "X3": 0.29435, "Y3": 0.4788, "X4": 0.28384, "Y4": 0.4788, "page": 0, "Index": 65}, {"Word": "migrentmiou", "Confidence": 0.03, "X1": 0.36005, "Y1": 0.4712, "X2": 0.41919, "Y2": 0.471, "X3": 0.41787, "Y3": 0.4788, "X4": 0.35874, "Y4": 0.4778, "page": 0, "Index": 66}, {"Word": ".", "Confidence": 0.006, "X1": 0.0933, "Y1": 0.4902, "X2": 0.09461, "Y2": 0.49, "X3": 0.09461, "Y3": 0.4998, "X4": 0.0933, "Y4": 0.4998, "page": 0, "Index": 67}, {"Word": "Elles", "Confidence": 0.586, "X1": 0.09724, "Y1": 0.4902, "X2": 0.12221, "Y2": 0.49, "X3": 0.12221, "Y3": 0.4998, "X4": 0.09724, "Y4": 0.4998, "page": 0, "Index": 68}, {"Word": "pervent", "Confidence": 0.632, "X1": 0.12484, "Y1": 0.4902, "X2": 0.16426, "Y2": 0.49, "X3": 0.16426, "Y3": 0.4998, "X4": 0.12484, "Y4": 0.4998, "page": 0, "Index": 69}, {"Word": "servis", "Confidence": 0.712, "X1": 0.16689, "Y1": 0.4902, "X2": 0.1958, "Y2": 0.49, "X3": 0.1958, "Y3": 0.4998, "X4": 0.16689, "Y4": 0.4998, "page": 0, "Index": 70}, {"Word": "&", "Confidence": 0.003, "X1": 0.19842, "Y1": 0.4902, "X2": 0.20368, "Y2": 0.49, "X3": 0.20368, "Y3": 0.4998, "X4": 0.19842, "Y4": 0.4998, "page": 0, "Index": 71}, {"Word": "mesurer", "Confidence": 0.551, "X1": 0.20631, "Y1": 0.4902, "X2": 0.24704, "Y2": 0.49, "X3": 0.24573, "Y3": 0.4998, "X4": 0.20631, "Y4": 0.4998, "page": 0, "Index": 72}, {"Word": "la", "Confidence": 0.604, "X1": 0.24967, "Y1": 0.4902, "X2": 0.25887, "Y2": 0.49, "X3": 0.25887, "Y3": 0.4998, "X4": 0.24836, "Y4": 0.4998, "page": 0, "Index": 73}, {"Word": "notori\u00e9t\u00e9", "Confidence": 0.081, "X1": 0.2615, "Y1": 0.4902, "X2": 0.30749, "Y2": 0.49, "X3": 0.30618, "Y3": 0.4998, "X4": 0.2615, "Y4": 0.4998, "page": 0, "Index": 74}, {"Word": "d'une", "Confidence": 0.644, "X1": 0.31012, "Y1": 0.4902, "X2": 0.33771, "Y2": 0.49, "X3": 0.33771, "Y3": 0.4998, "X4": 0.3088, "Y4": 0.4998, "page": 0, "Index": 75}, {"Word": "personne", "Confidence": 0.354, "X1": 0.34034, "Y1": 0.4902, "X2": 0.38502, "Y2": 0.49, "X3": 0.38371, "Y3": 0.5008, "X4": 0.34034, "Y4": 0.4998, "page": 0, "Index": 76}, {"Word": "es", "Confidence": 0.641, "X1": 0.38765, "Y1": 0.4902, "X2": 0.40342, "Y2": 0.49, "X3": 0.4021, "Y3": 0.5008, "X4": 0.38633, "Y4": 0.5008, "page": 0, "Index": 77}, {"Word": "d'une", "Confidence": 0.815, "X1": 0.10118, "Y1": 0.5012, "X2": 0.12615, "Y2": 0.501, "X3": 0.12615, "Y3": 0.5108, "X4": 0.09987, "Y4": 0.5108, "page": 0, "Index": 78}, {"Word": "entreprise,", "Confidence": 0.585, "X1": 0.12878, "Y1": 0.5012, "X2": 0.18003, "Y2": 0.501, "X3": 0.18003, "Y3": 0.5108, "X4": 0.12878, "Y4": 0.5108, "page": 0, "Index": 79}, {"Word": "les", "Confidence": 0.921, "X1": 0.18265, "Y1": 0.5012, "X2": 0.19711, "Y2": 0.501, "X3": 0.19711, "Y3": 0.5108, "X4": 0.18134, "Y4": 0.5108, "page": 0, "Index": 80}, {"Word": "positions", "Confidence": 0.523, "X1": 0.19974, "Y1": 0.5012, "X2": 0.24573, "Y2": 0.501, "X3": 0.24442, "Y3": 0.5098, "X4": 0.19974, "Y4": 0.5108, "page": 0, "Index": 81}, {"Word": "d'un", "Confidence": 0.147, "X1": 0.24836, "Y1": 0.5012, "X2": 0.27201, "Y2": 0.501, "X3": 0.2707, "Y3": 0.5098, "X4": 0.24704, "Y4": 0.5098, "page": 0, "Index": 82}, {"Word": "groupe.", "Confidence": 0.641, "X1": 0.27464, "Y1": 0.5012, "X2": 0.3088, "Y2": 0.501, "X3": 0.3088, "Y3": 0.5098, "X4": 0.27332, "Y4": 0.5098, "page": 0, "Index": 83}, {"Word": "ou", "Confidence": 0.837, "X1": 0.31143, "Y1": 0.5012, "X2": 0.32457, "Y2": 0.501, "X3": 0.32326, "Y3": 0.5098, "X4": 0.31143, "Y4": 0.5098, "page": 0, "Index": 84}, {"Word": "d'une", "Confidence": 0.344, "X1": 0.3272, "Y1": 0.5012, "X2": 0.35611, "Y2": 0.501, "X3": 0.3548, "Y3": 0.5098, "X4": 0.32589, "Y4": 0.5098, "page": 0, "Index": 85}, {"Word": "association.", "Confidence": 0.039, "X1": 0.35742, "Y1": 0.5012, "X2": 0.41787, "Y2": 0.501, "X3": 0.41656, "Y3": 0.5098, "X4": 0.35742, "Y4": 0.5098, "page": 0, "Index": 86}, {"Word": "trelsieve", "Confidence": 0.104, "X1": 0.10644, "Y1": 0.5432, "X2": 0.14586, "Y2": 0.543, "X3": 0.14455, "Y3": 0.5518, "X4": 0.10512, "Y4": 0.5518, "page": 0, "Index": 87}, {"Word": "cycle", "Confidence": 0.637, "X1": 0.14717, "Y1": 0.5432, "X2": 0.17083, "Y2": 0.543, "X3": 0.16951, "Y3": 0.5518, "X4": 0.14717, "Y4": 0.5518, "page": 0, "Index": 88}, {"Word": "en", "Confidence": 0.572, "X1": 0.17214, "Y1": 0.5432, "X2": 0.18397, "Y2": 0.543, "X3": 0.18397, "Y3": 0.5518, "X4": 0.17214, "Y4": 0.5518, "page": 0, "Index": 89}, {"Word": "sociologie?", "Confidence": 0.197, "X1": 0.1866, "Y1": 0.5432, "X2": 0.23784, "Y2": 0.543, "X3": 0.23784, "Y3": 0.5518, "X4": 0.18528, "Y4": 0.5518, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0, "X1": 0.09987, "Y1": 0.5522, "X2": 0.10381, "Y2": 0.552, "X3": 0.10381, "Y3": 0.5598, "X4": 0.09987, "Y4": 0.5598, "page": 0, "Index": 91}, {"Word": "Selon", "Confidence": 0.618, "X1": 0.10644, "Y1": 0.5522, "X2": 0.13009, "Y2": 0.552, "X3": 0.12878, "Y3": 0.5608, "X4": 0.10644, "Y4": 0.5598, "page": 0, "Index": 92}, {"Word": "pons,", "Confidence": 0.047, "X1": 0.13272, "Y1": 0.5522, "X2": 0.15506, "Y2": 0.552, "X3": 0.15375, "Y3": 0.5608, "X4": 0.13141, "Y4": 0.5608, "page": 0, "Index": 93}, {"Word": "le", "Confidence": 0.672, "X1": 0.15769, "Y1": 0.5522, "X2": 0.16689, "Y2": 0.552, "X3": 0.16557, "Y3": 0.5608, "X4": 0.15637, "Y4": 0.5608, "page": 0, "Index": 94}, {"Word": "quartier", "Confidence": 0.136, "X1": 0.16951, "Y1": 0.5522, "X2": 0.20237, "Y2": 0.552, "X3": 0.20237, "Y3": 0.5608, "X4": 0.1682, "Y4": 0.5608, "page": 0, "Index": 95}, {"Word": "Cito-des", "Confidence": 0.327, "X1": 0.20499, "Y1": 0.5512, "X2": 0.24573, "Y2": 0.551, "X3": 0.24442, "Y3": 0.5618, "X4": 0.20368, "Y4": 0.5608, "page": 0, "Index": 96}, {"Word": "Neiges", "Confidence": 0.536, "X1": 0.24836, "Y1": 0.5512, "X2": 0.27727, "Y2": 0.551, "X3": 0.27595, "Y3": 0.5618, "X4": 0.24704, "Y4": 0.5618, "page": 0, "Index": 97}, {"Word": "es-El", "Confidence": 0.064, "X1": 0.27989, "Y1": 0.5512, "X2": 0.30223, "Y2": 0.551, "X3": 0.29961, "Y3": 0.5618, "X4": 0.27858, "Y4": 0.5618, "page": 0, "Index": 98}, {"Word": "en", "Confidence": 0.787, "X1": 0.30486, "Y1": 0.5512, "X2": 0.31406, "Y2": 0.551, "X3": 0.31275, "Y3": 0.5618, "X4": 0.30223, "Y4": 0.5618, "page": 0, "Index": 99}, {"Word": "insjeritt", "Confidence": 0.432, "X1": 0.31669, "Y1": 0.5512, "X2": 0.35348, "Y2": 0.551, "X3": 0.35217, "Y3": 0.5618, "X4": 0.31537, "Y4": 0.5618, "page": 0, "Index": 100}, {"Word": "fiheophone", "Confidence": 0.323, "X1": 0.35611, "Y1": 0.5522, "X2": 0.40867, "Y2": 0.552, "X3": 0.40736, "Y3": 0.5618, "X4": 0.35348, "Y4": 0.5618, "page": 0, "Index": 101}, {"Word": "on", "Confidence": 0.117, "X1": 0.4113, "Y1": 0.5522, "X2": 0.42444, "Y2": 0.552, "X3": 0.42313, "Y3": 0.5618, "X4": 0.40999, "Y4": 0.5618, "page": 0, "Index": 102}, {"Word": "2", "Confidence": 0.995, "X1": 0.2707, "Y1": 0.5992, "X2": 0.28121, "Y2": 0.599, "X3": 0.28121, "Y3": 0.6138, "X4": 0.2707, "Y4": 0.6138, "page": 0, "Index": 103}, {"Word": "...", "Confidence": 0.782, "X1": 0.78318, "Y1": 0.6852, "X2": 0.81078, "Y2": 0.685, "X3": 0.81078, "Y3": 0.6908, "X4": 0.78318, "Y4": 0.6898, "page": 0, "Index": 104}, {"Word": "La", "Confidence": 0.991, "X1": 0.11564, "Y1": 0.6972, "X2": 0.13929, "Y2": 0.697, "X3": 0.13929, "Y3": 0.7128, "X4": 0.11564, "Y4": 0.7128, "page": 0, "Index": 105}, {"Word": "pr\u00e9cision", "Confidence": 0.955, "X1": 0.14323, "Y1": 0.6962, "X2": 0.2247, "Y2": 0.696, "X3": 0.22602, "Y3": 0.7118, "X4": 0.14323, "Y4": 0.7128, "page": 0, "Index": 106}, {"Word": "er", "Confidence": 0.025, "X1": 0.22996, "Y1": 0.6962, "X2": 0.24967, "Y2": 0.696, "X3": 0.24967, "Y3": 0.7118, "X4": 0.22996, "Y4": 0.7118, "page": 0, "Index": 107}, {"Word": "Invariabilit\u00e9", "Confidence": 0.629, "X1": 0.25361, "Y1": 0.6972, "X2": 0.36399, "Y2": 0.697, "X3": 0.36399, "Y3": 0.7118, "X4": 0.25361, "Y4": 0.7118, "page": 0, "Index": 108}, {"Word": "dans", "Confidence": 0.982, "X1": 0.36794, "Y1": 0.6972, "X2": 0.40999, "Y2": 0.697, "X3": 0.40999, "Y3": 0.7118, "X4": 0.36794, "Y4": 0.7118, "page": 0, "Index": 109}, {"Word": "la", "Confidence": 0.991, "X1": 0.41393, "Y1": 0.6972, "X2": 0.43233, "Y2": 0.697, "X3": 0.43101, "Y3": 0.7118, "X4": 0.41393, "Y4": 0.7118, "page": 0, "Index": 110}, {"Word": "---", "Confidence": 0.712, "X1": 0.53876, "Y1": 0.7062, "X2": 0.57293, "Y2": 0.706, "X3": 0.57293, "Y3": 0.7138, "X4": 0.53876, "Y4": 0.7138, "page": 0, "Index": 111}, {"Word": "----", "Confidence": 0.387, "X1": 0.74244, "Y1": 0.7082, "X2": 0.78449, "Y2": 0.708, "X3": 0.78449, "Y3": 0.7128, "X4": 0.74244, "Y4": 0.7128, "page": 0, "Index": 112}, {"Word": "compr\u00e9hension", "Confidence": 0.965, "X1": 0.14323, "Y1": 0.7142, "X2": 0.27727, "Y2": 0.714, "X3": 0.27727, "Y3": 0.7288, "X4": 0.14455, "Y4": 0.7288, "page": 0, "Index": 113}, {"Word": "de", "Confidence": 0.997, "X1": 0.28252, "Y1": 0.7142, "X2": 0.30223, "Y2": 0.714, "X3": 0.30223, "Y3": 0.7288, "X4": 0.28252, "Y4": 0.7288, "page": 0, "Index": 114}, {"Word": "la", "Confidence": 0.998, "X1": 0.30618, "Y1": 0.7142, "X2": 0.32457, "Y2": 0.714, "X3": 0.32457, "Y3": 0.7288, "X4": 0.30618, "Y4": 0.7288, "page": 0, "Index": 115}, {"Word": "question", "Confidence": 0.994, "X1": 0.32852, "Y1": 0.7152, "X2": 0.40342, "Y2": 0.715, "X3": 0.4021, "Y3": 0.7288, "X4": 0.32852, "Y4": 0.7288, "page": 0, "Index": 116}, {"Word": "\u00b7", "Confidence": 0, "X1": 0.10644, "Y1": 0.7302, "X2": 0.1117, "Y2": 0.73, "X3": 0.1117, "Y3": 0.7428, "X4": 0.10644, "Y4": 0.7428, "page": 0, "Index": 117}, {"Word": "La", "Confidence": 0.997, "X1": 0.11564, "Y1": 0.7302, "X2": 0.13272, "Y2": 0.73, "X3": 0.13272, "Y3": 0.7428, "X4": 0.11432, "Y4": 0.7428, "page": 0, "Index": 118}, {"Word": "formulation", "Confidence": 0.83, "X1": 0.13666, "Y1": 0.7302, "X2": 0.21419, "Y2": 0.73, "X3": 0.21419, "Y3": 0.7428, "X4": 0.13535, "Y4": 0.7428, "page": 0, "Index": 119}, {"Word": "de", "Confidence": 0.814, "X1": 0.21813, "Y1": 0.7302, "X2": 0.2339, "Y2": 0.73, "X3": 0.2339, "Y3": 0.7428, "X4": 0.21682, "Y4": 0.7428, "page": 0, "Index": 120}, {"Word": "la", "Confidence": 0.981, "X1": 0.23784, "Y1": 0.7302, "X2": 0.24967, "Y2": 0.73, "X3": 0.24967, "Y3": 0.7428, "X4": 0.23784, "Y4": 0.7428, "page": 0, "Index": 121}, {"Word": "question", "Confidence": 0.965, "X1": 0.25361, "Y1": 0.7312, "X2": 0.31012, "Y2": 0.731, "X3": 0.31012, "Y3": 0.7428, "X4": 0.2523, "Y4": 0.7428, "page": 0, "Index": 122}, {"Word": "doit", "Confidence": 0.732, "X1": 0.31406, "Y1": 0.7312, "X2": 0.34166, "Y2": 0.731, "X3": 0.34034, "Y3": 0.7428, "X4": 0.31275, "Y4": 0.7428, "page": 0, "Index": 123}, {"Word": "pointer", "Confidence": 0.343, "X1": 0.34428, "Y1": 0.7312, "X2": 0.39028, "Y2": 0.731, "X3": 0.39028, "Y3": 0.7428, "X4": 0.34428, "Y4": 0.7428, "page": 0, "Index": 124}, {"Word": "vers", "Confidence": 0.99, "X1": 0.39422, "Y1": 0.7312, "X2": 0.42313, "Y2": 0.731, "X3": 0.42313, "Y3": 0.7438, "X4": 0.39422, "Y4": 0.7438, "page": 0, "Index": 125}, {"Word": "l'information", "Confidence": 0.09, "X1": 0.11564, "Y1": 0.7432, "X2": 0.20368, "Y2": 0.743, "X3": 0.20368, "Y3": 0.7558, "X4": 0.11564, "Y4": 0.7558, "page": 0, "Index": 126}, {"Word": "exacte", "Confidence": 0.502, "X1": 0.20631, "Y1": 0.7432, "X2": 0.24967, "Y2": 0.743, "X3": 0.24967, "Y3": 0.7558, "X4": 0.20631, "Y4": 0.7558, "page": 0, "Index": 127}, {"Word": "que", "Confidence": 0.953, "X1": 0.2523, "Y1": 0.7432, "X2": 0.27595, "Y2": 0.743, "X3": 0.27595, "Y3": 0.7558, "X4": 0.2523, "Y4": 0.7558, "page": 0, "Index": 128}, {"Word": "l'on", "Confidence": 0.822, "X1": 0.27989, "Y1": 0.7432, "X2": 0.30749, "Y2": 0.743, "X3": 0.30749, "Y3": 0.7558, "X4": 0.27989, "Y4": 0.7558, "page": 0, "Index": 129}, {"Word": "veut", "Confidence": 0.666, "X1": 0.31143, "Y1": 0.7432, "X2": 0.33903, "Y2": 0.743, "X3": 0.33903, "Y3": 0.7558, "X4": 0.31143, "Y4": 0.7558, "page": 0, "Index": 130}, {"Word": "obtenir,", "Confidence": 0.609, "X1": 0.34297, "Y1": 0.7432, "X2": 0.3929, "Y2": 0.743, "X3": 0.3929, "Y3": 0.7558, "X4": 0.34297, "Y4": 0.7558, "page": 0, "Index": 131}, {"Word": "La.", "Confidence": 0.958, "X1": 0.39685, "Y1": 0.7432, "X2": 0.42181, "Y2": 0.743, "X3": 0.42181, "Y3": 0.7558, "X4": 0.39685, "Y4": 0.7558, "page": 0, "Index": 132}, {"Word": "--", "Confidence": 0.616, "X1": 0.8318, "Y1": 0.7542, "X2": 0.84888, "Y2": 0.754, "X3": 0.84757, "Y3": 0.7578, "X4": 0.83049, "Y4": 0.7578, "page": 0, "Index": 133}, {"Word": "-----", "Confidence": 0.488, "X1": 0.53351, "Y1": 0.7532, "X2": 0.56373, "Y2": 0.753, "X3": 0.56373, "Y3": 0.7588, "X4": 0.53351, "Y4": 0.7588, "page": 0, "Index": 134}, {"Word": "question", "Confidence": 0.783, "X1": 0.11695, "Y1": 0.7562, "X2": 0.17083, "Y2": 0.756, "X3": 0.16951, "Y3": 0.7698, "X4": 0.11564, "Y4": 0.7698, "page": 0, "Index": 135}, {"Word": "est", "Confidence": 0.935, "X1": 0.17477, "Y1": 0.7562, "X2": 0.19448, "Y2": 0.756, "X3": 0.19317, "Y3": 0.7688, "X4": 0.17346, "Y4": 0.7698, "page": 0, "Index": 136}, {"Word": "g\u00e9n\u00e9ralement", "Confidence": 0.688, "X1": 0.19711, "Y1": 0.7562, "X2": 0.28647, "Y2": 0.756, "X3": 0.28515, "Y3": 0.7688, "X4": 0.19711, "Y4": 0.7688, "page": 0, "Index": 137}, {"Word": "ouverte.", "Confidence": 0.524, "X1": 0.29041, "Y1": 0.7582, "X2": 0.34823, "Y2": 0.758, "X3": 0.34691, "Y3": 0.7688, "X4": 0.28909, "Y4": 0.7688, "page": 0, "Index": 138}, {"Word": "Exemple:", "Confidence": 0.639, "X1": 0.11564, "Y1": 0.7742, "X2": 0.1774, "Y2": 0.774, "X3": 0.17608, "Y3": 0.7878, "X4": 0.11432, "Y4": 0.7878, "page": 0, "Index": 139}, {"Word": "Platit", "Confidence": 0.163, "X1": 0.18003, "Y1": 0.7742, "X2": 0.22208, "Y2": 0.774, "X3": 0.22208, "Y3": 0.7878, "X4": 0.18003, "Y4": 0.7878, "page": 0, "Index": 140}, {"Word": "que", "Confidence": 0.65, "X1": 0.22602, "Y1": 0.7752, "X2": 0.24967, "Y2": 0.775, "X3": 0.24836, "Y3": 0.7868, "X4": 0.2247, "Y4": 0.7878, "page": 0, "Index": 141}, {"Word": ";", "Confidence": 0.137, "X1": 0.25361, "Y1": 0.7752, "X2": 0.26281, "Y2": 0.775, "X3": 0.2615, "Y3": 0.7868, "X4": 0.2523, "Y4": 0.7868, "page": 0, "Index": 142}, {"Word": "H", "Confidence": 0.007, "X1": 0.12484, "Y1": 0.8052, "X2": 0.13272, "Y2": 0.805, "X3": 0.13272, "Y3": 0.8158, "X4": 0.12615, "Y4": 0.8158, "page": 0, "Index": 143}, {"Word": "faut", "Confidence": 0.045, "X1": 0.13535, "Y1": 0.8052, "X2": 0.15637, "Y2": 0.805, "X3": 0.15637, "Y3": 0.8158, "X4": 0.13535, "Y4": 0.8158, "page": 0, "Index": 144}, {"Word": "fonnuler", "Confidence": 0.766, "X1": 0.159, "Y1": 0.8062, "X2": 0.20237, "Y2": 0.806, "X3": 0.20237, "Y3": 0.8168, "X4": 0.159, "Y4": 0.8158, "page": 0, "Index": 145}, {"Word": "ainsa", "Confidence": 0.195, "X1": 0.20499, "Y1": 0.8072, "X2": 0.23522, "Y2": 0.807, "X3": 0.23522, "Y3": 0.8178, "X4": 0.20499, "Y4": 0.8168, "page": 0, "Index": 146}, {"Word": "Bonne", "Confidence": 0.674, "X1": 0.14717, "Y1": 0.8422, "X2": 0.17346, "Y2": 0.842, "X3": 0.17346, "Y3": 0.8498, "X4": 0.14717, "Y4": 0.8498, "page": 0, "Index": 147}, {"Word": "mowive", "Confidence": 0.533, "X1": 0.17608, "Y1": 0.8422, "X2": 0.21025, "Y2": 0.842, "X3": 0.21025, "Y3": 0.8498, "X4": 0.17608, "Y4": 0.8498, "page": 0, "Index": 148}, {"Word": "(David", "Confidence": 0.322, "X1": 0.21288, "Y1": 0.8422, "X2": 0.24179, "Y2": 0.842, "X3": 0.24179, "Y3": 0.8498, "X4": 0.21156, "Y4": 0.8498, "page": 0, "Index": 149}, {"Word": "lohonom)", "Confidence": 0.046, "X1": 0.2431, "Y1": 0.8422, "X2": 0.28778, "Y2": 0.842, "X3": 0.28778, "Y3": 0.8508, "X4": 0.2431, "Y4": 0.8498, "page": 0, "Index": 150}, {"Word": "-.", "Confidence": 0.008, "X1": 0.29435, "Y1": 0.8432, "X2": 0.30355, "Y2": 0.843, "X3": 0.30355, "Y3": 0.8508, "X4": 0.29435, "Y4": 0.8508, "page": 0, "Index": 151}, {"Word": "Z.", "Confidence": 0.004, "X1": 0.30486, "Y1": 0.8432, "X2": 0.31406, "Y2": 0.843, "X3": 0.31406, "Y3": 0.8508, "X4": 0.30486, "Y4": 0.8508, "page": 0, "Index": 152}, {"Word": "-", "Confidence": 0.994, "X1": 0.64258, "Y1": 0.8462, "X2": 0.64652, "Y2": 0.846, "X3": 0.64652, "Y3": 0.8508, "X4": 0.64126, "Y4": 0.8508, "page": 0, "Index": 153}, {"Word": "3", "Confidence": 0.994, "X1": 0.27332, "Y1": 0.9072, "X2": 0.27989, "Y2": 0.907, "X3": 0.28121, "Y3": 0.9178, "X4": 0.27332, "Y4": 0.9188, "page": 0, "Index": 154}, {"Word": "19/02/2013", "Confidence": 0.469, "X1": 0.82786, "Y1": 0.9572, "X2": 0.89619, "Y2": 0.957, "X3": 0.89619, "Y3": 0.9678, "X4": 0.82786, "Y4": 0.9688, "page": 0, "Index": 155}, {"Word": "OGlafra", "Confidence": 0.246, "X1": 0.72799, "Y1": 0.9582, "X2": 0.77267, "Y2": 0.958, "X3": 0.77267, "Y3": 0.9688, "X4": 0.72799, "Y4": 0.9688, "page": 0, "Index": 156}, {"Word": "Dumind,", "Confidence": 0.613, "X1": 0.7753, "Y1": 0.9572, "X2": 0.82523, "Y2": 0.957, "X3": 0.82523, "Y3": 0.9688, "X4": 0.7753, "Y4": 0.9688, "page": 0, "Index": 157}]}
"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"
ffmb0223
3
{"lines_data": [{"Word": "Travail hebdomadaire individuel", "Confidence": 0.94633, "X1": 0.11827, "Y1": 0.0822, "X2": 0.40867, "Y2": 0.082, "X3": 0.40867, "Y3": 0.0998, "X4": 0.11827, "Y4": 0.1008, "page": 0}, {"Word": "Contexte : On pense qu'une persone inicias raciste est", "Confidence": 0.665, "X1": 0.09593, "Y1": 0.1042, "X2": 0.42444, "Y2": 0.104, "X3": 0.42444, "Y3": 0.1158, "X4": 0.09593, "Y4": 0.1158, "page": 0}, {"Word": "plus sof\u00e9ressde aux co ouissances sur la silumtion des", "Confidence": 0.71122, "X1": 0.10118, "Y1": 0.1162, "X2": 0.41393, "Y2": 0.116, "X3": 0.41393, "Y3": 0.1278, "X4": 0.10118, "Y4": 0.1278, "page": 0}, {"Word": "divers groupes et nations. En posant un certain nombre", "Confidence": 0.77333, "X1": 0.1025, "Y1": 0.1282, "X2": 0.42313, "Y2": 0.128, "X3": 0.42313, "Y3": 0.1398, "X4": 0.1025, "Y4": 0.1388, "page": 0}, {"Word": "de questions de connaissances, on pourrait", "Confidence": 0.60783, "X1": 0.1025, "Y1": 0.1392, "X2": 0.35348, "Y2": 0.139, "X3": 0.35348, "Y3": 0.1508, "X4": 0.1025, "Y4": 0.1508, "page": 0}, {"Word": "\u00e9ventuellement v\u00e9rifier (validit\u00e9 pr\u00e9dictive) si le fait de", "Confidence": 0.717, "X1": 0.1025, "Y1": 0.1502, "X2": 0.4297, "Y2": 0.15, "X3": 0.4297, "Y3": 0.1628, "X4": 0.1025, "Y4": 0.1638, "page": 0}, {"Word": "connaitre les informations demand\u00e9es est li\u00e9", "Confidence": 0.693, "X1": 0.10118, "Y1": 0.1632, "X2": 0.36399, "Y2": 0.163, "X3": 0.36399, "Y3": 0.1738, "X4": 0.10118, "Y4": 0.1738, "page": 0}, {"Word": "n\u00e9gativement \u00e0 des attitudes et comportements mcistes.", "Confidence": 0.61043, "X1": 0.10118, "Y1": 0.1752, "X2": 0.42707, "Y2": 0.175, "X3": 0.42707, "Y3": 0.1868, "X4": 0.10118, "Y4": 0.1868, "page": 0}, {"Word": ". Berivez une question de connaissance reli\u00e9e \u00e0 la", "Confidence": 0.47756, "X1": 0.09461, "Y1": 0.1902, "X2": 0.38502, "Y2": 0.19, "X3": 0.38502, "Y3": 0.2028, "X4": 0.09461, "Y4": 0.2018, "page": 0}, {"Word": "th\u00e9matique du cours dans la base de donn\u00e9es pr\u00e9vuc. La", "Confidence": 0.6638, "X1": 0.10381, "Y1": 0.2022, "X2": 0.43495, "Y2": 0.202, "X3": 0.43495, "Y3": 0.2148, "X4": 0.10381, "Y4": 0.2138, "page": 0}, {"Word": "semaine prochaine, on verra si on peut r\u00e9pondre \u00e0 ces", "Confidence": 0.7729, "X1": 0.10118, "Y1": 0.2142, "X2": 0.4205, "Y2": 0.214, "X3": 0.4205, "Y3": 0.2268, "X4": 0.10118, "Y4": 0.2258, "page": 0}, {"Word": "questions.", "Confidence": 0.803, "X1": 0.1025, "Y1": 0.2272, "X2": 0.16689, "Y2": 0.227, "X3": 0.16689, "Y3": 0.2378, "X4": 0.10118, "Y4": 0.2378, "page": 0}, {"Word": "Concours individuel: La meilleure question (choix du", "Confidence": 0.80671, "X1": 0.0933, "Y1": 0.2422, "X2": 0.41656, "Y2": 0.242, "X3": 0.41656, "Y3": 0.2538, "X4": 0.0933, "Y4": 0.2538, "page": 0}, {"Word": "sujet et formulation) a un bomis suppl\u00e9mentaire de", "Confidence": 0.67813, "X1": 0.09987, "Y1": 0.2532, "X2": 0.41393, "Y2": 0.253, "X3": 0.41393, "Y3": 0.2658, "X4": 0.09987, "Y4": 0.2658, "page": 0}, {"Word": "point) pour chaque groupe (3017 et 6448).", "Confidence": 0.72529, "X1": 0.10381, "Y1": 0.2652, "X2": 0.35085, "Y2": 0.265, "X3": 0.35085, "Y3": 0.2778, "X4": 0.10381, "Y4": 0.2788, "page": 0}, {"Word": "10", "Confidence": 0.994, "X1": 0.26281, "Y1": 0.2942, "X2": 0.27989, "Y2": 0.294, "X3": 0.27989, "Y3": 0.3078, "X4": 0.26281, "Y4": 0.3068, "page": 0}, {"Word": "@Clains Durand, 19/02/2013", "Confidence": 0.65333, "X1": 0.72273, "Y1": 0.9512, "X2": 0.89619, "Y2": 0.951, "X3": 0.89619, "Y3": 0.9648, "X4": 0.72273, "Y4": 0.9658, "page": 0}], "words_data": [{"Word": "Travail", "Confidence": 0.994, "X1": 0.11958, "Y1": 0.0842, "X2": 0.18134, "Y2": 0.084, "X3": 0.18134, "Y3": 0.0998, "X4": 0.11958, "Y4": 0.0998, "page": 0, "Index": 0}, {"Word": "hebdomadaire", "Confidence": 0.959, "X1": 0.18528, "Y1": 0.0832, "X2": 0.31143, "Y2": 0.083, "X3": 0.31143, "Y3": 0.0998, "X4": 0.18528, "Y4": 0.0998, "page": 0, "Index": 1}, {"Word": "individuel", "Confidence": 0.886, "X1": 0.31537, "Y1": 0.0832, "X2": 0.40867, "Y2": 0.083, "X3": 0.40867, "Y3": 0.1008, "X4": 0.31537, "Y4": 0.0998, "page": 0, "Index": 2}, {"Word": "Contexte", "Confidence": 0.848, "X1": 0.1025, "Y1": 0.1042, "X2": 0.15506, "Y2": 0.104, "X3": 0.15506, "Y3": 0.1168, "X4": 0.1025, "Y4": 0.1158, "page": 0, "Index": 3}, {"Word": ":", "Confidence": 0.899, "X1": 0.15769, "Y1": 0.1042, "X2": 0.16163, "Y2": 0.104, "X3": 0.16163, "Y3": 0.1168, "X4": 0.15769, "Y4": 0.1168, "page": 0, "Index": 4}, {"Word": "On", "Confidence": 0.635, "X1": 0.16426, "Y1": 0.1052, "X2": 0.18265, "Y2": 0.105, "X3": 0.18265, "Y3": 0.1168, "X4": 0.16426, "Y4": 0.1168, "page": 0, "Index": 5}, {"Word": "pense", "Confidence": 0.796, "X1": 0.1866, "Y1": 0.1052, "X2": 0.21945, "Y2": 0.105, "X3": 0.21945, "Y3": 0.1168, "X4": 0.18528, "Y4": 0.1168, "page": 0, "Index": 6}, {"Word": "qu'une", "Confidence": 0.601, "X1": 0.22208, "Y1": 0.1052, "X2": 0.26413, "Y2": 0.105, "X3": 0.26281, "Y3": 0.1168, "X4": 0.22208, "Y4": 0.1168, "page": 0, "Index": 7}, {"Word": "persone", "Confidence": 0.438, "X1": 0.26675, "Y1": 0.1052, "X2": 0.32063, "Y2": 0.105, "X3": 0.32063, "Y3": 0.1168, "X4": 0.26675, "Y4": 0.1168, "page": 0, "Index": 8}, {"Word": "inicias", "Confidence": 0.163, "X1": 0.32457, "Y1": 0.1052, "X2": 0.36005, "Y2": 0.105, "X3": 0.36005, "Y3": 0.1168, "X4": 0.32326, "Y4": 0.1168, "page": 0, "Index": 9}, {"Word": "raciste", "Confidence": 0.878, "X1": 0.36268, "Y1": 0.1052, "X2": 0.4021, "Y2": 0.105, "X3": 0.40079, "Y3": 0.1168, "X4": 0.36268, "Y4": 0.1168, "page": 0, "Index": 10}, {"Word": "est", "Confidence": 0.727, "X1": 0.40473, "Y1": 0.1042, "X2": 0.42444, "Y2": 0.104, "X3": 0.42444, "Y3": 0.1168, "X4": 0.40342, "Y4": 0.1168, "page": 0, "Index": 11}, {"Word": "plus", "Confidence": 0.929, "X1": 0.1025, "Y1": 0.1172, "X2": 0.12484, "Y2": 0.117, "X3": 0.12484, "Y3": 0.1278, "X4": 0.1025, "Y4": 0.1288, "page": 0, "Index": 12}, {"Word": "sof\u00e9ressde", "Confidence": 0.519, "X1": 0.12878, "Y1": 0.1172, "X2": 0.1866, "Y2": 0.117, "X3": 0.1866, "Y3": 0.1278, "X4": 0.12746, "Y4": 0.1278, "page": 0, "Index": 13}, {"Word": "aux", "Confidence": 0.997, "X1": 0.19054, "Y1": 0.1172, "X2": 0.21156, "Y2": 0.117, "X3": 0.21156, "Y3": 0.1278, "X4": 0.18922, "Y4": 0.1278, "page": 0, "Index": 14}, {"Word": "co", "Confidence": 0.634, "X1": 0.21551, "Y1": 0.1172, "X2": 0.22996, "Y2": 0.117, "X3": 0.22996, "Y3": 0.1278, "X4": 0.21419, "Y4": 0.1278, "page": 0, "Index": 15}, {"Word": "ouissances", "Confidence": 0.487, "X1": 0.23784, "Y1": 0.1172, "X2": 0.29829, "Y2": 0.117, "X3": 0.29829, "Y3": 0.1278, "X4": 0.23784, "Y4": 0.1278, "page": 0, "Index": 16}, {"Word": "sur", "Confidence": 0.878, "X1": 0.30092, "Y1": 0.1172, "X2": 0.31932, "Y2": 0.117, "X3": 0.31932, "Y3": 0.1278, "X4": 0.30092, "Y4": 0.1278, "page": 0, "Index": 17}, {"Word": "la", "Confidence": 0.876, "X1": 0.32326, "Y1": 0.1172, "X2": 0.33377, "Y2": 0.117, "X3": 0.33246, "Y3": 0.1278, "X4": 0.32194, "Y4": 0.1278, "page": 0, "Index": 18}, {"Word": "silumtion", "Confidence": 0.303, "X1": 0.3364, "Y1": 0.1172, "X2": 0.38765, "Y2": 0.117, "X3": 0.38765, "Y3": 0.1288, "X4": 0.33509, "Y4": 0.1278, "page": 0, "Index": 19}, {"Word": "des", "Confidence": 0.778, "X1": 0.39159, "Y1": 0.1172, "X2": 0.41393, "Y2": 0.117, "X3": 0.41261, "Y3": 0.1288, "X4": 0.39028, "Y4": 0.1288, "page": 0, "Index": 20}, {"Word": "divers", "Confidence": 0.955, "X1": 0.10381, "Y1": 0.1282, "X2": 0.13798, "Y2": 0.128, "X3": 0.13798, "Y3": 0.1398, "X4": 0.1025, "Y4": 0.1398, "page": 0, "Index": 21}, {"Word": "groupes", "Confidence": 0.981, "X1": 0.14192, "Y1": 0.1282, "X2": 0.1866, "Y2": 0.128, "X3": 0.1866, "Y3": 0.1398, "X4": 0.1406, "Y4": 0.1398, "page": 0, "Index": 22}, {"Word": "et", "Confidence": 0.832, "X1": 0.19054, "Y1": 0.1282, "X2": 0.20105, "Y2": 0.128, "X3": 0.20105, "Y3": 0.1398, "X4": 0.18922, "Y4": 0.1398, "page": 0, "Index": 23}, {"Word": "nations.", "Confidence": 0.661, "X1": 0.20368, "Y1": 0.1282, "X2": 0.25099, "Y2": 0.128, "X3": 0.25099, "Y3": 0.1398, "X4": 0.20368, "Y4": 0.1398, "page": 0, "Index": 24}, {"Word": "En", "Confidence": 0.795, "X1": 0.25493, "Y1": 0.1282, "X2": 0.26938, "Y2": 0.128, "X3": 0.26938, "Y3": 0.1398, "X4": 0.25361, "Y4": 0.1398, "page": 0, "Index": 25}, {"Word": "posant", "Confidence": 0.667, "X1": 0.27201, "Y1": 0.1292, "X2": 0.31143, "Y2": 0.129, "X3": 0.31143, "Y3": 0.1398, "X4": 0.27201, "Y4": 0.1398, "page": 0, "Index": 26}, {"Word": "un", "Confidence": 0.991, "X1": 0.31537, "Y1": 0.1292, "X2": 0.32983, "Y2": 0.129, "X3": 0.32983, "Y3": 0.1398, "X4": 0.31406, "Y4": 0.1398, "page": 0, "Index": 27}, {"Word": "certain", "Confidence": 0.265, "X1": 0.33377, "Y1": 0.1292, "X2": 0.37319, "Y2": 0.129, "X3": 0.37319, "Y3": 0.1398, "X4": 0.33246, "Y4": 0.1398, "page": 0, "Index": 28}, {"Word": "nombre", "Confidence": 0.813, "X1": 0.37714, "Y1": 0.1292, "X2": 0.42444, "Y2": 0.129, "X3": 0.42313, "Y3": 0.1408, "X4": 0.37582, "Y4": 0.1398, "page": 0, "Index": 29}, {"Word": "de", "Confidence": 0.881, "X1": 0.10381, "Y1": 0.1402, "X2": 0.11695, "Y2": 0.14, "X3": 0.11564, "Y3": 0.1518, "X4": 0.10381, "Y4": 0.1518, "page": 0, "Index": 30}, {"Word": "questions", "Confidence": 0.329, "X1": 0.11958, "Y1": 0.1402, "X2": 0.17477, "Y2": 0.14, "X3": 0.17346, "Y3": 0.1508, "X4": 0.11958, "Y4": 0.1518, "page": 0, "Index": 31}, {"Word": "de", "Confidence": 0.996, "X1": 0.1774, "Y1": 0.1402, "X2": 0.19185, "Y2": 0.14, "X3": 0.19185, "Y3": 0.1508, "X4": 0.1774, "Y4": 0.1508, "page": 0, "Index": 32}, {"Word": "connaissances,", "Confidence": 0.3, "X1": 0.19448, "Y1": 0.1402, "X2": 0.28252, "Y2": 0.14, "X3": 0.28121, "Y3": 0.1508, "X4": 0.19448, "Y4": 0.1508, "page": 0, "Index": 33}, {"Word": "on", "Confidence": 0.256, "X1": 0.28515, "Y1": 0.1402, "X2": 0.29961, "Y2": 0.14, "X3": 0.29961, "Y3": 0.1518, "X4": 0.28384, "Y4": 0.1508, "page": 0, "Index": 34}, {"Word": "pourrait", "Confidence": 0.885, "X1": 0.30223, "Y1": 0.1402, "X2": 0.3548, "Y2": 0.14, "X3": 0.35348, "Y3": 0.1518, "X4": 0.30223, "Y4": 0.1518, "page": 0, "Index": 35}, {"Word": "\u00e9ventuellement", "Confidence": 0.514, "X1": 0.10381, "Y1": 0.1522, "X2": 0.19054, "Y2": 0.152, "X3": 0.19054, "Y3": 0.1628, "X4": 0.1025, "Y4": 0.1628, "page": 0, "Index": 36}, {"Word": "v\u00e9rifier", "Confidence": 0.625, "X1": 0.19448, "Y1": 0.1522, "X2": 0.23784, "Y2": 0.152, "X3": 0.23653, "Y3": 0.1628, "X4": 0.19317, "Y4": 0.1628, "page": 0, "Index": 37}, {"Word": "(validit\u00e9", "Confidence": 0.367, "X1": 0.24047, "Y1": 0.1522, "X2": 0.28909, "Y2": 0.152, "X3": 0.28909, "Y3": 0.1628, "X4": 0.24047, "Y4": 0.1628, "page": 0, "Index": 38}, {"Word": "pr\u00e9dictive)", "Confidence": 0.65, "X1": 0.29304, "Y1": 0.1512, "X2": 0.35742, "Y2": 0.151, "X3": 0.35611, "Y3": 0.1638, "X4": 0.29172, "Y4": 0.1628, "page": 0, "Index": 39}, {"Word": "si", "Confidence": 0.992, "X1": 0.36005, "Y1": 0.1512, "X2": 0.37057, "Y2": 0.151, "X3": 0.36925, "Y3": 0.1638, "X4": 0.35874, "Y4": 0.1638, "page": 0, "Index": 40}, {"Word": "le", "Confidence": 0.798, "X1": 0.37319, "Y1": 0.1512, "X2": 0.38371, "Y2": 0.151, "X3": 0.38239, "Y3": 0.1638, "X4": 0.37319, "Y4": 0.1638, "page": 0, "Index": 41}, {"Word": "fait", "Confidence": 0.819, "X1": 0.38633, "Y1": 0.1512, "X2": 0.40736, "Y2": 0.151, "X3": 0.40736, "Y3": 0.1638, "X4": 0.38633, "Y4": 0.1638, "page": 0, "Index": 42}, {"Word": "de", "Confidence": 0.971, "X1": 0.4113, "Y1": 0.1512, "X2": 0.42838, "Y2": 0.151, "X3": 0.42707, "Y3": 0.1638, "X4": 0.40999, "Y4": 0.1638, "page": 0, "Index": 43}, {"Word": "connaitre", "Confidence": 0.634, "X1": 0.1025, "Y1": 0.1632, "X2": 0.15637, "Y2": 0.163, "X3": 0.15506, "Y3": 0.1748, "X4": 0.1025, "Y4": 0.1748, "page": 0, "Index": 44}, {"Word": "les", "Confidence": 0.67, "X1": 0.159, "Y1": 0.1642, "X2": 0.17608, "Y2": 0.164, "X3": 0.17477, "Y3": 0.1748, "X4": 0.15769, "Y4": 0.1748, "page": 0, "Index": 45}, {"Word": "informations", "Confidence": 0.814, "X1": 0.17871, "Y1": 0.1642, "X2": 0.25493, "Y2": 0.164, "X3": 0.25361, "Y3": 0.1748, "X4": 0.1774, "Y4": 0.1748, "page": 0, "Index": 46}, {"Word": "demand\u00e9es", "Confidence": 0.634, "X1": 0.25756, "Y1": 0.1632, "X2": 0.32326, "Y2": 0.163, "X3": 0.32194, "Y3": 0.1748, "X4": 0.25624, "Y4": 0.1748, "page": 0, "Index": 47}, {"Word": "est", "Confidence": 0.795, "X1": 0.32589, "Y1": 0.1632, "X2": 0.34297, "Y2": 0.163, "X3": 0.34166, "Y3": 0.1748, "X4": 0.32457, "Y4": 0.1748, "page": 0, "Index": 48}, {"Word": "li\u00e9", "Confidence": 0.611, "X1": 0.3456, "Y1": 0.1632, "X2": 0.36399, "Y2": 0.163, "X3": 0.36268, "Y3": 0.1748, "X4": 0.34428, "Y4": 0.1748, "page": 0, "Index": 49}, {"Word": "n\u00e9gativement", "Confidence": 0.769, "X1": 0.1025, "Y1": 0.1752, "X2": 0.18003, "Y2": 0.175, "X3": 0.17871, "Y3": 0.1868, "X4": 0.1025, "Y4": 0.1868, "page": 0, "Index": 50}, {"Word": "\u00e0", "Confidence": 0.013, "X1": 0.18265, "Y1": 0.1752, "X2": 0.19054, "Y2": 0.175, "X3": 0.19054, "Y3": 0.1868, "X4": 0.18265, "Y4": 0.1868, "page": 0, "Index": 51}, {"Word": "des", "Confidence": 0.997, "X1": 0.19317, "Y1": 0.1752, "X2": 0.21419, "Y2": 0.175, "X3": 0.21288, "Y3": 0.1868, "X4": 0.19317, "Y4": 0.1868, "page": 0, "Index": 52}, {"Word": "attitudes", "Confidence": 0.666, "X1": 0.21682, "Y1": 0.1752, "X2": 0.26544, "Y2": 0.175, "X3": 0.26544, "Y3": 0.1868, "X4": 0.21682, "Y4": 0.1868, "page": 0, "Index": 53}, {"Word": "et", "Confidence": 0.854, "X1": 0.26807, "Y1": 0.1752, "X2": 0.28121, "Y2": 0.175, "X3": 0.27989, "Y3": 0.1868, "X4": 0.26807, "Y4": 0.1868, "page": 0, "Index": 54}, {"Word": "comportements", "Confidence": 0.371, "X1": 0.28384, "Y1": 0.1762, "X2": 0.37451, "Y2": 0.176, "X3": 0.37451, "Y3": 0.1868, "X4": 0.28384, "Y4": 0.1868, "page": 0, "Index": 55}, {"Word": "mcistes.", "Confidence": 0.603, "X1": 0.37845, "Y1": 0.1762, "X2": 0.42707, "Y2": 0.176, "X3": 0.42576, "Y3": 0.1868, "X4": 0.37714, "Y4": 0.1868, "page": 0, "Index": 56}, {"Word": ".", "Confidence": 0.024, "X1": 0.09593, "Y1": 0.1902, "X2": 0.09987, "Y2": 0.19, "X3": 0.09987, "Y3": 0.2028, "X4": 0.09461, "Y4": 0.2028, "page": 0, "Index": 57}, {"Word": "Berivez", "Confidence": 0.735, "X1": 0.10381, "Y1": 0.1912, "X2": 0.14717, "Y2": 0.191, "X3": 0.14586, "Y3": 0.2028, "X4": 0.1025, "Y4": 0.2028, "page": 0, "Index": 58}, {"Word": "une", "Confidence": 0.514, "X1": 0.1498, "Y1": 0.1912, "X2": 0.17083, "Y2": 0.191, "X3": 0.17083, "Y3": 0.2028, "X4": 0.14849, "Y4": 0.2028, "page": 0, "Index": 59}, {"Word": "question", "Confidence": 0.802, "X1": 0.17477, "Y1": 0.1912, "X2": 0.2247, "Y2": 0.191, "X3": 0.22339, "Y3": 0.2028, "X4": 0.17346, "Y4": 0.2028, "page": 0, "Index": 60}, {"Word": "de", "Confidence": 0.997, "X1": 0.22733, "Y1": 0.1912, "X2": 0.24179, "Y2": 0.191, "X3": 0.24179, "Y3": 0.2028, "X4": 0.22733, "Y4": 0.2028, "page": 0, "Index": 61}, {"Word": "connaissance", "Confidence": 0.391, "X1": 0.24573, "Y1": 0.1912, "X2": 0.32194, "Y2": 0.191, "X3": 0.32063, "Y3": 0.2028, "X4": 0.24442, "Y4": 0.2028, "page": 0, "Index": 62}, {"Word": "reli\u00e9e", "Confidence": 0.205, "X1": 0.32589, "Y1": 0.1912, "X2": 0.36005, "Y2": 0.191, "X3": 0.35874, "Y3": 0.2028, "X4": 0.32457, "Y4": 0.2028, "page": 0, "Index": 63}, {"Word": "\u00e0", "Confidence": 0.019, "X1": 0.36268, "Y1": 0.1912, "X2": 0.36925, "Y2": 0.191, "X3": 0.36794, "Y3": 0.2028, "X4": 0.36137, "Y4": 0.2028, "page": 0, "Index": 64}, {"Word": "la", "Confidence": 0.611, "X1": 0.37319, "Y1": 0.1912, "X2": 0.38502, "Y2": 0.191, "X3": 0.38371, "Y3": 0.2028, "X4": 0.37188, "Y4": 0.2028, "page": 0, "Index": 65}, {"Word": "th\u00e9matique", "Confidence": 0.477, "X1": 0.10512, "Y1": 0.2032, "X2": 0.16689, "Y2": 0.203, "X3": 0.16557, "Y3": 0.2148, "X4": 0.10381, "Y4": 0.2148, "page": 0, "Index": 66}, {"Word": "du", "Confidence": 0.3, "X1": 0.16951, "Y1": 0.2032, "X2": 0.18528, "Y2": 0.203, "X3": 0.18397, "Y3": 0.2148, "X4": 0.16951, "Y4": 0.2148, "page": 0, "Index": 67}, {"Word": "cours", "Confidence": 0.679, "X1": 0.18791, "Y1": 0.2032, "X2": 0.22076, "Y2": 0.203, "X3": 0.21945, "Y3": 0.2148, "X4": 0.1866, "Y4": 0.2148, "page": 0, "Index": 68}, {"Word": "dans", "Confidence": 0.966, "X1": 0.22339, "Y1": 0.2032, "X2": 0.25099, "Y2": 0.203, "X3": 0.24967, "Y3": 0.2148, "X4": 0.22208, "Y4": 0.2148, "page": 0, "Index": 69}, {"Word": "la", "Confidence": 0.908, "X1": 0.25361, "Y1": 0.2032, "X2": 0.26413, "Y2": 0.203, "X3": 0.26281, "Y3": 0.2148, "X4": 0.25361, "Y4": 0.2148, "page": 0, "Index": 70}, {"Word": "base", "Confidence": 0.784, "X1": 0.26675, "Y1": 0.2032, "X2": 0.29304, "Y2": 0.203, "X3": 0.29304, "Y3": 0.2148, "X4": 0.26675, "Y4": 0.2148, "page": 0, "Index": 71}, {"Word": "de", "Confidence": 0.944, "X1": 0.29698, "Y1": 0.2032, "X2": 0.31012, "Y2": 0.203, "X3": 0.31012, "Y3": 0.2148, "X4": 0.29566, "Y4": 0.2148, "page": 0, "Index": 72}, {"Word": "donn\u00e9es", "Confidence": 0.262, "X1": 0.31406, "Y1": 0.2032, "X2": 0.36268, "Y2": 0.203, "X3": 0.36137, "Y3": 0.2148, "X4": 0.31275, "Y4": 0.2148, "page": 0, "Index": 73}, {"Word": "pr\u00e9vuc.", "Confidence": 0.614, "X1": 0.36531, "Y1": 0.2032, "X2": 0.41261, "Y2": 0.203, "X3": 0.4113, "Y3": 0.2148, "X4": 0.36531, "Y4": 0.2148, "page": 0, "Index": 74}, {"Word": "La", "Confidence": 0.704, "X1": 0.41524, "Y1": 0.2032, "X2": 0.43364, "Y2": 0.203, "X3": 0.43364, "Y3": 0.2148, "X4": 0.41393, "Y4": 0.2148, "page": 0, "Index": 75}, {"Word": "semaine", "Confidence": 0.66, "X1": 0.1025, "Y1": 0.2152, "X2": 0.1498, "Y2": 0.215, "X3": 0.1498, "Y3": 0.2268, "X4": 0.10118, "Y4": 0.2268, "page": 0, "Index": 76}, {"Word": "prochaine,", "Confidence": 0.886, "X1": 0.15375, "Y1": 0.2152, "X2": 0.21419, "Y2": 0.215, "X3": 0.21288, "Y3": 0.2268, "X4": 0.15243, "Y4": 0.2268, "page": 0, "Index": 77}, {"Word": "on", "Confidence": 0.89, "X1": 0.21682, "Y1": 0.2152, "X2": 0.23259, "Y2": 0.215, "X3": 0.23259, "Y3": 0.2268, "X4": 0.21682, "Y4": 0.2268, "page": 0, "Index": 78}, {"Word": "verra", "Confidence": 0.797, "X1": 0.23653, "Y1": 0.2152, "X2": 0.26544, "Y2": 0.215, "X3": 0.26544, "Y3": 0.2268, "X4": 0.23522, "Y4": 0.2268, "page": 0, "Index": 79}, {"Word": "si", "Confidence": 0.885, "X1": 0.26938, "Y1": 0.2152, "X2": 0.27989, "Y2": 0.215, "X3": 0.27858, "Y3": 0.2268, "X4": 0.26807, "Y4": 0.2268, "page": 0, "Index": 80}, {"Word": "on", "Confidence": 0.928, "X1": 0.28252, "Y1": 0.2152, "X2": 0.29829, "Y2": 0.215, "X3": 0.29698, "Y3": 0.2268, "X4": 0.28121, "Y4": 0.2268, "page": 0, "Index": 81}, {"Word": "peut", "Confidence": 0.61, "X1": 0.30092, "Y1": 0.2152, "X2": 0.3272, "Y2": 0.215, "X3": 0.32589, "Y3": 0.2268, "X4": 0.29961, "Y4": 0.2268, "page": 0, "Index": 82}, {"Word": "r\u00e9pondre", "Confidence": 0.436, "X1": 0.32983, "Y1": 0.2152, "X2": 0.38239, "Y2": 0.215, "X3": 0.38108, "Y3": 0.2268, "X4": 0.32852, "Y4": 0.2268, "page": 0, "Index": 83}, {"Word": "\u00e0", "Confidence": 0.646, "X1": 0.38502, "Y1": 0.2152, "X2": 0.3929, "Y2": 0.215, "X3": 0.39159, "Y3": 0.2268, "X4": 0.38371, "Y4": 0.2268, "page": 0, "Index": 84}, {"Word": "ces", "Confidence": 0.991, "X1": 0.39553, "Y1": 0.2152, "X2": 0.41787, "Y2": 0.215, "X3": 0.41656, "Y3": 0.2268, "X4": 0.39422, "Y4": 0.2268, "page": 0, "Index": 85}, {"Word": "questions.", "Confidence": 0.803, "X1": 0.10381, "Y1": 0.2282, "X2": 0.16689, "Y2": 0.228, "X3": 0.16557, "Y3": 0.2388, "X4": 0.1025, "Y4": 0.2378, "page": 0, "Index": 86}, {"Word": "Concours", "Confidence": 0.57, "X1": 0.1025, "Y1": 0.2422, "X2": 0.15769, "Y2": 0.242, "X3": 0.15769, "Y3": 0.2538, "X4": 0.1025, "Y4": 0.2538, "page": 0, "Index": 87}, {"Word": "individuel:", "Confidence": 0.94, "X1": 0.16163, "Y1": 0.2422, "X2": 0.2247, "Y2": 0.242, "X3": 0.22339, "Y3": 0.2548, "X4": 0.16032, "Y4": 0.2538, "page": 0, "Index": 88}, {"Word": "La", "Confidence": 0.996, "X1": 0.22733, "Y1": 0.2422, "X2": 0.2431, "Y2": 0.242, "X3": 0.2431, "Y3": 0.2548, "X4": 0.22602, "Y4": 0.2548, "page": 0, "Index": 89}, {"Word": "meilleure", "Confidence": 0.625, "X1": 0.24704, "Y1": 0.2422, "X2": 0.30223, "Y2": 0.242, "X3": 0.30092, "Y3": 0.2548, "X4": 0.24573, "Y4": 0.2548, "page": 0, "Index": 90}, {"Word": "question", "Confidence": 0.808, "X1": 0.30486, "Y1": 0.2422, "X2": 0.3548, "Y2": 0.242, "X3": 0.3548, "Y3": 0.2548, "X4": 0.30486, "Y4": 0.2548, "page": 0, "Index": 91}, {"Word": "(choix", "Confidence": 0.753, "X1": 0.35874, "Y1": 0.2422, "X2": 0.39553, "Y2": 0.242, "X3": 0.39553, "Y3": 0.2538, "X4": 0.35742, "Y4": 0.2548, "page": 0, "Index": 92}, {"Word": "du", "Confidence": 0.955, "X1": 0.39947, "Y1": 0.2422, "X2": 0.41656, "Y2": 0.242, "X3": 0.41656, "Y3": 0.2538, "X4": 0.39816, "Y4": 0.2538, "page": 0, "Index": 93}, {"Word": "sujet", "Confidence": 0.609, "X1": 0.1025, "Y1": 0.2542, "X2": 0.12878, "Y2": 0.254, "X3": 0.12878, "Y3": 0.2658, "X4": 0.1025, "Y4": 0.2668, "page": 0, "Index": 94}, {"Word": "et", "Confidence": 0.66, "X1": 0.13141, "Y1": 0.2542, "X2": 0.14323, "Y2": 0.254, "X3": 0.14323, "Y3": 0.2658, "X4": 0.13272, "Y4": 0.2658, "page": 0, "Index": 95}, {"Word": "formulation)", "Confidence": 0.781, "X1": 0.14586, "Y1": 0.2552, "X2": 0.22076, "Y2": 0.255, "X3": 0.22076, "Y3": 0.2658, "X4": 0.14717, "Y4": 0.2658, "page": 0, "Index": 96}, {"Word": "a", "Confidence": 0.885, "X1": 0.22339, "Y1": 0.2552, "X2": 0.23127, "Y2": 0.255, "X3": 0.23127, "Y3": 0.2658, "X4": 0.22339, "Y4": 0.2658, "page": 0, "Index": 97}, {"Word": "un", "Confidence": 0.792, "X1": 0.2339, "Y1": 0.2552, "X2": 0.24836, "Y2": 0.255, "X3": 0.24836, "Y3": 0.2658, "X4": 0.2339, "Y4": 0.2658, "page": 0, "Index": 98}, {"Word": "bomis", "Confidence": 0.676, "X1": 0.25099, "Y1": 0.2552, "X2": 0.28647, "Y2": 0.255, "X3": 0.28647, "Y3": 0.2658, "X4": 0.25099, "Y4": 0.2658, "page": 0, "Index": 99}, {"Word": "suppl\u00e9mentaire", "Confidence": 0.386, "X1": 0.28909, "Y1": 0.2542, "X2": 0.37976, "Y2": 0.254, "X3": 0.37976, "Y3": 0.2668, "X4": 0.28909, "Y4": 0.2658, "page": 0, "Index": 100}, {"Word": "de", "Confidence": 0.636, "X1": 0.38371, "Y1": 0.2542, "X2": 0.40079, "Y2": 0.254, "X3": 0.40079, "Y3": 0.2668, "X4": 0.38239, "Y4": 0.2668, "page": 0, "Index": 101}, {"Word": "point)", "Confidence": 0.681, "X1": 0.10512, "Y1": 0.2672, "X2": 0.13666, "Y2": 0.267, "X3": 0.13666, "Y3": 0.2788, "X4": 0.10381, "Y4": 0.2788, "page": 0, "Index": 102}, {"Word": "pour", "Confidence": 0.615, "X1": 0.1406, "Y1": 0.2662, "X2": 0.16557, "Y2": 0.266, "X3": 0.16557, "Y3": 0.2788, "X4": 0.13929, "Y4": 0.2788, "page": 0, "Index": 103}, {"Word": "chaque", "Confidence": 0.869, "X1": 0.16951, "Y1": 0.2662, "X2": 0.21156, "Y2": 0.266, "X3": 0.21025, "Y3": 0.2788, "X4": 0.1682, "Y4": 0.2788, "page": 0, "Index": 104}, {"Word": "groupe", "Confidence": 0.373, "X1": 0.21551, "Y1": 0.2662, "X2": 0.25493, "Y2": 0.266, "X3": 0.25493, "Y3": 0.2788, "X4": 0.21419, "Y4": 0.2788, "page": 0, "Index": 105}, {"Word": "(3017", "Confidence": 0.965, "X1": 0.25887, "Y1": 0.2662, "X2": 0.29304, "Y2": 0.266, "X3": 0.29172, "Y3": 0.2788, "X4": 0.25756, "Y4": 0.2788, "page": 0, "Index": 106}, {"Word": "et", "Confidence": 0.938, "X1": 0.29566, "Y1": 0.2662, "X2": 0.30749, "Y2": 0.266, "X3": 0.30618, "Y3": 0.2788, "X4": 0.29566, "Y4": 0.2788, "page": 0, "Index": 107}, {"Word": "6448).", "Confidence": 0.636, "X1": 0.31012, "Y1": 0.2662, "X2": 0.34954, "Y2": 0.266, "X3": 0.34954, "Y3": 0.2788, "X4": 0.31012, "Y4": 0.2788, "page": 0, "Index": 108}, {"Word": "10", "Confidence": 0.994, "X1": 0.26281, "Y1": 0.2942, "X2": 0.27989, "Y2": 0.294, "X3": 0.27727, "Y3": 0.3078, "X4": 0.26281, "Y4": 0.3068, "page": 0, "Index": 109}, {"Word": "@Clains", "Confidence": 0.324, "X1": 0.72536, "Y1": 0.9532, "X2": 0.76741, "Y2": 0.953, "X3": 0.76741, "Y3": 0.9668, "X4": 0.72405, "Y4": 0.9668, "page": 0, "Index": 110}, {"Word": "Durand,", "Confidence": 0.976, "X1": 0.77135, "Y1": 0.9532, "X2": 0.82129, "Y2": 0.953, "X3": 0.81997, "Y3": 0.9668, "X4": 0.77135, "Y4": 0.9668, "page": 0, "Index": 111}, {"Word": "19/02/2013", "Confidence": 0.66, "X1": 0.82392, "Y1": 0.9522, "X2": 0.89488, "Y2": 0.952, "X3": 0.89488, "Y3": 0.9658, "X4": 0.82392, "Y4": 0.9668, "page": 0, "Index": 112}]}
"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"
ffmb0223
1
{"lines_data": [{"Word": "La pertinence * Utilit\u00e9 des mesures", "Confidence": 0.7925, "X1": 0.09461, "Y1": 0.0832, "X2": 0.4113, "Y2": 0.083, "X3": 0.4113, "Y3": 0.1008, "X4": 0.09461, "Y4": 0.1008, "page": 0}, {"Word": "\u00b7 Des questions de connaissance peuvent preceder des", "Confidence": 0.68275, "X1": 0.08673, "Y1": 0.1082, "X2": 0.38371, "Y2": 0.108, "X3": 0.38371, "Y3": 0.1198, "X4": 0.08673, "Y4": 0.1208, "page": 0}, {"Word": "meturet d'attitude pour d\u00e9terminer is pertinence ou la", "Confidence": 0.48088, "X1": 0.09067, "Y1": 0.1212, "X2": 0.39028, "Y2": 0.121, "X3": 0.39028, "Y3": 0.1318, "X4": 0.09067, "Y4": 0.1318, "page": 0}, {"Word": "fiabilit\u00e9 des r\u00e9ponses ...", "Confidence": 0.72475, "X1": 0.0933, "Y1": 0.1332, "X2": 0.22208, "Y2": 0.133, "X3": 0.22208, "Y3": 0.1438, "X4": 0.0933, "Y4": 0.1418, "page": 0}, {"Word": "----", "Confidence": 0.656, "X1": 0.65966, "Y1": 0.1382, "X2": 0.72405, "Y2": 0.138, "X3": 0.72405, "Y3": 0.1448, "X4": 0.65966, "Y4": 0.1448, "page": 0}, {"Word": ". Dans ce cas, siis poeineni quit servir de Ihre frin cheminde l'opinfit", "Confidence": 0.26769, "X1": 0.09198, "Y1": 0.1432, "X2": 0.39685, "Y2": 0.143, "X3": 0.39685, "Y3": 0.1518, "X4": 0.09198, "Y4": 0.1528, "page": 0}, {"Word": "valider Technion igri on dulve pat Te repuntual dits ba dataltro q cit us.", "Confidence": 0.53886, "X1": 0.10118, "Y1": 0.1612, "X2": 0.42313, "Y2": 0.161, "X3": 0.42313, "Y3": 0.1708, "X4": 0.10118, "Y4": 0.1698, "page": 0}, {"Word": ".Il faut que les contarissances que l'on veut incaurer solent des", "Confidence": 0.57036, "X1": 0.08541, "Y1": 0.1722, "X2": 0.39422, "Y2": 0.172, "X3": 0.39422, "Y3": 0.1828, "X4": 0.08541, "Y4": 0.1828, "page": 0}, {"Word": "informations generales susceptibles d'ene conmiles por tine", "Confidence": 0.43114, "X1": 0.09198, "Y1": 0.1842, "X2": 0.38502, "Y2": 0.184, "X3": 0.38502, "Y3": 0.1928, "X4": 0.09198, "Y4": 0.1918, "page": 0}, {"Word": "majorit\u00e9 de r\u00e9pondanis.", "Confidence": 0.69467, "X1": 0.09198, "Y1": 0.1922, "X2": 0.21025, "Y2": 0.192, "X3": 0.21025, "Y3": 0.2038, "X4": 0.09198, "Y4": 0.2038, "page": 0}, {"Word": "\u00b7 Les sujets trap poletny pon? les ofpendantk wie pan \u00e1daga\u00e9s \u00e0 beitr simagino", "Confidence": 0.30371, "X1": 0.0933, "Y1": 0.2032, "X2": 0.41656, "Y2": 0.203, "X3": 0.41656, "Y3": 0.2118, "X4": 0.0933, "Y4": 0.2128, "page": 0}, {"Word": "Canchicet dou reactibus de conformit\u00e9 sociale cinti que des refus, Il fun", "Confidence": 0.35575, "X1": 0.10118, "Y1": 0.2122, "X2": 0.41261, "Y2": 0.212, "X3": 0.41261, "Y3": 0.2208, "X4": 0.10118, "Y4": 0.2208, "page": 0}, {"Word": "pr\u00eatet amomion t weaisepnie 1'ilt maticc et ne pis mense le r\u00e9pondnet mat", "Confidence": 0.43285, "X1": 0.09987, "Y1": 0.2192, "X2": 0.41656, "Y2": 0.219, "X3": 0.41656, "Y3": 0.2298, "X4": 0.09987, "Y4": 0.2298, "page": 0}, {"Word": "a l'aise.", "Confidence": 0.1385, "X1": 0.10118, "Y1": 0.2302, "X2": 0.13535, "Y2": 0.23, "X3": 0.13535, "Y3": 0.2378, "X4": 0.10118, "Y4": 0.2378, "page": 0}, {"Word": "\u00b7 El dani pr\u00eater ung anouni\u00f3n particuli\u00e8re as probl\u00e8me de la d\u00e9sirabithe", "Confidence": 0.3585, "X1": 0.09461, "Y1": 0.2382, "X2": 0.39685, "Y2": 0.238, "X3": 0.39685, "Y3": 0.2468, "X4": 0.09461, "Y4": 0.2478, "page": 0}, {"Word": "devinza ta r\u00e9ponse o queuridia \u010dinierte.", "Confidence": 0.219, "X1": 0.1025, "Y1": 0.2562, "X2": 0.27332, "Y2": 0.256, "X3": 0.27332, "Y3": 0.2648, "X4": 0.1025, "Y4": 0.2648, "page": 0}, {"Word": "4", "Confidence": 0.987, "X1": 0.26544, "Y1": 0.2912, "X2": 0.27858, "Y2": 0.291, "X3": 0.27727, "Y3": 0.3028, "X4": 0.26413, "Y4": 0.3038, "page": 0}, {"Word": "La pertinence Opportunit\u00e9 de", "Confidence": 0.99675, "X1": 0.12221, "Y1": 0.3942, "X2": 0.41393, "Y2": 0.394, "X3": 0.41393, "Y3": 0.4098, "X4": 0.12221, "Y4": 0.4108, "page": 0}, {"Word": "l'utilisation", "Confidence": 0.617, "X1": 0.20762, "Y1": 0.4112, "X2": 0.31537, "Y2": 0.411, "X3": 0.31537, "Y3": 0.4268, "X4": 0.20762, "Y4": 0.4258, "page": 0}, {"Word": "Dans le questionnaire,", "Confidence": 0.65933, "X1": 0.21156, "Y1": 0.4312, "X2": 0.3272, "Y2": 0.431, "X3": 0.3272, "Y3": 0.4428, "X4": 0.21156, "Y4": 0.4418, "page": 0}, {"Word": "On ne pose g\u00e9n\u00e9ralcinent pas des questions de", "Confidence": 0.76638, "X1": 0.10381, "Y1": 0.4492, "X2": 0.37845, "Y2": 0.449, "X3": 0.37845, "Y3": 0.4618, "X4": 0.10381, "Y4": 0.4618, "page": 0}, {"Word": "connaissances en d\u00e9but de questicounire pour \u00e9viter", "Confidence": 0.665, "X1": 0.10775, "Y1": 0.4612, "X2": 0.40867, "Y2": 0.461, "X3": 0.40867, "Y3": 0.4728, "X4": 0.10775, "Y4": 0.4738, "page": 0}, {"Word": "qu'un malaise se cr\u00e9e.", "Confidence": 0.7195, "X1": 0.11038, "Y1": 0.4732, "X2": 0.23784, "Y2": 0.473, "X3": 0.23784, "Y3": 0.4848, "X4": 0.11038, "Y4": 0.4848, "page": 0}, {"Word": ". Toutefois, cela peut \u00eatre appropri\u00e9 dans certaines circonstances.", "Confidence": 0.51011, "X1": 0.10775, "Y1": 0.4852, "X2": 0.43627, "Y2": 0.485, "X3": 0.43627, "Y3": 0.4958, "X4": 0.10775, "Y4": 0.4958, "page": 0}, {"Word": "- Escarole: Selon vous, qu'est-ce que l'eulinasie? (Question ouverte en", "Confidence": 0.4296, "X1": 0.11695, "Y1": 0.4952, "X2": 0.43627, "Y2": 0.495, "X3": 0.43627, "Y3": 0.5068, "X4": 0.11695, "Y4": 0.5058, "page": 0}, {"Word": "\u00b7On ne peut pas poser des questions de cunhaissotives", "Confidence": 0.66767, "X1": 0.10381, "Y1": 0.5162, "X2": 0.41261, "Y2": 0.516, "X3": 0.41261, "Y3": 0.5288, "X4": 0.10381, "Y4": 0.5288, "page": 0}, {"Word": "dans un sondage postal ou internet parce que les gens oul", "Confidence": 0.67927, "X1": 0.1117, "Y1": 0.5292, "X2": 0.4389, "Y2": 0.529, "X3": 0.4389, "Y3": 0.5408, "X4": 0.1117, "Y4": 0.5408, "page": 0}, {"Word": "des outils pour trouver la r\u00e9ponse!", "Confidence": 0.74117, "X1": 0.11038, "Y1": 0.5402, "X2": 0.31012, "Y2": 0.54, "X3": 0.31012, "Y3": 0.5518, "X4": 0.11038, "Y4": 0.5518, "page": 0}, {"Word": "5", "Confidence": 0.905, "X1": 0.26544, "Y1": 0.5972, "X2": 0.28121, "Y2": 0.597, "X3": 0.27989, "Y3": 0.6108, "X4": 0.26413, "Y4": 0.6108, "page": 0}, {"Word": "La neutralit\u00e9 ** Le choix des questions", "Confidence": 0.77429, "X1": 0.08804, "Y1": 0.6972, "X2": 0.42838, "Y2": 0.697, "X3": 0.42838, "Y3": 0.7138, "X4": 0.08804, "Y4": 0.7128, "page": 0}, {"Word": "\u00b7 La question de la neutralit\u00e9 se pose surtout dans", "Confidence": 0.861, "X1": 0.0933, "Y1": 0.7202, "X2": 0.41787, "Y2": 0.72, "X3": 0.41787, "Y3": 0.7338, "X4": 0.0933, "Y4": 0.7338, "page": 0}, {"Word": "le contexte d'une liste de questions ou", "Confidence": 0.79986, "X1": 0.10118, "Y1": 0.7342, "X2": 0.35348, "Y2": 0.734, "X3": 0.35348, "Y3": 0.7468, "X4": 0.10118, "Y4": 0.7468, "page": 0}, {"Word": "d'\u00e9l\u00e9ments: il faut poser des questions \u00e9quilibr\u00e9es", "Confidence": 0.86071, "X1": 0.10381, "Y1": 0.7472, "X2": 0.42707, "Y2": 0.747, "X3": 0.42707, "Y3": 0.7598, "X4": 0.10381, "Y4": 0.7598, "page": 0}, {"Word": "pour \u00e9viter une utilisation biaisde.", "Confidence": 0.7742, "X1": 0.1025, "Y1": 0.7602, "X2": 0.32852, "Y2": 0.76, "X3": 0.32852, "Y3": 0.7728, "X4": 0.1025, "Y4": 0.7728, "page": 0}, {"Word": "\u00bb Par exemple, ki'je veux savoir si les gens connaissent", "Confidence": 0.5436, "X1": 0.10118, "Y1": 0.7732, "X2": 0.4205, "Y2": 0.773, "X3": 0.4205, "Y3": 0.7868, "X4": 0.10118, "Y4": 0.7868, "page": 0}, {"Word": "le nom de leur d\u00e9put\u00e9, je devrais probablement.", "Confidence": 0.7345, "X1": 0.11038, "Y1": 0.7862, "X2": 0.38502, "Y2": 0.786, "X3": 0.38502, "Y3": 0.7978, "X4": 0.11038, "Y4": 0.7968, "page": 0}, {"Word": "demander les noms des d\u00e9put\u00e9s federal et provincial de.", "Confidence": 0.646, "X1": 0.11301, "Y1": 0.7972, "X2": 0.43233, "Y2": 0.797, "X3": 0.43233, "Y3": 0.8088, "X4": 0.11301, "Y4": 0.8098, "page": 0}, {"Word": "fa\u00e7on \u00e0 voir si in notori\u00e9t\u00e9 est \u00e9gale dans les deux cas.", "Confidence": 0.72, "X1": 0.11301, "Y1": 0.8082, "X2": 0.42181, "Y2": 0.808, "X3": 0.42181, "Y3": 0.8198, "X4": 0.11301, "Y4": 0.8208, "page": 0}, {"Word": "= Lorsqu'il s'agit d'une question avce des choix de", "Confidence": 0.73444, "X1": 0.08936, "Y1": 0.8242, "X2": 0.42576, "Y2": 0.824, "X3": 0.42576, "Y3": 0.8378, "X4": 0.08936, "Y4": 0.8388, "page": 0}, {"Word": "r\u00e9ponse, on fera unc rotation des choix pour", "Confidence": 0.84962, "X1": 0.10118, "Y1": 0.8392, "X2": 0.38896, "Y2": 0.839, "X3": 0.38896, "Y3": 0.8508, "X4": 0.10118, "Y4": 0.8508, "page": 0}, {"Word": "\u00e9viter que les pursommes qui choisissent au hasard", "Confidence": 0.74, "X1": 0.1025, "Y1": 0.8512, "X2": 0.42707, "Y2": 0.851, "X3": 0.42707, "Y3": 0.8638, "X4": 0.1025, "Y4": 0.8638, "page": 0}, {"Word": "soient influenc\u00e9es pax l'ordre des choix.", "Confidence": 0.67117, "X1": 0.09987, "Y1": 0.8632, "X2": 0.36531, "Y2": 0.863, "X3": 0.36531, "Y3": 0.8758, "X4": 0.09987, "Y4": 0.8768, "page": 0}, {"Word": "@Claire Durand. 19/02/2013", "Confidence": 0.81267, "X1": 0.71879, "Y1": 0.9512, "X2": 0.89225, "Y2": 0.951, "X3": 0.89225, "Y3": 0.9638, "X4": 0.71879, "Y4": 0.9648, "page": 0}], "words_data": [{"Word": "La", "Confidence": 0.997, "X1": 0.09855, "Y1": 0.0842, "X2": 0.12089, "Y2": 0.084, "X3": 0.12089, "Y3": 0.1008, "X4": 0.09855, "Y4": 0.1008, "page": 0, "Index": 0}, {"Word": "pertinence", "Confidence": 0.944, "X1": 0.12484, "Y1": 0.0832, "X2": 0.22076, "Y2": 0.083, "X3": 0.22076, "Y3": 0.0998, "X4": 0.12615, "Y4": 0.1008, "page": 0, "Index": 1}, {"Word": "*", "Confidence": 0.018, "X1": 0.2247, "Y1": 0.0832, "X2": 0.23653, "Y2": 0.083, "X3": 0.23784, "Y3": 0.0998, "X4": 0.2247, "Y4": 0.0998, "page": 0, "Index": 2}, {"Word": "Utilit\u00e9", "Confidence": 0.807, "X1": 0.2431, "Y1": 0.0842, "X2": 0.29829, "Y2": 0.084, "X3": 0.29829, "Y3": 0.0998, "X4": 0.2431, "Y4": 0.0998, "page": 0, "Index": 3}, {"Word": "des", "Confidence": 0.998, "X1": 0.30223, "Y1": 0.0842, "X2": 0.32983, "Y2": 0.084, "X3": 0.32983, "Y3": 0.0998, "X4": 0.30223, "Y4": 0.0998, "page": 0, "Index": 4}, {"Word": "mesures", "Confidence": 0.991, "X1": 0.33377, "Y1": 0.0852, "X2": 0.4113, "Y2": 0.085, "X3": 0.4113, "Y3": 0.0998, "X4": 0.33377, "Y4": 0.0998, "page": 0, "Index": 5}, {"Word": "\u00b7", "Confidence": 0.613, "X1": 0.08804, "Y1": 0.1092, "X2": 0.08936, "Y2": 0.109, "X3": 0.08936, "Y3": 0.1218, "X4": 0.08804, "Y4": 0.1218, "page": 0, "Index": 6}, {"Word": "Des", "Confidence": 0.731, "X1": 0.0933, "Y1": 0.1102, "X2": 0.11432, "Y2": 0.11, "X3": 0.11301, "Y3": 0.1208, "X4": 0.09198, "Y4": 0.1218, "page": 0, "Index": 7}, {"Word": "questions", "Confidence": 0.526, "X1": 0.11695, "Y1": 0.1102, "X2": 0.1682, "Y2": 0.11, "X3": 0.1682, "Y3": 0.1208, "X4": 0.11695, "Y4": 0.1208, "page": 0, "Index": 8}, {"Word": "de", "Confidence": 0.944, "X1": 0.17083, "Y1": 0.1102, "X2": 0.18397, "Y2": 0.11, "X3": 0.18397, "Y3": 0.1208, "X4": 0.17083, "Y4": 0.1208, "page": 0, "Index": 9}, {"Word": "connaissance", "Confidence": 0.562, "X1": 0.18791, "Y1": 0.1102, "X2": 0.25887, "Y2": 0.11, "X3": 0.25887, "Y3": 0.1208, "X4": 0.1866, "Y4": 0.1208, "page": 0, "Index": 10}, {"Word": "peuvent", "Confidence": 0.635, "X1": 0.26281, "Y1": 0.1092, "X2": 0.30618, "Y2": 0.109, "X3": 0.30618, "Y3": 0.1208, "X4": 0.2615, "Y4": 0.1208, "page": 0, "Index": 11}, {"Word": "preceder", "Confidence": 0.453, "X1": 0.31012, "Y1": 0.1092, "X2": 0.35874, "Y2": 0.109, "X3": 0.35742, "Y3": 0.1208, "X4": 0.3088, "Y4": 0.1208, "page": 0, "Index": 12}, {"Word": "des", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.1092, "X2": 0.38371, "Y2": 0.109, "X3": 0.38239, "Y3": 0.1208, "X4": 0.36005, "Y4": 0.1208, "page": 0, "Index": 13}, {"Word": "meturet", "Confidence": 0.649, "X1": 0.09198, "Y1": 0.1212, "X2": 0.13798, "Y2": 0.121, "X3": 0.13798, "Y3": 0.1318, "X4": 0.09198, "Y4": 0.1318, "page": 0, "Index": 14}, {"Word": "d'attitude", "Confidence": 0.148, "X1": 0.1406, "Y1": 0.1212, "X2": 0.19317, "Y2": 0.121, "X3": 0.19185, "Y3": 0.1318, "X4": 0.1406, "Y4": 0.1318, "page": 0, "Index": 15}, {"Word": "pour", "Confidence": 0.29, "X1": 0.1958, "Y1": 0.1212, "X2": 0.22208, "Y2": 0.121, "X3": 0.22076, "Y3": 0.1318, "X4": 0.1958, "Y4": 0.1318, "page": 0, "Index": 16}, {"Word": "d\u00e9terminer", "Confidence": 0.486, "X1": 0.2247, "Y1": 0.1212, "X2": 0.28384, "Y2": 0.121, "X3": 0.28384, "Y3": 0.1318, "X4": 0.22339, "Y4": 0.1318, "page": 0, "Index": 17}, {"Word": "is", "Confidence": 0.503, "X1": 0.28647, "Y1": 0.1212, "X2": 0.29829, "Y2": 0.121, "X3": 0.29698, "Y3": 0.1318, "X4": 0.28647, "Y4": 0.1318, "page": 0, "Index": 18}, {"Word": "pertinence", "Confidence": 0.281, "X1": 0.30092, "Y1": 0.1212, "X2": 0.35742, "Y2": 0.121, "X3": 0.35611, "Y3": 0.1318, "X4": 0.29961, "Y4": 0.1318, "page": 0, "Index": 19}, {"Word": "ou", "Confidence": 0.955, "X1": 0.36005, "Y1": 0.1222, "X2": 0.37451, "Y2": 0.122, "X3": 0.37451, "Y3": 0.1328, "X4": 0.35874, "Y4": 0.1318, "page": 0, "Index": 20}, {"Word": "la", "Confidence": 0.535, "X1": 0.37845, "Y1": 0.1222, "X2": 0.39159, "Y2": 0.122, "X3": 0.39028, "Y3": 0.1328, "X4": 0.37714, "Y4": 0.1328, "page": 0, "Index": 21}, {"Word": "fiabilit\u00e9", "Confidence": 0.307, "X1": 0.09461, "Y1": 0.1322, "X2": 0.13666, "Y2": 0.132, "X3": 0.13535, "Y3": 0.1428, "X4": 0.0933, "Y4": 0.1418, "page": 0, "Index": 22}, {"Word": "des", "Confidence": 0.956, "X1": 0.13929, "Y1": 0.1322, "X2": 0.15769, "Y2": 0.132, "X3": 0.15637, "Y3": 0.1438, "X4": 0.13798, "Y4": 0.1428, "page": 0, "Index": 23}, {"Word": "r\u00e9ponses", "Confidence": 0.642, "X1": 0.16032, "Y1": 0.1332, "X2": 0.20631, "Y2": 0.133, "X3": 0.20631, "Y3": 0.1438, "X4": 0.159, "Y4": 0.1438, "page": 0, "Index": 24}, {"Word": "...", "Confidence": 0.994, "X1": 0.20894, "Y1": 0.1342, "X2": 0.22208, "Y2": 0.134, "X3": 0.22208, "Y3": 0.1438, "X4": 0.20894, "Y4": 0.1438, "page": 0, "Index": 25}, {"Word": "----", "Confidence": 0.656, "X1": 0.65966, "Y1": 0.1392, "X2": 0.71353, "Y2": 0.139, "X3": 0.71222, "Y3": 0.1458, "X4": 0.65966, "Y4": 0.1458, "page": 0, "Index": 26}, {"Word": ".", "Confidence": 0.654, "X1": 0.09461, "Y1": 0.1452, "X2": 0.09855, "Y2": 0.145, "X3": 0.09724, "Y3": 0.1538, "X4": 0.0933, "Y4": 0.1538, "page": 0, "Index": 27}, {"Word": "Dans", "Confidence": 0.622, "X1": 0.10118, "Y1": 0.1452, "X2": 0.12352, "Y2": 0.145, "X3": 0.12221, "Y3": 0.1538, "X4": 0.09987, "Y4": 0.1538, "page": 0, "Index": 28}, {"Word": "ce", "Confidence": 0.2, "X1": 0.12484, "Y1": 0.1452, "X2": 0.13535, "Y2": 0.145, "X3": 0.13403, "Y3": 0.1538, "X4": 0.12484, "Y4": 0.1538, "page": 0, "Index": 29}, {"Word": "cas,", "Confidence": 0.234, "X1": 0.13666, "Y1": 0.1452, "X2": 0.15375, "Y2": 0.145, "X3": 0.15243, "Y3": 0.1538, "X4": 0.13666, "Y4": 0.1538, "page": 0, "Index": 30}, {"Word": "siis", "Confidence": 0.029, "X1": 0.15637, "Y1": 0.1452, "X2": 0.17608, "Y2": 0.145, "X3": 0.17477, "Y3": 0.1538, "X4": 0.15506, "Y4": 0.1538, "page": 0, "Index": 31}, {"Word": "poeineni", "Confidence": 0.03, "X1": 0.1774, "Y1": 0.1442, "X2": 0.21156, "Y2": 0.144, "X3": 0.21025, "Y3": 0.1538, "X4": 0.1774, "Y4": 0.1538, "page": 0, "Index": 32}, {"Word": "quit", "Confidence": 0.195, "X1": 0.21288, "Y1": 0.1442, "X2": 0.22996, "Y2": 0.144, "X3": 0.22865, "Y3": 0.1538, "X4": 0.21288, "Y4": 0.1538, "page": 0, "Index": 33}, {"Word": "servir", "Confidence": 0.602, "X1": 0.23259, "Y1": 0.1442, "X2": 0.25756, "Y2": 0.144, "X3": 0.25624, "Y3": 0.1528, "X4": 0.23127, "Y4": 0.1528, "page": 0, "Index": 34}, {"Word": "de", "Confidence": 0.03, "X1": 0.26018, "Y1": 0.1442, "X2": 0.26938, "Y2": 0.144, "X3": 0.26938, "Y3": 0.1528, "X4": 0.25887, "Y4": 0.1528, "page": 0, "Index": 35}, {"Word": "Ihre", "Confidence": 0.356, "X1": 0.27201, "Y1": 0.1442, "X2": 0.29304, "Y2": 0.144, "X3": 0.29304, "Y3": 0.1528, "X4": 0.27201, "Y4": 0.1528, "page": 0, "Index": 36}, {"Word": "frin", "Confidence": 0.149, "X1": 0.29566, "Y1": 0.1442, "X2": 0.31012, "Y2": 0.144, "X3": 0.3088, "Y3": 0.1528, "X4": 0.29435, "Y4": 0.1528, "page": 0, "Index": 37}, {"Word": "cheminde", "Confidence": 0.006, "X1": 0.31275, "Y1": 0.1442, "X2": 0.35085, "Y2": 0.144, "X3": 0.34954, "Y3": 0.1528, "X4": 0.31143, "Y4": 0.1528, "page": 0, "Index": 38}, {"Word": "l'opinfit", "Confidence": 0.373, "X1": 0.35348, "Y1": 0.1442, "X2": 0.39685, "Y2": 0.144, "X3": 0.39685, "Y3": 0.1528, "X4": 0.35217, "Y4": 0.1528, "page": 0, "Index": 39}, {"Word": "valider", "Confidence": 0.997, "X1": 0.1025, "Y1": 0.1612, "X2": 0.13009, "Y2": 0.161, "X3": 0.13009, "Y3": 0.1708, "X4": 0.10118, "Y4": 0.1708, "page": 0, "Index": 40}, {"Word": "Technion", "Confidence": 0.331, "X1": 0.13272, "Y1": 0.1612, "X2": 0.17083, "Y2": 0.161, "X3": 0.17083, "Y3": 0.1708, "X4": 0.13141, "Y4": 0.1708, "page": 0, "Index": 41}, {"Word": "igri", "Confidence": 0.181, "X1": 0.17346, "Y1": 0.1612, "X2": 0.18791, "Y2": 0.161, "X3": 0.1866, "Y3": 0.1708, "X4": 0.17214, "Y4": 0.1708, "page": 0, "Index": 42}, {"Word": "on", "Confidence": 0.908, "X1": 0.19054, "Y1": 0.1612, "X2": 0.20237, "Y2": 0.161, "X3": 0.20105, "Y3": 0.1708, "X4": 0.18922, "Y4": 0.1708, "page": 0, "Index": 43}, {"Word": "dulve", "Confidence": 0.886, "X1": 0.20499, "Y1": 0.1612, "X2": 0.22996, "Y2": 0.161, "X3": 0.22865, "Y3": 0.1708, "X4": 0.20368, "Y4": 0.1708, "page": 0, "Index": 44}, {"Word": "pat", "Confidence": 0.568, "X1": 0.23127, "Y1": 0.1612, "X2": 0.24573, "Y2": 0.161, "X3": 0.24442, "Y3": 0.1708, "X4": 0.23127, "Y4": 0.1708, "page": 0, "Index": 45}, {"Word": "Te", "Confidence": 0.942, "X1": 0.24836, "Y1": 0.1612, "X2": 0.25624, "Y2": 0.161, "X3": 0.25624, "Y3": 0.1708, "X4": 0.24704, "Y4": 0.1708, "page": 0, "Index": 46}, {"Word": "repuntual", "Confidence": 0.329, "X1": 0.25887, "Y1": 0.1612, "X2": 0.30092, "Y2": 0.161, "X3": 0.30092, "Y3": 0.1708, "X4": 0.25887, "Y4": 0.1708, "page": 0, "Index": 47}, {"Word": "dits", "Confidence": 0.738, "X1": 0.30355, "Y1": 0.1612, "X2": 0.32326, "Y2": 0.161, "X3": 0.32326, "Y3": 0.1708, "X4": 0.30355, "Y4": 0.1708, "page": 0, "Index": 48}, {"Word": "ba", "Confidence": 0.259, "X1": 0.32589, "Y1": 0.1622, "X2": 0.33509, "Y2": 0.162, "X3": 0.33509, "Y3": 0.1708, "X4": 0.32589, "Y4": 0.1708, "page": 0, "Index": 49}, {"Word": "dataltro", "Confidence": 0.024, "X1": 0.33771, "Y1": 0.1622, "X2": 0.37582, "Y2": 0.162, "X3": 0.37582, "Y3": 0.1698, "X4": 0.3364, "Y4": 0.1708, "page": 0, "Index": 50}, {"Word": "q", "Confidence": 0.726, "X1": 0.38108, "Y1": 0.1622, "X2": 0.38765, "Y2": 0.162, "X3": 0.38765, "Y3": 0.1698, "X4": 0.38108, "Y4": 0.1698, "page": 0, "Index": 51}, {"Word": "cit", "Confidence": 0.315, "X1": 0.39028, "Y1": 0.1622, "X2": 0.40473, "Y2": 0.162, "X3": 0.40473, "Y3": 0.1698, "X4": 0.39028, "Y4": 0.1698, "page": 0, "Index": 52}, {"Word": "us.", "Confidence": 0.34, "X1": 0.40736, "Y1": 0.1622, "X2": 0.42313, "Y2": 0.162, "X3": 0.42313, "Y3": 0.1698, "X4": 0.40604, "Y4": 0.1698, "page": 0, "Index": 53}, {"Word": ".Il", "Confidence": 0.026, "X1": 0.08804, "Y1": 0.1732, "X2": 0.10118, "Y2": 0.173, "X3": 0.09987, "Y3": 0.1838, "X4": 0.08673, "Y4": 0.1838, "page": 0, "Index": 54}, {"Word": "faut", "Confidence": 0.842, "X1": 0.10381, "Y1": 0.1732, "X2": 0.12352, "Y2": 0.173, "X3": 0.12221, "Y3": 0.1838, "X4": 0.1025, "Y4": 0.1838, "page": 0, "Index": 55}, {"Word": "que", "Confidence": 0.838, "X1": 0.12615, "Y1": 0.1732, "X2": 0.14323, "Y2": 0.173, "X3": 0.14192, "Y3": 0.1838, "X4": 0.12484, "Y4": 0.1838, "page": 0, "Index": 56}, {"Word": "les", "Confidence": 0.884, "X1": 0.14586, "Y1": 0.1732, "X2": 0.159, "Y2": 0.173, "X3": 0.15769, "Y3": 0.1838, "X4": 0.14455, "Y4": 0.1838, "page": 0, "Index": 57}, {"Word": "contarissances", "Confidence": 0.136, "X1": 0.16163, "Y1": 0.1732, "X2": 0.23259, "Y2": 0.173, "X3": 0.23127, "Y3": 0.1838, "X4": 0.16032, "Y4": 0.1838, "page": 0, "Index": 58}, {"Word": "que", "Confidence": 0.955, "X1": 0.23522, "Y1": 0.1732, "X2": 0.2523, "Y2": 0.173, "X3": 0.25099, "Y3": 0.1838, "X4": 0.2339, "Y4": 0.1838, "page": 0, "Index": 59}, {"Word": "l'on", "Confidence": 0.517, "X1": 0.25493, "Y1": 0.1732, "X2": 0.27595, "Y2": 0.173, "X3": 0.27464, "Y3": 0.1838, "X4": 0.25361, "Y4": 0.1838, "page": 0, "Index": 60}, {"Word": "veut", "Confidence": 0.552, "X1": 0.27858, "Y1": 0.1732, "X2": 0.29961, "Y2": 0.173, "X3": 0.29829, "Y3": 0.1828, "X4": 0.27727, "Y4": 0.1828, "page": 0, "Index": 61}, {"Word": "incaurer", "Confidence": 0.501, "X1": 0.30223, "Y1": 0.1732, "X2": 0.34166, "Y2": 0.173, "X3": 0.34166, "Y3": 0.1828, "X4": 0.30092, "Y4": 0.1828, "page": 0, "Index": 62}, {"Word": "solent", "Confidence": 0.618, "X1": 0.3456, "Y1": 0.1732, "X2": 0.37451, "Y2": 0.173, "X3": 0.37319, "Y3": 0.1828, "X4": 0.34428, "Y4": 0.1828, "page": 0, "Index": 63}, {"Word": "des", "Confidence": 0.405, "X1": 0.37714, "Y1": 0.1732, "X2": 0.39422, "Y2": 0.173, "X3": 0.3929, "Y3": 0.1828, "X4": 0.37582, "Y4": 0.1828, "page": 0, "Index": 64}, {"Word": "informations", "Confidence": 0.197, "X1": 0.0933, "Y1": 0.1842, "X2": 0.15637, "Y2": 0.184, "X3": 0.15506, "Y3": 0.1928, "X4": 0.0933, "Y4": 0.1928, "page": 0, "Index": 65}, {"Word": "generales", "Confidence": 0.433, "X1": 0.15769, "Y1": 0.1842, "X2": 0.20368, "Y2": 0.184, "X3": 0.20368, "Y3": 0.1928, "X4": 0.15769, "Y4": 0.1928, "page": 0, "Index": 66}, {"Word": "susceptibles", "Confidence": 0.409, "X1": 0.20631, "Y1": 0.1842, "X2": 0.26675, "Y2": 0.184, "X3": 0.26544, "Y3": 0.1938, "X4": 0.20631, "Y4": 0.1928, "page": 0, "Index": 67}, {"Word": "d'ene", "Confidence": 0.646, "X1": 0.26938, "Y1": 0.1842, "X2": 0.29829, "Y2": 0.184, "X3": 0.29829, "Y3": 0.1938, "X4": 0.26807, "Y4": 0.1938, "page": 0, "Index": 68}, {"Word": "conmiles", "Confidence": 0.477, "X1": 0.30092, "Y1": 0.1852, "X2": 0.34166, "Y2": 0.185, "X3": 0.34034, "Y3": 0.1938, "X4": 0.29961, "Y4": 0.1938, "page": 0, "Index": 69}, {"Word": "por", "Confidence": 0.655, "X1": 0.34428, "Y1": 0.1852, "X2": 0.36005, "Y2": 0.185, "X3": 0.36005, "Y3": 0.1938, "X4": 0.34297, "Y4": 0.1938, "page": 0, "Index": 70}, {"Word": "tine", "Confidence": 0.201, "X1": 0.36268, "Y1": 0.1852, "X2": 0.38239, "Y2": 0.185, "X3": 0.38239, "Y3": 0.1938, "X4": 0.36137, "Y4": 0.1938, "page": 0, "Index": 71}, {"Word": "majorit\u00e9", "Confidence": 0.485, "X1": 0.0933, "Y1": 0.1932, "X2": 0.13403, "Y2": 0.193, "X3": 0.13272, "Y3": 0.2028, "X4": 0.0933, "Y4": 0.2038, "page": 0, "Index": 72}, {"Word": "de", "Confidence": 0.991, "X1": 0.13666, "Y1": 0.1932, "X2": 0.14849, "Y2": 0.193, "X3": 0.14717, "Y3": 0.2028, "X4": 0.13535, "Y4": 0.2028, "page": 0, "Index": 73}, {"Word": "r\u00e9pondanis.", "Confidence": 0.608, "X1": 0.15112, "Y1": 0.1932, "X2": 0.21156, "Y2": 0.193, "X3": 0.21025, "Y3": 0.2038, "X4": 0.15112, "Y4": 0.2028, "page": 0, "Index": 74}, {"Word": "\u00b7", "Confidence": 0.114, "X1": 0.09461, "Y1": 0.2042, "X2": 0.09855, "Y2": 0.204, "X3": 0.09724, "Y3": 0.2128, "X4": 0.0933, "Y4": 0.2128, "page": 0, "Index": 75}, {"Word": "Les", "Confidence": 0.895, "X1": 0.10118, "Y1": 0.2042, "X2": 0.11564, "Y2": 0.204, "X3": 0.11564, "Y3": 0.2128, "X4": 0.09987, "Y4": 0.2128, "page": 0, "Index": 76}, {"Word": "sujets", "Confidence": 0.329, "X1": 0.11827, "Y1": 0.2042, "X2": 0.14323, "Y2": 0.204, "X3": 0.14323, "Y3": 0.2128, "X4": 0.11695, "Y4": 0.2128, "page": 0, "Index": 77}, {"Word": "trap", "Confidence": 0.647, "X1": 0.14586, "Y1": 0.2042, "X2": 0.16294, "Y2": 0.204, "X3": 0.16163, "Y3": 0.2128, "X4": 0.14455, "Y4": 0.2128, "page": 0, "Index": 78}, {"Word": "poletny", "Confidence": 0.616, "X1": 0.16557, "Y1": 0.2042, "X2": 0.19711, "Y2": 0.204, "X3": 0.19711, "Y3": 0.2128, "X4": 0.16426, "Y4": 0.2128, "page": 0, "Index": 79}, {"Word": "pon?", "Confidence": 0.501, "X1": 0.19974, "Y1": 0.2042, "X2": 0.21945, "Y2": 0.204, "X3": 0.21813, "Y3": 0.2128, "X4": 0.19842, "Y4": 0.2128, "page": 0, "Index": 80}, {"Word": "les", "Confidence": 0.609, "X1": 0.22076, "Y1": 0.2042, "X2": 0.2339, "Y2": 0.204, "X3": 0.2339, "Y3": 0.2128, "X4": 0.22076, "Y4": 0.2128, "page": 0, "Index": 81}, {"Word": "ofpendantk", "Confidence": 0.108, "X1": 0.23653, "Y1": 0.2032, "X2": 0.28384, "Y2": 0.203, "X3": 0.28252, "Y3": 0.2118, "X4": 0.23653, "Y4": 0.2128, "page": 0, "Index": 82}, {"Word": "wie", "Confidence": 0.005, "X1": 0.28515, "Y1": 0.2032, "X2": 0.29698, "Y2": 0.203, "X3": 0.29566, "Y3": 0.2118, "X4": 0.28515, "Y4": 0.2118, "page": 0, "Index": 83}, {"Word": "pan", "Confidence": 0.017, "X1": 0.29829, "Y1": 0.2032, "X2": 0.31537, "Y2": 0.203, "X3": 0.31406, "Y3": 0.2118, "X4": 0.29829, "Y4": 0.2118, "page": 0, "Index": 84}, {"Word": "\u00e1daga\u00e9s", "Confidence": 0.042, "X1": 0.31669, "Y1": 0.2042, "X2": 0.34954, "Y2": 0.204, "X3": 0.34954, "Y3": 0.2118, "X4": 0.31669, "Y4": 0.2118, "page": 0, "Index": 85}, {"Word": "\u00e0", "Confidence": 0.009, "X1": 0.35217, "Y1": 0.2042, "X2": 0.35742, "Y2": 0.204, "X3": 0.35611, "Y3": 0.2118, "X4": 0.35085, "Y4": 0.2118, "page": 0, "Index": 86}, {"Word": "beitr", "Confidence": 0.005, "X1": 0.35874, "Y1": 0.2042, "X2": 0.37582, "Y2": 0.204, "X3": 0.37582, "Y3": 0.2118, "X4": 0.35874, "Y4": 0.2118, "page": 0, "Index": 87}, {"Word": "simagino", "Confidence": 0.355, "X1": 0.37845, "Y1": 0.2042, "X2": 0.41787, "Y2": 0.204, "X3": 0.41787, "Y3": 0.2118, "X4": 0.37845, "Y4": 0.2118, "page": 0, "Index": 88}, {"Word": "Canchicet", "Confidence": 0.074, "X1": 0.1025, "Y1": 0.2132, "X2": 0.14455, "Y2": 0.213, "X3": 0.14323, "Y3": 0.2218, "X4": 0.1025, "Y4": 0.2218, "page": 0, "Index": 89}, {"Word": "dou", "Confidence": 0.249, "X1": 0.14586, "Y1": 0.2132, "X2": 0.159, "Y2": 0.213, "X3": 0.159, "Y3": 0.2218, "X4": 0.14586, "Y4": 0.2218, "page": 0, "Index": 90}, {"Word": "reactibus", "Confidence": 0.336, "X1": 0.16163, "Y1": 0.2132, "X2": 0.20105, "Y2": 0.213, "X3": 0.20105, "Y3": 0.2218, "X4": 0.16163, "Y4": 0.2218, "page": 0, "Index": 91}, {"Word": "de", "Confidence": 0.972, "X1": 0.20368, "Y1": 0.2132, "X2": 0.21419, "Y2": 0.213, "X3": 0.21288, "Y3": 0.2218, "X4": 0.20237, "Y4": 0.2218, "page": 0, "Index": 92}, {"Word": "conformit\u00e9", "Confidence": 0.143, "X1": 0.21551, "Y1": 0.2132, "X2": 0.26281, "Y2": 0.213, "X3": 0.2615, "Y3": 0.2218, "X4": 0.21551, "Y4": 0.2218, "page": 0, "Index": 93}, {"Word": "sociale", "Confidence": 0.256, "X1": 0.26544, "Y1": 0.2132, "X2": 0.29566, "Y2": 0.213, "X3": 0.29435, "Y3": 0.2208, "X4": 0.26413, "Y4": 0.2218, "page": 0, "Index": 94}, {"Word": "cinti", "Confidence": 0.057, "X1": 0.29698, "Y1": 0.2132, "X2": 0.318, "Y2": 0.213, "X3": 0.318, "Y3": 0.2208, "X4": 0.29698, "Y4": 0.2208, "page": 0, "Index": 95}, {"Word": "que", "Confidence": 0.955, "X1": 0.32063, "Y1": 0.2132, "X2": 0.3364, "Y2": 0.213, "X3": 0.3364, "Y3": 0.2208, "X4": 0.32063, "Y4": 0.2208, "page": 0, "Index": 96}, {"Word": "des", "Confidence": 0.606, "X1": 0.33903, "Y1": 0.2132, "X2": 0.35348, "Y2": 0.213, "X3": 0.35217, "Y3": 0.2208, "X4": 0.33903, "Y4": 0.2208, "page": 0, "Index": 97}, {"Word": "refus,", "Confidence": 0.601, "X1": 0.35611, "Y1": 0.2132, "X2": 0.37976, "Y2": 0.213, "X3": 0.37976, "Y3": 0.2208, "X4": 0.3548, "Y4": 0.2208, "page": 0, "Index": 98}, {"Word": "Il", "Confidence": 0.007, "X1": 0.38239, "Y1": 0.2132, "X2": 0.38896, "Y2": 0.213, "X3": 0.38896, "Y3": 0.2208, "X4": 0.38108, "Y4": 0.2208, "page": 0, "Index": 99}, {"Word": "fun", "Confidence": 0.013, "X1": 0.39159, "Y1": 0.2132, "X2": 0.40867, "Y2": 0.213, "X3": 0.40867, "Y3": 0.2208, "X4": 0.39028, "Y4": 0.2208, "page": 0, "Index": 100}, {"Word": "pr\u00eatet", "Confidence": 0.037, "X1": 0.10118, "Y1": 0.2202, "X2": 0.12484, "Y2": 0.22, "X3": 0.12484, "Y3": 0.2308, "X4": 0.10118, "Y4": 0.2308, "page": 0, "Index": 101}, {"Word": "a", "Confidence": 0.003, "X1": 0.1025, "Y1": 0.2302, "X2": 0.10512, "Y2": 0.23, "X3": 0.10512, "Y3": 0.2378, "X4": 0.1025, "Y4": 0.2378, "page": 0, "Index": 102}, {"Word": "amomion", "Confidence": 0.024, "X1": 0.12746, "Y1": 0.2212, "X2": 0.16426, "Y2": 0.221, "X3": 0.16426, "Y3": 0.2298, "X4": 0.12746, "Y4": 0.2308, "page": 0, "Index": 103}, {"Word": "t", "Confidence": 0.345, "X1": 0.16689, "Y1": 0.2212, "X2": 0.17214, "Y2": 0.221, "X3": 0.17214, "Y3": 0.2298, "X4": 0.16689, "Y4": 0.2298, "page": 0, "Index": 104}, {"Word": "weaisepnie", "Confidence": 0.019, "X1": 0.17346, "Y1": 0.2212, "X2": 0.21551, "Y2": 0.221, "X3": 0.21551, "Y3": 0.2298, "X4": 0.17477, "Y4": 0.2298, "page": 0, "Index": 105}, {"Word": "1'ilt", "Confidence": 0.017, "X1": 0.21682, "Y1": 0.2212, "X2": 0.23784, "Y2": 0.221, "X3": 0.23784, "Y3": 0.2298, "X4": 0.21682, "Y4": 0.2298, "page": 0, "Index": 106}, {"Word": "maticc", "Confidence": 0.086, "X1": 0.24047, "Y1": 0.2212, "X2": 0.26938, "Y2": 0.221, "X3": 0.26938, "Y3": 0.2298, "X4": 0.24047, "Y4": 0.2298, "page": 0, "Index": 107}, {"Word": "et", "Confidence": 0.999, "X1": 0.27201, "Y1": 0.2202, "X2": 0.28121, "Y2": 0.22, "X3": 0.27989, "Y3": 0.2298, "X4": 0.27201, "Y4": 0.2298, "page": 0, "Index": 108}, {"Word": "ne", "Confidence": 0.915, "X1": 0.28384, "Y1": 0.2202, "X2": 0.29435, "Y2": 0.22, "X3": 0.29435, "Y3": 0.2298, "X4": 0.28252, "Y4": 0.2298, "page": 0, "Index": 109}, {"Word": "pis", "Confidence": 0.54, "X1": 0.29698, "Y1": 0.2202, "X2": 0.31012, "Y2": 0.22, "X3": 0.31012, "Y3": 0.2298, "X4": 0.29566, "Y4": 0.2298, "page": 0, "Index": 110}, {"Word": "mense", "Confidence": 0.29, "X1": 0.31275, "Y1": 0.2202, "X2": 0.34034, "Y2": 0.22, "X3": 0.33903, "Y3": 0.2298, "X4": 0.31275, "Y4": 0.2298, "page": 0, "Index": 111}, {"Word": "le", "Confidence": 0.651, "X1": 0.34297, "Y1": 0.2202, "X2": 0.35085, "Y2": 0.22, "X3": 0.34954, "Y3": 0.2298, "X4": 0.34166, "Y4": 0.2298, "page": 0, "Index": 112}, {"Word": "r\u00e9pondnet", "Confidence": 0.915, "X1": 0.35348, "Y1": 0.2202, "X2": 0.39685, "Y2": 0.22, "X3": 0.39553, "Y3": 0.2298, "X4": 0.35217, "Y4": 0.2298, "page": 0, "Index": 113}, {"Word": "mat", "Confidence": 0.789, "X1": 0.39947, "Y1": 0.2202, "X2": 0.41656, "Y2": 0.22, "X3": 0.41656, "Y3": 0.2298, "X4": 0.39816, "Y4": 0.2298, "page": 0, "Index": 114}, {"Word": "\u00b7", "Confidence": 0.072, "X1": 0.09593, "Y1": 0.2402, "X2": 0.09855, "Y2": 0.24, "X3": 0.09855, "Y3": 0.2478, "X4": 0.09593, "Y4": 0.2478, "page": 0, "Index": 115}, {"Word": "El", "Confidence": 0.054, "X1": 0.10118, "Y1": 0.2402, "X2": 0.10775, "Y2": 0.24, "X3": 0.10644, "Y3": 0.2478, "X4": 0.09987, "Y4": 0.2478, "page": 0, "Index": 116}, {"Word": "l'aise.", "Confidence": 0.274, "X1": 0.10775, "Y1": 0.2312, "X2": 0.13666, "Y2": 0.231, "X3": 0.13535, "Y3": 0.2388, "X4": 0.10775, "Y4": 0.2378, "page": 0, "Index": 117}, {"Word": "dani", "Confidence": 0.101, "X1": 0.10907, "Y1": 0.2402, "X2": 0.12615, "Y2": 0.24, "X3": 0.12615, "Y3": 0.2478, "X4": 0.10907, "Y4": 0.2478, "page": 0, "Index": 118}, {"Word": "pr\u00eater", "Confidence": 0.601, "X1": 0.12878, "Y1": 0.2392, "X2": 0.15506, "Y2": 0.239, "X3": 0.15375, "Y3": 0.2478, "X4": 0.12878, "Y4": 0.2478, "page": 0, "Index": 119}, {"Word": "ung", "Confidence": 0.637, "X1": 0.15637, "Y1": 0.2392, "X2": 0.17214, "Y2": 0.239, "X3": 0.17083, "Y3": 0.2478, "X4": 0.15637, "Y4": 0.2478, "page": 0, "Index": 120}, {"Word": "anouni\u00f3n", "Confidence": 0.316, "X1": 0.17477, "Y1": 0.2392, "X2": 0.21156, "Y2": 0.239, "X3": 0.21025, "Y3": 0.2478, "X4": 0.17346, "Y4": 0.2478, "page": 0, "Index": 121}, {"Word": "particuli\u00e8re", "Confidence": 0.028, "X1": 0.21419, "Y1": 0.2392, "X2": 0.26281, "Y2": 0.239, "X3": 0.26281, "Y3": 0.2478, "X4": 0.21288, "Y4": 0.2478, "page": 0, "Index": 122}, {"Word": "as", "Confidence": 0.018, "X1": 0.26544, "Y1": 0.2392, "X2": 0.27595, "Y2": 0.239, "X3": 0.27464, "Y3": 0.2478, "X4": 0.26413, "Y4": 0.2478, "page": 0, "Index": 123}, {"Word": "probl\u00e8me", "Confidence": 0.094, "X1": 0.27858, "Y1": 0.2382, "X2": 0.31932, "Y2": 0.238, "X3": 0.318, "Y3": 0.2478, "X4": 0.27727, "Y4": 0.2478, "page": 0, "Index": 124}, {"Word": "de", "Confidence": 0.997, "X1": 0.32194, "Y1": 0.2382, "X2": 0.33246, "Y2": 0.238, "X3": 0.33114, "Y3": 0.2478, "X4": 0.32063, "Y4": 0.2478, "page": 0, "Index": 125}, {"Word": "la", "Confidence": 0.845, "X1": 0.33509, "Y1": 0.2392, "X2": 0.34297, "Y2": 0.239, "X3": 0.34166, "Y3": 0.2468, "X4": 0.33377, "Y4": 0.2478, "page": 0, "Index": 126}, {"Word": "d\u00e9sirabithe", "Confidence": 0.539, "X1": 0.3456, "Y1": 0.2392, "X2": 0.39553, "Y2": 0.239, "X3": 0.39422, "Y3": 0.2468, "X4": 0.34428, "Y4": 0.2468, "page": 0, "Index": 127}, {"Word": "devinza", "Confidence": 0.337, "X1": 0.1025, "Y1": 0.2572, "X2": 0.13272, "Y2": 0.257, "X3": 0.13141, "Y3": 0.2658, "X4": 0.1025, "Y4": 0.2658, "page": 0, "Index": 128}, {"Word": "ta", "Confidence": 0.301, "X1": 0.13403, "Y1": 0.2562, "X2": 0.14323, "Y2": 0.256, "X3": 0.14323, "Y3": 0.2658, "X4": 0.13403, "Y4": 0.2658, "page": 0, "Index": 129}, {"Word": "r\u00e9ponse", "Confidence": 0.102, "X1": 0.14586, "Y1": 0.2562, "X2": 0.18134, "Y2": 0.256, "X3": 0.18134, "Y3": 0.2658, "X4": 0.14455, "Y4": 0.2658, "page": 0, "Index": 130}, {"Word": "o", "Confidence": 0.004, "X1": 0.18397, "Y1": 0.2562, "X2": 0.19054, "Y2": 0.256, "X3": 0.19054, "Y3": 0.2658, "X4": 0.18265, "Y4": 0.2658, "page": 0, "Index": 131}, {"Word": "queuridia", "Confidence": 0.266, "X1": 0.1958, "Y1": 0.2572, "X2": 0.23259, "Y2": 0.257, "X3": 0.23259, "Y3": 0.2658, "X4": 0.1958, "Y4": 0.2658, "page": 0, "Index": 132}, {"Word": "\u010dinierte.", "Confidence": 0.304, "X1": 0.23522, "Y1": 0.2582, "X2": 0.27332, "Y2": 0.258, "X3": 0.27332, "Y3": 0.2658, "X4": 0.23522, "Y4": 0.2658, "page": 0, "Index": 133}, {"Word": "4", "Confidence": 0.987, "X1": 0.26807, "Y1": 0.2912, "X2": 0.27727, "Y2": 0.291, "X3": 0.27858, "Y3": 0.3018, "X4": 0.26938, "Y4": 0.3028, "page": 0, "Index": 134}, {"Word": "La", "Confidence": 1, "X1": 0.12352, "Y1": 0.3952, "X2": 0.14717, "Y2": 0.395, "X3": 0.14586, "Y3": 0.4118, "X4": 0.12352, "Y4": 0.4118, "page": 0, "Index": 135}, {"Word": "pertinence", "Confidence": 1, "X1": 0.15112, "Y1": 0.3952, "X2": 0.24704, "Y2": 0.395, "X3": 0.24573, "Y3": 0.4108, "X4": 0.15112, "Y4": 0.4118, "page": 0, "Index": 136}, {"Word": "Opportunit\u00e9", "Confidence": 1, "X1": 0.27201, "Y1": 0.3952, "X2": 0.38239, "Y2": 0.395, "X3": 0.38239, "Y3": 0.4098, "X4": 0.27201, "Y4": 0.4108, "page": 0, "Index": 137}, {"Word": "de", "Confidence": 0.987, "X1": 0.38633, "Y1": 0.3952, "X2": 0.4113, "Y2": 0.395, "X3": 0.4113, "Y3": 0.4098, "X4": 0.38633, "Y4": 0.4098, "page": 0, "Index": 138}, {"Word": "l'utilisation", "Confidence": 0.617, "X1": 0.21025, "Y1": 0.4122, "X2": 0.31406, "Y2": 0.412, "X3": 0.31275, "Y3": 0.4268, "X4": 0.21025, "Y4": 0.4258, "page": 0, "Index": 139}, {"Word": "Dans", "Confidence": 0.853, "X1": 0.21288, "Y1": 0.4312, "X2": 0.23784, "Y2": 0.431, "X3": 0.23784, "Y3": 0.4428, "X4": 0.21288, "Y4": 0.4428, "page": 0, "Index": 140}, {"Word": "le", "Confidence": 0.596, "X1": 0.24179, "Y1": 0.4312, "X2": 0.25099, "Y2": 0.431, "X3": 0.25099, "Y3": 0.4428, "X4": 0.24047, "Y4": 0.4428, "page": 0, "Index": 141}, {"Word": "questionnaire,", "Confidence": 0.529, "X1": 0.25493, "Y1": 0.4322, "X2": 0.3272, "Y2": 0.432, "X3": 0.3272, "Y3": 0.4428, "X4": 0.25361, "Y4": 0.4428, "page": 0, "Index": 142}, {"Word": "On", "Confidence": 0.852, "X1": 0.10907, "Y1": 0.4502, "X2": 0.12615, "Y2": 0.45, "X3": 0.12615, "Y3": 0.4618, "X4": 0.10907, "Y4": 0.4618, "page": 0, "Index": 143}, {"Word": "ne", "Confidence": 0.617, "X1": 0.12878, "Y1": 0.4502, "X2": 0.14192, "Y2": 0.45, "X3": 0.14192, "Y3": 0.4618, "X4": 0.12878, "Y4": 0.4618, "page": 0, "Index": 144}, {"Word": "pose", "Confidence": 0.885, "X1": 0.14586, "Y1": 0.4502, "X2": 0.17214, "Y2": 0.45, "X3": 0.17214, "Y3": 0.4628, "X4": 0.14455, "Y4": 0.4628, "page": 0, "Index": 145}, {"Word": "g\u00e9n\u00e9ralcinent", "Confidence": 0.255, "X1": 0.17608, "Y1": 0.4502, "X2": 0.2523, "Y2": 0.45, "X3": 0.2523, "Y3": 0.4628, "X4": 0.17477, "Y4": 0.4628, "page": 0, "Index": 146}, {"Word": "pas", "Confidence": 0.811, "X1": 0.25624, "Y1": 0.4502, "X2": 0.27595, "Y2": 0.45, "X3": 0.27464, "Y3": 0.4628, "X4": 0.25493, "Y4": 0.4628, "page": 0, "Index": 147}, {"Word": "des", "Confidence": 0.937, "X1": 0.27858, "Y1": 0.4502, "X2": 0.29829, "Y2": 0.45, "X3": 0.29698, "Y3": 0.4628, "X4": 0.27727, "Y4": 0.4628, "page": 0, "Index": 148}, {"Word": "questions", "Confidence": 0.811, "X1": 0.30092, "Y1": 0.4502, "X2": 0.35611, "Y2": 0.45, "X3": 0.3548, "Y3": 0.4618, "X4": 0.29961, "Y4": 0.4628, "page": 0, "Index": 149}, {"Word": "de", "Confidence": 0.963, "X1": 0.36005, "Y1": 0.4502, "X2": 0.37714, "Y2": 0.45, "X3": 0.37582, "Y3": 0.4618, "X4": 0.35874, "Y4": 0.4618, "page": 0, "Index": 150}, {"Word": "connaissances", "Confidence": 0.206, "X1": 0.10907, "Y1": 0.4622, "X2": 0.18922, "Y2": 0.462, "X3": 0.18922, "Y3": 0.4728, "X4": 0.10775, "Y4": 0.4728, "page": 0, "Index": 151}, {"Word": "en", "Confidence": 0.958, "X1": 0.19317, "Y1": 0.4622, "X2": 0.20631, "Y2": 0.462, "X3": 0.20631, "Y3": 0.4728, "X4": 0.19185, "Y4": 0.4728, "page": 0, "Index": 152}, {"Word": "d\u00e9but", "Confidence": 0.642, "X1": 0.20894, "Y1": 0.4622, "X2": 0.24179, "Y2": 0.462, "X3": 0.24179, "Y3": 0.4738, "X4": 0.20894, "Y4": 0.4728, "page": 0, "Index": 153}, {"Word": "de", "Confidence": 0.961, "X1": 0.24573, "Y1": 0.4622, "X2": 0.25887, "Y2": 0.462, "X3": 0.25887, "Y3": 0.4738, "X4": 0.24442, "Y4": 0.4738, "page": 0, "Index": 154}, {"Word": "questicounire", "Confidence": 0.443, "X1": 0.2615, "Y1": 0.4622, "X2": 0.34034, "Y2": 0.462, "X3": 0.33903, "Y3": 0.4738, "X4": 0.2615, "Y4": 0.4738, "page": 0, "Index": 155}, {"Word": "pour", "Confidence": 0.774, "X1": 0.34297, "Y1": 0.4622, "X2": 0.37057, "Y2": 0.462, "X3": 0.36925, "Y3": 0.4738, "X4": 0.34166, "Y4": 0.4738, "page": 0, "Index": 156}, {"Word": "\u00e9viter", "Confidence": 0.671, "X1": 0.37319, "Y1": 0.4622, "X2": 0.40999, "Y2": 0.462, "X3": 0.40867, "Y3": 0.4738, "X4": 0.37188, "Y4": 0.4738, "page": 0, "Index": 157}, {"Word": "qu'un", "Confidence": 0.886, "X1": 0.1117, "Y1": 0.4742, "X2": 0.14192, "Y2": 0.474, "X3": 0.14192, "Y3": 0.4848, "X4": 0.11038, "Y4": 0.4858, "page": 0, "Index": 158}, {"Word": "malaise", "Confidence": 0.635, "X1": 0.14455, "Y1": 0.4742, "X2": 0.18922, "Y2": 0.474, "X3": 0.18922, "Y3": 0.4848, "X4": 0.14455, "Y4": 0.4848, "page": 0, "Index": 159}, {"Word": "se", "Confidence": 0.955, "X1": 0.19185, "Y1": 0.4742, "X2": 0.20499, "Y2": 0.474, "X3": 0.20368, "Y3": 0.4848, "X4": 0.19185, "Y4": 0.4848, "page": 0, "Index": 160}, {"Word": "cr\u00e9e.", "Confidence": 0.402, "X1": 0.20762, "Y1": 0.4752, "X2": 0.23784, "Y2": 0.475, "X3": 0.23784, "Y3": 0.4858, "X4": 0.20762, "Y4": 0.4848, "page": 0, "Index": 161}, {"Word": ".", "Confidence": 0.257, "X1": 0.10907, "Y1": 0.4862, "X2": 0.11564, "Y2": 0.486, "X3": 0.11432, "Y3": 0.4958, "X4": 0.10907, "Y4": 0.4958, "page": 0, "Index": 162}, {"Word": "Toutefois,", "Confidence": 0.607, "X1": 0.11827, "Y1": 0.4862, "X2": 0.1682, "Y2": 0.486, "X3": 0.16689, "Y3": 0.4968, "X4": 0.11827, "Y4": 0.4958, "page": 0, "Index": 163}, {"Word": "cela", "Confidence": 0.676, "X1": 0.17083, "Y1": 0.4862, "X2": 0.19054, "Y2": 0.486, "X3": 0.19054, "Y3": 0.4968, "X4": 0.17083, "Y4": 0.4968, "page": 0, "Index": 164}, {"Word": "peut", "Confidence": 0.848, "X1": 0.19317, "Y1": 0.4852, "X2": 0.21551, "Y2": 0.485, "X3": 0.21551, "Y3": 0.4968, "X4": 0.19317, "Y4": 0.4968, "page": 0, "Index": 165}, {"Word": "\u00eatre", "Confidence": 0.005, "X1": 0.21813, "Y1": 0.4852, "X2": 0.23784, "Y2": 0.485, "X3": 0.23653, "Y3": 0.4968, "X4": 0.21813, "Y4": 0.4968, "page": 0, "Index": 166}, {"Word": "appropri\u00e9", "Confidence": 0.352, "X1": 0.24047, "Y1": 0.4852, "X2": 0.28778, "Y2": 0.485, "X3": 0.28778, "Y3": 0.4968, "X4": 0.23916, "Y4": 0.4968, "page": 0, "Index": 167}, {"Word": "dans", "Confidence": 0.971, "X1": 0.29041, "Y1": 0.4852, "X2": 0.31406, "Y2": 0.485, "X3": 0.31406, "Y3": 0.4968, "X4": 0.29041, "Y4": 0.4968, "page": 0, "Index": 168}, {"Word": "certaines", "Confidence": 0.663, "X1": 0.31669, "Y1": 0.4862, "X2": 0.36268, "Y2": 0.486, "X3": 0.36137, "Y3": 0.4958, "X4": 0.31669, "Y4": 0.4968, "page": 0, "Index": 169}, {"Word": "circonstances.", "Confidence": 0.212, "X1": 0.36531, "Y1": 0.4862, "X2": 0.43627, "Y2": 0.486, "X3": 0.43627, "Y3": 0.4958, "X4": 0.36399, "Y4": 0.4958, "page": 0, "Index": 170}, {"Word": "-", "Confidence": 0.711, "X1": 0.11827, "Y1": 0.4962, "X2": 0.12221, "Y2": 0.496, "X3": 0.12221, "Y3": 0.5058, "X4": 0.11827, "Y4": 0.5058, "page": 0, "Index": 171}, {"Word": "Escarole:", "Confidence": 0.036, "X1": 0.12615, "Y1": 0.4962, "X2": 0.16689, "Y2": 0.496, "X3": 0.16557, "Y3": 0.5068, "X4": 0.12484, "Y4": 0.5058, "page": 0, "Index": 172}, {"Word": "Selon", "Confidence": 0.869, "X1": 0.16951, "Y1": 0.4962, "X2": 0.19317, "Y2": 0.496, "X3": 0.19317, "Y3": 0.5068, "X4": 0.1682, "Y4": 0.5068, "page": 0, "Index": 173}, {"Word": "vous,", "Confidence": 0.628, "X1": 0.19711, "Y1": 0.4962, "X2": 0.21945, "Y2": 0.496, "X3": 0.21813, "Y3": 0.5068, "X4": 0.1958, "Y4": 0.5068, "page": 0, "Index": 174}, {"Word": "qu'est-ce", "Confidence": 0.097, "X1": 0.22208, "Y1": 0.4952, "X2": 0.2615, "Y2": 0.495, "X3": 0.26018, "Y3": 0.5068, "X4": 0.22208, "Y4": 0.5068, "page": 0, "Index": 175}, {"Word": "que", "Confidence": 0.927, "X1": 0.26413, "Y1": 0.4962, "X2": 0.27858, "Y2": 0.496, "X3": 0.27858, "Y3": 0.5068, "X4": 0.26281, "Y4": 0.5068, "page": 0, "Index": 176}, {"Word": "l'eulinasie?", "Confidence": 0.155, "X1": 0.28121, "Y1": 0.4962, "X2": 0.34034, "Y2": 0.496, "X3": 0.34034, "Y3": 0.5068, "X4": 0.28121, "Y4": 0.5068, "page": 0, "Index": 177}, {"Word": "(Question", "Confidence": 0.117, "X1": 0.34297, "Y1": 0.4962, "X2": 0.38633, "Y2": 0.496, "X3": 0.38502, "Y3": 0.5068, "X4": 0.34297, "Y4": 0.5068, "page": 0, "Index": 178}, {"Word": "ouverte", "Confidence": 0.047, "X1": 0.38896, "Y1": 0.4972, "X2": 0.4205, "Y2": 0.497, "X3": 0.4205, "Y3": 0.5068, "X4": 0.38765, "Y4": 0.5068, "page": 0, "Index": 179}, {"Word": "en", "Confidence": 0.709, "X1": 0.42444, "Y1": 0.4972, "X2": 0.43758, "Y2": 0.497, "X3": 0.43627, "Y3": 0.5068, "X4": 0.42313, "Y4": 0.5068, "page": 0, "Index": 180}, {"Word": "\u00b7On", "Confidence": 0.111, "X1": 0.10512, "Y1": 0.5182, "X2": 0.12615, "Y2": 0.518, "X3": 0.12352, "Y3": 0.5298, "X4": 0.10381, "Y4": 0.5298, "page": 0, "Index": 181}, {"Word": "ne", "Confidence": 0.958, "X1": 0.12878, "Y1": 0.5172, "X2": 0.14323, "Y2": 0.517, "X3": 0.1406, "Y3": 0.5298, "X4": 0.12746, "Y4": 0.5298, "page": 0, "Index": 182}, {"Word": "peut", "Confidence": 0.624, "X1": 0.14586, "Y1": 0.5172, "X2": 0.17083, "Y2": 0.517, "X3": 0.16951, "Y3": 0.5298, "X4": 0.14455, "Y4": 0.5298, "page": 0, "Index": 183}, {"Word": "pas", "Confidence": 0.991, "X1": 0.17346, "Y1": 0.5172, "X2": 0.19317, "Y2": 0.517, "X3": 0.19185, "Y3": 0.5298, "X4": 0.17214, "Y4": 0.5298, "page": 0, "Index": 184}, {"Word": "poser", "Confidence": 0.659, "X1": 0.1958, "Y1": 0.5172, "X2": 0.22733, "Y2": 0.517, "X3": 0.22602, "Y3": 0.5298, "X4": 0.19448, "Y4": 0.5298, "page": 0, "Index": 185}, {"Word": "des", "Confidence": 0.801, "X1": 0.23127, "Y1": 0.5172, "X2": 0.24967, "Y2": 0.517, "X3": 0.24836, "Y3": 0.5298, "X4": 0.22996, "Y4": 0.5298, "page": 0, "Index": 186}, {"Word": "questions", "Confidence": 0.607, "X1": 0.25361, "Y1": 0.5172, "X2": 0.30749, "Y2": 0.517, "X3": 0.30618, "Y3": 0.5298, "X4": 0.2523, "Y4": 0.5298, "page": 0, "Index": 187}, {"Word": "de", "Confidence": 0.925, "X1": 0.31143, "Y1": 0.5172, "X2": 0.32457, "Y2": 0.517, "X3": 0.32457, "Y3": 0.5298, "X4": 0.31012, "Y4": 0.5298, "page": 0, "Index": 188}, {"Word": "cunhaissotives", "Confidence": 0.333, "X1": 0.32852, "Y1": 0.5182, "X2": 0.41261, "Y2": 0.518, "X3": 0.41261, "Y3": 0.5288, "X4": 0.3272, "Y4": 0.5298, "page": 0, "Index": 189}, {"Word": "dans", "Confidence": 0.887, "X1": 0.11301, "Y1": 0.5302, "X2": 0.13403, "Y2": 0.53, "X3": 0.13403, "Y3": 0.5408, "X4": 0.1117, "Y4": 0.5418, "page": 0, "Index": 190}, {"Word": "un", "Confidence": 0.758, "X1": 0.13798, "Y1": 0.5302, "X2": 0.15243, "Y2": 0.53, "X3": 0.15243, "Y3": 0.5408, "X4": 0.13666, "Y4": 0.5408, "page": 0, "Index": 191}, {"Word": "sondage", "Confidence": 0.937, "X1": 0.15637, "Y1": 0.5302, "X2": 0.20237, "Y2": 0.53, "X3": 0.20105, "Y3": 0.5408, "X4": 0.15506, "Y4": 0.5408, "page": 0, "Index": 192}, {"Word": "postal", "Confidence": 0.464, "X1": 0.20499, "Y1": 0.5302, "X2": 0.24047, "Y2": 0.53, "X3": 0.24047, "Y3": 0.5408, "X4": 0.20499, "Y4": 0.5408, "page": 0, "Index": 193}, {"Word": "ou", "Confidence": 0.994, "X1": 0.24442, "Y1": 0.5302, "X2": 0.25887, "Y2": 0.53, "X3": 0.25756, "Y3": 0.5408, "X4": 0.2431, "Y4": 0.5408, "page": 0, "Index": 194}, {"Word": "internet", "Confidence": 0.329, "X1": 0.2615, "Y1": 0.5302, "X2": 0.30486, "Y2": 0.53, "X3": 0.30486, "Y3": 0.5408, "X4": 0.26018, "Y4": 0.5408, "page": 0, "Index": 195}, {"Word": "parce", "Confidence": 0.604, "X1": 0.3088, "Y1": 0.5302, "X2": 0.34034, "Y2": 0.53, "X3": 0.33903, "Y3": 0.5408, "X4": 0.30749, "Y4": 0.5408, "page": 0, "Index": 196}, {"Word": "que", "Confidence": 0.994, "X1": 0.34297, "Y1": 0.5302, "X2": 0.36531, "Y2": 0.53, "X3": 0.36399, "Y3": 0.5418, "X4": 0.34297, "Y4": 0.5408, "page": 0, "Index": 197}, {"Word": "les", "Confidence": 0.207, "X1": 0.36794, "Y1": 0.5302, "X2": 0.38371, "Y2": 0.53, "X3": 0.38371, "Y3": 0.5418, "X4": 0.36662, "Y4": 0.5418, "page": 0, "Index": 198}, {"Word": "gens", "Confidence": 0.686, "X1": 0.38765, "Y1": 0.5302, "X2": 0.41393, "Y2": 0.53, "X3": 0.41261, "Y3": 0.5418, "X4": 0.38633, "Y4": 0.5418, "page": 0, "Index": 199}, {"Word": "oul", "Confidence": 0.612, "X1": 0.41656, "Y1": 0.5302, "X2": 0.44021, "Y2": 0.53, "X3": 0.4389, "Y3": 0.5418, "X4": 0.41656, "Y4": 0.5418, "page": 0, "Index": 200}, {"Word": "des", "Confidence": 0.824, "X1": 0.1117, "Y1": 0.5402, "X2": 0.12746, "Y2": 0.54, "X3": 0.12746, "Y3": 0.5518, "X4": 0.1117, "Y4": 0.5528, "page": 0, "Index": 201}, {"Word": "outils", "Confidence": 0.627, "X1": 0.13009, "Y1": 0.5402, "X2": 0.16163, "Y2": 0.54, "X3": 0.16163, "Y3": 0.5518, "X4": 0.13009, "Y4": 0.5518, "page": 0, "Index": 202}, {"Word": "pour", "Confidence": 0.983, "X1": 0.16557, "Y1": 0.5402, "X2": 0.19317, "Y2": 0.54, "X3": 0.19185, "Y3": 0.5518, "X4": 0.16426, "Y4": 0.5518, "page": 0, "Index": 203}, {"Word": "trouver", "Confidence": 0.649, "X1": 0.1958, "Y1": 0.5402, "X2": 0.23653, "Y2": 0.54, "X3": 0.23522, "Y3": 0.5518, "X4": 0.19448, "Y4": 0.5518, "page": 0, "Index": 204}, {"Word": "la", "Confidence": 0.995, "X1": 0.24047, "Y1": 0.5412, "X2": 0.25099, "Y2": 0.541, "X3": 0.24967, "Y3": 0.5518, "X4": 0.23916, "Y4": 0.5518, "page": 0, "Index": 205}, {"Word": "r\u00e9ponse!", "Confidence": 0.369, "X1": 0.25361, "Y1": 0.5412, "X2": 0.30749, "Y2": 0.541, "X3": 0.30618, "Y3": 0.5528, "X4": 0.25361, "Y4": 0.5518, "page": 0, "Index": 206}, {"Word": "5", "Confidence": 0.905, "X1": 0.26938, "Y1": 0.5962, "X2": 0.27989, "Y2": 0.596, "X3": 0.27858, "Y3": 0.6108, "X4": 0.26938, "Y4": 0.6108, "page": 0, "Index": 207}, {"Word": "La", "Confidence": 0.996, "X1": 0.08936, "Y1": 0.6982, "X2": 0.1117, "Y2": 0.698, "X3": 0.11301, "Y3": 0.7128, "X4": 0.08936, "Y4": 0.7128, "page": 0, "Index": 208}, {"Word": "neutralit\u00e9", "Confidence": 0.81, "X1": 0.11564, "Y1": 0.6972, "X2": 0.20237, "Y2": 0.697, "X3": 0.20237, "Y3": 0.7128, "X4": 0.11695, "Y4": 0.7128, "page": 0, "Index": 209}, {"Word": "**", "Confidence": 0.001, "X1": 0.20631, "Y1": 0.6972, "X2": 0.22733, "Y2": 0.697, "X3": 0.22733, "Y3": 0.7128, "X4": 0.20631, "Y4": 0.7128, "page": 0, "Index": 210}, {"Word": "Le", "Confidence": 0.997, "X1": 0.23127, "Y1": 0.6972, "X2": 0.25493, "Y2": 0.697, "X3": 0.25493, "Y3": 0.7138, "X4": 0.23127, "Y4": 0.7128, "page": 0, "Index": 211}, {"Word": "choix", "Confidence": 0.629, "X1": 0.25887, "Y1": 0.6972, "X2": 0.30618, "Y2": 0.697, "X3": 0.30618, "Y3": 0.7138, "X4": 0.25887, "Y4": 0.7138, "page": 0, "Index": 212}, {"Word": "des", "Confidence": 0.995, "X1": 0.31012, "Y1": 0.6972, "X2": 0.34034, "Y2": 0.697, "X3": 0.34034, "Y3": 0.7138, "X4": 0.31143, "Y4": 0.7138, "page": 0, "Index": 213}, {"Word": "questions", "Confidence": 0.992, "X1": 0.34428, "Y1": 0.6982, "X2": 0.42838, "Y2": 0.698, "X3": 0.42838, "Y3": 0.7148, "X4": 0.34428, "Y4": 0.7138, "page": 0, "Index": 214}, {"Word": "\u00b7", "Confidence": 0.001, "X1": 0.0933, "Y1": 0.7212, "X2": 0.09724, "Y2": 0.721, "X3": 0.09724, "Y3": 0.7348, "X4": 0.0933, "Y4": 0.7348, "page": 0, "Index": 215}, {"Word": "La", "Confidence": 0.994, "X1": 0.10118, "Y1": 0.7212, "X2": 0.11958, "Y2": 0.721, "X3": 0.11958, "Y3": 0.7338, "X4": 0.10118, "Y4": 0.7348, "page": 0, "Index": 216}, {"Word": "question", "Confidence": 0.992, "X1": 0.12221, "Y1": 0.7212, "X2": 0.1774, "Y2": 0.721, "X3": 0.1774, "Y3": 0.7338, "X4": 0.12221, "Y4": 0.7338, "page": 0, "Index": 217}, {"Word": "de", "Confidence": 0.997, "X1": 0.18003, "Y1": 0.7212, "X2": 0.1958, "Y2": 0.721, "X3": 0.1958, "Y3": 0.7338, "X4": 0.18003, "Y4": 0.7338, "page": 0, "Index": 218}, {"Word": "la", "Confidence": 0.996, "X1": 0.19974, "Y1": 0.7212, "X2": 0.21288, "Y2": 0.721, "X3": 0.21288, "Y3": 0.7338, "X4": 0.19974, "Y4": 0.7338, "page": 0, "Index": 219}, {"Word": "neutralit\u00e9", "Confidence": 0.887, "X1": 0.21551, "Y1": 0.7212, "X2": 0.27858, "Y2": 0.721, "X3": 0.27858, "Y3": 0.7338, "X4": 0.21551, "Y4": 0.7338, "page": 0, "Index": 220}, {"Word": "se", "Confidence": 0.991, "X1": 0.28252, "Y1": 0.7212, "X2": 0.29566, "Y2": 0.721, "X3": 0.29566, "Y3": 0.7338, "X4": 0.28252, "Y4": 0.7338, "page": 0, "Index": 221}, {"Word": "pose", "Confidence": 0.847, "X1": 0.29829, "Y1": 0.7212, "X2": 0.33114, "Y2": 0.721, "X3": 0.32983, "Y3": 0.7338, "X4": 0.29829, "Y4": 0.7338, "page": 0, "Index": 222}, {"Word": "surtout", "Confidence": 0.934, "X1": 0.33377, "Y1": 0.7212, "X2": 0.37976, "Y2": 0.721, "X3": 0.37845, "Y3": 0.7348, "X4": 0.33377, "Y4": 0.7338, "page": 0, "Index": 223}, {"Word": "dans", "Confidence": 0.971, "X1": 0.38239, "Y1": 0.7202, "X2": 0.41787, "Y2": 0.72, "X3": 0.41787, "Y3": 0.7348, "X4": 0.38239, "Y4": 0.7348, "page": 0, "Index": 224}, {"Word": "le", "Confidence": 0.103, "X1": 0.1025, "Y1": 0.7342, "X2": 0.11432, "Y2": 0.734, "X3": 0.11432, "Y3": 0.7468, "X4": 0.1025, "Y4": 0.7468, "page": 0, "Index": 225}, {"Word": "contexte", "Confidence": 0.895, "X1": 0.11695, "Y1": 0.7352, "X2": 0.17214, "Y2": 0.735, "X3": 0.17083, "Y3": 0.7468, "X4": 0.11695, "Y4": 0.7468, "page": 0, "Index": 226}, {"Word": "d'une", "Confidence": 0.764, "X1": 0.17477, "Y1": 0.7352, "X2": 0.21288, "Y2": 0.735, "X3": 0.21288, "Y3": 0.7478, "X4": 0.17477, "Y4": 0.7468, "page": 0, "Index": 227}, {"Word": "liste", "Confidence": 0.918, "X1": 0.21551, "Y1": 0.7352, "X2": 0.24573, "Y2": 0.735, "X3": 0.24442, "Y3": 0.7478, "X4": 0.21551, "Y4": 0.7478, "page": 0, "Index": 228}, {"Word": "de", "Confidence": 0.996, "X1": 0.24836, "Y1": 0.7352, "X2": 0.26413, "Y2": 0.735, "X3": 0.26281, "Y3": 0.7478, "X4": 0.24836, "Y4": 0.7478, "page": 0, "Index": 229}, {"Word": "questions", "Confidence": 0.932, "X1": 0.26675, "Y1": 0.7352, "X2": 0.32983, "Y2": 0.735, "X3": 0.32983, "Y3": 0.7468, "X4": 0.26675, "Y4": 0.7478, "page": 0, "Index": 230}, {"Word": "ou", "Confidence": 0.991, "X1": 0.33377, "Y1": 0.7352, "X2": 0.35217, "Y2": 0.735, "X3": 0.35085, "Y3": 0.7468, "X4": 0.33246, "Y4": 0.7468, "page": 0, "Index": 231}, {"Word": "d'\u00e9l\u00e9ments:", "Confidence": 0.804, "X1": 0.10381, "Y1": 0.7472, "X2": 0.1774, "Y2": 0.747, "X3": 0.1774, "Y3": 0.7598, "X4": 0.10381, "Y4": 0.7598, "page": 0, "Index": 232}, {"Word": "il", "Confidence": 0.996, "X1": 0.18134, "Y1": 0.7472, "X2": 0.18922, "Y2": 0.747, "X3": 0.18922, "Y3": 0.7598, "X4": 0.18003, "Y4": 0.7598, "page": 0, "Index": 233}, {"Word": "faut", "Confidence": 0.868, "X1": 0.19317, "Y1": 0.7472, "X2": 0.21945, "Y2": 0.747, "X3": 0.21945, "Y3": 0.7598, "X4": 0.19317, "Y4": 0.7598, "page": 0, "Index": 234}, {"Word": "poser", "Confidence": 0.941, "X1": 0.22339, "Y1": 0.7472, "X2": 0.25887, "Y2": 0.747, "X3": 0.25887, "Y3": 0.7608, "X4": 0.22208, "Y4": 0.7598, "page": 0, "Index": 235}, {"Word": "des", "Confidence": 0.958, "X1": 0.26281, "Y1": 0.7472, "X2": 0.28515, "Y2": 0.747, "X3": 0.28515, "Y3": 0.7608, "X4": 0.26281, "Y4": 0.7608, "page": 0, "Index": 236}, {"Word": "questions", "Confidence": 0.933, "X1": 0.28909, "Y1": 0.7472, "X2": 0.35085, "Y2": 0.747, "X3": 0.35085, "Y3": 0.7608, "X4": 0.28778, "Y4": 0.7608, "page": 0, "Index": 237}, {"Word": "\u00e9quilibr\u00e9es", "Confidence": 0.525, "X1": 0.3548, "Y1": 0.7482, "X2": 0.42838, "Y2": 0.748, "X3": 0.42838, "Y3": 0.7608, "X4": 0.35348, "Y4": 0.7608, "page": 0, "Index": 238}, {"Word": "pour", "Confidence": 0.955, "X1": 0.10381, "Y1": 0.7622, "X2": 0.13141, "Y2": 0.762, "X3": 0.13141, "Y3": 0.7738, "X4": 0.10381, "Y4": 0.7738, "page": 0, "Index": 239}, {"Word": "\u00e9viter", "Confidence": 0.659, "X1": 0.13535, "Y1": 0.7612, "X2": 0.17214, "Y2": 0.761, "X3": 0.17214, "Y3": 0.7738, "X4": 0.13535, "Y4": 0.7738, "page": 0, "Index": 240}, {"Word": "une", "Confidence": 0.902, "X1": 0.17477, "Y1": 0.7612, "X2": 0.19974, "Y2": 0.761, "X3": 0.19974, "Y3": 0.7728, "X4": 0.17608, "Y4": 0.7738, "page": 0, "Index": 241}, {"Word": "utilisation", "Confidence": 0.682, "X1": 0.20237, "Y1": 0.7612, "X2": 0.27464, "Y2": 0.761, "X3": 0.27464, "Y3": 0.7728, "X4": 0.20368, "Y4": 0.7728, "page": 0, "Index": 242}, {"Word": "biaisde.", "Confidence": 0.673, "X1": 0.27727, "Y1": 0.7612, "X2": 0.32852, "Y2": 0.761, "X3": 0.32852, "Y3": 0.7728, "X4": 0.27727, "Y4": 0.7728, "page": 0, "Index": 243}, {"Word": "\u00bb", "Confidence": 0.036, "X1": 0.1025, "Y1": 0.7742, "X2": 0.10775, "Y2": 0.774, "X3": 0.10775, "Y3": 0.7868, "X4": 0.1025, "Y4": 0.7868, "page": 0, "Index": 244}, {"Word": "Par", "Confidence": 0.24, "X1": 0.11038, "Y1": 0.7742, "X2": 0.13141, "Y2": 0.774, "X3": 0.13009, "Y3": 0.7868, "X4": 0.11038, "Y4": 0.7868, "page": 0, "Index": 245}, {"Word": "exemple,", "Confidence": 0.869, "X1": 0.13403, "Y1": 0.7742, "X2": 0.18528, "Y2": 0.774, "X3": 0.18397, "Y3": 0.7868, "X4": 0.13403, "Y4": 0.7868, "page": 0, "Index": 246}, {"Word": "ki'je", "Confidence": 0.499, "X1": 0.18791, "Y1": 0.7742, "X2": 0.21288, "Y2": 0.774, "X3": 0.21156, "Y3": 0.7868, "X4": 0.18791, "Y4": 0.7868, "page": 0, "Index": 247}, {"Word": "veux", "Confidence": 0.451, "X1": 0.21551, "Y1": 0.7742, "X2": 0.2431, "Y2": 0.774, "X3": 0.2431, "Y3": 0.7858, "X4": 0.21551, "Y4": 0.7858, "page": 0, "Index": 248}, {"Word": "savoir", "Confidence": 0.759, "X1": 0.24704, "Y1": 0.7742, "X2": 0.28252, "Y2": 0.774, "X3": 0.28121, "Y3": 0.7858, "X4": 0.24573, "Y4": 0.7858, "page": 0, "Index": 249}, {"Word": "si", "Confidence": 0.941, "X1": 0.28515, "Y1": 0.7752, "X2": 0.29566, "Y2": 0.775, "X3": 0.29435, "Y3": 0.7858, "X4": 0.28515, "Y4": 0.7858, "page": 0, "Index": 250}, {"Word": "les", "Confidence": 0.733, "X1": 0.29829, "Y1": 0.7752, "X2": 0.31537, "Y2": 0.775, "X3": 0.31537, "Y3": 0.7858, "X4": 0.29829, "Y4": 0.7858, "page": 0, "Index": 251}, {"Word": "gens", "Confidence": 0.643, "X1": 0.31932, "Y1": 0.7752, "X2": 0.34428, "Y2": 0.775, "X3": 0.34428, "Y3": 0.7868, "X4": 0.318, "Y4": 0.7858, "page": 0, "Index": 252}, {"Word": "connaissent", "Confidence": 0.265, "X1": 0.34823, "Y1": 0.7742, "X2": 0.41919, "Y2": 0.774, "X3": 0.41919, "Y3": 0.7868, "X4": 0.34691, "Y4": 0.7868, "page": 0, "Index": 253}, {"Word": "le", "Confidence": 0.971, "X1": 0.1117, "Y1": 0.7862, "X2": 0.12221, "Y2": 0.786, "X3": 0.12352, "Y3": 0.7978, "X4": 0.1117, "Y4": 0.7978, "page": 0, "Index": 254}, {"Word": "nom", "Confidence": 0.955, "X1": 0.12615, "Y1": 0.7862, "X2": 0.1498, "Y2": 0.786, "X3": 0.1498, "Y3": 0.7978, "X4": 0.12615, "Y4": 0.7978, "page": 0, "Index": 255}, {"Word": "de", "Confidence": 0.993, "X1": 0.15375, "Y1": 0.7862, "X2": 0.16689, "Y2": 0.786, "X3": 0.16689, "Y3": 0.7978, "X4": 0.15375, "Y4": 0.7978, "page": 0, "Index": 256}, {"Word": "leur", "Confidence": 0.794, "X1": 0.16951, "Y1": 0.7862, "X2": 0.19317, "Y2": 0.786, "X3": 0.19317, "Y3": 0.7978, "X4": 0.17083, "Y4": 0.7978, "page": 0, "Index": 257}, {"Word": "d\u00e9put\u00e9,", "Confidence": 0.202, "X1": 0.1958, "Y1": 0.7862, "X2": 0.23916, "Y2": 0.786, "X3": 0.23916, "Y3": 0.7978, "X4": 0.19711, "Y4": 0.7978, "page": 0, "Index": 258}, {"Word": "je", "Confidence": 0.991, "X1": 0.24179, "Y1": 0.7862, "X2": 0.25361, "Y2": 0.786, "X3": 0.25361, "Y3": 0.7978, "X4": 0.24179, "Y4": 0.7978, "page": 0, "Index": 259}, {"Word": "devrais", "Confidence": 0.643, "X1": 0.25624, "Y1": 0.7862, "X2": 0.29698, "Y2": 0.786, "X3": 0.29698, "Y3": 0.7978, "X4": 0.25624, "Y4": 0.7978, "page": 0, "Index": 260}, {"Word": "probablement.", "Confidence": 0.327, "X1": 0.30092, "Y1": 0.7872, "X2": 0.38633, "Y2": 0.787, "X3": 0.38502, "Y3": 0.7978, "X4": 0.30092, "Y4": 0.7978, "page": 0, "Index": 261}, {"Word": "demander", "Confidence": 0.59, "X1": 0.11432, "Y1": 0.7982, "X2": 0.1682, "Y2": 0.798, "X3": 0.16689, "Y3": 0.8088, "X4": 0.11301, "Y4": 0.8088, "page": 0, "Index": 262}, {"Word": "les", "Confidence": 0.604, "X1": 0.17083, "Y1": 0.7982, "X2": 0.18791, "Y2": 0.798, "X3": 0.1866, "Y3": 0.8088, "X4": 0.16951, "Y4": 0.8088, "page": 0, "Index": 263}, {"Word": "noms", "Confidence": 0.618, "X1": 0.19054, "Y1": 0.7982, "X2": 0.22208, "Y2": 0.798, "X3": 0.22076, "Y3": 0.8088, "X4": 0.19054, "Y4": 0.8088, "page": 0, "Index": 264}, {"Word": "des", "Confidence": 0.993, "X1": 0.2247, "Y1": 0.7982, "X2": 0.24442, "Y2": 0.798, "X3": 0.2431, "Y3": 0.8088, "X4": 0.2247, "Y4": 0.8088, "page": 0, "Index": 265}, {"Word": "d\u00e9put\u00e9s", "Confidence": 0.15, "X1": 0.24704, "Y1": 0.7982, "X2": 0.29172, "Y2": 0.798, "X3": 0.29172, "Y3": 0.8088, "X4": 0.24573, "Y4": 0.8088, "page": 0, "Index": 266}, {"Word": "federal", "Confidence": 0.655, "X1": 0.29566, "Y1": 0.7982, "X2": 0.33509, "Y2": 0.798, "X3": 0.33509, "Y3": 0.8088, "X4": 0.29435, "Y4": 0.8088, "page": 0, "Index": 267}, {"Word": "et", "Confidence": 0.928, "X1": 0.33903, "Y1": 0.7982, "X2": 0.34954, "Y2": 0.798, "X3": 0.34823, "Y3": 0.8088, "X4": 0.33771, "Y4": 0.8088, "page": 0, "Index": 268}, {"Word": "provincial", "Confidence": 0.943, "X1": 0.35217, "Y1": 0.7972, "X2": 0.4113, "Y2": 0.797, "X3": 0.40999, "Y3": 0.8098, "X4": 0.35085, "Y4": 0.8088, "page": 0, "Index": 269}, {"Word": "de.", "Confidence": 0.333, "X1": 0.41393, "Y1": 0.7972, "X2": 0.43364, "Y2": 0.797, "X3": 0.43233, "Y3": 0.8098, "X4": 0.41261, "Y4": 0.8098, "page": 0, "Index": 270}, {"Word": "fa\u00e7on", "Confidence": 0.646, "X1": 0.11432, "Y1": 0.8092, "X2": 0.14323, "Y2": 0.809, "X3": 0.14323, "Y3": 0.8208, "X4": 0.11301, "Y4": 0.8218, "page": 0, "Index": 271}, {"Word": "\u00e0", "Confidence": 0.654, "X1": 0.14586, "Y1": 0.8092, "X2": 0.15375, "Y2": 0.809, "X3": 0.15375, "Y3": 0.8208, "X4": 0.14586, "Y4": 0.8208, "page": 0, "Index": 272}, {"Word": "voir", "Confidence": 0.933, "X1": 0.15637, "Y1": 0.8092, "X2": 0.17871, "Y2": 0.809, "X3": 0.17871, "Y3": 0.8208, "X4": 0.15637, "Y4": 0.8208, "page": 0, "Index": 273}, {"Word": "si", "Confidence": 0.947, "X1": 0.18265, "Y1": 0.8092, "X2": 0.19317, "Y2": 0.809, "X3": 0.19185, "Y3": 0.8208, "X4": 0.18134, "Y4": 0.8208, "page": 0, "Index": 274}, {"Word": "in", "Confidence": 0.791, "X1": 0.1958, "Y1": 0.8092, "X2": 0.20631, "Y2": 0.809, "X3": 0.20631, "Y3": 0.8208, "X4": 0.1958, "Y4": 0.8208, "page": 0, "Index": 275}, {"Word": "notori\u00e9t\u00e9", "Confidence": 0.408, "X1": 0.21025, "Y1": 0.8092, "X2": 0.2615, "Y2": 0.809, "X3": 0.26018, "Y3": 0.8208, "X4": 0.20894, "Y4": 0.8208, "page": 0, "Index": 276}, {"Word": "est", "Confidence": 0.992, "X1": 0.26413, "Y1": 0.8092, "X2": 0.28121, "Y2": 0.809, "X3": 0.27989, "Y3": 0.8208, "X4": 0.26413, "Y4": 0.8208, "page": 0, "Index": 277}, {"Word": "\u00e9gale", "Confidence": 0.489, "X1": 0.28384, "Y1": 0.8092, "X2": 0.31406, "Y2": 0.809, "X3": 0.31275, "Y3": 0.8208, "X4": 0.28384, "Y4": 0.8208, "page": 0, "Index": 278}, {"Word": "dans", "Confidence": 0.805, "X1": 0.31669, "Y1": 0.8092, "X2": 0.34428, "Y2": 0.809, "X3": 0.34428, "Y3": 0.8208, "X4": 0.31669, "Y4": 0.8208, "page": 0, "Index": 279}, {"Word": "les", "Confidence": 0.663, "X1": 0.34823, "Y1": 0.8092, "X2": 0.36399, "Y2": 0.809, "X3": 0.36268, "Y3": 0.8208, "X4": 0.34691, "Y4": 0.8208, "page": 0, "Index": 280}, {"Word": "deux", "Confidence": 0.67, "X1": 0.36662, "Y1": 0.8092, "X2": 0.39553, "Y2": 0.809, "X3": 0.39553, "Y3": 0.8208, "X4": 0.36662, "Y4": 0.8208, "page": 0, "Index": 281}, {"Word": "cas.", "Confidence": 0.642, "X1": 0.39947, "Y1": 0.8092, "X2": 0.42313, "Y2": 0.809, "X3": 0.42181, "Y3": 0.8208, "X4": 0.39816, "Y4": 0.8208, "page": 0, "Index": 282}, {"Word": "s'agit", "Confidence": 0.671, "X1": 0.16557, "Y1": 0.8252, "X2": 0.20237, "Y2": 0.825, "X3": 0.20105, "Y3": 0.8378, "X4": 0.16557, "Y4": 0.8388, "page": 0, "Index": 283}, {"Word": "d'une", "Confidence": 0.844, "X1": 0.20631, "Y1": 0.8252, "X2": 0.2431, "Y2": 0.825, "X3": 0.2431, "Y3": 0.8378, "X4": 0.20499, "Y4": 0.8378, "page": 0, "Index": 284}, {"Word": "question", "Confidence": 0.992, "X1": 0.24704, "Y1": 0.8252, "X2": 0.30355, "Y2": 0.825, "X3": 0.30223, "Y3": 0.8378, "X4": 0.24573, "Y4": 0.8378, "page": 0, "Index": 285}, {"Word": "avce", "Confidence": 0.733, "X1": 0.30749, "Y1": 0.8252, "X2": 0.33771, "Y2": 0.825, "X3": 0.3364, "Y3": 0.8378, "X4": 0.30618, "Y4": 0.8378, "page": 0, "Index": 286}, {"Word": "des", "Confidence": 0.941, "X1": 0.34166, "Y1": 0.8252, "X2": 0.36399, "Y2": 0.825, "X3": 0.36268, "Y3": 0.8378, "X4": 0.34034, "Y4": 0.8378, "page": 0, "Index": 287}, {"Word": "choix", "Confidence": 0.656, "X1": 0.36662, "Y1": 0.8242, "X2": 0.40342, "Y2": 0.824, "X3": 0.4021, "Y3": 0.8378, "X4": 0.36531, "Y4": 0.8378, "page": 0, "Index": 288}, {"Word": "de", "Confidence": 0.992, "X1": 0.40736, "Y1": 0.8242, "X2": 0.42576, "Y2": 0.824, "X3": 0.42444, "Y3": 0.8378, "X4": 0.40604, "Y4": 0.8378, "page": 0, "Index": 289}, {"Word": "=", "Confidence": 0.012, "X1": 0.09198, "Y1": 0.8252, "X2": 0.09855, "Y2": 0.825, "X3": 0.09724, "Y3": 0.8388, "X4": 0.09067, "Y4": 0.8388, "page": 0, "Index": 290}, {"Word": "Lorsqu'il", "Confidence": 0.769, "X1": 0.10118, "Y1": 0.8252, "X2": 0.16294, "Y2": 0.825, "X3": 0.16163, "Y3": 0.8388, "X4": 0.10118, "Y4": 0.8388, "page": 0, "Index": 291}, {"Word": "r\u00e9ponse,", "Confidence": 0.608, "X1": 0.10118, "Y1": 0.8392, "X2": 0.15637, "Y2": 0.839, "X3": 0.15637, "Y3": 0.8508, "X4": 0.10118, "Y4": 0.8518, "page": 0, "Index": 292}, {"Word": "on", "Confidence": 0.623, "X1": 0.16032, "Y1": 0.8392, "X2": 0.17608, "Y2": 0.839, "X3": 0.17608, "Y3": 0.8508, "X4": 0.159, "Y4": 0.8508, "page": 0, "Index": 293}, {"Word": "fera", "Confidence": 0.965, "X1": 0.18003, "Y1": 0.8392, "X2": 0.20631, "Y2": 0.839, "X3": 0.20499, "Y3": 0.8508, "X4": 0.17871, "Y4": 0.8508, "page": 0, "Index": 294}, {"Word": "unc", "Confidence": 0.898, "X1": 0.20894, "Y1": 0.8392, "X2": 0.23259, "Y2": 0.839, "X3": 0.23259, "Y3": 0.8508, "X4": 0.20762, "Y4": 0.8508, "page": 0, "Index": 295}, {"Word": "rotation", "Confidence": 0.936, "X1": 0.23653, "Y1": 0.8392, "X2": 0.28909, "Y2": 0.839, "X3": 0.28778, "Y3": 0.8508, "X4": 0.23522, "Y4": 0.8508, "page": 0, "Index": 296}, {"Word": "des", "Confidence": 0.996, "X1": 0.29172, "Y1": 0.8392, "X2": 0.31406, "Y2": 0.839, "X3": 0.31275, "Y3": 0.8508, "X4": 0.29041, "Y4": 0.8508, "page": 0, "Index": 297}, {"Word": "choix", "Confidence": 0.942, "X1": 0.318, "Y1": 0.8392, "X2": 0.3548, "Y2": 0.839, "X3": 0.35217, "Y3": 0.8508, "X4": 0.31669, "Y4": 0.8508, "page": 0, "Index": 298}, {"Word": "pour", "Confidence": 0.829, "X1": 0.35742, "Y1": 0.8402, "X2": 0.38896, "Y2": 0.84, "X3": 0.38765, "Y3": 0.8518, "X4": 0.35611, "Y4": 0.8508, "page": 0, "Index": 299}, {"Word": "\u00e9viter", "Confidence": 0.672, "X1": 0.10512, "Y1": 0.8522, "X2": 0.1406, "Y2": 0.852, "X3": 0.13929, "Y3": 0.8648, "X4": 0.10381, "Y4": 0.8648, "page": 0, "Index": 300}, {"Word": "que", "Confidence": 0.93, "X1": 0.14323, "Y1": 0.8522, "X2": 0.16557, "Y2": 0.852, "X3": 0.16426, "Y3": 0.8648, "X4": 0.14192, "Y4": 0.8648, "page": 0, "Index": 301}, {"Word": "les", "Confidence": 0.998, "X1": 0.16951, "Y1": 0.8522, "X2": 0.18791, "Y2": 0.852, "X3": 0.1866, "Y3": 0.8648, "X4": 0.1682, "Y4": 0.8648, "page": 0, "Index": 302}, {"Word": "pursommes", "Confidence": 0.365, "X1": 0.19185, "Y1": 0.8522, "X2": 0.25756, "Y2": 0.852, "X3": 0.25756, "Y3": 0.8638, "X4": 0.19054, "Y4": 0.8648, "page": 0, "Index": 303}, {"Word": "qui", "Confidence": 0.783, "X1": 0.2615, "Y1": 0.8522, "X2": 0.28252, "Y2": 0.852, "X3": 0.28252, "Y3": 0.8638, "X4": 0.26018, "Y4": 0.8638, "page": 0, "Index": 304}, {"Word": "choisissent", "Confidence": 0.847, "X1": 0.28647, "Y1": 0.8522, "X2": 0.35874, "Y2": 0.852, "X3": 0.35742, "Y3": 0.8648, "X4": 0.28515, "Y4": 0.8638, "page": 0, "Index": 305}, {"Word": "au", "Confidence": 0.671, "X1": 0.36137, "Y1": 0.8522, "X2": 0.37714, "Y2": 0.852, "X3": 0.37714, "Y3": 0.8648, "X4": 0.36137, "Y4": 0.8648, "page": 0, "Index": 306}, {"Word": "hasard", "Confidence": 0.654, "X1": 0.38108, "Y1": 0.8512, "X2": 0.42707, "Y2": 0.851, "X3": 0.42707, "Y3": 0.8648, "X4": 0.37976, "Y4": 0.8648, "page": 0, "Index": 307}, {"Word": "soient", "Confidence": 0.806, "X1": 0.10118, "Y1": 0.8652, "X2": 0.14192, "Y2": 0.865, "X3": 0.14192, "Y3": 0.8778, "X4": 0.10118, "Y4": 0.8778, "page": 0, "Index": 308}, {"Word": "influenc\u00e9es", "Confidence": 0.349, "X1": 0.14455, "Y1": 0.8642, "X2": 0.21813, "Y2": 0.864, "X3": 0.21813, "Y3": 0.8768, "X4": 0.14455, "Y4": 0.8778, "page": 0, "Index": 309}, {"Word": "pax", "Confidence": 0.082, "X1": 0.22208, "Y1": 0.8642, "X2": 0.2431, "Y2": 0.864, "X3": 0.2431, "Y3": 0.8768, "X4": 0.22208, "Y4": 0.8768, "page": 0, "Index": 310}, {"Word": "l'ordre", "Confidence": 0.88, "X1": 0.24573, "Y1": 0.8642, "X2": 0.29041, "Y2": 0.864, "X3": 0.29041, "Y3": 0.8768, "X4": 0.24573, "Y4": 0.8768, "page": 0, "Index": 311}, {"Word": "des", "Confidence": 0.959, "X1": 0.29435, "Y1": 0.8642, "X2": 0.31669, "Y2": 0.864, "X3": 0.31669, "Y3": 0.8768, "X4": 0.29435, "Y4": 0.8768, "page": 0, "Index": 312}, {"Word": "choix.", "Confidence": 0.951, "X1": 0.32063, "Y1": 0.8652, "X2": 0.36531, "Y2": 0.865, "X3": 0.36531, "Y3": 0.8768, "X4": 0.32063, "Y4": 0.8768, "page": 0, "Index": 313}, {"Word": "@Claire", "Confidence": 0.601, "X1": 0.72142, "Y1": 0.9532, "X2": 0.76478, "Y2": 0.953, "X3": 0.76347, "Y3": 0.9648, "X4": 0.72011, "Y4": 0.9648, "page": 0, "Index": 314}, {"Word": "Durand.", "Confidence": 0.846, "X1": 0.76873, "Y1": 0.9532, "X2": 0.81735, "Y2": 0.953, "X3": 0.81603, "Y3": 0.9648, "X4": 0.76741, "Y4": 0.9648, "page": 0, "Index": 315}, {"Word": "19/02/2013", "Confidence": 0.991, "X1": 0.81997, "Y1": 0.9522, "X2": 0.88962, "Y2": 0.952, "X3": 0.8883, "Y3": 0.9648, "X4": 0.81997, "Y4": 0.9648, "page": 0, "Index": 316}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAvkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa4YoQrbT2OM4p1NcsFJUAt2BOKAMWz1DWL6AXEFrZCJmIXfMwbAOOcLVl5Nb3nZb2BXtumfP/oNReGGLaDAxUrktweo+Y1sUAZbSa3hdtvYZx82Zn6/980u/W/L/AOPew356ec+Mf981p0UAZfma9/z7af8A9/n/APiaFk1vcN9vYBe+Jnz/AOg1qUUAZfma9/z7af8A9/n/APiaPM17/n20/wD7/P8A/E1qUUAZbSa38u23sDxzmZ+v/fNHma9/z7af/wB/n/8Aia1KKAMvzNe/59tP/wC/z/8AxNHma9/z7af/AN/n/wDia1KKAIoDMYUNwqLLj5ghJGfYmpaKKAK6td5bckIGOMMeuPp60jm73fu0gK/7TkHr9PSrNFAFdjd/LtSH/ayx/wAKhd9T42Q2h45zI3XH09avUUAZjSa15nFvY7OOTM+ff+Gh31rjy4LE+u6V/X/d9K06KAMvzNe/59tP/wC/z/8AxNKZNb2Li3sN3f8AfPj/ANBrTooAy/M17/n20/8A7/P/APE0eZr3/Ptp/wD3+f8A+JrUooAy/M17/n20/wD7/P8A/E0eZr3/AD7af/3+f/4mtSigDL8zXv8An20//v8AP/8AE0pk1vauLew3fxZmfH/oNadFAGWH1vYf9HsN+eB5z4x/3zR5mvf8+2n/APf5/wD4mtSigDMMmt7Fxb2G7+L98+P/AEGk8zXv+fbT/wDv8/8A8TWpRQBl+Zr3/Ptp/wD3+f8A+JqSN9X8yPzILIJ/y0KysSPp8vNaFFAGfv1b/njZ/wDf1vT/AHfWlZ9V85wkNmY/4SZWz+Py1fooAzRJrXm4NvY+Xnr5r5x/3zTPM13/AJ9tP/7/AD//ABNatFAGWr638263sBxxiZ+v/fNNttQvTqosby2hQmEyBo3LZwQO4HqK1qyZD/xVduP+nOT/ANCWgDWooooAKKKKACiiigAooooAKKKKACiiigAooooATI9RRkVG0ETklkBJOT9aUQxhFUKNqnIHoaAH5FIXVerAfU01Yo0keRVAZ8bj64qKawtZ23Swo59/8+1AE5kQdXX86PMT++v51Sk0fT5SxktUYt1znnnP86jbQdLYndZoc44yccDA70AaHmx/31/OjzY/76/nWf8A8I9pP/PjH+v+NH/CPaT/AM+Mf6/40AaHmx/31/OjzY/76/nWf/wj2k/8+Mf6/wCNH/CPaT/z4x/r/jQBoebH/fX86PNj/vr+dZ//AAj2k/8APjH+v+NH/CPaT/z4x/r/AI0AaHmx/wB9fzo82P8Avr+dZ/8Awj2k/wDPjH+v+NH/AAj2k/8APjH+v+NAGh5sf99fzo82P++v51mt4c0hlKmxjwRg4JH9aUeHdJAA+wx8e5/xoA0fNj/vr+dHmx/31/Os/wD4R7Sf+fGP9f8AGmjw5pAZmFimW68n/GgDS82P++v50ebH/fX86z/+Ee0n/nxj/X/Gj/hHtJ/58Y/1/wAaANDzY/76/nR5sf8AfX86z/8AhHtJ/wCfGP8AX/Gj/hHtJ/58Y/1/xoA0PNj/AL6/nR5sf99fzrP/AOEe0n/nxj/X/Gj/AIR7Sf8Anxj/AF/xoA0PNj/vr+dHmx/31/Os/wD4R7Sf+fGP9f8AGkPh3SSCDYx88dT/AI0AafWlqOONYYliQYRQABnPFSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIzBVyxAA7mgDI8MljoMBZdrEtkZzj5jWxWT4b/wCQJD/vN/6Ea1qACoLm6hs4jLO+xPXBP8qnqK4Ki3kLYwFJOfpQBXsdVstTRnsrhZkUkblzg464PQj3FXa4jwRqFtpvw8t72YFIVkk4VRnmUgABeO46VhXHjHU7fxpaCC+W6sZ9SaydMYRF2g4x/eB7+/egD1SiuW8ZapeaYmmGylMbz3SxPjGdp6kA8HFchb+NNWh0uNHm89ZNYksjcM4QrGM8kkYB9+lAHrFQTXdvbuUlmRG2NJtJ52jqcegryy81PxJHf+GtOl1p4Hv7ueF5Yirjy8EpzjBYDj8a0EjuF8e3mn3epXEzWuj5EjuFMpYEHjHtn0zQB6DY31tqVol1ZyiWB/uuAcH86s15Dp+qahFb+HtPTU57VX0+5kJBX5ypIX/ZyOvFXLbxLqNzofh6KbUfKa88xWuvN2l3XhRnHrzzQB6lRXmGreItf07/AEO41GGCeLS2uWC4cvImeQQOhAyf0p1v441LULnw7aFzZJqVlMzXZjBXzlyq5zx2zx7dqAPTaK89u/Eev/2xe6RYNas9tFbNFLNIEEqnl2ywO7I446VueNzqo8KXD6Olw9+V2olu2CSeOv8AWgDpFdHXcrAg96zNX8RaVoIibU7sW6ynCFkYhj6ZAPNeNal4e1WF9PlvLW6aeZVjncZdzJkZU5J6jv0rp/G+g2mheEdLsog7xLqMcn7xvuH+X50Aeif2vZfbIbQSP50yCRF8p+VPfOMD8aLjV7G1e3Wa4RftDFIz1DMOo+tUrm6R9VZ7e5ViljKcIQwB3Lg157p+v3Fv4b8DB549t5O0dx52G3HcPXkHn6fpQB6Rb+JdHuYpJYb1WWOXyXyrAq/XBBGe9auQRnPFeQnUbzSrfxQ1pKiSN4gCKfl4VtuQM8f1rUXxDf2Ufji5kkZ5bGRRbLtJ+QoMHb3A9elAHoVpfW1+jPayrKisVLL0yOuD3/CqereItL0Ixf2ndfZllOEdkYqT6ZA61zngO/1Oee5hvo7dLdoY57fyZQ5wRznAAyTz61x3iO7udX8MalqF/eskkGupCkDH5TCsiqox1HUnI54oA9oBBGR3pa8uuvFniE+NdRsLUWyQWkkWPPuAimFhjO3BLHdznPb0NX/CPijVrvXXsdbTyXkRpYXj+eKdc8MrfwgDAx60AehUVwOs+IL2z8ZarZ/bDHZwaV9pAJ4Vs9fX+lZJ8X6s2oNcw325JNDe6jtyoOJFJw3HXOKAPVKK8kt/EfjCbQhqJktiHtoUgRLkM0swb5s4A2FlJGCeDirtp4ov3Xw0zX7Kt/czQXCSkblKrkLkcZGMdv50AenUV5Lb+KtcHgXRb99VRL251RreRpFDB0LkDH0GK1td1HxHpGradpVjdJeSyWzsHuZli3yZ4J45AHagD0SivNLTxXq0niG1W9lCQvOsJNqd0YIHzxlTyST0Ydq9LoAKKKKACiiigArHkVf+EtgcAbjZuCe+N61sVkOir4rhKgAtaSE+53LQBr0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFNZgiMxOABk0oIIyO9AC0UUwOrOyg8r14oAfRUfmoEdywCpncTxjFNN1AF3mZAp75+n+I/OgCaiqzX9qg3GdMc8g56dacl3byfcmRuM8N260AT0VTl1OxgAMt3CgJIGXHWmHWdNCqxvoAGGRlwKAL9FUP7b0v/oIW3/fwUf23pf/AEELb/v4KAL9FUP7b0v/AKCFt/38FH9t6X/0ELb/AL+CgC/RVD+29L/6CFt/38FH9t6X/wBBC2/7+CgC/RVD+29L/wCghbf9/BR/bel/9BC2/wC/goAv0VQ/tvS/+ghbf9/BR/bel/8AQQtv+/goAv0VQ/tvS/8AoIW3/fwUf23pf/QQtv8Av4KAL9FUP7b0v/oIW3/fwUf23pf/AEELb/v4KAL9FUP7b0v/AKCFt/38FIdc0sAk6hbYH/TQUAaFFRwzR3EKTQuHjcBlYdCKkoAKKKKACiiigAooooAKKKKACiiigAooooAKQgEYIyKWmsodSrdD70AZfhv/AJAkP+83/oRrWrK8PBBo0QQkrubqOeprVoAKr3dnb30JhuYhJGeqnoasUzzU37N67vTPNAFMaNpojWMWcQjUhlUDABDbgcfXmmNoOkvJ5jafbl/NE2dgzv8A731rRBBGR0paAOc8R+H7jXL7TiTb/ZbWTzWVywdm7AEdqv8A/CP6S+nNYvp9ubZ38x4tnylupNalFAFGHSNOt1gEVnCog/1Xy52fT060+TTbKa+S9ktYmuUQxrKV+YKeoz6VYWRHZ1VwxQ4YA9DT6AKD6NprtEzWMBMI2x5QfIPQelR3vh/SNRs0tLvTreW3RtyxsnCn1FaRIUEk4A6mmxSxzxrLE6ujDIZTkGgDNn8N6NczedNp0DyeR9n3FefLxjb9KS48NaNdWMNjPpsD20B3RRleEPt6da1qKAM59F0+ea2uLizgkuLdQschT7oHYe1aNFJkZxnmgBNq5zgZ9ahvbG11G0ktbyCOeCQYaOQZBqxRQBQ07RtO0iFobCzit425YIOtVT4V0IwxwnSrYxxP5iLs4Vs5yPTmtmigDJXw1oqLIo023xJIJXBXO5x0Y+/vVs6dZNcvcm2jMzx+U77eWT0PqKt0UAU7DS7HS4zHY2sduhOSqDFQTeHtIuJ5JptPgeSQguWX7xHQ/pWnRQBmzaDpU+oR38thA93Gu1JSnzAYxilsdD0zTV22dlFCM5AUdDV9mCqWwTgZwBk0iSJKpKMCASDjsR1FAFKXRNMnuJLiWyheaRSjuy5LKeoPt7U2HQdKgeNorCBGjUqhCfdBOcD2q4biEGUGVMxDMnP3RjPNOgniuYUmhkWSNxlXQ5BHsaAMmPwpocVtPax6bAltO2+WJVwrtkHJ98irMuh6XNbxW8ljA0MJ3Rps4U5zke/FXndY0Z3YKqjJJ6AUJIksayRsGRhlWByCKAM+Pw9pEVusCadbiJZTMqbOA5/iHoakv9H07VDCb6zinMDboi68ofar9FAGdFoelw3322KxhW5yW8wLzk9TWjRRQAUUUUAFFFFABWTJ/wAjXb/9ecn/AKEta1ZMn/I12/8A15yf+hLQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhAYEEZB6g03yoyMbFx6Yp9FADBFGBgIuPpQIo16RqPoKfRQBE1vA/3oYzjnlRSG0tj1t4j9UFTUUAQfY7X/n2h/wC/Yo+x2v8Az7Q/9+xU9FAEH2O1/wCfaH/v2KPsdr/z7Q/9+xU9FAEH2O1/59of+/Yo+x2v/PtD/wB+xU9FAEH2O1/59of+/Yo+x2v/AD7Q/wDfsVPRQBB9jtf+faH/AL9ij7Ha/wDPtD/37FT0UAQfY7X/AJ9of+/Yo+x2v/PtD/37FT0UAQfY7X/n2h/79ij7Ha/8+0P/AH7FT0UAQfY7X/n2h/79ij7Ha/8APtD/AN+xU9FADVVUUKoCqOAAMAU6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAx/DKhNBgUZwCw5Of4jWxWT4b/5AkX+83/oRrWoA5rVdO8Qy+K9MvdO1COLS4+Ly2brJz1HB/pWPqumXt7puuW1hbumpzXZ8m42lWRcJhg5GMAg8A13tc7d+LLe1vJrc2s7GNZCpG0bzGoZsc+hFAGEJvED6fMZUu4Z4FVWiRCF3g5ARgDuBG3JAIznkCtTXLrU1u7SMNJBatAr74z83m7gCrHoFwanvPF9tbQTTRwSSrE4Rv4RknbgE8ZzTR4w0q8tJm8iaWJGeORdisMqAWHXkcigDDnu9eS68uE37NDHKsvyZAG75WX5fmOOnrUF7N4nuGVIJtQYy27qkLRrCVIVsM5wRzxwDnPUV1CeLNMVxbRxXHmIArRxwlhEcZAYrkDinS+KbNdLtbpDva7mFvAqHIaQnABIzj8aAOaEuuWl/5ka3aWEjKZWW3JkU+V8oIC5I3LyeTz1HFSai3ikarLLaSXBQW7B9sf7pZCIsMAfmP8fTP58VqeGdb1O90T+1dTkg8kmSMKi7fmWVkBJ9wBTbbxmNSu0TT7WSRN8QztJDI6sd2R0xtI57/hQAkjavJ4YsEukvoppGKXJhKvIAQQCfl5BOOgqt4atdasF06yuFuRHbRqmSMo6nJJY9Qw/Ee1WofFUtvYpdy2809oXCbm2iYFnKjKccA1Z1HXbtbeF7e3ZAGUzyCRGVFJ6dcn8BQBVe71SSa6843UEtuzAiKJijw7hhlO3BbGfyrLkvvEtvZyyxT31xsYtDm2BaRTIoAOB6F+nYA+9djb6o1za3NwtnL5cZPl4I/fLjqPTvwax08aW7zJYx2E/9oyAGG0YqpdSu7OegGAfyoAzbG88QXmkagsy332yTzBHlPKVAJHC7crn7uD78dKrW+r+IJ9DheSK8iv8Ay4g/+iMpaQD51Jx0PY9K6KLxZDLqD2v2V/ll8ousikEmISDHPORn8qt6hq81rpE1wllIbrD+TbsyhpMdx26c4oA5O/1fW4xfwhdTY3GDA8MJ3QHH3cFecHuCR9KiudS8ZWemW89pFcXd4NivbPDwQYySckDkMO5q7YeOLi50VL82iTG3tDLd7XC7JCCVXHPBx1zWjD40V9KTUZNNnW38kPIwYHY+0Nsx1PB60AQW2s3kUmkIbXWZ4593muYACkuFO2TIGE5PPqOtV/EWoa5DrtxaabNPLIsUE0EKwHaMyEPubGCAoPetLUPFzabLHFJpkxlmWQxJ5igsUXdtz0GVyfw+lUZPGUUGtSpFpzTzOY4hgqrcxeaBnuMZ/GgClZajq8ulPO0Wtx3Y81ZBPDwJChI2ADlcgY471PY/229hbeYdTa7kthdOXAUI44MeMdSecVtN4ozbtcxadcPbBCfM3KDuwPlxnPOetR3us6jFa6ZdmJbUyPi4tpMMcEEhQ3TNAGZLqerJozJp6aqboQvIn2m35aTHC5x0zn/Gq32/WdL+H+salcyXMWoeczxiUDIBK7Qox6Hp/Wt2x8YWl54bvdXMez7EGM8IfcVIGcZxj8qgl8UW97bGCfR5pifmmtmCthMKQ3ofvrxnigDPJ1MXwVLjVXgCTMh8s/Ow2Fc5A6sXA6ce1VILrUYorZLO215LNWZg0kKiRpc5O7PO05PUDv7Vch8fTPeQRLoUsdlKkxjmMq5Ii4bC+x/TpnpWinjSAX13bNaymK0IR7ncu1nKBwAOvQ0AY1qdUubW9juItWW4nlVbxo4goUH/AJ5FhyuMZ61Wjn1fSNE+x2dnrAu47J1t1SAGNTluW7bs44H4Ct+fxq0F5HatpUqzFPNkDSqMJkAsv94c+1Sz+MkhlZP7OnYPIIrVwy4uGzg47jB/lQBQ1WbWk0TQ4Ct9Mt2wF/PAgEkSlCcYxkDdgdM496q28+o/Y0gtYtVsTFZAW5WEPFjbjLADO4N26n0611F5rxtYbRfsUj3lypZbbcAVwu4gseOgqlbeLY5r21tfsMkS3E/kxuzjGPLEgOB6g/pQBb8LNdyaHG96JxOzsSJz83XryAQD1AIGK264/wD4Sua01bWLadVnW2uFWNVO3YhRWJPHPXtXXI4kjVx0YAigB1FFFABRRRQAUUUUAFZMv/I1W/8A16Sf+hLWtWe//Idi+9/x7t64+8KANCiiigAooooAKKKKAG7jvI2nGPvdqdRRQA1mVRliAPU06kKgjBANLQAU1WVs7SDg4OPWnUgAHQAZ5oAWiiigBrMEVmOcAZOBmk8xN2N43dMZ5p9N2rnOBnrmgBGkROGdV4zyaQyqocnd8nJ+U/p604qrdQD9RTqAKpvoQcfvD7rGxHUDqB7083MYXdiTGM/6tvf29qmAAGAMAUtAFX7dAF3fvOmceW2cfTGaa2pW6ozfvTtbaQsLkg/QCre0ZzgZ6ZoAAJIAyetAFNtTtl6+dnAOPJfOPpiozrFqFLbLnAGf+PaT/wCJrQwM5wM9M0tAGX/wkFl/cvP/AADl/wDiaP8AhILL+5ef+Acv/wATWpRQBl/8JBZf3Lz/AMA5f/iaP+Egsv7l5/4By/8AxNalFAGX/wAJBZf3Lz/wDl/+Jo/4SCy/uXn/AIBy/wDxNalFAGb/AG1abN+y624z/wAesmfy20n9u2fl79l3jOP+PSXP5ba06KAM061aAsNl18o3H/RZP/iab/wkFl/cvP8AwDl/+JrUooAy/wDhILL+5ef+Acv/AMTR/wAJBZf3Lz/wDl/+JrUooAzDrtmoUlLv5hkYtJT/AOy0f27Z7N+y7xnH/HpLn8ttadFAGX/wkFl/cvP/AADl/wDiaP8AhILL+5ef+Acv/wATWpRQBHFKs8SSpuCsMjcpU/iDyKkoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMfwywfQoGU5UliP++jWxWT4b/wCQJD/vN/6Ea1qACuYns/D7362Jt3eZ5JVJjzgM65cMc8ZArpjnacde1cxcaDO1x5sMUMczTmZpMk7zsZcHHTk0ARy2vhW2v0sjHGHvy/Ck7DtAVgecc5HHfrVVtG8M6c8qR6XKMeYjIucEAAsVGeeg/KsePwNqhvRNdRRTqSz+T5nCsyIu4HoCCpPHrW4nhbUWgvI5bpWadrgq7Enb5igL/LNAGi6aHbyNrSR5ljjUsseSW4wuV7t2pNXttDtdBSa/tPLtoH89EAw6OTnIwfvZNYb+Eb6OPaIbYxN5ZmWOR1Z8LgnI9DzWt4o8PTazp6WsSIy/Z2iw0hG1sDa2e/IoA0IdN0mPS5NMjwtsCJHTzDlSx3ZznI55qtaeHNB04GK2iEI2rHgSMOF5A/8AHv1rFi8J6siXHmyo80kgYzeaSSM5A2njjtnsK1rnQbu71LTpru6DiKzlhmCKVDu2whhjpjacUAMg0jw/fRC2W2XyIgY03uRuw3Uc84I4PWrf/CPaJDK0jRgMF+bdKeQDnkZ9a5BfDlxZ+Lra2W2ZEuILhzLE7MI2YKA2W4B6kD2rUt/Bd2kbwXF2sy/vMTMTuYMBw35UAbtho2m6cLqXT3xJdA43yllGeygngZPQVRt/C2mGK1nuZ/M1CHH+lRTFWyFxgHOduCRj3rEtfBuqwa55m5fs8c7GOTzMgxHadpTscjg0P4O1JdLtoreFI7iKdd377ekiKfvNn1HYegoA6h/CWjyaquptbE3S4KtvOAdu3IHT7oxV260iyvLaK3uIjIkX3CWORxjr16GmRTars/e2kAIKgBZeo3EE/lg1pUAYsXhXRYIWijskVGQIygnBAGBmpD4c0zY6GBijoqMpc4IHTitaigDMudB068uxcz2+6QHcOTjO0r0+hIqKPwxpEV9FeraL9oiIKuSTyE2A/wDfPFbFFAGTP4c0ue4lma2CvNjzNjFQ+OmQKnvNJsr+COC6h8yOP7qknjjFX+lFAHOz+E7ODw5qGlaVHHbfbEKs0gLjJGMnnnirEPhnT47SGFkY+Wd7FXI8xsAEt6jgcH0FbVFAGQfDWkmO3T7INtuJFiwT8ok+/wDnSJ4Y0hJXkW0G6T7/AMxwx27ckd/lGK2KKAMJfB+iIgRbMDEZiDbzuCk5Iz1606PwnosTzulkqvPje4Jzx3B7fhW3RQBnXWi2F6kImgDeSMRsCQV4xwfpkfiaYfD+mG+ivPswE0TK0ZBOFIXaCB/u8VqUUAY914Y0i8mnmntFMtwcysCQWOAO3so/KtWNFijWNeFUBR9BTsjpS0AFFFFABRRRQAUUUUAFUHQnXIn4wLdh2z94VfqqwP8AakZxx5TDPHqPxoAtUUUUAFFFFABRRRQAUUUUAFFFFABRTWbbjgnJxwOlOoAKKKKACiozIFDkggJ1JHXjPFKzqqbz04/WgB9FMWRWQuDwM9qI5VkztOcAHp60APoqNZkZ9gPPPb0//XTWuFWdYiDk98cD0/rQBNRVY3aqOUbOSCMdPenyzCJVbYWDelAE1FUkvXcbvssoXnk+3+f0pDfu27y7SVwMdOM5/wDrYP40AXqKz31FxtCWc0jMDkDtgf48VCdWuFmZDps+M4XGOaANaisuTVZoiA2nXHIz2pX1SdEVjptx83YY6+lAGnRWO2s3IUuNJumQDO4EUia1dPnbo93wcHkUAbNFYqa5cu2F0e7z17euKlXVbhg2NLudyjlcigDVorH/ALauFcK+k3S5Gc8HAp39r3n/AEBrr81oA1qKyf7XvP8AoDXX/fS0f2vef9Aa6/76WgDWorJ/te8/6A11/wB9LTTrN0rKp0e6y3TkUAbFFY/9s3YfZ/Y91uIz1FL/AGteHgaPc59yKANeio4Wd4UaRNjkZK+hqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAzNAj8rSIlzn5m7Y7mtOsvw+rLo8Qc5bc3fPc1qUAFc9canq1vpmsTXVisLQb/sjxPv80YJBI7fjXQ1T1O6kstMuLqKMSSRIWVCSAx9OKAOLfxRqOmuWt/8ATbEyRojzBt5Y7d4BA5xuz+B9K018V3b3thFHZCRLlgHZQcxggHke2eaij8do8M0v2P8AdwELKfMAKnbnoecHoDiq0Pji4xM/2QupkLJ5p2Dbg4CYyWPTt3oAvzeItTS9dRbQRwJO0R3liVAHBbA43dqXUPE19a3V7HHZrstYlkO9Xy+RnIwOQOlF14ve3k8pbBi7YCs77UBz/ESPlHoagHiq8kvbGP7OipcThHkWTMaLnnJKj5u3p796ANDSfEwv5o4poxEzqm08gbmUNt579eKxNV1rV7m3m8ndDNBHIMwK27cHUYwwGfw7GtiPVH1HXBavE1v9nnZV5yXGx/m6Yxx69c594fD3iC+vtQlsriD5I5JR5shCuwDsAQvcYABOfSgCO28V3ovLWCewZlkfy5PLBLxttB5HQ4JOcGon8W6i11cxQ2aMIZjFIcE+Rg8FvXI9Krf8JPq0s0NytiIUXDSp53yyBiACPlJOOhxjmr0niJ9PjkkOnJHKMgqJD+8Y85Xjkep60AZ1n4u8QXKzs+kruhl2mJd4c5bavBHTkH6ZqxJ4p1tIt72EMUkZcTQElmGxWbIx2baMfUVDL49mjvrRJIoIoy0huFL5O1FbJXvjIHOO9On+IUX2R7iwtQyMVO95AcMTzlc/3QT+FAGs2vXw0aC/S3RpGlKtByGYByMAeuAKzr3xVq4txNZ6cH2hCfvYyQuQeO2TWteeIbe01KZf3TmFE3qW2uAxGGGeCvzckelZUfj+MsYpbUwtlk8yVwFDAKRkZ6HcMetAF7VfEt5pt4I/siPAYw3mAk7SRyWwOAKbb69rCqs13Yo8MsxgQW2WKkgFWJI+6c8ntVO48cf6PblIVzOokVg6gYzjHPXPtWlpOuXEt7DDfvbRrPEWiVeDvDEbRk88D9KAKWk6vrBtbyaWFZUtrXeEJZnlky2McDjC/XmpdE1zUL7VZbd0/cF96SsuAy/NlV+nyH8akn8XiC7ngezdPKlZNzHAfGMbeMEnnA9RT9E8QC7d7SaZEl3YhaVwWk+ZsjAxnG09O1AGJql9rC3c62905SSZkRCCQNsg9umDj/8AVVi38Va1JEZvsMLQRyIkrJuLJkHJIx0HtT08X3r+JZLU2Lx2oiCnzBjy33sMsRnAIAx9RV2+8VvaambCO0E8qIruA+1sMOoXB4FAEl3qV7FqivF8ytHGqQMcKdx+Zz34HHTvTdN1nV59UuIry0hjt/s5mi2lt4Ybcqwx6k/kaydT8QX7JvFn5FyZ4oGjOGkjUtlmUcEgj3xx0p0PjS5iLQyxJJJgTPLk7Io2ZQobjIxuGfTmgCS08T3Lz3zwuLhHjaWBSrBdyxqTGDjrnPHvTpPFOoRWZe5tljkErAIoOSByMnGBzgGrM3i57adopLWONcfLN5hMZPy8kgcL83X2q5p3iBbmZ/PeJELhIwM7iSeBz7DI9RzQBhy+L9SlilCWqhWVlV4wx2noDnFamm6vc32gTtKskTw24BkIIfftBJ5HfPFZE/iq80/VpmUCe2kumjkWU7XhwvC4wMZ7Hmt2DXbu5g1AJbwrc20e5Yg5ZicAjIx0OR+tAGdPrV/ootUbzruS6iWbEiHhj5amNSB7s1JpviO/nWCV4VZZAqhlZtpJ25OCAeNx/I1BD4vv7q8himt7WG3l2hg0mG5YA4zwcAnNRaf4jubCJVjt/tEQeOEBVK7UCA5Uc569PUigCwfEl9Ff3TfY3LkfuvvFW+VcLjHXknFavh3WLzVZmNzEIx5KsBgjBJ5BBFZ7eK7iz065neOK4+zxGUsZNu8dsHGMDoenPHNS3vjGa1i0qSHTWuReQ+cwjfkDuFBGWPtxQB1tFcX/AMJvKssQayDRSg7XQkgN/d92x2rpNFvpdS0yO7mhWIuThQcnAOOfQ+3agDQooooAKKKKACs2Yu2uwx5kCG3ZiVPGQy1pVlyP/wAVLAmBzauc9/vLQBqUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZfh8u2jxFxhtzdsdzWpWV4dZn0WIsSTubk/7xrVoAKrXz+VYzyCJpiiFvLQ4LY7CrNU49SsprjyI7hGlLMmzvlfvD8MigDlJ/F8MizWmmw+RNJAZ4ZpACrAMBjHXkHj60yTxtKZ7NreFZbbzmjnbK5GOB34574rq1bTbi/eJRBJdRLhgACyjPT86k/syxDBvscG4DAOwdKAMZNelvrfUWt4I7aa0hBcysr4cjIHynpSN4j/s23hbUzGzTReenkjBCbR2JyTk9u1by2luqOiwRhZPvgKPm+tJJZWsrI0lvGxj4QsoO36UAca/jqCS8QG1mhjeFmDuFKMOAPmHIOT0/wD11dfxnFbjD2U5bAyvAC8gEZzknJHGK3rW00xoilrb2/lxMybVQYU9xU8lnbTMrSW8bsrBgSoOCO9AGEmtWGtaVNJcWsgjikiLRl+RnBUnHbn9KrL42t5bdXjs5cOzCJlKsCF6n2rqRbQgOBEgDjDDaOfrVW00fT7OFYoLWNUTO3IzgHtQBj3/AIh02zvNr2HmSKo+baoOGBPGeT05xUcWu2V3o0up2+noHSTyYwyqPmZV5JOAB82Peugmt7Ka4RZoYXm2nbuUE49qcLG0ELwi2iET/eTaMH8KAOZj8Y282yOXT5FmZXWQPtyu04OR9SMfjUK+LLEQiBrAPc+UsmCqgOvYjnH0+ldaLO2BJFvHknJ+Uc0jWNo4w1tEQMdUHbpQBzl94rsrC+Wzn0yTy0CFZAFKgsNwFRQatZ61p2oX1jZxRzxR+ZHLLhjkZAOBggcH866FdGtBfXF48fmSThQwfkAAYGB24q1HawRRmOOGNExghVAGKAMWLXYJLC4uZLcSGCEzNjaMsvUYJzn36c1Xl1to7sP/AGYsrrkKiMm+NgCW59wOuB29a2LibTLGYJOYIpLkNwQBvVVyc+wFDafY3s0F6oVv41ZDw+RgE+vBP50AYV940s4HQfYpJiAXIUjKYLDkdj8pqjD4ssm19LyO2AjuICrEgby6nAGc+nbFdn9itt7v9ni3P947Rk/WmDTLES+YLSHeTndsGc0AZEXia3vb+K1gh3lyCX+8oGQD9DzWfeeMobbVXVYFlgSOVZFyobchHOT2wTXVLZWqsCtvEDx0Udjn+dMaysrjc72sTb8hi0YyexzQBy1n49sJUlMlqY1W4aDerLtJVivXPt+XNTXHimOHxPe6bdWyyQ26wyQsoycsB/jXRnTLAqqmzg2htwGwcH1qRrS3aRpGgjLnGWKjJx0oA53WfE8el6xDCnlMgJFxGRhz8uVIJxxTF8bW5muY/szF4TtKK6nJxnhs4OR0ro5bC0nkMkttE7ldhZkBOPSkGnWS4xaQjGMfIO3SgDmF8ZxyazNZRx8oFkQOVAdCoJAOeD82efQ1Pb+ONPmaIGGRRK6ICCCMsoYH6cjn6+lbNrBpl0plgtoiEkIyYsEMpweoqf8As+y2hPssO0DAGwdMY/lQBgal4s03TPLW7tSBcKGIGGycgYx3P/1qjude02XUYpv7OaSSGLdHIzKh2nqACea17q10nU5P7NmijeS32yBNuCnPBB/CrosLQKFFtFgdBtHFAHMnxlFI0joirFDGJXXILngkrj6DqKmt/HWl3GofY1OAMb5S4CLkA5z3GD1roFsLRSCttECBtGEHT0pF06yQbVtIAMbcBB09P1oAsKwZQykEEZBHQ06mqqooRQAoGAB2FOoAKKKKACsadC3iy0II+W1kJ6/3lrZrIdifFkIKkAWj4Pr8y0Aa9FFFABRRRQBG7Ov3I9/B74pXZgoKruPHGafRQAhJCnAyfSkUkqCwwSOR6U6igApoLb2BXCjGDnrTqKAGuWCkqu49hnFKKWigAooooAKKKKACiiigAooooAKQ5wcde1LRQBAjXJUb4og3fa5P9PpSFrrK4ii77vnPHp2+tWKKAKaPqBY74LcDdwRKTxn/AHfSoJptYVcxWVo5yBg3DDjufu1p0UAZsk2sAfu7SzPP8Vww4/75oMusbMi0s9+On2hsZ/75rSooAyvO13/nxsf/AAJb/wCIo87Xf+fGx/8AAlv/AIitWigDK87Xf+fGx/8AAlv/AIijztd/58bH/wACW/8AiK1aKAMrztd/58bH/wACW/8AiKPO13/nxsf/AAJb/wCIrVooAyvO13/nxsf/AAJb/wCIo87Xf+fGx/8AAlv/AIitWigDK87Xf+fGx/8AAlv/AIijztd/58bH/wACW/8AiK1aKAMrztd/58bH/wACW/8AiKPO13/nxsf/AAJb/wCIrVooAjhaRoUaVAkhHzKDkA/WpKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDL8POX0aJiAPmbhRgdTWpWX4eKnRotilRubgnP8RrUoA5TXPCt5qvifTtWg1aa3htSDJbAnbLg9xT7LTdSXWY7mWCOOFbqaUkPyVZABx9QfyrpycAnBP0rjbrVNaR3NlaFVE0jsoUszgMijr04LE/7tAFObQ9cbU3vbFdqyX7TMgnCkLlBz74VuPetGGy8RzatZXFyAlvA67088En5SGbjrz2NQ2+oXSXFzFCr/aGJAYAnzT5hAPsQm1voaij8Ra1DGpnaOR3jVyqwH5GYsCuc84IH50ALqNt4hl1GSFfNDPI7RSRS4RkBBUH+6RyKXTtM8SLq1pLetJ5CyFsJcAiNck7W/vZGKp2/izWp2HmRrEzqMR+QdynPIweTxzVga3qtpPLHDAVT7QfKQxMxnyw79uCT+FAFvUNG1hr2aW2/1LXPmIqSBTn5PmPtwwI680220nXLfw2LQDzpVutxSSbBkiPUFuxyc/h71Nda7q2nRxyTw+cHZBtWLa3IfIUE8nKg49DVXWvEd/B4gmsbSTYYoRKqeUW3rj5iMckjPSgByaXrUk0rRF1BY7nM/wArgspC47bRkVV/sXxEs3mLveVV2ITOFCgMePxGKjg1vXIFWKwtZpoItuS9s+Zd249+QeF/OrFtq2si8xaRyyWbpLPK72zb0cY/djNACHRvE4tURruQSMHWR1dThdo24+hzVi1s9fubCeNrpw8kfyhn5jOABg9xkE885zWeviLWorQ3uMP5YVlmRgqAy4DEYznFbtlrl5PDfNdeXE8MBdVRSRwAd2fcngY6c0AZ8ul+K5LDzY7xkvSoR4zL8hAVA2PQkh8H3pHsPEA/d2/nxosO2KM3QOwHg7gfvHg4+uKW28TarJbF5FhSRURmV0IBJZlYAgnPReahtfE2u3lxahYRGhjMjk25KysCcorA8cY596ANDWINXtvC6tAJJLlI2MypJhmOOCD7elZklv4vurMSRX6wxKokGJMvIpCcZ/hPDDPqaQeMNaMDYhtmuSjPHFgjcQ2NnPf6VDnV7u0sLiS4WG/SZRJsIUpmYfKy55G3tQB0cukzXc+hy3MXmeQJBP5pDMA0ZGCe/XBrJ1PRdfd737HIYot5jtvLfG2LYAoC9sOM5rP1TxBr+n6jLeQRQpFcCKJGnZmWM5k/gUZ+bavPbNbml+INTu9M1iaS1P2m1LmJAmFwMjGe5GM4ODQBYTTdTi0C7tlunN957SwO8uSfmyBnsMZFVHsvEiSXCKzsixRtCyzbQG/iXHf2NBeebTdR1OMPLd27P5BIIRuPTuBz096h0zWNdk8iF0j8srGPMSJvnJbDEbucCgC3pOn69Dq5ur198UsMiANLkw5bKjHc9s1nHQfFEMv2iHUS9wkaEIz/ALtmCyBhj3JT+dSaN4g1qWz1uSeOKQ2pb7NGsTgg5ICsSOTxnj1ok8XXiSQeUhk3LHtV4Sn2jc2GKjqu3PfrQA9dO8TTSQ3C7bYLHKDA8+8qzBtpB9jt4/wpo0fxJdJezzzGG4Qs1miT/KcnOGx+IpLTXdbuLNpZpIIH8oTgFBjBQNt654PGffNNm8V6ksF60KK01qTG4aJgq/OQH9W4xwKALmiaLqlpqjXNx5ogaLKwyXZkCSZ9O4xSW+ia5DO5e5SSPLSId5DeYW4LdiAvQCn6Lr2o3+o3cdx5XkxQhl2RsBnHXLYIFZtt4t1a4twoRGMmDFPHHlM5bKnnjGBz70ASw6J4ks5GRp2uYwJfJkSbYyFi/wB714KfTFT6Fo+t2mqrPqLtNDAHEQEucBkjJ47neH/OrkeqasPD897tSa4Fz5Yj2Ywgl2k9efl5rLs/F2pTyOxhBKsyeUYyMkNLj5voi/nQBC3h7X21Y37Rq+YzHIv2jDSjcxGD/DgbfyrptIs9RgvrqW9kZ4mAEIZ9xUelJ4YvrzU9IF5ePG/muTGUjZPl7ZB5zW3QAUUUUAFFFFABRRRQAVmyID4jgk5yLVx7feWtKsuRM+JoHyOLVxjv95aANSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqu/2r+AQ9f4iemf8KALFFVh9s8v5hBv9icfyoT7Zht4g6cYJ64+nrQBZooooAKKKKACiiigAooprhiuFIB9SM0AOoqHZNkfvVx/uU1kuSV2zoAOv7vrx9fpQBYoqnLDfsZPLuolBHyZiztPHXnnv+dVvsut/wDQTtv/AAF/+yoA1aKyvsut/wDQTtv/AAF/+yo+y63/ANBO2/8AAX/7KgDVorK+y63/ANBO2/8AAX/7Kj7Lrf8A0E7b/wABf/sqANWisr7Lrf8A0E7b/wABf/sqPsut/wDQTtv/AAF/+yoA1aKx5LbXVQlNRtmbsPs2P/Zqctrrm0btTtt2OcWvf/vqgDWorHS113B36na5ycYtj0/76pEtteLvv1C2C5wv+jcn3+9QBs0VBapcR26pcyrLKODIq7d3vjtU9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBk+G/+QJF/vN/6Ea1qyfDf/IEh/3m/wDQjWtQAhyAcDJrlZ/G0dvO8T6XeZRmDkAYAVlVj1/2wQO4rqiMgjJGfSsSeLQ7e1u7kQW9wbdTJOIwrPkcnPvkd6AKi+Lod6PLBLHGGZWAUNztDDnPHGagvPGPzT2kNld+fCpM8kYUiAZGDyec5B+lTw6RoMCQXjiC1gmjL/Z5DGqsSOp9cKcdcYNXkttCIe7EdqROhUnC5YDkj356igDHj8XzXd5b2cFtIH83EjqokzGDjPUAHPXripNf8VLpuoWoSMS2Uczx3ThSxVwm5VA9c45q8tp4a+0tN9msVkiPmNKwQbT65PSiGPw3rF3LNHFZ3MxJR3KAljjBHvwfyNAD5NckXS4bibTpI3mkMTQysBt4OCT0wcfrWDB4ssoS+pHSyGeIzeadkbNENgyoJy3DDp6AeldGJtFSOG0/0dUjcmKMgYBU8kD2P61mjR/DV9rFvcwyWrtbwuRBEUMe1sEswH4UAB8bW3kwSC0mYXADRbSOQSwGfQ/L061UvvGgttRthBa70fcJVVl3OwTIA57eta8K+HkIlhFpI5ckMoDHcAc/of1qncJ4PtlFxcW9gjom7BjBdV6dBk0ASw+K4riBJlt5FQ/KzHojZI2n3yKtaHrCamq7oys/ko7sRtzkA8DqR83X61CB4XkMI22BZ3VY1IGSxyQMevJ/WrBl0HTy8Zks4TaIAy5A8pSRjI7dB+lAGxTdi79+BuxjPfFZp8QaV5ksa30JeIZkUOMoO5OfrT31m0iuXhmcRKNm2RmG1y3TFAFh7G2kvo714gbiNSiOSeAe2OlWaof2zpv2Rrr7bD9nV/LaTdwGzjH1qrbeKNHuZzCt9AshmaFAXHzkYzj88fWgDZorNXX9JkkhjXULcvOSsQ3/AHyDg4/MVDbeJdMuZLlRcoggmMJZyAGIUMSPb5hQBsUViHxZoWY9mowy7ycGM7gMcEnFXbjV7C0aNbi6jjaRN6bj95fUUAXqKz5da02G1FzJewiAvs8zdkbvT6019d0uOZoWvYhIuMpnJGQSOPoD+RoA0qKqPqNqk0cRmXc6lwcjG0DOc1QtfFGlXULStcrABvbEx2/KjbS30zQBruiyRtGwyrDBGe1RWdlb6fapa2sYjhT7qAk4/Osi88X6Rb2bXEV1HOFKcq2F+f7p3HjFWpfEOnRaU+o/aENsj7C24ABs4xnpQBq0Vk3Ov2Nnfm2uJFijFv8AaDOzgJt3AAdcnrR/wkujjIk1CCNwQCjuAclio+vII49KANaisu91/TrCYRTXKB84YA8qME5x9B2qBPFmiSwtLHfxuqkA4ByCTjoaANuishfEmlOcpdxsgyCwbpggdOp6jpVm21jTr28ltLa9gmuIlDPGjgsoPQ/qKAL1FFFABRRRQAVmSeZ/wkkGN3lfZXz6Z3LWnVB4z/bkMny4Fuw7Z+8PfP6UAX6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvw87SaNEzHJ3N/6Ea1KzNAieHSIkkUqwZsg/U1p0AFZFzpOmWljqkpRLVbtWa6nA5I24JJ+la9VtQtFv9OubRjtWeJoycZxkYzQBydvoWn6qIL2TU2cx+ZCBLGg+TJwpUjg8E56mp5/DGnPpFpbNqjqlkWIlVkDEMDlc9gRVP/hEbbTp5tQ1HWNsQaJgoUKqsDyT/vbiKvp4QtzfrdxXRCbmby/vKwJY8g9fvY/CgDCi8I22pTBpdVT7HHEGQsV83cWyN6n5cD6VvW2h6RZ6rBNFqO2beP3YkX53wOOOgO3p0qt/wglvDJFOt821P9YkiDY6+4+lTWng+3gvrW6j1BiYJ/ORQi4Yc8H14PWgCS40vSPtstq+oNDc4MiZkAKbnLHGeuT2PaqejeELDRb+5uf7QV4lRoLdGcDywyoG3HqSSoqW98IiW8F22o5dZd0YaFThWY5B9fvcHtgVPF4UtY7NbZLsNbNefacHBONpyoP15oAhj0PStQV0mvxI0jlZEDKBIqnhQPQY6inN4e8PfaJVSdvNkwX2y56jAP5CqUHg+J50hGsZayyDtiUMdwOCT64b9KtReEVhuhK2qAgBAf3aggqeKALtv4f06RbSS3nV4oHDgjBJKkkDPbk80270y1jN1qEs4ePzWnBDLgMFUY6c/dPFZUPg8t9rnj1ssbjCMNu1FKlTkD1+Xn61py+GI5tIsrQX7KbYNl1PDB1IOff5sg0AWIvD2lKz3G5jn5nLScAYXg+2FFOutLsr24+0STIJygAQyBlQcdB+HWsy18LLHpWpW8epOGnbAuGTDIVYnBHRlz+hqhFoNreFJZ9VV3YRyqLePHOBzjsDsOKANdbLQbNZNJlcZEguCZWwokbp9D7VE/hTTTLBaO6eRHavE+Hw7bmBznr269afN4dtJ0YJfJ58qhl8wA8Abc4/r60q+GoFa2g/tEqYIfK27slm3A7jnvx+tAFe70Lw695BZ3XmI8MGyDMh5RQpJHvwOasDw14furSCbO2CULIgMu0OAigfX5V/nWVP4ViiMX/E4aeSXdBGzp5mC4GM46D5Ktz+E4rzSrKzTVhHDHEYEeED5gc9O2cfyoAtXPhjQZQrqFWMwsu2KTBKk9Rz+tT3Gl6HdiOK5lErTRCBSXySEGevY461Ti8KvbSTM2rLvnQoUaNcAnONvoB6VHP4OaZ8TauVUL84jQIR8uM0AaFzp1o2n2ltb3kSWy3KkgkHzAMfIvr0FU7bw54f/swRYECLuAZpQGxggnd143H6GpLnwwpsNMtI9QWKe1m81GCACTuRtpp8KWctxcAX5LSEkR8fLn72PxOaAJrnw9pd9PNdTySIYlWNXMuFUBeG9O9UNX8LaVqMckkd9i9df9YJsovIYkrnpgfrV2fQnn09oDqaSTGZZi7AYO1Au3Hpj+dYMHge2k8rztY+zzhMGFGUkMQOpzyMKOOnNAGjd+G9B0qG0lnWSUB/k3SZVmYY4B4Pt6Vch8OaI1l/Z63H7u5czCITBskdce2eag1vw1bXWkwpNqhit7SELKUQHIBzkf3T9Kl0jw7FZXNtqEN6ZVjUgAoqkIwHDH6YP4UAT32gaO0lu84RxaQCMRMwOVQZHBqDSdJ0NFTUUbyXfMhWaUZHzknP4t/Ks6Xwpp1xrM2NRklvRbM0oYAjDs+0g9F5Yj3AqRvBkbXrSvrJVIo9iqFUFGO3cxPr8o/M0Aamp6NpE175l68nm3BJQhsBiFPAx3AJqjceHvD5ltPtLTq0m90VpMYHUluegq1eRR3ZtdMn1VBewAzsMLuZCGUD0HXr7U3U9FhubW0hm1UxOIjbLgKSxYYoAF8P6LB9m828UmNsxZlHPQ/j0FXNH8L6dpMqzWwJABKEnn5goOT3+6P1rCtfAaWTop1kyEdRIi53dj/9auvgv7WS6+xJcLLOsYkYLzhc4B49/wCVAFyiiigAooooAKy3if8A4SGJsJs8pmzt5yMDr+NalUnkxrMUeDzAxzzj7woAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhzg469qWigCCaOaS2KRz+VKQP3iqDg/Q8VR/s/VP8AoNS/+A8f+FatFAGV/Z+qf9BqX/wHj/wo/s/VP+g1L/4Dx/4Vq0UAZX9n6p/0Gpf/AAHj/wAKP7P1T/oNS/8AgPH/AIVq0UAZbWGpEKBrEgIHJ8iPn9KPsGpeXt/tiTdnO7yI+np0rUooAy1sdSAYHWJCT0PkR8fpSpYakrgtrEjDuvkRjP6Vp0UAZX9n6p/0Gpf/AAHj/wAKV7DUmcldYlUE8L5EZx+lalFAGW1hqR241iRcDB/cR8n16U5bLUAmDq0jHnnyU/wrSooAzlsr9VAOqyMe58lOefp6cVMLe5CEG9YsVwD5a8HB56fT8qt0UANUEKATuOOT606iigAooooAKKKKACiiigCPy/3bKHYbs85yRmlCgOzZbJx1NPooAailECli2O56mnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFHSFKadGCwY5PIIPf2q9VLSjIdPQyZ3ZOc/X6CrtABWdrtrLe6Df20BxLLA6odxX5iOOR0rRqnqdvNd6Zc29vL5U0kbKj8/KSOvFAHBr4duRYyG51S1xchNvnOxQqu7cF7kbSOfb0rbfwqFjZVuVKujJDmR12bskHg8nn8hV200W6XT9NtrySOY2rMXkLkkgqQO3P3sdulQ3GjavNqcskV3HFaOw+RZHyAAwzjGOhHAwOKAIdV8MX9+bSOK9SO2ihWN4stliOvPcH3plv4RubZGCXinJx8xY4BABIPrweOlTaFo2t6bdNLfXkd18ojQea+FX2BHX3JNdOWUHBYA+lAHIx+DriO3WEai4ChcHLE5BQnk9iVP50lh4I+zXFtcPeMrQSbxFGWKYwBgAnjOCT9TXY0UAcxbeFWt9T1W4WdUh1CMqyruyGySG5OMgEDj0rPm8CTCGYQaiWeaXe3mA8jPAzk4x9K7eigDkm8GM0QA1GRGIw3VhggBgMnvz+dJL4KhmikjE8sf8ADv3t867SFBGcYGR78V11FAGFp/h0WWofaZLmScBCqq5OFJJOeuOhx+FNk8MxvYW1tHcGKSEbWlVeXUKQAeenzZrfpCQBknFAHKHwZE2ox313cyXJiUxpGo2fITnaTmop/A3nXyXX28rKspkEm07gMjC9fQEZ967GkJCjJIA96AOT/wCEOaOKdbS6Fo0iIFeIHIZSecZ5zuOaLfwc4ubeee7VPIdHiigUqqFTzjnndznjvXWAg9CDS0AYEnhmKe/W8nl8yZbjzlYg8AFsLjOOM1Vl8IyXF3LNcai8iTTmSSLbgMvZDznArqaKAOU1Xwq+oXun+XM8EdpEFWZXO9SGBIHPcAjntT9M8IJpurx3wuN5CSI2QcsGOQOvbn866iigDjR4EjBAW+dVXbgBDyMAMDzzuAGfpTn8B273Ek/2jDtlVOzouFAGc5ONv612FFAHPWvheO3tbqNpzJJcRNEZCP4SeBjOOKfa+GobbT7m3MpeS4j8t5DnBGAOmfat6m7lBwSM0AcfdeDE88eWvmQzT/vQrMrLGQcDO7kKecU2bwF9rUi91OWclSpJXG772C2Dzjdx9K7SigDih8PYXuDPPetJM+RIxTlxklQeexP6CrA8EQC9trk3BYwTrPhlJ3MPXn09K6wEMMgg/SloA5O48Hi5llk+0vFL5nmLIMnPzBh1PbkfjVnw94X/AOEfOY7nzsgqSy44JzxXR0UAFFFFABRRRQAVSkdF1eMMQD5LdR/tDvV2qMiI2rR7gpbyW4JHTcO2P60AXqKKKACiiigBCQoJJwB1NLUUsfmLjeVBBBAAOc/WhoiTkO6nAHFAEtFFMRAi7Vzjryc0APopiKVByxbnPNPoAKKKKACiiigAoqvPbLPFJHvkTzOrIxBH09OlUf7Bj/5/9Q/7/n/CgDWorJ/sGP8A5/8AUP8Av+f8KP7Bj/5/9Q/7/n/CgDWorJ/sGP8A5/8AUP8Av+f8Ka2gIwwNR1FTkHIn/wDrUAbFFZB0GMqQL/UASOon6fpQugRhQDqGoH3M/X9KANeisn+wY/8An/1D/v8An/CmjQEDs39o6iQQOPP4H6UAbFFY50BC6t/aOogDPHn8H9KG0BGAA1HUV5zxP/8AWoA2KKyf7Bj/AOf/AFD/AL/n/Cj+wY/+f/UP+/5/woA1qKzI9GSPpeXrcg/NNmrsUAi24kkbH95s54A/pQBNRRTGBOMMVwc8d/agB9FNYFlIDFSe46ilAwMZz70ALRTEBVcFix9TQAQWO4nJ4B7UAPopm079244xjb2oZS2MMVwc8d/agB9FNdSyEBipI6jqKGUOhU5wRg84oAdRSAYFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZ2i3CXOmq6dmYEc8HPuTWjWZoSKumIVbILMeOnXtWnQAVh3UGsSWWtRyvE6SxuLNY+HGVxgnjv8A/rrcqrqM09vp1xNaorzohZFbOCfTigDjo9N1f/hHdVghWRZ5poVTB52BI1fG4nphuOOnXvVWO/8AGUM32SO3uGCMAD5cZCqSuBuJycDdzVqPxD4j8vaNMkWWQgMki8wAkZfPRuS3HbbVm+1fXIrgWiWEpMq/NOinacrjjn5SDQBNNqGsW9hpluiul9KH3xthyxX1J7e45rOurbxDcKLi5ic3QRzC0SLlDkjGAR2AIyT17da1dN1HUXuo7e7iZDBhXLQlmPuG6cjrTpF1CyOpywR3E85mH2bzWLqqkDJUE8d6AI9Jk8R3E8QvPOhjE58zekfMYBwAR6/Lnv1qC8uPFL3d0LZJY44pDs/dxkOB5hGM+uE/Oren6prE17cxTwLiK33riMjc3PUep4PBx1rPv9Q1uDUVlBaMyMII1aLOflLnAzgkkY/CgC5He+IRpV/cJbvPcl9sMT7FCc4JUj7w781Tt38YSbZ5iyMyfPFtTCttxxxzzzzVqfUvESrKILNnZwxUtGAIiN2B1+bOB+dQPqPiJp45Rayo4RVkURBlznJxznpQBBDd+KLgSiW1ukKHhgqKzAAkHGSuScDH/wBapfO8RxgNb2U0XzyCOBthG0lzuYjvkLgejeuTUkOo+Kri73NaLFAGLKBHj5RnAbJJJPB4p15f+KH0jTJrG32XLhzdrLGCVIBIGM8ZIx+NAEFzf+IILGzgmc/bp7udE4RS6IrlOBkc7Vz9fwoQ+Jrm2uIpxNBEA+07EZx8uRj1wenerlrL4hn066urmGBLxSssCiHJWPq0Z55bGRn3FV47vxgUlZo7YDC+WDCd5yMnPOOM/pQA2K48SKfJSG5AIyk5ijJc4/jGePwqONNeuLL7TdWLST8IsL4/vKdxySOPmp9vceJ4BNKLctMW8yRXUsrnH3VGePWrthdeITq2L6ICzFu7lggA3/KVHrx8woAzY28RQWX+i210nlxlzGyJu8xiM45O7GTjJwcetXtautegtNPjsrae4umhJmkUBRux3GcDnHT9Rmqdvqnip1sZFWO6jndHZ44QEVGA4POeMnJq5DqHiaPTLf7VZ5uzPIJ2jUEKitxtHfIoAf8AatXl0qCSRbq3ne527GVCwXaf7vHUVSW68X7WVLUqNzIm8Kw46E85wfzqgniDxa0tioW3dLp2kQi3OSg5K9cA9s+4qS21bxzcTM72Kw25LMqPCC+McLwcde9ACTxeKkZTDbyyeQznD42sSrZ2gMMj7uM96tW1x4qSzuBDa3C+SmLeOby8yEDPzHkjnjr69OMRacfFxmuJ5yyzSRsnzRjYCofawXPHO361s6Q2vyW0y6uYmJhKhY49pLYHOc98kY9qAGWU+vLpF1d3cMj3e4D7MiqDwRu2EnBGM4zj35qr4XGtjZBfW11bRRw/Ksmwg5HQkH72evH0qodR8SpfRWdr5CQrGEWPaGcEBRz9Mkn6U+41HxpcRk2tols24IwkiDBenzjnnOTx2xQBNp03iaK7NqbaRIEtm2NKFIMgyR8w556c1z8KeKjcyXd3YXo8ycy4Co2xgoA4D/cBzjHPSuhgv/FgjMMsCPKuHMoiAVh/cAzx9amtbnxGJ7GW+kSGCVcSoIQSr7uhPuMUAVYJ/EzSKhtrmItnfIBGSSFfGScgAkL0HGfrVe2fxNMsqNa3UUkkXk7pdhVgPM+Y46HlcetS6gviJNcnks4JC29xE5OYwTGoXIPbdn8quz3fihbaFo4VEz2qhgyghJSwBJx1wM8CgCjFY+IbedhapLEsc0jg5UhgWOBzngjFbXhhNV8i4k1VHSVpW2owAwM9sEgj3PNc9NfeOUvY4mELDzSzLDb/AC7AWGNxPfAPrzVuW68ZN5TQCIx5xJ+5AYbjwRn+6PzoA7aiuLbUPFjXnltZlIWUKCqqSpBGWJ9+Rj3qbXH14axHLaQOYomKoY1BAVlwWOTzg9vagDrqKp6ZLcTadC92u2cr8/y459cdquUAFFFFABWfNPFFrdtG5w8sLhPlY5wQTz0H41oVmXMSy63atlVkSJypJG7BK5wPwoA06KKKACiiigAopMgdTRuHqKAFopNw9RRuHqKAFopNw9RRkeooAWikyPUUtABRRRQAUUhIHJNJvX+8PzoAdRTd6/3h+dG9f7w/OgB1FN3r/eH50b1/vD86AHUUm9f7w/Ok3r/eH50AOopnmpu271zjOM0u9f7w/OgB1FN3r/eH50u9f7w/OgBaKTev94fnSb1/vD86AHUUm9f7w/Ok3r/eH50AOopMj1FGR6igBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvDCbdGU5HzOx6e9bNZPhv/AJAkP+83/oRrWoAKq6hdNY6fcXSxNMYoy/lp1bA6CrVFAHE2Hiu8nmuYgkcsqK0i5V1V8FjhOOyr+ZFTnxJqsTQyz6XtSUM3BY7UHIJHqen1rr6KAOUsfEWo3OoWsMlsiJPIcrtbMaYyAx6bqdaaxeQawunzMszTXUgO7O5EwMY7YFdTTdozuwM+tAHEXXiLVHuwpEVvGtzIF+VgXVDtC59SSG9MUyXxZewzMj2sdwYkaZAUbMgw2GQ47YwfrxXbzwRXMLwzIHjcYZT3FJBbRW0McUKbUjXao64Hpk0AcVF4y1Z48Np8QYbwzkNgYbAbHoBg10ck+pHw59otFWa/ZAwXPyk55xntWxRQBzVlf69GuoXOoWhMdvHmOFFG6Ruvykdf/r1Ql8a3UNk8x04vIoH7tQ2SSUwPbh/0rtKhitoYHleOMK0rb3I/iOAM/kBQByaeLdQmtwy2KoWC7HAZlJLDr6cbuvpUkPiacGOWWL91kjYC2Scths4+7hf1rrqKAOeh1y6udPWf7MYX+0GIhlJGB39s9qyZvF2qBJlGnxq0Rw4YsTtyBkcYP3unsa7eigDjrfX9SEDW0dhDHIg2oBuIXCMxJ+pUY+tJ4c8W3eoXX2e+ttm1FVmWNgd5xzg/wncPoQa7KigBgijXbhFG37uB0p9FFABRRRQBDHawROzxxIrsSSwHJJ61NRRQAUx40k271DbWDDPYjoafRQAUUUUAFFFFABRRRQAUUUUAFFFFABWNqDmPxDpzBST5Uoz2GSnWtms26klXXNPRZgsTRy7o8ffI24P4c/nQBpUUUUAFFFFAFeWzt55VlliDOowCe1R/2ZZdfs6/d29+mMY/SrlFAFQ6bZsQTApIOR160o0+0BBEK8YI69jn+dWqKAKp060bOYFOevX0x/LinNZ27KFMQIByB+IP8wKsUUAV1srdF2rEAvp/n6mpwAoAHQcUtFABRRRQBFcW8V1C0MyB426qe9UP+Ed0n/nxj/M/41qUUAZf/CO6T/z4x/mf8aP+Ed0n/nxj/M/41qUUAZf/AAjuk/8APjH+Z/xo/wCEd0n/AJ8Y/wAz/jWpRQBkr4a0dSxFinzHJ5P+NO/4R3Sf+fGP8z/jWpRQBlf8I5o+7d9gjzjGef8AGl/4R3Sf+fGP8z/jWpRQBl/8I7pH/PjH+Z/xpqeG9HRAosUwBgZJ/wAa1qKAMlfDejrnFinJyeT/AI0f8I3o+8v9hTJGOp/xrWooAyT4a0hmVjZJlTkcn/GlPhzSDj/QkGCCME9Qc+tatFAFaOwtoiPLhVcDA69Of8TSmztztzEPlJI9s1YooAayK6gMMgEEfhQiKihVGAO1OooAKY6CRcHOM54NPooAQgMpB6EYpFUKoUdAMU6igBqIEBAzyc80BAHZucnGadRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGV4ecvo0TNjO5ugx/Ea1ax/DrqujxoWAZWYEE8jk1reYn99fzoAdRTfMT++v50eYn99fzoAdRTfMT++v50eYn99fzoAdRTfMT++v50eYn99fzoAdRTfMT++v50gkQttDqTjOM80APopNwz1FG4eooAWim+Yn95fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn95fzo8xP76/nQA6im+Yn95fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6si/ZU8QaWWYAbJuSf9ytXzE/vr+dZV6VbxDpeCD+7m/wDZKANeiiigAooooArT31pauEuLqGJiCwDuFJHrzUH9u6R/0E7P/v8Ar/jV1o0c5ZFY9ORTfs0H/PGP/vkUAVP7d0j/AKCdn/3/AF/xo/t3SP8AoJ2f/f8AX/Grf2aD/njH/wB8ij7NB/zxj/75FAFU63pQUMdStAG6Hzl5/WlXWNMcZTUbVhnHEy/4+xqz9nh/55J/3yKUQQjpEg/4CKAIH1OwjJD3tupxnBkA/wA9RUiXls67kuImX1DjFPMMR6xqfwpwjQDAUAfSgCJLy2kPyXETcZ4cHj/INILy1LbRcRE8jG8dsf4j86lCIOiqPwo8tM52L+VAEUl7axBzJcwoEGXJcDaM4yfTkYqv/bukf9BOz/7/AK/41dMaHOUU568dab9mg/54x/8AfIoAqf27pH/QTs/+/wCv+NKut6U7BV1K0JPAAmXJ/WrX2aD/AJ4x/wDfIoFvCDkRJ/3yKAKn9u6R/wBBOz/7/r/jTn1jTE+/qFqvOOZlHP51Z+zQf88Y/wDvkUpghPWJD/wEUAVDrelKAW1K0AYZGZl5H50f23pW3f8A2labc4z5y4z+dWvs8J/5ZJx/sij7PDjHlJj/AHRQBVGt6UwJXUrQhRk4mXj9aF1vSnYKupWjMegEy/41a+zw/wDPJOf9kUC3hByIk/75FAFVta0tWAbUrQEgHmZeh/Ghtb0pGKtqVoGHBBmXI/WrRt4T/wAsk/75FBt4ScmJP++RQBWGsaYWVRqFrlhlR5y8j25obWNMQZfULVecczKOfzq15EOR+6Tj/ZFBgiPWJD/wEUAVf7Z0slMaja/P9398vP05p7anYpjde24yMjMg5H+Qan8iHj90nHT5RQYYz1jX8qAIDqdgEDm9t9p/i8wY/wA8iganYsCwvLcgdSJBxU/kx4x5a4+lL5MYGBGv5UAV01OwkOEvbdjjPEgP+elC6lYvnbeW5x1xIOOn+I/OpxDEOkaj8KBDGOka/lQBGby1DbTcxBuBjeO+f8D+VL9stvK8z7RFsxndvGKk8tM52j8qXy0xjauPTFAES3du2Ss8ZA64YcUJeW0h2pcRMfQOD7VLsQdFHPtQI0HIVR+FAEa3EDq7LMhVPvEMPl4zz+FSK6tnawODg49aAijICjnrxSgAdKAEVldQysGB6EGnUgAAwKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAzX0DSHkeRtOti7nczeWMk+tJ/wjuj/APQNtv8Av2K06KAMz/hHdH/6Btt/37FH/CO6P/0Dbb/v2K06KAMz/hHdH/6Btt/37FH/AAjuj/8AQNtv+/YrTooAzP8AhHdH/wCgbbf9+xR/wjuj/wDQNtv+/YrTooAzP+Ed0f8A6Btt/wB+xU1vpVhaE/Z7OGMnrtUDP+c1dooArCxtQ+8W8e7JOdvc/wD6hStY2rtuaCMse5X3zViigDNbQNIdizadbFmOSSg5NJ/wjuj/APQNtv8Av2K06KAMz/hHdH/6Btt/37FH/CO6P/0Dbb/v2K06KAMz/hHdH/6Btt/37FH/AAjuj/8AQNtv+/YrTooAzP8AhHdH/wCgbbf9+xWdrdv4d0HSpr+70+38uNSQojyXIBO0e5wa6SuX8WaVfahbXMsZikhis5RHAQdxkZGBYY6nBAH1NAF2x0jRr2xgul0uBFmjVwrRjIyM4NWP+Ed0f/oG23/fsU3w9Fdw6HZreFfNEKgooIC8e/Oa1aAMz/hHdH/6Btt/37FH/CO6P/0Dbb/v2K06KAMz/hHdH/6Btt/37FH/AAjuj/8AQNtv+/YrTooAym8N6MxUnTbb5TkfIOtO/wCEd0f/AKBtt/37FadFAGUnhvRkzjTbbk5PyDrTv+Ed0f8A6Btt/wB+xWnRQBmf8I7o/wD0Dbb/AL9ij/hHdH/6Btt/37FadFAGZ/wjuj/9A22/79ij/hHdH/6Btt/37FadFAGZ/wAI7o//AEDbb/v2KP8AhHdH/wCgbbf9+xWnRQBmf8I7o/8A0Dbb/v2KP+Ed0f8A6Btt/wB+xWnRQBmf8I7o/wD0Dbb/AL9ipYNI0+1Ytb2kUTHgsi4PXNXqKACiiigAooooAKKp3eowWRxMJOmfkQt/Kqv/AAkdj6XH/flqANaisn/hI7H0uP8Avy1H/CR2Ppcf9+WoA1qKyf8AhI7H0uP+/LUqa/ZSZwJ+BnmJvWgDVoqomoQOMjzOm77h6c/4UQahBcLuTzMf7SEUAW6KqrfQs+0b88/wHtj/ABqXzk2hucEkDj0z/hQBLRVaW8iht3nYPsTGcKSecdvxql/wkdj6XH/flqANaisn/hI7H0uP+/LUf8JHY+lx/wB+WoA1qKyf+EjsfS4/78tR/wAJHY+lx/35agDWorJ/4SOx9Lj/AL8tR/wkdj6XH/flqANaisn/AISOx9Lj/vy1J/wkdgCAfPGTgZiagDXorL/t6z87ysT7s7f9UcU3/hIrH0uP+/LUAa1FZH/CSaeWK/v8jqPJal/4SOx9Lj/vy1AGtRWYmu2bpuAmxz1iPYZpI9espMhRPx6xN64oA1KKyxr1kZPLAn3c/wDLJqX+3LPdtxNnbu/1R6UAadFZ66xaswUCXJOP9WaDq9qr7D5uc4/1Z9SP6UAaFFVTfQiHzfn24z9056A/1py3kThiN/ynB+U+uKALFFVY76GU4UP0zypFK15ErBTvyRkfKfTNAFmioXuI0Ted2NwTgd84prXcapvO7GM/dPoT/SgCxRUcUqzLuXOPcYqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIBxkA45FLRQAUUUUAJgZzgZ9aWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAaGDDKkEexp1IFCjAAA9qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooApXl5NbOqxWFxcgjJaIoAPb5mFQf2rd/9AS+/wC+o/8A4utSigDL/tW7/wCgJff99R//ABdH9q3f/QEvv++o/wD4utSigDL/ALVu/wDoCX3/AH1H/wDF0f2rd/8AQEvv++o//i61KKAMv+1bv/oCX3/fUf8A8XR/at3/ANAS+/76j/8Ai61KKAMyPVLl32nSL1PdjHj9GqX7dP5Zb+zbnIP3cpk8Z/vfhV6igCk19ItpLP8AYbkvGceSNu5vcc47+tUZNduI4950LUvvbcAR5+v3+lbdIQCCDyDQBiR6/cyoHGgamAemRF/8XUkOs3MsiqdD1BATjc/l4H1+etcAAYHQUtAGX/at3/0BL7/vqL/4uj+1bv8A6Al9/wB9R/8AxdalFAGX/at3/wBAS+/76j/+Lo/tW7/6Al9/31H/APF1qUUAZf8Aat3/ANAS+/76j/8Ai6P7Vu/+gJff99R//F1qUUAZf9q3f/QEvv8AvqP/AOLo/tW7/wCgJff99R//ABdalFAGX/at3/0BL7/vqP8A+Lo/tW7/AOgJff8AfUf/AMXWpRQBl/2rd/8AQEvv++o//i6VdTumbB0e9Uc8lo//AIqtOigDLGq3RIH9i3w990X/AMXQ2qXSsQNGvWA7ho+f/Hq1KKAMxtTulxjR71sjPDR8e33qDqd0EDf2Pe5JIxujyP8Ax6tOigDNOo3Ozd/ZN5nGduY89f8AeoGpXOQP7JvOVznMfB9PvVpUUAUxeTFM/YLgHB4ymf8A0KkjvJn+9YXCcgfMU9ev3qu0UAVDdSjOLKc49154z6/h9aU3Mqtj7JMenIK+uPX8atUUANRiyAlSpPY9RTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikIyMGgBaKaihECjoBgc06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMuXX7KKaSI+eWRirbYWIyOvOKb/wAJFY/3bn/wHb/CpdIiWGC4Ven2qU/ez1Y1o0AZP/CRWP8Aduf/AAHb/Cj/AISKx/u3P/gO3+Fa1FAGT/wkVj/duf8AwHb/AAo/4SKx/u3P/gO3+Fa1FAGT/wAJFY/3bn/wHb/Cj/hIrH+7c/8AgO3+Fa1FAGO3iSxDKPLuzk4yLdsD68U7/hIrH+7c/wDgO/8AhWtRQBjp4ksWXPl3a84wbdv8KB4ksSzDy7oY7m3fB+nFbFFAGT/wkVj/AHbn/wAB2/wo/wCEisf7tz/4Dt/hWtRQBk/8JFY/3bn/AMB2/wAKP+Eisf7tz/4Dt/hWtRQBk/8ACRWP925/8B2/wo/4SKx/u3P/AIDt/hWtRQBk/wDCRWP925/8B2/wo/4SKx/u3P8A4Dt/hWtRQBk/8JFY/wB25/8AAdv8KP8AhIrH+7c/+A7f4VrUUAZP/CRWP925/wDAdv8ACj/hIrH+7c/+A7f4VrUUAZP/AAkVj/duf/Adv8KP+Eisf7tz/wCA7f4VrUUAZP8AwkVj/duf/Adv8KP+Eisf7tz/AOA7f4VrUUAZP/CRWP8Aduf/AAHb/Cj/AISKx/u3P/gO3+Fa1FAGT/wkVj/duf8AwHb/AAo/4SKx/u3P/gO3+Fa1FAGT/wAJFY/3bn/wHb/Cj/hIrH+7c/8AgO3+Fa1FAGT/AMJFY/3bn/wHb/Cj/hIrH+7c/wDgO3+Fa1FAGT/wkVj/AHbn/wAB2/wpq+JLFiw8u7GDjm3bn6cVsUUAZP8AwkVj/duf/Adv8KfBrtjcXK26tKkjAlRJEy5AxnqPcVp1k33/ACMOl/8AXOb/ANkoA1qKKKACiiigAoqneW95M6m2vvs6gcjylfJ/Gq/2DVf+gz/5LJQBqUVlix1UEE6xkdx9mWg2OqFiRrGATwPsycUAalFZf2DVf+gz/wCSyUfYNV/6DP8A5LJQBqUVl/YNV/6DP/kslH2DVf8AoM/+SyUAalFZf2DVf+gz/wCSyUfYNV/6DP8A5LJQBqUVky2Orm2ZYdYUTfwu1suPxFU5LDxQeI9btQN3VrQZxn+dAHRUVzseneJwP3mvW5Of4bMdKswWGuBf3+toW/2LVRQBs0Vl/YNV/wCgz/5LJSfYdW/6DP8A5LJQBq0VmvZ6kw+TVdpz/wA+6nikFlqYVgdXyT0P2ZeKANOisv7Bqv8A0Gf/ACWSj7Bqv/QZ/wDJZKANSisv7Bqv/QZ/8lko+war/wBBn/yWSgDUorL+war/ANBn/wAlkpWstUIUDV8EDk/Zl5NAGnRWWllqYb5tX3DB4+zKKBY6oGBOsZGeR9mTmgDUorO+yajvU/2pwM5H2deaa1lqZYFdW2jAyPsynNAGnRWa9nqTY2art5P/AC7qaDZ6kUwNVw2B832daANKis1bPUgmG1Xceefs6/hQllqS536tu6f8u6igDSorO+x6juU/2pwByPs680v2TUNpH9pc9j5C8UAaFFUBa34bJ1Hj08hfX/DinJbXqph7/c3r5Kjt/jzQBdopkSuqYkk3n1xin0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGP4d3fZLvfnd9tnznGfvn0rYrJ0Bw9tdsucG9n6jH8ZrWoAKKKKACiimsSqkgFiOw70AOorDtfE9pdeI59CWC5W9gTzJAyAKqno2c4OfatpmVRliAOnNADqKKTINAC0UmR1yKq32oW+n2slxO4CIQCARnJ6CgC3RVGHVbafVJtOQSfaIYxI+YyFAPT5uh/CrqsGGVII9qAFoppZQQCRk9KdkUAFFNLqv3mA+ppQQQCDkHoaAFoqjLrGmwEiW/tkKnBBkHBqWK+tJmVY7mJ2YkKA4OTjPH4EUAWaKytT1+y0q9s7GZne8vSwt4UXJcgZPsB7nApdO1y21Caa1YGC9gx51tKRuTPTpwR7jigDUopnmJu2713emeaUsqjJIA96AHUU3eu4ruGQM4z2prTRKjOZFCqMk56CgCSioLW6hvbWO5gfdFIMq3qKlLqoyWAyccmgB1FZ+o6tBpsVvJIksizzLCvlLuwW6E47VNHfW095PaRyq00AUyKP4d2cZ9+KALVFUdP1A6jAJ0tpYoy7KPNwCQDgMB6GotZ1u00K0S5vC4ieRYgVGfmY4AoA06KTIpaACiiigAooooAKyb7/kYtL/AOuc3/sla1YmpxGXxFpGG27VmbI69FoA26KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvQv8AUXn/AF+z/wDoZrUrL0L/AFF5/wBfs/8A6Ga1KACiiigAooooA88gnWH4satdPFKbZbOJWmWNtoYHpn+LHcD9ah8W6hDqphHkajIs8E8ccKq/lNtHDMAuQ2fu9PrXpG1f7o/KjaPQUAcv4cmnuvhxZSXaSpP9hxIs3ysCFI5z06d64XQjq0n2ObRLmeQzaPKLtjGx3TDPlnJOMjkcf/q9curcXVrJblmRZFKsV64PWoNJ0yHR9LgsICzRQLsUt1I96APLrtJZvBmpXcNxqAlubJPMsFtWGJQcE5YE7jg9OuKk8W+GvM8EaZcQ2c/nPdW0l4nLM4XHUc8fhXrW0egowCMYoA8uvZdZbUfFiWQvYbf+zENioDKqsP7o6A/TFMMHiGwvb26slnkkudASSJSWO2cAZz2Dc8Dk8H3z6pgelGBQB5XqNtdzeCb+40+XVpbuW1tgYJCyujA4YhhyWIHPbGKjjOv2cnipdPW8Gy1t5YlIYktgbwuerYyODmvRtV1qx0RYDesyLcSrDGQuQXY4A/z6VHpviLTtV1O80+2djd2YXz1KEAZ6YPQ0AcjJL9s0S31DT7m7+xSXMbXttMjExrjDKgxnr1FdT4dhSLSZYILqe4hEjiKSZSpUHooBAOB2ra2qqngAfSsufX7CC6srcM0jXbFYmjUlCQMn5ug6UAeaaN4A8W6T9tljlsVd5GETj5pCC5bJJ7MSARnp712PgrwxdaXpkR1sJcX8MjGJ95YRqeBtB4XjI4A4rSt/FmnXMFvLGs+J7o2mPLOUkA5B9vetzI3AZGTzigDir+xvbP4p2GquHn0+6tWtlCjJgkHOT6AjvVDULS91Lx5q9zawPHDb2BtxcMpBMpXjYfb16fjXoUskcMZkldUVRksxxisbVtU0+WK3sXeVl1FSsckIyuMdSemKAOD0OK7stZ0KSJZ5JJdPn+2zguQWXgEluCcg4ql4dk1vUYPDN7AL6ScS3AuTNI5WSMMMbg3A65H0/L1TTdJi0/Rk05JZHiVCiscBgp7ZFJoWiwaBpUen2zyPFGWKmQ5PJzigDz/QrXW0vvD88sUn22aS5fUmG5TszgBz0OCeB+VPstGu7zwvq9zqMl1cXKi4jtw5Y4TdxxgAnj0+nHFen4HpRgYxigDzCwjubWy8JGxeaK1jDLfRqjqWO3+IY9apQw6qnh3SbO4W7d/7YkV2jD/6snI3Hr36/wD669c2r6CjA9BQB5NIus2vhicW0F0jWuvlYlAfcLfcM7T12nnpxSz2N1FqXjGXT4LlL90jks5RGd+Nvz7WPfGRzz09q9YwPSjA64oA5TwfEPJluop7toZURktpo9ghbb8wHA5JGT2zXn2pXF81jqKXtlfC+bWo2VP3jnyQw+bI4x7V7YAB0GKNoPUD8qAOAGn3N9r+pC/lu4bpbmKaymjBKvCOSg7Y9QcGu9jJaNSepAJ4xTsDriloAKKKKACiiigAqhcwM+rWUwTIjWQFs9M7f8Kv1l3zOuuaYFchWEoYYODwP8KANSiiigAooooAo6hp5v1QC7urYr3gk25+tUv+EeP/AEGNU/8AAj2+n41t0UAYreHycY1bU1wMcXB596QeHyDk6vqhGc4Nx+nStuigDJ/sJf8AoI6j/wCBDUf2Ev8A0EdR/wDAhq1qKAMn+wl/6COo/wDgQ1H9hL/0EdR/8CGrWooAyf7CX/oI6j/4ENR/YS/9BHUf/Ahq1qKAMn+xCvMep6gj9mM27H4MCP0pi6LeKQf7f1A4x1WL0x/crZooAx30e9c5/t6/XjHyrEP/AGSo5NBvJFYf8JDqa5IOV8oEf+OVuUUAYH/CO3mMf8JJqvTHWL0x/c/H60xPDV2hP/FTauc+rRHHI/2Pb9TXRUUAczN4Uu5n3f8ACU60vsjxgf8AoFN/4RG78vZ/wlWudc58yPP/AKBXUUUAct/wh91/0Nmu/wDf2P8A+Io/4Q+6/wChs13/AL+x/wDxFdTRQBy3/CH3X/Q2a7/39j/+Io/4Q+6/6GzXf+/sf/xFdTRQBy3/AAh91/0Nmu/9/Y//AIinDwndeSYz4o1sknIbzY8j/wAcrp6KAOfi8NTRwPGdf1d2dcb2mXK+4wuP/wBVSxeHjGxLaxqkgJPDXHT8hW3RQBk/2Ev/AEEdR/8AAhqP7CX/AKCOo/8AgQ1a1FAGT/YS/wDQR1H/AMCGo/sJf+gjqP8A4ENWtRQBk/2Ev/QR1H/wIaj+wl/6COo/+BDVrUUAZP8AYS/9BHUf/AhqP7CX/oI6j/4ENWtRQBk/2Ev/AEEdR/8AAhqP7CX/AKCOo/8AgQ1a1FAEcMXkwpGGd9oxuc5J+pqSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9C/wBRef8AX7P/AOhmtSsvQv8AUXn/AF+z/wDoZrUoAKKKKACiiigAooooAKKKKACiiigAooooA4n4jzAWOkRDOf7UgY4OMDJ61Z8XWEtv4S1q4s5JPtcsOQy8FQCOFx0wM811MsMUoHmxo4HTcAaeQCu0gEEdKAPIbfU5daj1K3huZp44tCjYGMnJkHX5u5qTRZktbTwMtrI6wys5nHJAfHIP93mvVIrS2gXbDbxRjbtwiAcenHagWlsF2C3iA67QgoA8js5GtbK3eFmE48SOCqkjKMwLZHfgVbhvLizGtM149wZba4aO8jc5Qk8qV7ENwB2xXqQtoFORDGOS3Cjqeppq2dqrMy20ILHLEIOT70AeW2Gp/wBrf23ayzzTLNpSOYl3feVcMy+hx196uQm3tB4Xj0idkRo2QIzEhm28A5969KWCJPuxIvGOFA4qNrK2Z43MEe6PlTtHFAHlegS6mlxochuppdTNzcC9hZmwI+hyvQY4xVPRtUvV17wpcvdXLPe3FzDcb5CUwp+Ueg+9/IV7GsEKSNIkSLI33mCgE/U037Jb793kp9NowD6/WgCeiiigAooooAKKKKACiiigAooooAKKKKACiiigArMv1lbV9MCAeUHkZ8j/AGeP51p1nahva9sIwuUMjF2zgjCnFAGjRRRQAUUUUAMaREZVZgC2ce9O3r/eH51n6lotjqxT7ZG77AQu2VkxnGfukegqovhLRlDAW0nzHJzPJ65/vUAbW9f7w/Ojev8AeH51iR+ENFjOVtpOmObiQ/8As1IPB+ih932aTPP/AC8SemP71AG5vX+8Pzo3r/eH51iN4R0V33m2kzweLiT1z/eqRfC2jqVItm+XH/LZ+34+9AGvvT+8v50b0/vr+dZZ8N6SXDfZTkZx+9f/ABp3/CO6V/z6n/v4/wDjQBpb0/vr+dG9P76/nWb/AMI7pX/Pqf8Av4/+NH/CO6V/z6n/AL+P/jQBpB1JwGB+hp1ZR8O6Zj5IHQ9mWVwR+tH9gWnl7PMucE5/17ZoA1aKyl0C0QMBJc/MMHM7Un/CO2f/AD0uv/Ahv8aANaisn/hHbP8A56XX/gQ3+NPXQ7VU2B7nHP8Ay2bPOP8ACgDTozWami2qNG26clPu5lY+v+NQT+GdOuVKy/aCC244uHHP4GgDYyB3o3D1H51gT+DdIuY/LmF0yen2qQfyNMbwRoblS0NydoAA+1Sdhj+9QB0W5f7w/Ojcv94fnXL/APCvfD3/ADwuv/AyX/4qpW8C6CwYGC45z0upO/8AwKgDo9y/3h+dG5f7w/OuX/4V74e/54XX/gZL/wDFUf8ACvfD3/PC6/8AAyX/AOKoA6jcv94fnRuX+8PzrmY/AXh+POILnnHW7lPQ5/vU/wD4QbQcAfZ7jA/6epff/a96AOi3r/eH50b1/vD86xV8JaMm7FtJ8xyczyf/ABXtSp4T0aNcLbSHnPM8h/8AZqANnev95fzo3r/eX86yv+EZ0nyvL+zNjGP9c+fzzR/wjWk7lb7KcqMD96/+NAGrvT++v50b0/vr+dZv/CO6V/z6n/v4/wDjR/wjulf8+p/7+P8A40AaW9P76/nRvT++v51m/wDCO6V/z6n/AL+P/jR/wjulf8+p/wC/j/40AaW9P76/nRvT++v51m/8I7pX/Pqf+/j/AONH/CO6V/z6n/v4/wDjQBpgg8ilqOGJIIVijXaiDCjOcCpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDL0L/UXn/X7P8A+hmtSsvQv9Ref9fs/wD6Ga1KACiiigAooooAKKKKACiiigAooooAKKKKAOZ8TX0MWp6LZS3iwLcXDb137WKhGwc9ucc1inxHqOm6bD5UyzrNcyLBJOjFmiy2G464AH8ziu/KqTkgE+4o2rxwOOnFAHE6b4mv3haKV7WaRCjOYz88aMMn5CfmIPHWoPEOrX+k+Jrqayli3SW0CILpz5ce6TDMVAyBiu82KDkKPypHiSVSroGBGCCKAOY1jxNcaTZ2jzLAHltnmaUEmMsoBCjODzkkfSqt74tuokkECxM8TnflSFVC6hWJ9QDyO3X0z1t1axXcJhmXdEwIZezAjGDUuxQMbR+VAHCr4j1i+a4tQ0UboI23wROTg7d3DAEdTyRjHTvVWz8YXq2cxhVJdrusYWJz5pD7eDk4OOcV6LtGc4FJtUdFH5UAcVH4o1KPZERbksqvucMSASwOQM8ZA596o3/jO9i0+4vBbh7drRbhcbwFkGz5dw9dx9OnfmvQ9q/3R+VG1cY2jH0oA4qbxZqXm2pi+wiC4nkjUnzGOFYALhQeWU7hXaI2+NWwRkZwRg0iwxou1UULknAHr1pyqqIFUYAGAKAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVVuZCk1qAcb5cHrz8pPb6d6tVSvUV7mxLDlZiR067G9f6UAXaKKKACiiigAoqtcahZ2jBbm7ghZhkCSQKSPxqH+29K/6Cdn/AN/1/wAaAL9FUP7b0r/oJ2f/AH/X/GlOs6YoBOo2gB6Ezrz+tAF6iqTatpyrubULUDjkzL36d6Bq2mldw1C1K9c+cuP50AXaKpLq+mv9zULRvpMp/rSDWNMYkLqNoSBk4nX/ABoAvUVQ/tvSv+gnZ/8Af9f8aP7b0r/oJ2f/AH/X/GgC/RVI6tpyrk6hagepmX0z6+lSfbrQ4xdQc9P3g5oAs0VTGq6exGL62ORkESrj+dKupWLg7L22bAycSqcDGfX0oAt0VUXU7Bn2LfWxb0Eq5649fXimPrGmRsQ+o2inGcNOo49evsfyoAvUVmHxFog66zp//gUn+NH/AAkeh/8AQZ07/wACk/xoA06KzP8AhI9D/wCgzp3/AIFJ/jR/wkeh/wDQZ07/AMCk/wAaANOisz/hI9D/AOgzp3/gUn+NH/CR6H/0GdO/8Ck/xoA06Kzf+Eg0X/oL2H/gSn+NH/CQaL/0GNP/APAlP8aANKis4a/oxyRq1hx1/wBJT/Gl/t3Rz/zFbH/wIT/GgDQoqh/belf9BOz/AO/6/wCNH9t6V/0E7P8A7/r/AI0AX6Kof23pX/QTs/8Av+v+NH9t6V/0E7P/AL/r/jQBfoqh/belf9BOz/7/AK/40f23pX/QTs/+/wCv+NAF+iqH9t6V/wBBOz/7/r/jR/belf8AQTs/+/6/40AX6Kof23pX/QTs/wDv+v8AjR/belf9BOz/AO/6/wCNAF+imRypNGskTq6MMhlOQfxp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6F/qLz/AK/Z/wD0M1qVmaKuyG7+YHN5MeP981p0AFRXE8dtbyzzMEijUu7HsAMk1LUF3aw3tpLa3Cb4ZUKOvqpGCKAMa28YaVqGlPf6fKblPNWGMAbTJIQCFH59frSW/idIZbq31mEWE1uA33i6yKc4ZcDPY/lTYfBek2Olmw02L7DEJ1uIzF1V1xzz14GPpU194ahv9SF9JcSeaHiOO21M/Lj3JJNAF99WsI7GK9a6QW0uPLk5w2emKrnxFpSTQxSXkaGfHlFvuvnpz0H41FL4dil0+1tDMSlu6uuVBHBJ6fjUVp4cSyVQtwjRfKZFkiUg7WJ4z0+8aALza5piX/2F7tFuN4TY2R8xGQM9M4qMeJNIYHF6h2ttwFbOeOgxzwQfpWVLoEerapfmeQfZppIbiIov3tqkcN9cdKbJ4JSW3KvfOZyYwbgIA4CDC4x0PXJ75oA6C11WxvZzDb3CvIF3bcEZGSMjPUZBqBtd08iZYrlGlQH5TkZPbtyM+lVdG8PyaPuRbwzQKGWCJkA2AnOC3U1i6b4TvBzO4hu0KtHcABgm0kqoHcc85oA6TT9btL21SQ3EIchQ21xtDNnAB+oNKNcsRJIs1xHFtkVELOPnyMgge+D+RrLfwhG5UtcjdvidysKrkoxbjHTOaSz8IRwrZmadXktrhZVZYwCyqjIqt64DE5oA0ptctSIjayxTq0qRuUbO0N0OO+asLq1jIzqlyjMmMqO+RkY9ehrnofCstnNj+1E8uUorF4h5jhWYgZ+jYqymit5Nnbf2jBthl3RIsYBaMAgKT1OM0Aacev6ZIHK3afIoY854PQjHUU6HW9OuIVmiukZW+7jv1x+eDXPt4IP2O2hS9CyW6KqSbP7rEjPqOelTweEmgmnnbUCpeWGXCxgKuzOQB2B3GgDbXVrVrO3umYpFcOqIWHc9Pz/rRFrGnzR+ZHdxMmCSwbgAdc+nQ/lWTeWN1Foel2lsTdGOeECZVGFRTkMR3AAFVG8EmN2ezvFgYLlD5QbEh3FyQeobeeKAOlh1G2nieaOTMSjJkIwP1rLs/E0U8tyJo1iihlMasGJLfhjim2XhnytKvLG6unlW4kEg2fKExjAUdhkdKhi8KyQ30t2t8TNMSZmaMEMD1UDoBQBs2Wq2moNOLaXf5LbXOCAD7Hoaih17TJphCt5GJWcIEY4JJzj88HHrWfo+hJbT6k41Bp4LjMflIcLGe/T+LmsFfCN5Prs6NcSgWotXtrt4xtZoy/ykd8K4oA7FtZ0+OQq9yi4AbcT8pBGevSs658W2MckcUAeSSRJHXcpUAJjJORwOR+FVrPwf9iieOO+LiSERS74gd20EA+3XmqOl+FB5W3+1o7idRPBMVThQ4ClV9NuKAOm/tqyVEMk6BmXccfdHGTyeKbF4h0qaDzo7xCnHrnnpx3+tZaeD0WK7ga6LQTkOqMudjhdu4E/y6VSm8CyySxOmpbWRYVD+UNwMYIyvoSDQBs+J/EcPhzSLi8ZfNmjjLpAOrAdT7DnrVix12xv757KKZTcIu/aMkMucEg9Dg8HHSqXiDwx/bvmr9saBJ7f7PMoQHcu4HgnpVnSNDTRyVjmLwrvKKyjKF23Nz6Z7UAbFFMSWORdyOrL6g8UqOrqGVgwPQg5FADqKKKACiiigAooooAKp3YBuLPPUTHHOP4W/OrlUb5C11YEDIWck+w2NQBeooooAKKKKAI3hikILxqxH94Zpv2S2/wCeEf8A3wKmooAh+yW3/PCP/vgUfZbcjHkR8f7IqaigCI20BGDDH/3yKPs0GMeTHj/dFS0UARC2gHSGMf8AARSC1tx0gj/75FTUUAQ/ZLf/AJ4Rf98Cj7Jb/wDPCL/vgVNRQBWmsLS5haKa2hkjbqrICDUA0PSgmwafbbcYx5Y9c1oUUAZqeH9HjIKaZaqR0xEKRPD+jx52abarkYOIxyK06KAMseHNFByNLtAf+uQofw5osmN+l2jYG0ZiHT0rUooAyW8MaE7bm0iyJPcwrSf8ItoH/QHsv+/K1r0UAZH/AAi2gf8AQHsv+/K0f8ItoH/QHsv+/K1r0UAZH/CLaB/0B7L/AL8rR/wi2gf9Aey/78rWvRQBmf8ACPaPnP8AZdpn/rkKP+Ee0br/AGXaf9+l9c1p0UAZ66HpSK6rp1qFf7wEQ54x/KnrpWnqW22VuMnJxGOT/kCrtFAEP2S3/wCeEX/fAo+yW3/PCP8A74FTUUAQ/ZLb/nhH/wB8Cj7Jbf8APCP/AL4FTUUAQ/ZLb/nhH/3wKPslt/zwj/74FTUUAQ/ZLb/nhH/3wKPslt/zwj/74FTUUAQ/ZLb/AJ4R/wDfAo+yW/8Azwi/74FTUUAMSNIwQiKoPOAMU+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAz9KWRYrnzCCTdSkY9NxxWhWfpSqsNzgqf9KlJ2nvuP61oUAFFFFAGVr1xdW9ij2xkAMqiV413MqHqQPyrC/tDX2LqpfehXyH8nCzoV5YjsQe1dNqGowabEjzFiZHEcaKMs7HooH4Gsz/hLdOPRLjgoDuj243sVB5x3BoAyI7rXjGrT3kqmcIRttzhGIIIHsOvNZlvr2uxi1F412zoojnX7KcMPm+b3PC/SupuvEZ0qCeXU7SVAm908sAkxg9evXvU2n+JrHU7pILdLjLkqGeIqMhQ2OfY0Acjaan4htorSJ0uQr2KKAIdoSTbzkAHHUc9BjFPv9S8QppaS2s959oWF0ZHt8gkoxVvUncoHHrXUTeKbKG6ng8m6doZDExWI7dwXeQD3+Xn8Ky9Z8ZQjQ7q+0xd0tqFkHnxkKylgpIP/As5oAzYr3W7KSC2nvL6S38wtPciDLhiikKBj7u4n+VXb/Utaht7qSP7S0yo2IxF8oAxtI44J/HmrR8bWMrz2kcjR30JGVMLOMbgpOBzj3OPXmrsfiuxeW5G2XZA+zcq53EdRgfnQBnzarq9p4b02YRFJJm8uZ7jJeLOdpO0HJ6Dp3qrZ6v4iW8sFuzvR7mOGTy7cgFTGxZjnp8236V00muWEdta3DSkRXWTESpGcAnoeeg6dai0/wARaVqsyw291DNMA7lUydu1tpzkcc0Ac54kn1Rr9Y92JobszWaJET+7WE8sen3zjHFZKTXdpd6VqV22RB5yo627gB3QYVuOSWB6V3UniDTfsvmh2mjZggCRltxJIwB/F0PArMHjvRlvJopLqNYlIEbAj5j0OfTnIwfSgCJtV1u5R7VrUxynIdlUgAbM5U/WnXl3dJ4f0tFa7EMsey5lEW51+Q4BHUZbAziuksb2DUbKK7tmLQyjcrYxkVZoA4HwzqWtfZNM0+aGSEwGNSZIzuliK89BgY6de1N17xJrMGrm0tY5YpjPLFHGY8iRFh3IynuS+B+f1r0Cqlzp9reXFtPPFultmLRNuI2k8E8HmgDj5td8QzRkxRGBFUBpJITw3lg5IGT97cOKqarf+JLmC4S2M5RhC5aOIqVBYbgARkcfpXorKGGGAIPY0tAHCw6jqltLNA8ckMLyzsk8NsQWcFdoIxg5Gee+Kr/274ilmvGRLgPElwqxfZ+PlVSjfXO8V6FTQoUkgAEnJ96AODn1zXhfyxFZUjid/LKQEhwBGRnPXO5+npUlrPrcmpOiRSQRi5umYpAFMoUDYf8AgRz7mu42ru3YGemcc06gDktPv9Zj0DVdQvLhXIRpbdDEymLC8q2QM81nWGsa/cmGR2dtNlgjke5SIh42MZLYGORu213M8MdzA8Myh45FKsp7g0Qwx29vHBEu2ONQirnOABgCgDhYtR8SLdp5r3JDvlVEA2lGhODn1DhfpmtpJ9Si8H2sshknuZUTz2ZfmRWHzHHt9P5V0YUKoCgADoBTqAOLtZ9XN5ZadGswtZ4A7z+SF8sr1X6EY61RgvtbsAtyRKYltwDbpCwXliCwwOo616FRQBy2iXWp3WtCO5uJ2t47fcMxbFdi2Bknk8V1NFFABRRRQAUUUUAFZ2ojdeaYcsMXJPHf92/WtGszU2K32lAY+a6IPH/TN6ANOiiigAooooAqXuo29hs88v8APnG1C38qpnxHpwGS0wA/6Yt/hWvSEAggjIPUGgDK/wCEj08jIab/AL8t/hSv4gsEbDGbOM/6lv8ACtQAAYHSloAyB4k04kgNNkdf3Lf4Uf8ACSaduxumyeceS3+FaoUAkgAE9T60bRuDYGRxmgDL/wCEj0/1n/78t/hR/wAJHp/rP/35b/CtaigDJ/4SPT/Wf/vy3+FH/CR6f6z/APflv8K1qKAMn/hI9NH35XjXu0kbKB9SRUTeLtBVlB1KHLdOfbNbWARg0bV/uj8qAMWTxboMYy2pQdccHNOPivQguf7Sgx9a2Nq/3R+VG1f7o/KgDDTxhoEgJXUoeBu69sZ/lQPGGgM+wanDnJHX0OP61ubV/uj8qNq/3R+VAHPJ458OSOFXU48n1B9/8KT/AITrw3ux/acec46H/CuiwPQUbR6CgDnH8eeGo3kRtTjzGMthSf6VF/wsTwv/ANBNf++G/wAK6jaPQUbR6CgDl/8AhYnhf/oJr/3w3+FOf4g+GEcq2ppkHBwjf4V020ego2j0FAHL/wDCxPC//QTX/vhv8Kd/wsHwxsD/ANppgnH3G/wrpto9BRtHoKAOdXx14dcyBdRVvLxuwjdyAO3qRTj420EJvN2QuAc+U3fJHb2P5V0GB6ClwPSgDDHizSGjSQTSFHXcp8lsEevSph4i04xq6vKVYkDELduvataigDJ/4SPT/Wf/AL8t/hTj4gsAgfM2CSB+5b/CtSigDKHiCwKM2ZsLjP7lv8KE8QWDthTNnBP+pb/CtWigDJHiHT2YAGbJ4/1Lf4UreIbBWKkzZBwf3Lf4Vq0UAZP/AAken+s//flv8KP+Ej0/1n/78t/hWtRQBHDKk8KSpna4yMjBxUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6LIZLe6YuGH2ubBBzxvNalYnhjebG6aQASG9nzgdcOQP0rboAKKKKAKWpadBqcCRzbwY5BJG6HDIw6EH8x+Nc/a+GIhGi6ldS+ZHIWGJF2uocuoPHOM1ta1Dqs9miaRdRW9x5ikvIm4bc8jH0zUGq6fNdW9oCizzpInmSdOB97j3oAk1TQbTWoEjuZZigVlJR8b1bqDSad4etNMKm3knyJDJ875ySoXB9sAVg3ba3C08OkpPEtu7qsaqpRk4K7c9D1FVXbxEP8ATri31Nw4YeXE6q0aFx/COC2M/wCNAG7J4c0w6hL5l5MJbmSSYwmYfMWTY2B1wF9Kgt/AuixafPp4aeSCVBG6PNuwABx7dFP4Cs6TTNXGqi8EEkjMkMTXL7VlVdr7mULwDu2Z9ialhg8Sx3tvPcq8uLjLrG+3KFFzyO24NwaANRfB+mpcSTqZleRNhw/bIPp6iom8LaPbXsc4nlguXb92yyhWY5z/AMC/HNWru7ub21tZbWC4NvOp3hCFkjPGM57dQa5q60jXZIreWRJ7m4trjeqPtCpwQdhHUdODx7UAdLqvhq31ewtrGe4n+zxPudSQ3mjn5WLA+vbkU/T/AA7aabuSGScwEkrCz5RcnJHqcnJ5z1rAmvtUsPBhe9mvre5S5jRnYKZCrMoIXsepxVKO08XS+bG91fJJ5TfZW3rsZecGQ9Q/Cnj39TQB1EXhixtrOO3WScwQS+dGHkz5ZyTx+Z561WtfC2m+XNHb3kvlBt8ccbgCCTqWAHc5JwcjnpWbo1rr1x4htL29k1GO0j89TE7ja2SCu9fQZOPpWeNM1uK4nu7S3vYZBcO08QZQjMVbDJ3ZckcHHNAHf2tp9lRVE8sgChcOc9O/1NWelcnpDas17aRaguoZaEOZAR5eSPmD85BB6VzfiW91vTmm+0z6kI57tIoxDgkqZF4QZHUHFAHqFFeVPdeJLq7a30+9vnvLaNZLiMSAqimM/KR/z04U/XdV3VoPEttDfSR31/GNjzK7y4RItmcH0cOMccYNAHozMFUsxAA5JPakEiFtodScZxnt615/HY6/e2mUvdUa3EEjR+Y6BncH5Q3XIOePpW1ptrqJ1O8mf7RHJ5SxlZQpjbj5dh6+xoA6RJ4pZHjjlR3jwHVWBK59R2qWvN7Wy8QGPUp4ba+gupfLTcWVdzqGyRj+DkYqzLa+J7MX919svZoJVbyYvvOj+YNowCMKVJ6HoPpQB39FcvfPq/2rSoY4rpomgDPJE+NsoI4kz/CQT696xZ9J8S6okkZv9StY3Eu5Ay4D7RtAJ52E5oA9AZlRSzMFUdSTgU6vOrWDxLDavaPb3gH2cKN7+Yu5QPU8EmpIbHxRE8s09zqEkMw+dFkG9BvGNg7Hbn8qAPQaaWUEAkAngA965TTjrQ127gJu3gS0Ty57nAXzDjIwOCepzj1qnfWPiAaOj2U+oPeMJN6vIPlYoBkc9N3I9MmgDuaK4W303xHHpczSX9/50YUAM+4yRDrxniTjrVGPTvGK3Ucsd7fmNQhQTODwc7gwzycY/GgD0jNFed29n4ouUS4kN7FNJB5QPmj5DvGSR1GR7/0otLXxmiO073LyYK484bT+76j0+df/AB73NAHolFcVcWviDzpZEmv1t1j8yBEcF84Ysr568kAfStnws2oHRITqcc63LZZvObJHPA6k9KANyiiigArK1P5tT0mMcsLhpMf7IjYE/mw/OtWsm+/5GLS/+uc3/slAGtRRRQAUUUUAFFZmpas+nSIi6be3YZS263QMBg9DkjnmqreIZlAJ0LVDk44jX/4qgDdorBHiOYxeZ/YOq49PLXP/AKFUkevTyYxompLn+8ij/wBmoA2qKxjrk6vt/sTUT05Crjn/AIFT5NYnjl2DR79skgMqrj+dAGtRWT/bFx/0B778k/8AiqP7YuP+gPffkn/xVAGtRWT/AGxcf9Ae+/JP/iqP7YuP+gPffkn/AMVQBrUVkPrc0aF30jUAo64RSfyzUX/CSR5A/s3UuTjPkf8A16ANyisEeJ0O7OlaoMY6wDn9aR/FCIcDSNVbjPy24/xoA36Kwm8TIuMaVqjZOOIBxz161G3ipVhEg0bVmY/wC3G4cZ/vfhQB0NFc4fFoCBv7D1gknp9nGR/49Qvi0FSToesDHY24yf8Ax6gDo6K5d/GZUgDw5rjcZ4t1/wDiqb/wmrf9C1r3/gMv/wAVQB1VFcr/AMJq3/Qta9/4DL/8VR/wmrf9C1r3/gMv/wAVQB1VFcr/AMJq3/Qta9/4DL/8VR/wmrf9C1r3/gMv/wAVQB1VFcx/wmLF9q+HdbPGc/Z1x0zj71TR+KJZZAg8P6uCRnLRKB1H+170AdDRWT/bFx/0B778k/8AiqP7YuP+gPffkn/xVAGtRWT/AGxcf9Ae+/JP/iqP7YuP+gPffkn/AMVQBrUVk/2xcf8AQHvvyT/4qj+2Lj/oD335J/8AFUAa1FZP9sXH/QHvvyT/AOKo/ti4/wCgPffkn/xVAGtRWWdWnCqf7IvTnPGF4/Wm/wBsXH/QHvvyT/4qgDWoqG3m+0QLLsdN38LjBqagAooooAKKKKACiiigAooooAKKKKACiiigAooooAyPD6FLS6BjMf8Aps5Cn/fNa9ZOghhbXYZ2ci9nGWPP3zWtQAUUUUAFVLm9NvNHH9muJd/8UaZVfqe1W6KAOXvr7UIfETWMDOYX2SAgqNvqDnnBqIeMJ2tw400ecN/mRGYAjaQMD1POau6rrMFnqUaGKJ1jz57svzL8uVxWTbeJFR7kX1lG7RbVUxxrkOwYkH8AOaAHR+OZmaAHSyondUjJlGMlQefTG4Cl0vxbcXkjFoP43I3tsCxknbx3IA5+oqeHXtMutFmv57GP7PakNnC4MgYqMD6im6X4iW5Zba9tY47grJLuCAqoU8r7nb+eKAH+INavdO1CMW/+oRQ5jiUM7k9sHsR3FQHxZdCeOUW6mORdoiDjCnd94t247etJN41s4gZ7rTjG0Z2pIzIeuOh/4EKani22ls45f7KKiXcI3KqQ+Dxj6+hoA0NP1+316cRfYd6KrMC3OGXHGPxqNvGAS1SZ7GQFudu7n7wQ49SGbH4Gqtp4uhtIZBdWx+0IxLgKqlUOAp981DJ48so3R7vRLiGMHJlkCbUBKkHOe+5elAFuw8c293PAs0At4pAWaVn+VflVgPr82PwqxrHiwabqUdpDaGcsFbduxlSCcr68KfxrGbxRbTRhv7EJgmf7OYQiAglnBbd0xhauWF3D4huLX7RYeVbRShbcOVDFlGQ6sDypDdKALp8TbtJk1TY0caSmDyyMjdnhs+lNXxGtzqMdvcWKbVctnO8gBdwYD6jFdGLeFYzGIYwhOSoUYP4UohiD7xEgb12jNAHM/wDCQxW9zdtb6URKZgjcBXbC53N6dcDPU07VfEaQzmzutO8xRHvlR2H91mGB/EPkIrozBCS5MUZL43/KPmx0z61Bd6db3stvJKvzwPvQjHoRg+owTxQBz2neMYrrUYNOjt1ZmLD5GAO1SRuA7jj9RUVv4g1GK3+3XH7yAXMkBQKFUAN8rMx6YH511aWtvGyskESsowpVACB6CpGjRkZWRSp6gjg0AchP4zkVJYBblLhH2sx5CAkAH3HzD9apw+O54rCB7mEGUWwmlJ+XcPLDblHfJIFdwbaBs5hjJPJyo5pHtLZype3iYqMLlAcD0FAHJv48jhFqj2hMsysWTdgggZH501fGs5lhiFp811KEjkkbai5UEc9zz074rrntLZyC9vExHTKA4pxt4SADDGQCCAVHBHQ0AZWmXl4dNvZ7qRJfKd/LZFwSFHp9a5P/AISPXVsHuPtkHmJGkkERj/4+S7Yx+HA4716HsTaV2jaeoxxVBdC0xYbeL7IpW3kMkIJJ2NnPH+FAGG3jXE624sf3xYKVaQAdWDYPqNpwO9QQ+L769iNwlg8ESxCQo3LElyuB2PY/jXX/AGa3yT5EeSck7B19acIYgoURoABgAKOBQBycXjYXCIsNo0jmVI2dGyvJ5I9cVauvGNtZ3N3DPBLH5DFdxHoPvH0B7V0C2tui7VgiVc5wEAGaHtoJN++GNt4w25Qdw9/WgDlrjxfc2mmm+bTmmhMQlV1cBcHoSe3P5VUufH0tutvM2nEQMxWQh9wB2Bjz2A3A59Aa7byIjD5PlJ5WMbNo24+lN+zQFGQwx7W6jYMHjH8qAOfufFiwR6ay22/7f9xhINnXs3fjn6VpaJqr6raNJLbG3kQgMhOeoBHP0NX/ALPDsVPKj2J91dowPoO1OSNIxhFVR6AYoAfRRRQAVk33/IxaX/1zm/8AZK1qyb7/AJGLS/8ArnN/7JQBrUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZOgb/s15vxu+2z5x0++a1qydAJa2vCVKn7bPwf981rUAFFFVNShnudMuobWXyriSJljkyRtYjg8c0AWXdUQszBVAySTgCora5ivIFmhkR1PdGDAH0yK42x0PxJb6Dbw6zqQvZIr/zrgIN4nh7L83IwcNgelRXv9sL4gS509JYNOufKSVokIJAVt5CkZXHy88UAdzJBFMpWWNHB4wyg0yOytYiDHbRIQu0bUAwPSucefV28P6c6yXQmMwSZkjG8pyMsCOO3QVU0m+8Q3GoWMF8ZoyFDyAWx2uAWDZfIA6A4x3oA65bO2VHjW2hCOAGUIMMPQjvSi1t1lEqwRCQAgMEGQD1Ga5DUptYfXLtdMu53uIpdsdu4PkhTETk4HJyBjJ71n28mvxafOZn1SSeRGaI7SvlsHXC4ye5br2z2oA7SLRNPSWV2gSUO+8JIoZYzjHyjHHSrSWVrHF5SW0Kx5J2LGAMn2rkbgX+m+E/EMnnXNtdJJLKkxYHgnIK546cVj3s3ih7SF7H+1J4WAlinDAMxIHysvHHXFAHpBtbcjBgiI9NgoNrbt1giP1Qf57VzHh/U9Wnnuor2C68qONmSeVAuWz0K4HI9iQazNP1fxDNFY3SNNcWhSOS8fysMuWIIRSvPA5xk+nbIB3iwxomxY1C+gUYqJbK2SWORIERowQm0YwDgdB9BXDy6v4p82K2toZp7h4WkUvCUTGG27jjGSMZGQQ2OxNXdO1DVbjV9PW7ub0RXIkkKrZeWi4xhWJ3Ec7upGaAOtnuobbZ5sioXbagJ5Y+gHep6878UX2sSaz9gSwubjy7yKa3KRt5ewA9XA4OacniLXFhinkF47zsIfIWwZBEw4YlvmOO4OMGgD0KiuT8Wane2DMIpZrdNiPHKiAoGEg3byeBxgYJ5yaqPretxx3MQjvGubeWTLraB0KeYCuMEbiE9OvPegDticdaYssbSGNZFLgAlQeQPWuCF/rRuIbZku7o3VrJvd7Ux8/NtBHKgdOCQenrS2mqavZPFKNPnW0jht1kiWFgVB+9tUA8g/WgD0CkJwCfSvP49X12O7kW9OpKVVGQQWodGJckAnH93GfStLTrzWpNO1NhaSyXSrsjMvy7325zg+5wcEjpjvQB1EF3b3RcQTI7IcOqnJU+hHY1PXnC32sxRmaxtr23gklAaQ2m6V28tV5UkHG7cc5wMDtXR6realaT6aEW5Nu8bLK8cYZ/MIG3cBnA689KAOkorz2/1vX3jkthBeRyxeaJmjgLAjI2bTjB98Gkub3W47WSO0/tNpo1lMDyQgk/ICoPH97IoA76aaO3iMkrBUHVj0H1qTrXnNxqHiRLa8Ihv5B9mZX3RjmT5NpTHQYLdB9eat3et6xB9rMMN28cDkAvEw3tvbA6cKAF+YZGOoHNAHeUV548viS4iu/LOoQzGM7xKiuqtuUjyyOCAue2T3q7ZalrkmpNaTm9MBeSNLhbYDBBBUkEdMd6AO2org/tXiSO3aS4uLl3Sby2hS0x1YkYYE54wMgY9a7LTnuX062e7TZctEplXOcNjkZoAtUUUUAFFFFABWLqRI8SaNgkAiYHkc8L6/wBK2qytQE39t6UY1JjBlEh5wBtGOgx+eKANWiiigAooooAqXkl9GE+x28M2c7vMlKY+mFOarfaNc/6B1n/4Ft/8RWpRQBl/aNc/6B1n/wCBbf8AxFH2jXP+gdZ/+Bbf/EVqUUAZf2jXP+gdZ/8AgW3/AMRR9o1z/oHWf/gW3/xFalFAGX9o1z/oHWf/AIFt/wDEUfaNc/6B1n/4Ft/8RWpRQBl/aNc/6B1n/wCBbf8AxFH2jXP+gdZ/+Bbf/EVqUUAZEl3rca7v7KtpORlY7vkj2yoH61VXVvEO3LeGsNzwL1PT/GuhooA506v4j8zA8NZT1+2x5/Kh9W8RDGzw1nnnN7GMDP8AhXRUUAc0dY8T9vC6/wDgcnp/jUX9teLv+hTi/wDBin+FdVRQByv9teLv+hTi/wDBin+FH9teLv8AoU4v/Bin+FdVRQByv9teLv8AoU4v/Bin+FH9teLv+hTi/wDBin+FdVRQByv9teLv+hTi/wDBin+FPj1jxSc7/CyLyMYv0P17V09FAGFbah4hlTdNodvCeflN6CfbouKSO/8AETNh9EtkGOpvc/8Asv8AnNb1FAGANQ8RlsHQrbHPP232z/d9ePwq59o1nYT9gtN+en2psY+uytOigDL+0a5/0DrP/wAC2/8AiKPtGuf9A6z/APAtv/iK1KKAMv7Rrn/QOs//AALb/wCIo+0a5/0DrP8A8C2/+IrUooAyFn10Ft1hZEE8f6Uwx/45T/tGuf8AQOs//Atv/iK1KKAMgT67uYmwsip6D7U3H/jlSCfWdhJsLTdngfamxj/vitOigDL+0a5/0DrP/wAC2/8AiKTz9bbj7DZrnjd9pY498bOa1aKAI4jIYkMyqsmPmCnIB9jUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6F/qLz/r9n/8AQzWpWXoX+ovP+v2f/wBDNalABRRRQBn6rqS6bbIdrSTTP5UMa4y7kEgc/QmsHSfFjDSLKXUkeSWXcJJY1AAIBIGAe4B/KujvrW2uoR9pQFYmEqt3QjuD271i6Zo2gajaR3dnGxglyyDcQD1B4/E0AKnjPTZg4j8xHRkBEw2DDjKnPPFaF3rlvZv5cocym2a4AUcFVxnn8aqHw5ohWRxGADtR2DddowAfoKl1Lw9pOqCL7Uh/dRGJSkhX5DjIOOo4FAFTTNesp9flsobBo55mkMk4AwxQL175w4/KnjxXby3cttb28ksqzm3jAOC7qCWzn7oG3r3yKVLDQtIm+2J8skLSEsCWO5lBbPvhR+VP0/SNJukt9ShUtJKqzJJkg4IYg47ffNAGfd+MtGksmF/AXsZTGjsQGT5wSAfy59KdD4ie1nuGeEizWJDbwKFBVcdSR2wK0I/DekLCYGgiMSMp2Z4AXO3I/E1CPCeis8jFNySBQB5p4x0x7c0APl8U6O8EO+Vz5u1vL2kMARuBI9MA0WXiLTP7Jubm2ilS0s4w+FiIypXI2isWTwTMniCK7TUPK06JBH5PmNnygDlTng/X0rbsdEtY/DstpY3DzR3EBRJpHJO0ghQD6DPFACQ+LNPmlaFY7kTLGZTEY8NsC7twGeR2471Xn8aWIsJLm2SVyoBG9doILBQeTnBzwaS28GWwsoUubic3CDBmSQ78f3Q3Xb2+lT/8IhpTzTvOsk4lUIY3f5UAII2jt0BoAiu/FFvcaPdS6fNsu4lJ2uo42sFPqK0dQ1y30yINOkjkQmZgi5IUYyf1qCPwppMMMkUULIj7vlDcDccn9eaZNZ6P4lLxtIZZLOTyJtjFSTwSjeoPHFAE9tqmla/b+Tt82KVmTy5Y+G24J4P1FVX17TdKa7DPPKsUjo+xM+Xsj8xh+Xf1NWrbw/ZWNytxCWSRXLj5uBkYIx7ih9H0q9a4kZN/mu4ly2ASwCN+igUAZcPjvTpbqSLZKQZBHFtTJY+WrnI+jVck8WWscm0Wt04aVIY2VRh3YZA5PFOg8J6TbhxHCUYsGDK2GXChRg/QAfhUq+HNNVyQjbPME20twHHRqAKg8YWkjtHDa3MkqKGkUJ/q856np1Bq5Hr0Y0XTr+aGTN75aqkYzhn6Z9BVW70/RNLj+1zSfZ4oTiX5jhsk4DevJ4qXVPD4u9LstOtJTbwW88bnBO7YpztBoAbB4qs55LRRDMpuGZPmH3WG7g/98NUkHiSGa1luGtZ0WNPNZDgvsJ4bH59+1RReENKil81ElDg5yJCASMgEj1+Y/nVlPD1kpj3KxCIE2g4DAdm9aAJLTW7W7tvtK71g8nzw5XjZ6/X2qkvi2xE0EU0csbXEiJDwDuDglSecjIB61fsdKgsIpIYxmFhtVSc7V9PpWMPCEbaxPcSsDbN5ZjUMd6FOmD+NAF6z8TWt/ffZ7eCd0UqHl28KWGVz7Y71DBrEw1/VbGY+esbxLBEuMgMmTn9eauw+H7C3kieFGTZtOAx+bacrn6UXmgWN5NJOyuk8jq7SI2GyowP04oAXT9cs9QupbSMtHcRfehkG1wPXHp71Wk8VadHNNCGZpEOFCgncc4x7c+tTWXhywsdVl1KISNcyLsBdywRe4X0GeayNL8LahFrF7c6jdwS2s4YeVEpBfJyC2eMj2oAunxZbIEWS0uo5TtLI6gbQzhO555P5VLb+KLCfT769LMkVkC0w6lQM9uueOlNl8JadcMDP5snAHLnJwcjJ9jVqz0Cwso7qOOENHdDEqvzuHPBPcc0AUf8AhLrNWnjkgnW5hUs8IwSBsLjv3UH8RVjRNeXWp7nyYx9mRYnifJywdA3Pp1p3/CN6bwBAAMksR1f5SoyeuApIqzpuj2Wkoy2cXlqwVSM54VQo/QUAX6KKKACsu/jc6xpkit8oZ1Ybc9V9c8dPetSqV40Qu7EOFMhlOzPUfKc4oAu0UUUAFFFFABRVO9jvpNn2KeOLGd3mJuzVT7Prv/P9bf8AfmgDXorI+z67/wA/1t/35o+z67/z/W3/AH5oA16KyPs+u/8AP9bf9+aPs+u/8/1t/wB+aANeisj7Prv/AD/W3/fmj7Prv/P9bf8AfmgDXorGNvr25dt9aY/izCf0pXt9e2/JfWm7/ahOKANiisS4t/Efkt9nvrEy/wAPmQnb+OOaoeR45/5/dE/79SUAdVRXK+R45/5/dE/79SUeR45/5/dE/wC/UlAHVUVyvkeOf+f3RP8Av1JR5Hjn/n90T/v1JQB1VFcusHjfd897ou32ikzT/s/jLB/03SM9v3T0AdLRXOLB4uwd17pWe2In9f8AClS38W7RvvdL3d9sT46H+uP1oA6KisE2/ijy+L7Tt/8A1ybHb/6/6U6K38R5PnX1jjtshPr7+1AG5RWR9n13/n+tv+/NH2fXf+f62/780Aa9FZH2fXf+f62/780fZ9d/5/rb/vzQBr0VkfZ9d/5/rb/vzR9n13/n+tv+/NAGvRWR9n13/n+tv+/NNe317HyX1pnI6wnp3oA2aKyPs+u/8/1t/wB+aPs+u/8AP9bf9+aANeisZbfX8HdfWmcnGIT0pVt9e2jff2m7viE4oA2KKxRb+IN/N9Z7M/8APE5x/nNDW/iHd8t9Z7eOsJz15/SgDaoqG2E620YuWRpgPnKDAJ9qmoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMvQv9Ref9fs//oZrUrL0L/UXn/X7P/6Ga1KACiiigDJ1+yuL20gFuWYRTrJLCpx5yDOVz+IP4VzVj4d1W0MSPbuyRqVhaO6A8nJbP1yCPWu7ooA5GPRtYTwnd6cjhbgvmKQyYZ1JBIY9j1FVrrQ9XGrNPbwn7K6SRCLzl+QMFw2CexBrt6KAOQXRdQE1ztt2XNxLKmZgFcNFsHTp8wB5pPDGh6lpcivdtsi+zokgaXcVZVT7uONuQ3X+tdhSdeKAPOYNIu9TtZ7jSTtMzSLcSNKSJwsnyrknj5QfzqaHwzrds7tHDHslLgRm4/1ILgr9cDPSu/VVQYVQo9AMU6gDmbLSJ7eDVp5bd2u5mcIPNLhlx8uATgd/TrXOR6J4jgie8htZo5oUtBFD9p4YKAJVCg4GQevqK9JooA4ODTvEI1JZFS4WC4DEo02fJ/ehhnJ/ugjA9auXml67HJqEltM0iRyLLbLvw8mSGZT2wOQCa7CigDl9K0e6j1pLudLpI/IJCyT7tshbkHBwePasiXRNfhvNYktrfaL26eWORJVyoKAA4zxyK7+igDktZ8PXesSWcqtPFKLWVTIZsCOVgNu5QcHBz0rJu7PUoJdPSS0uJbq5jeGWIXAwSqqvmA54GcN616HSYBIOBkdDQBw8+ieI3SO2FyxlVWaS4D4SUFSuz1Bzg9MVFPYeJ4Dftb25cymJYR5oKgBAH3DPTPpXfUUAcNZaJq1xpUllrVo07J+78xZgRMu8MCATxgADJ9DXc0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABVK9Tfc2JzjbOT35+Rqu1SvQ5ubEoeBMS3PbY3v/jQBdooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9C/1F5/1+z/+hmtSsvQv9Ref9fs//oZrUoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKo3zEXNgAAQZyDkDj5G9v5VeqnePsubEYPzTEcE/3G64/rQBcooooAKKKKAKd5ZTXLq0d/c2wAwViCYPv8ymoV024VcHVrxjk8kR+n+7WlRQBmLpdyoYHWL45GASI+P8AxyhtLuSqgaxfAjqQI+f/ABytOigDM/su52Bf7Yvsg53Yjyfb7lI+l3LOWGsXygnoBHgf+OVqUUAZX9k3X/Qbv/yi/wDiKd/Zdz5e3+2L7Oc7sR5+n3K06KAMtdLuQrA6xfEkcEiPj/xyhNLuVYE6xfMPQiP/AOIrUooAxbjRr+SBlg8QX8Uh6PsibH4FKof8I54g/wChyvv/AAFg/wDiK6migDlv+Ec8Qf8AQ5X3/gLB/wDEUp8Oa9sAHjC+3Z5P2aDn/wAcrqKKAOYj8Pa6v3/F98/I/wCXeAfX+CpH0DWCF2+Kr5cDB/cQnJx1+56810dFAHOHQNYKADxVfBs8nyIef/HKeNC1UAZ8TXxxjP7qHn1/groKKAOfXQdTVjjxNqBBYnBjiPbp9z15qQ6LqO8keIr8KQQF8uLg8c/c+v51uUUAYo0a/BGfEF+emfki56/7H0/Kpf7Juv8AoN3/AOUX/wARWrRQBlf2Tdf9Bu//ACi/+Io/sm6/6Dd/+UX/AMRWrRQBlf2Tdf8AQbv/AMov/iKaukXYB3a5ftyT92Icen3K16KAMr+ybr/oN3/5Rf8AxFI2kXZUhdcv1bsdsRx/45WtRQBjNo96WBXXr4DjjZF/8RTho955eDrt+Xwfm2xfy2Vr0UAZCaPeDO7Xb9vT5Yhjj/cpE0e9DZbXr9h6bYh3/wBytiigDHOj3vmZGvX+3I+XbF/8RQ+j3rfc16/XjH3Yjz6/crYooAyG0i7IG3XL9ecn5Yjken3KE0i7CANrl+zAcnbEM/8Ajla9FAENvE0MCxvNJMw6ySY3H8gBU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBkeH5FltrxkOR9tnH/AI+a16ydCVRDekAAm9nJ46/Oa1qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqV8FNzYbiQROdv12NV2qF+P9L07/r4Pp/cagC/RRRQAUUUUAFFULvSre9k3zGUjsqyMoz68H6VENAsFVlAnw3X9+/8AjQBqUVmpodlGMKJuueZ3P9aaugWCBsCf5hg/v3/xoA1KKyv+Ed0/0n/8CH/xo/4R3T/Sf/wIf/GgDVorK/4R3T/Sf/wIf/Gj/hHdP9J//Ah/8aANWisr/hHdP9J//Ah/8aP+Ed0/0n/8CH/xoA1aKyhoFkE2qbheQcid88fjVCXwZYzR7Df6oBkHK3bA8DFAHSUVzn/CG2Pyj7ZqRCkkD7W3ep18L2ashFzffJ0H2lsHnPNAG5RWLB4ZsLfGJLtsDHz3LnPGOealGgWQ3ENcbmYMT57djnHXpQBq0VlroNism8CfPP8Ay3f/ABpB4e08EHE/H/Tw/wDjQBq0VmSaFYyY3Cbgk8TuOv40NodkybCJscf8tn7fj70AadFZZ0CwKBMT4BJ/17/40n/CO6f6T/8AgQ/+NAGrRWV/wjun+k//AIEP/jStoNiz7yJ88f8ALd/8aANSisyTQrGQjcJuM9J3HU/WhtDsnTaRNjj/AJbP2GPWgDTorPOjWZJ4m5z/AMtm9frQdHsyc4l7f8tm/wAaANCis86NZ7QMTYAx/rn/AMaP7Hs/SXrn/XN7e/sKANCis8aNZjtL0x/rm9/f3NA0azBBxLx/02b0x60AaFFZ/wDYtn6Tf9/n/wAaculWqPuAlz/11b/H3oAvUVWSyhjBC7+Rg5cntj+VC2UKPvAfOSfvnuc/zoAs0U1ECIFGcD1OadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAY66CIpp3g1K/hWeVpWjR0KhmOTjKnFSf2PN/wBBjUf++o//AIitSigDL/seb/oMaj/31H/8RR/Y83/QY1H/AL6j/wDiK1KKAMv+x5v+gxqP/fUf/wARR/Y83/QY1H/vqP8A+IrUooAy/wCx5v8AoMaj/wB9R/8AxFMOiSli39s6lkjH34//AIiteigDJXRpVVVGs6lgDHLRk/8AoFO/seb/AKDGo/8AfUf/AMRWpRQBl/2PN/0GNR/76j/+Io/seb/oMaj/AN9R/wDxFalFAGX/AGPN/wBBjUf++o//AIij+x5v+gxqP/fUf/xFalFAGX/Y83/QY1H/AL6j/wDiKP7Hm/6DGo/99R//ABFalFAGX/Y83/QY1H/vqP8A+Io/seb/AKDGo/8AfUf/AMRWpRQBl/2PN/0GNR/76j/+Iqrf28emWcl5ea9fxQRjLOWTj/xyt6svXLCPUbEQvevZyK4eKdGAKuM44PB69DQBS0xIdYsUvbDXtRlt3ztf5BnH1Srv9jzf9BjUf++o/wD4imeG7q7u9Ehe+tzDcKSjfLtD4ONwHYHrWvQBl/2PN/0GNR/76j/+Io/seb/oMaj/AN9R/wDxFalFAGX/AGPN/wBBjUf++o//AIij+x5v+gxqP/fUf/xFalFAGX/Y83/QY1H/AL6j/wDiKP7Hm/6DGo/99R//ABFalFAGX/Y83/QY1H/vqP8A+Io/seb/AKDGo/8AfUf/AMRWpRQBl/2PN/0GNR/76j/+Io/seb/oMaj/AN9R/wDxFalFAGX/AGPN/wBBjUf++o//AIij+x5v+gxqP/fUf/xFalFAGX/Y83/QY1H/AL6j/wDiKP7Hm/6DGo/99R//ABFalFAGX/Y83/QY1H/vqP8A+Io/seb/AKDGo/8AfUf/AMRWpRQBl/2PN/0GNR/76j/+Ioi0gpdQzyajez+UxZUkZNucEc4UZ61qUUAFFFFABRRRQAUVFLPDDjzZUjz03MBmmfbrP/n6g/7+CgCxRVf7dZ/8/UH/AH8FH26z/wCfqD/v4KALFFV/t1n/AM/UH/fwUfbrP/n6g/7+CgCxRVf7dZ/8/UH/AH8FH220xn7TDjpnzBQBYoqD7ZajP+kw8dfnHFAvLVulzCfo4oAnoqL7RDt3edHt9dwx/nkUw3toDg3UIPvIKALFFV/t1p/z9Qf9/BR9utP+fqD/AL+CgCxRVf7baEEi6hwOv7wUfbrP/n6g/wC/goAsUVX+3Wf/AD9Qf9/BR9us/wDn6g/7+CgCxRVf7dZ/8/UH/fwUfbrP/n6g/wC/goAsUVX+3Wf/AD9Qf9/BQL21PS6hP0kFAFiiq/260/5+oP8Av4KPt1n/AM/UH/fwUAWKKrm9tB1uoR9ZBR9ttAAftUOD0/eCgCxRVf7baYz9phwO/mClF5akZFxCR/vigCeioTdW4xmeIbumXHNH2m3xu8+LHrvH+e1AE1FRC4hIz50ePXcKQXMDdJoz9GFAE1FRmaJesiD6sKXzEIzvXH1oAfRTPMTpuH50eYn99emevagB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVR1DSNP1Xyft9nFceS2+PzFztPqKvUUAIAAMDoKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK9xZ213t+0QRy7em9c4qH+xtM/58bf/AL9ir1FAFH+xtM/58bf/AL9ij+xtM/58bf8A79ir1FAFH+xtM/58bf8A79ij+xtM/wCfG3/79ir1FAFH+xtM/wCfG3/79il/sjTtu37FBgHONg61dooApnStPJbNnB83X5BzQulaegwtnAB14QVcooAqtp9m0DQG2iMTDDJtGCOP8B+VQSaDpMr7pNOt2bpkxj1zWjRQBm/8I/pG0L/ZtttByB5Y605dE0tFCrYW4AGAPLFaFFAFIaRpwUgWUAB6jYOaT+xtM/58bf8A79ir1FAFH+xtM/58bf8A79ij+xtM/wCfG3/79ir1FAFH+xtM/wCfG3/79ij+xtM/58bf/v2KvUUAUf7G0z/nxt/+/YpV0jTlJK2UAyMcIKu0UAUf7G0z/nxt/wDv2KP7G0z/AJ8bf/v2KvUUAUW0jTmOWsoCenKClOkacVCmygwOg2DirtFAFL+yNOClfsUG0nJGwUo0qwVcLZwgemwVcooAqtptk5TdawnZ93KDigafZhNgtotp7bRjv/ifzq1RQBWFjahdot4wvIxtHt/gPyoWwtE+7bRDnPCj/PerNFAELWsD43RIceopRBEFwI1xjGMVLRQBH5Mec+Wuc56d6TyIv+ea9MdO1S0UAJ0paKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAq3mo2en7PtdwkO/O3cetVP+Ek0f8A6CEH/fVatFAGV/wkmj/9BCD/AL6o/wCEk0f/AKCEH/fVatFAGV/wkmj/APQQg/76o/4STR/+ghB/31WrRQBmJ4g0mQkLfQkgZOG7VMmrWEmdt1GcdeffFXaKAIRcQk8SL2pBdQFdwlXHJz+Gf5VPRQBFcXENrA088ipEvJZugrP/AOEk0f8A6CEH/fVatFAGV/wkek9TexBezE8H6Uf8JJo//QQg/wC+q1aKAMr/AISTR/8AoIQf99Uf8JJo/wD0EIP++q1aKAMr/hJNH/6CEH/fVH/CSaP/ANBCD/vqtWigDK/4STR/+ghB/wB9Uf8ACSaP/wBBCD/vqtWigDJbxLo64/06I5OOD0pf+Ej0k8LfRM3ZQeTWrRQBmJ4g0l22rfQ7sZxnmkHiLR2IA1CEk/7ValFAGbJr2lREb76Fc56n04obXtLRdzXsIXjnPqMitKigDOXXdMddy3sRB75qdNRtHGVnQ8Z69qtUUAVBqNm2ALhDnGOfbP8AKnLf2rPsWdC2SMZ9CAf5j86s0UANR1kXcpBHTIoV1ZmUEErwR6U6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprsVUkKWPoKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBAby2DMpuIgynBBcZBo+2W2M/aIsdM7xWNpNhYXsd5NNa287fbJxvZAxxvPetL+x9M27f7Ptduc48lcZ/KgCf7ZalgouItzHAG8cmnNPCiF2lQIOpLDAqumk6dE26Owtkb1WJR/SpvstvsKeRHtPbaMd/8AE/nQA8SxnOHU496ja9tVjEjXMQQjIYuMYpVtbdMhYIxng4Uc8AfyA/KopdLsJwBLZW7gZxuiBxnrQBMl1byfcnjbPowNShgehBqpFpdhAcxWVvGfVYgKsoioDtULn0FAD6a7Ki5ZgB0yTTqOtAEbTRq21pFB9CaDPEACZEAIyDnqKfgelGB6UAQm7tlJBuIgfTeKPttr/wA/EX/fYqB9I02Ry76fas7HJJiUkn8qT+xNK/6Btp/35X/CgCx9ttf+fiL/AL7FH221/wCfiL/vsVX/ALE0r/oG2n/flf8ACj+xNK/6Btp/35X/AAoAmF/aFmUXUJZeo3jinfbbX/n4i/77FV/7E0r/AKBtp/35X/Cj+xNK/wCgbaf9+V/woAsfbbX/AJ+Iv++xR9ttf+fiL/vsVX/sTSv+gbaf9+V/wo/sTSv+gbaf9+V/woAsfbbX/n4i/wC+xR9ttf8An4i/77FV/wCxNK/6Btp/35X/AAo/sTSv+gbaf9+V/wAKALH221/5+Iv++xR9ttf+fiL/AL7FV/7E0r/oG2n/AH5X/Cj+xNK/6Btp/wB+V/woAsfbbX/n4i/77FH221/5+Iv++xVf+xNK/wCgbaf9+V/wo/sTSv8AoG2n/flf8KALH221/wCfiL/vsUfbbX/n4i/77FV/7E0r/oG2n/flf8KP7E0r/oG2n/flf8KALH221/5+Iv8AvsUfbbX/AJ+Iv++xVf8AsTSv+gbaf9+V/wAKP7E0r/oG2n/flf8ACgCx9ttf+fiL/vsUfbbX/n4i/wC+xVf+xNK/6Btp/wB+V/wo/sTSv+gbaf8Aflf8KALBu7YHHnxZ9N4pwnibpKh7cMKrHSNNL7jp9qW9fKXP8qlSws0PyWsK854QDnOc/nQBILiE5xKnHP3hSiWNn2B1LYzgHnFQjTrJSSLOAZGDiMcjGP5VMsMaHKxqpHcCgB4ZWOAQSKWmLGiElUVSepA60+gApjOiFQzKCxwoJ6n0FPrM1JW/tDS3QHP2gqxA7eW/X8cUAadFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFMIYspBAAPII60+gAoqKdpUhYwRrJIOis20H8cGqUlxqwx5en2zdet0R9P4KANKisv7VrX/QMtP8AwMP/AMRSm51jYCNOtd2eR9rOMfXZQBp0VmC51jaxOnWwYdB9rPP/AI5QlzrBb59OtQMHkXZPP/fFAGnRWWLnWdwzptqBnk/az/8AEUNc6yGIXTbUjsTdn/4igDUoqik2ok/PZQLx2uCecf7vrSLNqW4A2UAGev2g9OP9n6/lQBfoqr5l3gH7PFnJyPNPTn/Z+n5+1PV7gqC0MYbHIEmecfSgCeiomaUY2op47tjn8qkJODjk0ALRTV3FQWADY5AOcU6gAooqMiURYDIZPUjAoAkoqsReGNMGESAncMHB9MfpTP8AiY5P/HtjHHDdeP8A6/6UAXKKzW/tnzzt+xeTu4yG3Y/PrUZ/t/PH9n/k/wDjQBrUVk/8T/8A6h/5P/jR/wAT/wD6h/5P/jQBrUVk/wDE/wD+of8Ak/8AjR/xP/8AqH/k/wDjQBrUVXtGuHtUa5VVmI+YICBVigAooooAKKKKACiiigAooooAKKKKACiiigAooooAytCAFveADA+2z/8AoZrVrL0L/UXn/X7P/wChmtSgAoqK4Mot3MAQygZUPnGffFYvhfXbrxBaT3U9kLSOOZoVQtuYlep9MelAG/RWfPremWt2lpPfQxzuwRUZuSx5A+tS32pWemwia9uY4IicbnOBmgC3RWfa61pt7ayXUF5C0MZw77sBT7+lMfxBpEaws+o24Wd/LjJf7zen1oA06KwNT8X6Tp+lTX63K3CRyiErEcnzDztPpxzVoeI9HNz9n/tCDzwVBjJw2W+7x70AatFZya3p8l/9gW7iF2c7Yi3LY7j1rmbDxvcXUNo8ltbRmW/e1ffIVwqnG5c9SaAO3orGj8R2F0dQS0lV2sW2TMxwobvz7d6k0HUptT04T3KwpPuO6OJiQg6qDnvgigDVorn38X6YJZUQzTeXJ5bGJCwB5zk9sY5+oqvo3jrTNe1AWlnBec5/ePFhQR2zQB1FFcl4q8T6joetaNZWdpbzR6hL5TPKWGw+2OvHauplljgiMkzqiKMszHAFAElFQ291BdxebbyrImcZU96zb/X7OGG8jtbu1kvoIXkELyYyVBOD+XPpQBsUVzPhHxWniHRrO4u1itb24DkW6vnIVsEjNa39s2MkstvBdRSXCIXKBugHqfSgDQorndO8TR/2NDe6vNZW8k7sIhBLvRgOgB9a27a5iu7ZLiFw0bjIYHigCeiuSuPGSp4u0rSbY21zbX5lUSRudyMg59jzW9DrGn3Ekscd3EXizvG7pjqaAL9FV7W8tr2MvbTJKoOCVPSq0mu6ZDepZyXsKzuSoXd3HbPQH2oA0aKybvxFploJd91EfJbZL833GI4B9M4qefWLC1uorWa5RbiQZWPPJ/z2oAv0VntrOniK4kF1E32dC8gDcqAOayovFSXsmjPZfZzBqDEN5sm1wMZ+UdzQB0tFZqa7pktzLbR3kbzRKWZFOTgdceuPao7TxNol/cRQWup28ssu7Yivy23r+VAGtRVCy1ew1GVo7W4SR1GSB9cfzq/QAUUUUAFZ2osovNMDHk3JA47+W9aNZWqf8hDSd33ftJxjrny3/TGaANWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDL0L/AFF5/wBfs/8A6Ga1KydBYtDfDaRi+nGT3+c1rUARzHELkAn5TwBk1wnhq31vw54R1CFdMne8+0ytDGxDZLH5SMfw9zXf0UAeUeIPDviK51ie4i0kOrX1rNuhkXEuxcM7Ang9se1db430q71fwkdPso2e4aSJgD2CuCcn6V1VFAHll74Q1a+XxFClt5cdxPBPFnAFwExkY/hz6Gl1Tw1c32n2l5Boc1vt1WK7kt8hpDjgnGcAYr1KigDy7UvB2qNoepRW1lumn1v7dsWUAumevPHpxXRadodzN46v9avbGNLeS0t0h8xgzCRdxbAHAxnGa6+igDzHTvDGsnW9HvrzThCLO+ncJHIpWONxwQSc8/zqE+DdZ/sSyt0sh5kGtNdFWlX7m7hjz/8AXr1SigDybUPC2vS6V4x061t2Wa8u1uopf4ZlyMqD3OBjGK63wRpYs7S6vTDqUE166vNHqDAuHAwcADAGMAfSusooA5J/Ats4ukN9P5dzIzugGBliT+nb8as+EvC//CNW9zGzwyNNKXBji24GPXrz1rpKKAOG8ax6lNrugz2NhdXUOnzm5uBEnBXGMKT1b2qr4gn1fxZpd5bx6Pf2VvAqTAXC+W0zBgSqnntnt1r0OigDlvBOknTNNuXKahGbqXzNt/IGkHygDOOnSsDStLuLb+0rS80CSTUYBOIL9AMMkpJO1vXJ54zxXpFFAHkGgeHtcsbvw7HLZSQiCC5hmwB+7dixVuvI6c1PY6BrQGkpPaTW76Wk6TPGuBMWztCnPzBs816sFUMWAG48E45p1AHj1rouuad8O7DRDo9z/aQmlnMyjIhYHcpyM8ngfnXoOj/b9R8FwxXlvJZX7WphkTABVwMbh2wTyK6CigDyrRfD+rJeeFnk0+a2TSfPgmMhAyzDhlHdT61WtfCl69pcwHT9RluU8xN5lCRNG7ciPIGSev4V69RQBw/w803UtPstQivVuFzKBBJdKolZQMDcAe1cL4h07UdB0/7Fe28rGXXhcm7xlJEb+oA6cY9a9wCqCWAGT1OOtQXdja3yot1bxzKjB1EiggMO9AHm2t+HdW+3+KUt7V5G1KS2lt5UXC4Q/MvJ68E/jU2oeHb248XTXN1bahcQXiRSweUQqwSIAQHPbocfU16ZRQB5FpPhLWjqGqYhlgt5YJcPOQVjkc5YRkclT15H8q0F0nWvM8KQf2XP5engrPMJFIAKlQfU16bRQB5Fp/hjW4NT0WCOxdItFuJ5p51bCTK+SFTPLE9+1O0jR9UjvNDuH0eaI21/NNMWVd2yRSFGQeQM8/SvW6KAOA8D6dqlnrF08lldW2nNGdsN3jdDIWyVjI+8hznJ7139FFABRRRQAVRvlY3NgQMgTknjoNjVeqlevtubEbc7pyPp8je/+NAF2iiigAooooAKau4Z3EHnjA7U6igAooooAKKKKACiiigAooooAhuRO0DC3dElP3WcZA/Cs/yNd/5/bP8A78n/ABrWooAyfI13/n9s/wDvyf8AGlEOt7GBu7Td2PlHH861aKAMnyNd/wCf2z/78n/GjyNd/wCf2z/78n/GtaigDKSHWw3z3doV9oj/AI0rQ61vBW7tAvcGI/41qUUAZckOsnHl3dqOucxH8O9K0WsbMLd2objkxHHfPf6Vp0UAZiw6wEw13alueREce3f60kcOsjPmXdqeRjER/HvWpRQBmRRawJsy3Vq0fPCxEH2704xaqVYC6twT0Plnj9a0aKAKccV8qorTxNjAJ2HJ55/TFWIxIB+8ZTwOgxz3qSigAooooAKKKKAGsGJXDYwcnjqPSm7GEZUSHcTkMRnHNSUUAQmOXnE2PT5aYsNwI9puQW/veX/9erNFAFM290UIN6Q2OCIxwcf480QW11EEEl55oAwSYwCefr6cVcooAagYIAzbj3OMZp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBkaCWMN9uUDF9PjnqN5rXrL0L/UXn/X7P/wChmtSgArmdK8Y2+ta5e6Pb2l1BcWpYNJMq7cjHIAbJHI/OumrIsPDOkaZqU+o2VjFDdzqVklUckE5P60AR6NqlzcWN9PfbGNtcSxZhjIyEJGcbie1WdO1q01R5Et/MDIoYh12kqehx15qlY6FcW6XUf9pFoLiSR3Ecao25jydw5603Q/Dcmi3ZnF2JfMhWKRTGASV6HPXvzmgCS58WaXaB/MaXcqGTaseSyg4Yj1wetIvizS2M/wC9wIdoO7gkldwAH0BrEk8GXM2rGO6u3msXspbdWCBTFubPGO9Wk8EtGzzJqLJcFo2WYQrkbUKHIIwcg0AXZfGGnpHK8aSzIkfmBo1yMbS3PpwDUy+I7UAySs6AmNFhMRDh2UsBnODkelVZ/CMd1cvLNdPzC8KlRhirDBDHuBzgdqZ/wi119njzqrNdxyRSLOYl6oCvI91NAFyXxZpUEUUsjTqsiluYWG3HUMcYBFW77V7e1t4WRhJLcg/Zo16yHGePbFZU/hAT7wb+ULJDIkiFFZWZ23M+D3q5qWiRXD6bMLnyJNPyY5CByCu0gg8YxQBnaH4xtpdFsJdXuIYL24LBox8u35yo4z7AVp3+qSafrUKSsosWtpZZDsJZShXpjrwTxjtWRp3g9rC80+5s9TDWsaETxtCrCf5iykH+HG49K2tW0htTfcl5LbOIJIlaMDIL455+n60AT2Wq2uoWss9uzlYSVkVkIZSBnGD7EfnVY+J9IRC0l4kWFRsSfKSG+7wfUgj8KZpWgvptreQPePMLoliSgG0ldvGPYD8qxT4Ht5TF5erP5kdtHFAQqHaY84fHf7xz2oA108XaM7ShLtXWOLziUBPybtuenrUcPi6za4uYpoZovKufsyELv81sA8Acjg96oT+B5Lu2UXGqM9y1v9mnmECASJu3D5QMDmraeFZlvGlbVJTE1ytx5XlqMMAAcHGeQKAFvvFtsmh6heWayedb20k0ayxld5UdOeeDgU0eJktlMk0hndpIImt41AaAugOWJxnueKqT+CvtNzcp/bEywSwyxvbqq5xJ3JxnjjHsMVebwha+Vc+VNJDNcTRStKnXMahV/QUASWXiC31DxGbS31CFo1gJFuFy5YNhiT6DgYpbvxbpdq7B5fkSXynkb5UUg4Iz6+1R6L4WGj6jLcLfzzRNny4nVRsyc43AZI9jVbUfBcd7e3V1HdvBLOmNyKD8wOVYg8EigDVg8SaVcaZPqAuQltAzLKzD7hUZPT29KanifSZJjAlzuuMgLDsO9sruGB7jms7U9AvT4I1PTRcG+vZ4X2MUVBvI4wBwOahi8Im6nstUlvQNUtzH++jQDIVWUo2Ov3moA1R4p0t4UlilklViFOxDlTu24I7cg/kan0/xBpmqXEtvZ3SSyxKGZVOcKeh/HH1rObwdaSxW63E8sskEqzLITg78kseP72cEfSnaL4YfSZJC2oyXKFsxo8ajYOepA+Y+5yaALLeJrAOAizyqSFDpHlSScYz9eKdH4jsZYleMTMXZ1VBGSSV69Og96zj4NjEks0d48c0mxshBtDq2Q23pntUun+FRY3MM7X0szI0rMWRQW34yMj3FADl8W2Yto55oniQp5sn8Rij6B2wOmcipn8UaerRqomZ5JGiRQnVgu4/pzVSDwfDbmXFyzJLbi2dTGvKBiw/EAsM++alHhSBLlHiuHSFbjzhEEGP9V5ZXPXGMH8KAL9rq8c+iRanNGYEkTcEdvXoM+9YumeLdtrf3OrkxLFdOkYVPuxr3IHpV6XwxHN4ch0hruUiBleGYgEqVOVyOhA96ypfA91cWtzDNrUhM8skhZYUGN3XAxgH3oA2W8Uaasyxs7hS6xmQr8qsy7lU/UVc0vVYNVgMsAbGAwOOGU9GU9wawv+EJi3KzXruRcRXDbol+You0Dp+Na+kaJBo5uGhJL3DK0uOFLAYyF6DPtQBq0UUUAFFFFABVO8dVubEMcFpiB067G9R/KrlU7vb9oss4z5xx167W9P60AXKKKKACiiigAooooAKKKKACiiigAooqIoTMH3naBwo6Z96AJaKKjlRnA2uUIOcj+tAElFQ3EbzQNHHM8LN0kQDI/Os/+yb3/oNXf/fKf4UAa1FZP9k3v/Qau/8AvlP8KQ6TelSBrd2D67E/woA16Kxk0i/AO/XbtvT93GO30oXSNQDZbXrthzx5cY7/AEoA2aKx20m+JXbrl2ADz8icj8qd/ZN7/wBBq7/75T/CgDWorJ/sm9/6DV3/AN8p/hUq6fciEIdTuC2Sd+1M9vb/ADmgDRoqKJHQMHlMmWJGQBgelOw3mZ3fLjGMd6AH0UU1wzKQjbT64zQA6imOGONrbcHnjqKVAwQBm3MByfWgB1FVntFcD99OMDHEhGeMVGLFjEY3upyCMZDkNn1yKALtFZ66cyyo32y5Kqc7TKeR6H1p509WTb9puhwBkTNngEf1/lQBdorLfRkZtwvr9T2xctj8s0x9DDIcajqAc9xcvj8s0Aa9FZX9hp/z/wCo/wDgW/8AjR/Yaf8AP/qP/gW/+NAGrRWV/Yaf8/8AqP8A4Fv/AI0f2Gn/AD/6j/4Fv/jQBq0VDbwC3gWISSSBf4pHLMfqTU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6F/qLz/r9n/8AQzWpWXoX+ovP+v2f/wBDNalABTJQhjYSY2980+kZQwwwBB7GgDgoNan0+4SxszbRmR7mUzXcmA7LKcIMcfxfWtnWtfksbvSrZZ4Lf7Yrs00gyg2gYAPvml1SbQoblNMuNPjuJBFJepEkQbBQjJHo3zCrksul6lZ2AltY545yrwxyoMrxkHB6YoAyJfFU5m8y32SrFdC2lg2HdyM7wfTv9KwbjxPrd3pkoF7BF5lkboSInKbZdpXj1B69sV10V9pbWQv0szmST7PtMfzsc4wavRWOlWzlore1jYAqcBRgdSKAOcg8UX1zcmINZ2yRSvFL57/OAEyGC9xnnPTFRf8ACR3U8en3DXJVjczpJCkeBuRWIUn0449ciusksdOe482S2tjMyBdzIu4qOg+lR3VxpVrCs9w1qkZlUB2C43scD8TQBjeF9e1XVoopb6KzCPB5uLeQswPoR24rKstXGvazp63kwKXcNwv2YKRs524PrXaJHYqsiRrAgJBcJhc/XFMn8m0eFks0YliNyBQV45P/AOqgDndR1q58PvcWFuYpVt7WOSBGPzY3BTn2ArLu/G+oWf2iWMW84hnuomtw2XYxx71K4/lXS/adK1XSBrslqGVI3+Z4wXCgkMv0JFGlWmk3MrXCaOlpOT5n7yIKzllBLD14OCfqKAH6JfXGoQO1zcWlxA0SsHhbkEg7lI7Yrl9H1NbCysXhhhMpspXV5HAwQ4GM54yTn612UVnpWi6e8UMFva2jNllUBVJY4/UmoP7F0GANGbGzRZFwVKjBXPTHpmgDkJPE2qySxXf26NYooJTJbBNpdlI4+oHPFdPZ6vdS6dfTtNbTtFEJI/I5IypOG960U0vTIVjhS1t1C5KJtHGeDinWNjp2nLKljBBApOZFiAAz7igDh7fXHttTn1Brm2Z7qytlE2RtjLOQA59s810Emu3dt4bkvHktJp0nEXmRkmPaX2hz9Ac+laR0XRmjkU2FmUuPvjy1xJk559eeabqLabpWmLFJbILdmSFYI1HIZgoGB25oA56XxPqFrJslubVkMksazFQEO1Aynr3qOz8TavfW8EwlsYJI40eRJn2rLuHJHfiuhi8OaXH5/nW1vLHJKJlV4lAjIUAY+gHWrL6TpUrx3L2ds5jHySMoO0ex7UAcnqPiC7uJbWNblId1zAjlGBTDE8lu4OKm07xShL2iPY2x/wBJZXDfKzRuBjnuQcmukj0nR1t/LjsrQRMQ+0IuCR0NNfRNEIS3ewsyAxkVGRc5PUj8qAOVsvG9/NdyC4ihiWOS1VoSfmAmUHn6E1vaFrd1ql1eRTwrH5CghVYPnOedw4ORjiprm08PNdLeTQWb3EkoQPtDMzjoPcjB+lWdMhsLO3Y2tnHZK8hBTaE3EHGeOvSgDkr7xneWqQSwvbyGeCSVlOSIth6HHT0rodB1mTVL7U4XkgkS3kQRtEf4WXPP41e/szS1uJX+y2wmnBWQ7QGcHqDUlnb2FsWis44IygCssYAIHbOPxoAuUVVjvUmkmVcbIn2O+RgcA/1xU6yIy7ldSMZyD2oAfRWTe65HZCTfbXDBZ0hBC8MWHBHt6miLXYmv4bOeGSCWff5W8jD7etAGtRULXMKPsaZA+C2Cwzj1qO1vY7u288AxpuIBfjIBxn6GgC1RTBIhcoGUsBkrnmn0AFFFFABVO8QPcWRIPyzEj/vhquVRvlzdWB3AbZycHv8AI1AF6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiml0VgpYAt0BPWgB1FJuU9CKNw/vD86AFopNy5xkZ+tMWaNgSsikA4PPegCSim+Yn99fzo8xP76/nQA6im+Yn99fzo8xP76/nQA6im+Yn99fzpPNT++v50APopvmJ/fX86TzU/vr+dAD6KZ5qf31/OjzU/vr+dAD6KQEEZBBFLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZehf6i8/6/Z//AEM1qVj6Bv8AKv8AdnH26fbkDpvNbFABTJQ5jYRkBscE0+o5iwiYpnd2wBn9aAOM0bw3c2uradNcWbMIYLiC4lkkRvNLsrBjzk5wfp6VY1fw7Nc61FMls8saCPyXSVUEO09Gzlj/AMB9anPjiw8tH+zXSLKzpC7ICsjq20qMEnOasReKraS9No1vLHciUQmFiu/eV3jvjBGKAOcPhnWdlsJIGaBWkzBbXKxshL5Vs4x0645qYeF74ajARZxCE30807l1O9Gi2r7n5q3bfxQlxeWlomnXryXEQlLoq7IwWx8xJ9fTNV7zXZE8QLCjXJtreTy5lghDhmYZAY9QAOc/TmgDB0/wpq0f2H+0Ibi5aJE2st2q+WVyCrd2BGOh57+tLF4U1RbC3T7FEht4rX9yXUrIyFi4OOMkEDP9K1dR8ZW76S9zbLdxxBI3aWNU3RlpNgUhj1yDng8Zqzc+LktJQhsLuctLKoWCPcQsfBbr3PSgChpWkarZfazJpNvJHKynypZFLfeJ4fuo4I3cjFbGtabeXl/o1xCkbC1mZphnGAVxkZ4NT6br8Gq3VxBb29x/o7FJHZQArjB29c5wR2pp8R2q2hnkjljwJcq23I8v72ecUAZ+laTdQeBX0u5g3XO2VWjQgAlmYjB4HQiql9oupXOvWF1bweX9nKmRvMxuQoVK5B6gnOBxx9KuxeNtPa3ZpIrhLjK7LcqN8m5dw284PANXL7xLaad4abXbmG5W1RQ0i7PnQZwcjPagDn7jw1q82lW1uQrNb20aMrsGMjrKGJBJxyF6nnn61oeJSYm0j/iXyXbbyhiThgGXHBBA+tUtV+IlpDE6WETvOmoQ2LGTCqGcBuOeflOPrUF54pvhMtssttLJ/bJs/mh5RNpYDrjPTnPTtQBAnhnXLe2mt5FmuLqeBI4LtZ1YWgByV+bB/EZzTG8LeIJDNFGhSKV1eeSSdVlkAcEqrL1BGcbhkdOlaOj+O1ulsLaSNrm6upJFWRFEaMEOCRyQT7A5qSf4gWobVoUs7hZbO2e5iLYAlVDg9funPGDQBHpXhm6stfti9o7WEMOIzJc7vLYPuBIz1AJHAx+FWNU0C8vdSu2mh+0xyXME1vKWU+SqFdy7WxjkE8daig8cxRRw3Opq9pv0xLxrYx5wWYAfOD3yOMd6uSeN7OOKBZLa4W8kuDavbgBjHIE3kEjjG3v0oAojw3qENrN5jXdxcvuUyJcjBUtuG1W4475q+dL1JfCVtY/Z4XmjdfNgD7RJGDyvoCR2zipP+EjXVvBR1vSXKeZGGj3gEqdwBByQM9R1om8Qxn7NGXuLacXccEiPGp3FhkdTjB9RzQBgQ6ZI+qyy2IZ44bmeN7feRsDRAAKB8u0E/wCHNMtfB2otqEN1fiaeRYYDDIlwF8llUblORuOSM8dcnOKv33jC2hj1JfJksZ7XbJI0ZRiyM20MTyAc9jV0eNrctqG61cJbSmGNlcMZXyBjaOVySMZ6/lQBnaf4Uu7U2jtAjpbXaTgSqhlYFCrAsODgkc9Tj6VDa+HNXjRIJ4TcxFLhSrSDMMjuWWQEnB4I6cjFaNt4zWGwsFubO8lu5CFuEjhJaIZI3kAdMj8q68EEA+tAHCP4b1kRiRy1xcpcQOJCyh2VVKvznjNafh/SL+0tb+GSM26yoFieRg0u7ByWZTg4yMHrXU0UAebaT4I1DTVtJiZ5HV1W9ge5DJOAT8wHTHOeeTip9I0+4mjuGsoyY/8ATbbyVlIVAz/J14wMEDGcZ44r0KmqioMKoXPoKAOSbw1czNdM6gI95BMiEjoigE9cHnnmqVz4WvzPFKLZJ44ri6ZYvM2ECQfKRg44+td5RQB55H4OuzYXPmx/arpYI0iklfaxYFt4B+hAyeDTJPBOoyXiiSS4bSzAw+yJchXEh2/eONpAwenpnrivRqKAOV0XSryx1tpHgCQlGTe7mR3+7ghuuDycN68d66qiigAooooAKp3nmfaLLy87fOO/GemxvT3x1q5VO83fabLCBh5xycfd+RuaALlFFFABRRRQAUUUUAFFFFABRRRQA1gGUqc4IxwcUqgAAelLRQA1ECLgZ655OaQIA7Nzk4zzT6KAI5YhNEULMoPdTg1Uj0m3jfdvuWO4n5rhz1Oemav0UAVfsUW/dmXOc/61vT60r2UUhyxl6Y+WVh/I+1WaKAI0iVDkFvTlie+akoooAY6l1wGK+460Km1SNzHOeT1p9FAEaR7M/OzcAfMaFjKvu3uevBPHNSUUARtHufdvcdOAeOP/ANdMkto5ZA7gkgYxnrU9FAFX7BbqMImzoMqewpE062QcJk8ncTzzVuigCkNLtfOErIXkGMMx6YOf581AdA00k7oNwJzgscf5FalFAGQfDWlF932bHIOAxxQ/hrSn/wCXbb/usa16KAMr/hHtMA+W2Cn1DHJHpR/wj2lnlrUO3qzHJ/WtWigDNOgaWwUNaKQowPmPA/Oo/wDhG9K37vso6YxuOP51rUUAZq6BpahgLRQGGD8x5/Wm/wDCO6T/AM+Sf99N/jWpRQBl/wDCO6T/AM+Sf99N/jSN4c0plK/ZFGRjIY5H61q0UAQ21tFawLDCmyNegzU1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBj6A5eLUBgfLfTj/AMfNbFZOgtuhvhtIxfTjkdfnPStagApDyDS0UAcjpPhNm07ytZcyurTCKPgrEGckMpxnOMfSrTeD7Z2jme9uWvEkST7SSN5KrtHbHSp9HvtWu3vxq1gttapIyQPu+aRMnkr2rldFSbRNHXVor1xGJJIpopSWBJkwpx2wP50AdTpnhpNL1IXkd7cSHyjEUkwRtznA445qU+Hbb+2JtRSadDcBfOgVvkkZfusR6iq2ha5Pqd4sDbGQW4laRB8pYtjGfasqXxVq8l1fR2ttbL5BkVYZ3IkYrjHA6AjPNAG1c+FdPuNIu9OUyxxXT+Y5DZIbOcjPTnn60T+GLaZMC5uo3ErSB0kwRuxvX6HH61lW/ii/nvLSBo4omkUMVcEFiXYFfYqAPqcVT0zxNrbW9rPcrG6ukLGNYzuJcuMZ7Y25oA6zTNGttKnu5bcv/pUgkkUnjdjGR+AFVE8MW63U7/abj7PKXP2YNhF3DDY+vWuWn1vVL+xtFnBZibe63wAqULMQUPY8fzre0nxHPcZnvWt44HcRqmSHRy2MH8KALEvhWyadLkSyJNCUMMmFzFtGBjI9CQc+tXr3SLS/0eXTLjc9vMCG+bk5Ocg/WsfU9WuEnv7U2rNbCN1UnJ8x9udue39aNTuntLTQp0t2813UeUc/KRC5xj17c0ASt4I0eSeaeWOWSWW5juixkPyyIMKRjpUreD9LM3nATCb7Z9u3+YSfN27c/THaq2iajrWoafeSyLbLcvGJLYDJTleN3pzxj2qiPF+pzwRtDYpGzuybpsqMooLfmScewoA0x4K0tIIbZDOttFL5wj3/AMe7dnPUc+lJD4F0OGSaRYpjJNG8TO0rE7GOSv0zWa/ii8kjXJSA75lVwjMBsXILDsD0rS03WtR1Dw1c6l9nMd2oIS2dD8rAfqD1oAnm8IaPcIVmt2kU2q2mGcnEasGUfgQOaZL4N0m4mSaaOV5Vuvtm/wAwgmXbszx2x26VlL4l1E3NojskZDhbhGhIIyzL1/DPHpTrLXdeup7i0kSGOWG4W3eYRnaGO4kj1XaE/FqAN620DTbTQ00OBCloigCPed2M569etMl8NadO7yTI7yPKszPuIO5RhfyFc+NZv7mZrqGwS3vmtlQzPlgf3rL09P4h9a2dS1O/0xrCN9sgY4uJkQkjnAIUds/lQBCfBOhPazQhH8t4Vgf96T8qtuGffNPh8GaXHcPcSCSWYtuSQnDJ82/gj0bp6dKq3sfm+C78NH5UgaXAQkbm3EA+tU4fEutTatNarbwRpGXURnLP8pAB/wCBZyM+3vQB0CeHLKO9+2RmZbgo0bSeYcsrNuIP4960oLdbdXVXkYMxf52LYz2Ge1c/ceIZ10jSZogokvZvJd5VK7Ttbnb16qB+NZ0mua/YuIpFtnMKfvcg5YlSwCgfewRj8DQB3FFcLL4s1VJQPJUxxyxtI0cLFjGy5bA74PWt3UtVlivIYoyEjaMSq7Ix3cjK8e1AG7RXCyeKtWfSmmW0UPLwowR5R81Y9p9eGJ/Cp5df1qGzP7uN5IN4lfymzJibyxtA9uaAOxZlUZZgB7mnV59J4pmvrkW0tutwizRfu2iZc5cgtnttwDV2DxFqLLNIYiwikBnCIThP7y9m+g5oA7SivN38caxDcYaCFo2kVcGNtyAuFBIHsc1taPrGpah4hW3vD5UaRyfIq4WRkkK7gfpg4oA66iiigAooooAKp3kmy4shkjfMV4P+wx/pVyqV6UWeyL4/12BkHrtagC7RRRQAUUUUAICDkA9OtGRnGRn0pAoUkgYJOT70bV3bsDdjGfagBSQMZIGelBIUZJAHvSFVYgkAkcj2oZVdSrAEHqDQA6kBBGQQQe4paaqhFCqMAdBQA6kyM4yM+lLTdq7t2BuxjPtQA6kJAGSQBS01lDjDAEUAOppZV6kD606mNGj/AHlBxxzQA+ikAx0paACiiigBrMEG5iAPU0pIAyaCARgjIpaAIWuYFIBmQE9MsOaVriFBlpUHOOT9P8RTjFGcZRTj2oMaN95FP1FAELX9mhG66hGeBlx6kf0P5UjajZJ967hHGeXHTGalNvCesMZ+qikNtAesMZ7cqKAK41nTGIAv7Yk9P3goOs6YCQb+2BHB/eCpxZWoORbQ5/65ij7Fak5NtD/37FAEH9taX/0ELb/v6KP7a0v/AKCFt/39FT/YrT/n1h/79ij7Faf8+sP/AH7FAEH9taX/ANBC2/7+ij+2tL/6CFt/39FT/YrT/n1h/wC/Yo+xWn/PrD/37FAFf+29LJ41G146/vVoOt6WBk6jaj6yrUwsLMEkWsAJ5P7sc0NYWbDDWsBHXmMUARf21pf/AEELb/v6KP7a0v8A6CFt/wB/RU/2K0/59Yf+/Yo+xWn/AD6w/wDfsUAQf21pf/QQtv8Av6KP7a0v/oIW3/f0VP8AYrT/AJ9Yf+/Yo+xWn/PrD/37FAEH9taX/wBBC2/7+ij+2tL/AOghbf8Af0VP9itP+fWH/v2KPsVp/wA+sP8A37FAD4ZoriJZIZFkRujKcg1JTURI0Coqqo6BRgU6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9C/1F5/1+z/+hmtSsnQEWO2u1UYAvZ//AEM1rUAFFFFACHkY61z2m65p1/ZQwXotIZ7nI+yghg2CR+PSuirk7LwVa2Orx3cN7I0ixhWEsaO2AxIIJHy9SMjrQBqzaxo2lXsdg88UE8rhRGB3bpn0zSjVdGWR7nz4A7YQyY5YZwOe4zxUGo+FrHU3c3DylWeN9obpsOQM9cc1FB4Tt4Y4VNxI0lvhYZO6oHDhT68jr6UAaFnqOlalOfsk8U0qgSfLyQDxmqg1u3m1DUbN1xDbwo4kRTubcG4HHP3T0qXRdCttHtvKgmeVR5gDPgkbnLEZHbJrNi8Jo22eLVrpZY/LWGRFUBQhbHGMEEMR6YNAFyG9tNO0zSzZeW+mviISM3KqFJDZ/wCA85qaPWNHvF/10fXcFddpbAzkA9RjnNTX2n211ZQ2V3KSjHaQcAy5Ugj8QT0rLPhEm0htjqtz5cAKRfImVXGMZxzxQBpWus6Vqc4t7e5imlCiXYOqg8gn0rHn1WwbxB5lxdRyRWcBkU79oWTdt6euGx19a09H8O2ujfaPIZmM6Ro+eOEXaP51Ul8H2k0MEUtxK6wKFj3Adn3jPr0A57UAT2PiXT3sreW6u7WKWULlY5MqCxOBn8MfWi+8WaHYwpJLeRMrtGAF5Pz/AHTj04rKXwtJLrV7BOpNhJHbSRuqhV3xuzYABGOdvbpU8ngezndXlupmZI4lQYAAMZJB9edx70Aaen63aanqdxbWtxaTJEgYeXJuc56kjsKln1SKz1CWO6uLaK3SJXGXw+SccjpisPTfD6aRpyyaHNBNLv2mYRrkruyQSOTUus+Gm8QXdw9wjQqscYiPynLqwYN1IIyMYIoA3I9S0+4sFvoriGS2c4WQEEE5xj8+Ky9I8XaXfabazzXlvFNOhfyywzxn/Cmppun2ejxW8uoog0+4Eskw2oFcnOCo4AO7p7iq1n4GtLRrZEmLQ25Vl3xozMQxb72MjrQBunWdNEEU5uovLmx5bZ+9kZGPyqvea5aLbSPb3tqrxyKrGVsKMnp+NQW/hqGJowXPlw3f2mEYGV4IC/7oBwPpVBvC1nqjyumqSSoX2ybcMQytuxntzxQB0kd7azrKY5UZYvvnsP8AODVJfEWiNuZb+3JG3O088jK/mBxVa7trTSrS5ha+Cveq0cMU0iqC5B+6PU5/SsnRPD+n/wBmabqdxdNDcRwwQylJlKbowyBcjg8saALmta7pP9ji7tZYrloZUaMRvyMyBGYewyc1rQarpQt1eO5h2ZAznoScc/jWJD4R0/EVgLxw1oh2xgjeiGYSLkjnGUxVi88NWUEtxeS6jLBFLKJZBI/yBt2eM9Ow/CgCAeNrZNKS58uNrgMPNgDbSql9u4ZraTxBo8sksaahbu8H3wHBK84/mcVlSeCbGaHYJ5doj2RngkfNuySevNNg8C2duGWO5dFNwJztjQMx3biC2MkZ/KgDWOtaREGc3cKBk80knGVyFz+eBTI9b0dwXt7y3ZscEN3OT/PNZ994LtrxZk+1SokitgEbtrNIshIz7qODx/Kp7fwvFaTNOlw7SNHHGQERFwshfIAGB1x+FAGlpl9bapZrdQBCrEjIwefrV4AAcACs/Too7IGxS7ExhGWVgN4z0zj/AArQLBQWJwByTQAmxeflHPXijauc4Gab50Rg8/zF8rG7fnjHrmkS4hltxcJKjQld4kVsqR659KAJaKjhmiuIUmhkWSNwGV0OQR6g1JQAUUUUAFZmrPsawGPvXSjr04atOszV7hIGsCyhi90qLnsSG5oA06KKKACiiigAopu9d5TI3AZx7U6gAooooAKKKKACiiigAooooAKKYWG8LzkgkcU+gAooqGW4SEgMH5I+6hbvjtQBNRVaS8hiTe5cDjnY3fp29qi/tW22u2LjCAk/6O/t04560AXqKy/+Egsf7t3/AOAkv/xNH/CQWP8Adu//AAEl/wDiaANSisv/AISCx/u3f/gJL/8AE0f8JBY/3bv/AMBJf/iaANSisv8A4SCx/u3f/gJL/wDE0f8ACQWP927/APASX/4mgDUorJfxHp8a5f7UB0ybSX/4mhPEenuu5ftRHqLSX/4mgDWorL/4SCx/u3f/AICS/wDxNRr4m01n2qbktzx9kl7HB/hoA2KKyW8R6ehXd9qG44H+iS8n/vmnf8JBY/3bv/wEl/8AiaANSisv/hILH+7d/wDgJL/8TR/wkFj/AHbv/wABJf8A4mgDUorL/wCEgsf7t3/4CS//ABNH/CQWP927/wDASX/4mgDUorL/AOEgsf7t3/4CS/8AxNH/AAkFj/du/wDwEl/+JoA1KKy/+Egsf7t3/wCAkv8A8TR/wkFj/du//ASX/wCJoA1KKit50uYFmj37W6b0Kn8jzUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBl6F/qLz/r9n/8AQzWpWToG/wCzXe/G77bP06ffNa1ABRRRQBHOJDbyCI4k2nafftXEG81Z2aUQXTTG3jjuXaEqVyz7tgHXGR3ziu7rjtM8XyyrLdajEba3LmOOJo8NuD7fvZwQTigCnG/ij7VOqz3a2qy24jk+zpudGH7wkH0/yKnlm1ZdUtY7dr4YXDO8eFZSWByOmc4Oc+nGK2h4kt02JNDMssrhIRswJif7pP8AWok8X2EmofZFhucjZvcx/Km8kLn8QRQBhfaPEQnaK4e8+wSxRs7pABJHIUYkLt6jcBnP071Wt21tNGELSagJkgRIYo4doK7EI57MDuz3/AYrrL3X1stfstOkik23DeWJAuRuKkrznj7jfpTbnxRaWl7NbTRSqYGIkY4AUbQwYeowfz4oAjv7S7ttJsY4HmurmKUESzfMwO1uTjHGcCsOSXW7m2R7aXUXLEO6OhjG8feCnqB7Hg+1al74sjjlhijjnS4E2ySERhifk3AZz3HpV1fEsH9g/wBryW09vASABOAp5OMnngUAVfEH9uxxg6XJMxS2ZwqqmXlBGFJIIGRms6e88WG3Lxp+8LThxGqsIgoJjx3Ofl49z7Y6HTtSlvZbwlkKIqNHhCMAg9Tk56VSsPFFsDp9pes32u6wA6qNhY7sDI9Qp7UAZaz+J4ftgTznHnyIkkkS8ptXawUe+R9O2RzcOo63/YNqfstzFdfaxBcMVWRwmSC6gAAg8Y46dqv33inT9P1UWF0JoySFMpT5ASpYDP0B/KoJ/GOnwyQIsU7vNIihdmDsYHD/AO7waAOP0K38T6fbraILq2jMzzo4hDtJ85yGz8oyOa6e1uvEUOi6u1xBI99Cm62b5WWQkZG1QARjuDn61abxjp6LI7Q3QUBTGfLyJdxwNuD6+tVrjxRHa21y8086OZtoQ24LQAAZBAPOM9fegDl5bLxJDf6gsMc/2a5ug8k0sCysXEKbSF4+UOCPrjtW/e3HiGexY2M0jyo0scqbEOSMEYOOO4/+vzTp/Hdn9jmdVnSRbkxIqwl2KLtLNtHs36irg13QtFnt7SPd513tbEMJJIY4DtgcDPegCpf3euLcMIkuEaPzVidY9yk4Urkd+4BPpUFgdatLpbp7ie4SUY8hofLfGeT0IJH4cVpTeMbcXdhbwW00n2u58gOV4HBJPrkYpupeKrW18Qx2C3RAhBa5RbdnI4yBu7UAVPFVtdw6m99a2rTv9jKxlo1dUk3ryN3fGeO9VPO1iDT0tDbzy2qlZUkW2ERJEuSpUdAAR7nrn13k8WWMkZfyLkJuQKSg+bcu4YGfQVnXXjS20ea8fUpnkjFwI7eKCLLFTGr5PrjJ/OgChZr4la8e7a6lDXbIrxx2SKIgJMZD8lvkzgnI/MUuvwapqMWqWkcd1drJgJHIB5e5ZQRgjGPlH+TW/rmvLa6K8mntvu5rWSe3GzOAq53EHHAyPzqnF41sbWB47wTtPDCHd1jGJD8obbj0LCgA1yfxBHd6fHYSG3tjEDLst/OYuD93ORt471QuL290fwLdzyfbftNtckq0md3L8cnOQM/St+z8VadeErH5qyhzH5UihW3DsATzWfrutQ2Osy22qx+bpn2VXWPyw5aUyBQAOvegBk7+IYJrkxzzyxJHO8IMSZdlClFJA7kt9RUbXPiFFnuYIrhlgFuVjkQbpWYfvF9gNwOexB7cVu2OvWN5NFbW/mCRkDBCu3avPr6bSPyqnqniaKwuo2GTZxNKtzIFztKJuwPegDJ1eLxE1zBFDcXQUzxLNJDGg/dmM7yCR2YfrT7O51Vo44LyHUWlEaqgQAKQQcljjBPSrkPjrTZLeGV7a+jMkbSbDDyoUgHP5itOx1+2v9UudPihuFmt9pcsmFwwyDn0NAHP3l7qpuIbVrS+aF4fLk/dqUbKN6D+9j0/Kn6X/aem+FfD9h9jlAW3WO8wm5k+Q4GP94AHrWyPElqdSktPJmCRqxNwQBHkYyMk+9NsPFOnapcCC1MjOTj5gF/iZcjPXlD0oA5XwlJr8DWEd2lzFaxQRqsCRAhgV+bcemQ2ffpjvXowpMYpaACiiigArI1zG7TSwyBeJ3I7N6dfxrXrF14qZNMBTeReI3XGOGGc/jQBtUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAGBRgelFFABRgelFFABgelFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGP4fctHqAOPlvpwMf75rYrK0SNY0vgA4JvZmO7uSx6e1atABRSMwVST0AzXGaJ8StH17xM2gW0V0l4BISZI8LlDgjPf1oA7Subk8D6NNFGkiTt5bbgfNIJO7dz6/NzV7Rr24u4LqW6lixDNJD8i4+4xBY/XGcdqgm8WaXboHleVA2CgMZy6kgBlHcZPWgCrb+EbcyTSyz3I/eiS1UyEm2P+znpk1oL4c08DDLI2ShYlz8xUkjP4k0sfiGxaaRXcxxogcyOCqgH1z0NVB4y0r+0prF2lSaFo1ctGQvz/dwe+aAL02h2VxqUd/IrmeOQSL85wGAIBx9GP50XWg6de3c9zcW4eSe3NtJk8Mh7Y/HrVX+1p9RS1vNLZHsZElDuyElWXIH5MCKTQ9Ru7ycJcsjbrOGfegKgsxYHAPIHyigCVfDGlK0LrAwkifzFk3Hdu27ck/Tip73Rra/0safM0piGMNu+bI96rNrYv2ubTSXU3kY+V5FOwkNhh9Rg8U648RWNjqMVheSGOV1/wBYVwhYDJGe1AGha2FvZRCOCMKNgQ47gdKqQaDYW0oeKJgQ4kA3ZAIz/iay5vG2mBJtjzxtA0Zk3wN912AXH17Ve0bxDDrL6iFtbm3WynMLNPGUD4HJBPX/APVQBPd6Dpt9cGe5tlkkLK2T6qCB+jEfjTR4e0wNAxtwTAFWPJzgKCAP1NZn/CSzaj9uGjxGR4Io3jWWNl8wsxHHsQOv1qV/GenQFUuIrqOU3n2IoYTnzNu7j1GO9AF5/D2nSBFkhLJHt2ITwu05GPxqK98M6femRmEsckjtIXjkKnLDB/AgCorfxfpd1FcSRmfbBF5p3RMNy5x8uepzxVnS/EFlqmi/2snm29qN2TcoYyAOpINAFQ+DNFHl+XBJDsZmBjkKklhhs+uQB+Qq+2hWDX8N6Ids8SGMMpxlc5wfUZ5rMtPG2m3t7LawQXplhdVkU27DbuDFTz2O04PuKQ+ONIEWnPi5P28kRqIWLL8235h/Dz6+lAFyTwzp8s8MziTzIX3xkPgq3r+p/OpZtCtWvJb2EGK6kA3sDw5AwCw74rN1Dxtp9jGxMVwxE6QLiIkOzNt4PfoalXxVaiCaULczsty1uIIrc+YGXqNvU49aAEtvCNtb3EpMsskEiN8rMSVduGIPbIqeXwlpEpRmgYSKwcSBzuyE2df93iqc3jzR4blYSLlyURyyQsyqGOBkjpzwfQ1oa34jstBCm8WbDIz5SMsAAQDk+vzCgCzcaRZXKxiSEfu4mhXBxhGGCv0wBWUvgbQ1uXnMMrM+7cGlJU7iCePqB+VWoPEtlPJPGqTh4JhDIrRkFWK7s/THOaR/FFglrLcFbjCEBF8o7psjPyD+Lv09DQA+fw1plxNJNJCd7gBiGx0Ofzp2peHdO1Zy93EzP5flBlYgqMg8e+QOamh1e1n0qHUFLiKZQUVlw5J6DHXPtXPWfjVItGmv9RguCVupYljggLOqr/eUZINAG1Y+HbCwlSZEd5kJYSOxJySf/ijST+GtMuTcebCzLO7vIm44JZQpOPoKmsdatNRnMVuXbCkltvAIxkH0PzDiobnXYFnmtYd3nLDI6yMh8rcnVS3TI4oAin8J6VcwJFMkrhY2iDGU7trEEjP/AAEVcj0WyivI7tEcTRggNvPI9D61lW3jTT54pP3dz50UqwvGITuLFNwIHcYI59xTf+EzsHvgkLzSKLVrhoVgYuVBwSPp6UAaM/hvTri4kmeN9ztvIDkDPHOPwpYvD9hAsIjRwYclG3cgnJJz9WNS6ZrNtqtvJcWwl8lDje6FQ3GcjPUc1i2/i+Oe/upTBdpZQWwkVXt2DSsW2jZ/ez2x60AdQiBI1TJO0YyTkmn1Vsb2PULUXESuEJIw64OQcHj6irVABRRRQAVk67kR2JGOLyPqM+orWqne6fHfNAZXcCGQSqFOMsOmaALlFFFABRRRQAUUUUAFFFFABTXYqhYAsQM4HenUUAVZLmRGwLaRvcY9aDcyg82smM4GCOnrVqigCl9tlz/x5Tfdz2646Uw31yrS/wCgylVxtxjLev8AP9K0KKAMuTVLlCMaVdNnPTHrSf2rc+Xu/sm6znGOM/WtWigDJ/te6/6A93+lH9r3X/QHu/0rWooAyf7Xuv8AoD3f6Uf2vdf9Ae7/AErWooAyf7Xuv+gPd/pR/a91/wBAe7/StaigDJ/te6/6A93+lH9r3X/QHu/0rWooAyf7Xuv+gPd/pR/a91/0B7v9K1qKAMn+17r/AKA93+lH9r3X/QHu/wBK1qKAMn+17r/oD3f6Uf2vdf8AQHu/0rWooAyf7Xuv+gPd/pR/a91/0B7v9K1qKAMdtYvABt0W7bkdwOKd/a91/wBAe7/StaigDJ/te6/6A93+lH9r3X/QHu/0rWooAyf7Xuv+gPd/pR/a91/0B7v9K1qKAMn+17r/AKA93+lH9r3X/QHu/wBK1qKAIbaZp7dZHheFj1R+oqaiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAy9FEKrfCEAf6ZKXO4Elt3OcdK1KzdJdWN6F3fLdSA53dc9tw/lxWlQA10V0KMAVIwQe9Y+n+FND0y/8At1np0UV3liZuSxLfeOSe9bVNdgiMzEAAZJPQUAYX9gTJFPD/AGrMtrNJJJKgRcneSWGT0HNVx4SRra2VrhWltohBFLs6RBg2MZxu4HI/Ksm/8S3xtLOKe4sk/tFm8qQjbEQpxsLM3U8H8x6Vdv8AxDqdisQT7C7pPCkkUZyXRlyfLyRk56e1AF3V/CVvr1yXv5mCeXsAgyjEdwxyQw7gEcVmr4RuX1y5lkmPlrDbiC4ZVOWjJIBX2GOe9Q3/AIp1eDSmu1ihYyQNMFGR9nKtjaxB5yPcc1Pd+I7k/uN0f7p8znapYqVBG1SwB5I6E0AbPh/QZNB0CPS0uxLseRvN8vbwzFsAZ7ZqXTtHbTtjJdvLItqlvulGd20khj7/ADGs+28QtNrMscl3ZxWsQPnRysEliwMgkZ6Hg5OBz61L4i1yXTXhigaOPzIJZlmkxsJQA7Oe5z+lAFiz0CG01ltTWVhM8Xluka7Ec5zuKjq3vWTrnhiO4vl1Ga6ad4GklgtZGCqzMu3BY9V9jxTF8VajLpdtdm1SFjHbSSIw6+YcMvJGMetP8X2/2jWNCWaUG2MsoeBk3LKdnAPb6e9AFa28PTa1pE9nfwy2zARJvZFVzsIYAMpbK54zxXUppyx291CJXKXG4kMd20sOcE9vauYt9V1hoh5Go6atsxRYQ0Tb0U/Lg89jj8j9aSz8XX58ZWeiTLBLHO00bSoAMNGingbieTnqO45oA6HTtJmsp4pDeO6pbrAYzyDtJIbPrzVW98LQ3t200l1NsN1HdrGfmCuoxxnsfSsTUvFuqWWr3tnGtuwh1O3tk3KQfLkj3E9eSDVG18Y63E8AuDbSRXNp56uIyPLbeFOTk5Ayf880AdFB4TMKvGL6ZYzAYV2t93LbtwHTNaE+hpe6Hc6Zezeck6lWYIFxn0XoKoalqWoWvhXV7yO8spZrdHaCaLJXgZwwB4P41hL4t1uz0fz7praWeKxjv2Cx7BKrEZjX5j82O9AFrTvDOpp4h1aS6kV7dktxbz/dZigbgjnpkc/l3q/a+Dv7NgsEsdQdHtFKbnRTuBfcT6g8kfQ1k3XiLVrIXEi3Ft5st04S2Y7mx5KsoUkgDHU598c1Fc+JNUb+1ZCbaVIJLIRwyR5U+ZsJPXsW6+1AG3c+CbS5EjiaaKWV45XCP8rSoSQ546nOCas2XheKzuHuRcu073T3RZlBAZxggf41mf8ACT3+6WQeU2JpoTbADfDsUkM3PfA496n8MeJbvVb6e0uhEzraRXKlBtxvH3cc9+9ACp4C0uNbhFkl2zRCPGRxh95PPXLVpa14fXXIfKuLgiPay7CgZeSMHB7jHB9642bxPdR3lrrEkSSz+VdKLaEYK7D91iCScYz0FbGq+K7qxsoJ4fJuI2P7yW2IfYpUEMVJGRk84OcfjQBrz+GLW7nmmuJZGkmtmt5CmE3A5G44/iAOAfSqaeDiLO0ibWLxprIr9mlG0FAvYjvnoaua3qt1Yz2sNu0EazQzO005wqFVBBx361x1trd9p+t6tc2skLxPqUaTQYJ3boNxKHtyPSgDsr7QP7S022hu7h3ntpluEk3Y+dTkfhUOn+GTYSSTR3jiZp5JQxAYDeBkYP0FYepeLroaW7xwwXAlsDcBJFwYmBAxIM9DWja6/exa3bWd9JbxW1xtETqpwzFc+WD0z3z+FAGnp3h+PT9Wlv1nlkllRhIzt98lgRkDjjGAeuDimr4d2yXyrfTC2uzIxgAGFZ1wcH06nHqazNf13VdO1C+FtLaLBa2sc6xyIWeVizArwc8gDHHWo5vFN95PnW4hZ/tE8L2pX54tqMVLc+q56dGH1oAuJ4SSG8+0xT/vRLHKGKgbSqBMDA6EDNSQ+FI7e+S8iuX84RSQlgAvDtuLfWsDVvGGsJYwvpjWLyTi22ysrMitIxVh1GSMdM13dqtwlrEt1Ikk4UB3jXarH1AycfnQBnaboKabaT2aXMslpLuxG5yU3dcHr6/nWbJ4OMtr9mOpTRIsSwoUUEqFYMp59CAMdOK6qigCnp9pJZQNHJdSXBLbgzjoMdB7VcoooAKKKKACiiigAooooAKKKKACimOXGNiqeecnHaoN95ux5MIHPPmH2x2+tAFqis5JdUFw6mCBohjDmQgn8MU4y6nvwLW2256+een/AHz9KAL9FZ5l1XnFpa9/+XhvT/d9c0jSar5i7ba12A85mOTz/u+lAGjRWYs2sl8NZWYX1FyxP/oFN8/XP+fCy/8AApv/AIigDVorL8/XP+fCy/8AApv/AIijz9c/58LL/wACm/8AiKANSissT65nmwssf9fTf/EU8S6tuYGztMZ4P2huR/3zQBo0VmLNrJY7rKzAxwRcsf8A2SnNNq2Rts7Q885uG6f98UAaNFZbT63uO2xsiM8Zum6f98U5JtXK/NZ2gPPS4Y9uP4PWgDSorL8/XP8Anwsv/Apv/iKPP1z/AJ8LL/wKb/4igDUorL8/XP8Anwsv/Apv/iKPP1z/AJ8LL/wKb/4igDUorL8/XP8Anwsv/Apv/iKPP1z/AJ8LL/wKb/4igDUorN87V/Lz9jtN+On2hsZ+uym+frWwn7FZ7s8D7S2Mf98UAalFZvnavuP+h2mNvB+0N1/74prT60HISxsiueCblgcf98UAalFZfn65/wA+Fl/4FN/8RR5+uf8APhZf+BTf/EUAalFZfn65/wA+Fl/4FN/8RR5+uf8APhZf+BTf/EUAalFZaza1hi1jZg44xctyf++KdHNrGPnsrQHPa5Y8f98UAaVFZ/m6rg/6Ja5xwPtDdf8AvmnLJqWG3W1uD/DiY8/+O/WgC9RVdWuSq7oowccgOTg8+30pN935OfJi83H3fMOM49ceuaALNFMQuV+dQDnoDmn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGZpCIhvgmObuQngdSfY1p1jaCrLJqgLq2b2Qjbjjnoa2aACkIBBBGQaWmuCUIU4JHB9KAMvyNNuJfsTWsfl25BVXQBN55+XPce3rVE6bbWviH7VdKtwznekjov7gAev9ax9P8ACd+IZZbt5pNSSAos81wWV5d24MqjpyBWodCup7Wy8+OPzz5puRvyqs64OPUUAa8VvpVxG7xxWzrcfewB+8+vrQbPSbyU/ubSaRME4CsR2H8q4ufwbfC9kZbdniMcawpHdGNEderMB2PWtjwd4cu9C8O3ENwkS6jNLIzSBt2QWJUE/jQBsT2mkTJcJOtvIbj91KxwSwPIUn6VJKmmPawQXL20kasEj81lOWHGBnqa4mXR9SvZXWKzjgvrVrOV4WlH71Y3bJyOOQDWpd+Grm71TfPAZLU7mVVn2eW/mlgcd+CPf5aAOgnuLKzvrTTmg5ugxXC/KAgHX8xVl5bKVBcPLAyQknzCwIQ/XtXP+J9H1PUooIbAhXSCVPtBkwwLKAMflj8ayP8AhDLqS1Rljnt5/LIYG6EilguPmU8EGgDsZLHSxGXe3t9jHzCSowT6042GnJcpfm2gE4PyzbBu5GOv04rlvFVuY5fCqvbPK8dxsaCEEhv3R49MA+vpWXp+ga/p8aWFxbz3lpceXJH/AKRtFoyuz7SepGGA/wCA0Ad1LYaVfyfaJbe2mfgb2UE8Hj8jUyWliYjAsEPloChUKMAHkiuHl8M3dnYWcFrYNHdfvQ8sLb0wWGFYE9CAOeoxVq70fXbuzvLCBzZTedNKs6HKyqykKp9Ov4YoA65bWxW0a2WKAW7cGMAbTn2oNnYusRMEDLEP3fyjCgelcbaeDL0NElxs8lLOCPHmt/rVbLHjr9TUaaDrGl2otksmvIp7qdWjS42bInIKnP4dKAO0m0zT7ly81nBI5OSWQEk4x/Kl+wWClj9ng5Iz8o7YI/kK5/RoNVg8SyedFKtk0LDEnIRgV+43ocE4PpWffWuqQXP2MxukL3M8huw4bzS6NtG08gDIBPT5RQB1lxb2lt514tnG8zjDkKNzA8cn0qaCztYH8+K3ijkZApZVAO0dBn0rjdL07XG0qyhltjbyi3hjZnk34ZGyT+IrY8TW9681tNbWLahDseKS2WXy/vDAbPpQBZtxpV5qFzA1lClzC2DuUZbcOoPfNOu4NKgtZAljBO8WSsCKuSxHQdgTisy50K+e7s3t4UiQTRPL+8B2KqEbR3POKzbrw7eano1xaiza1vYrX7KG34WU7gyurf8AAf1xQB2F89u1rIssMc5VCxhYjkDtzTUsNMRpJBa2yO7CaT5RncBwx/xrm77StabU78RIjWdxbyrtdjhHIG1h65I5HbHvT10/ULXW5vLgdLN42M5OGEhKjlT1BzkY6UAdKtpp/kyFYbfy5/vkAYfPr602S106ONGkhgCRNvXKj5W9R6GvPH0bxSbuNprM3dpMZIgqz+SUVmyruB6e1aVv4T1aP7KBIh8q8neX94TmN49o69eSaAOkh02wudWk1w4kZ4lRGcfKFHIYZ+p5q6LXTvtjTiGD7QxwXCjcePX6VlTadqTeFbexiRUu4PKUbWHRCuT6dAeK5y30jW7TRDpclu8l7LDNEZVl+Rd0hcMT16Nj8MUAdbcrpektZ27WMSQSv5aMqDahHIz6VqPPFHtLyKN33eetY2q6feXtvYRJEhCK3nbn+7lCBj1OT1rmrvw1ra6XpNmIxOIjCJAZsBdpOTnqfwoA743MKwmYyKIx/Fnimi6gLlBNHuBwV3DNcIuieIRfbrhBc2VvMskSu4EikA5x2YcjGahuvCWuXa6lc7Uju5bCCKEtKCfNRm3dOBlTjPvQB2+navFqV5qFvEjA2cqxMx6OSobI/wC+q0a5vwxp99a32tXd5B5AvblJYk3AkKIkU5x7qa6SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDH0MzGTUvNVxi8k27s8jPGMgcVsVi6DIryapgAFb2QHAx3+pz+n0raoAKQnAzS01l3KRkjIxxQBgW/iu3ugzQW80m6QRQoMbpG+bP8Au4CnriqP/Ca2sixXardJEqyCaHyslWRtrAkdwSKsxeC7KBIyt7fedG6us/mL5mVBAycfNwxHOc5+lTHwhpjoFm82X93IjEsAWLnLMcAfNkDn2oAgt/GlleeTHBDN9pleRFicY5Qbjz06VNpniV9T8R3Omx2bLBFax3CzlhzvzwR+FPHhiF5bKa4vrueazLiKRiucMu0g8elT2Ph+10/UPtsLSeb5CwHJ+8q5xn1PJoAyrnxHaaXdu0kFxcXjSTIAAoISNQ55zjAHTPPNVdV8S3TQXF5YidYksIp4sbSp8wnBIGT0/kfWta48J2d3e/aZbi5LZlbblcfvF2N2z0x+VQDwXai0ktRfXnkyW0VqVYocJH93Hy9fegBI/GVqt1NBcQzIsEjRSSYyFKoHJOO2Kmi8VxyGMnT7pEmZBA7bdsoYZBU5/TrTH8FaZLem5nluZQZTKYi4CFiu05AAJyPU1PF4VtYo7ZFvL0i2lEkO6QEKB0XGMY/X3oAr23ivStXhaS2je5aBiJEiG54+SpOBz144rL/4T+xj1eV2klbT1Ro4/LTd86thyx7YxgZ681ox+BdOgEf2a6vrdhIzyPDIFabLbsOQORmnr4K05I7mFLm9FvOS3kCb5I2LbiVGOpOTznqaAFt/GmmXNwlvEsxmZsFdvH3tvB6HseO1XdU8Q2ulXf2aWKd5Ps0l0fLTICJ1/H2quvhO18vZcXl7dHcj7riQOdytuVhxgHtxjin6loTajrkFy8gFsLWS3lUcM24jjPpjNAEcfjDT5Lm2i2Tql0heGVkwHwu4j16VPrV/IPCV5f2rmGT7MZY3PVeMg96ov4G017mCX7TeKsBcxxLINqhhggcZxj3rZXSoRoo0tnleAQ+TuZvnK4x19aAMr+059JW41HVLotZyrAlvEqDIcgA4x1yzDripY/ENhc3VzEsErXVrIYZYyv3cLuJz0xtOat6jodrqmkLptw0vloE2yKQHUqQQc4xnIHaqtr4XtrS+F7Fd3XnmQyzNlP3zEY+YBfQAcYoAyLnxYY9bgu0Mx0r+z5ZyoAxIVYDI/OtBvGmnx3i2sscySMEYqcEgOPlOByc1HP4F064lJe6vRF5MkCwiRQiI5yQOM/Tnirp8MWovbW7iu72GSBFRhHKAswUYG8YwcD6UAR+K9YOn+H9TNnOq30Fs0oAI3Rj++QewqD/hL7O2jtY5xJKzQhndMHB2FiSOvb9ata34Wstc+0edLcQNcwG3maBgC6Zzgkg1XPgy0+RV1DUkhSIR+Sk4CEhcb+md30OOOlAGnb61aXGlSakH22saly+QeAMk8VnXeuyNPapDbzKftPlvG4A8xShYFSeCKt2/hvTLe0v7VYMw35JuEPAbK4OAOB+HeooPC9rBbQwfaryUQvvRpZAzDgjGSOgB/SgBT4ms0jZ3jlRIollmYgbYlbgZPQ/hVGTxAuiwzzyxXd7BJeMplTaRCCBgHB+7/jV5fC9iJI3eSeTEPkSozDZMucjeuMZHqMUHwvYus0Usk8lvNK0rwswCEsu3GABwMDAoA1bSZrm0ineF4WkUN5b4yuexxU2BnOOfWqVlp32FhturiVRGsYSRgQAM4PA684/AVeoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKl7FeybPsdzFDjO7fHvz+oqp9l1v/oJW3/gN/8AZVrUUAZP2XW/+glbf+A3/wBlTjbazsUDULbdk5P2fr/49WpRQBk/Zdb/AOglbf8AgN/9lR9l1v8A6CVt/wCA3/2Va1FAGT9l1v8A6CVt/wCA3/2VH2XW/wDoJW3/AIDf/ZVrUUAZP2XW/wDoJW3/AIDf/ZUj22u7G2ala7scZtjjP/fVa9FAGT9m1z/oJWv/AIDH/wCKo+y63/0Erb/wG/8Asq1qKAMn7Lrf/QStv/Ab/wCyo+y63/0Erb/wG/8Asq1qKAMn7Lrf/QStv/Ab/wCypzW2slVC6hbBgPmP2fr/AOPVqUUAZP2XW/8AoJW3/gN/9lTlttZG7dqFueOMW/Q/99VqUUAZaW2sh1L6jblc8gW+M/8Aj1J9m1v/AKCVt/4Df/ZVq0UAZb22slyU1C3C9gbfP/s1N+y63/0Erb/wG/8Asq1qKAMn7Lrf/QStv/Ab/wCyo+y63/0Erb/wG/8Asq1qKAMn7Lrf/QStv/Ab/wCyqWG31RQ3m3sDk5xiDGOOO/rWjRQBTiivlcmW5idc8ARY/rU2yfH+tXP+7U1FAESrKGG51IzyAvt/jSsJCw2OoHoRnv8A4VJRQAxw5xsYD1yM9qCH8vAYb/XHH5U+igBihwDuYE5OMDtSIJBne4bjsMVJRQBEFk8zJdduTxjn/PWnYbfnI246Y70+igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMjQ5BJJqWGztvJFPzA4IPsBj8c/WtesbQiDJqZCbf8ATZM8Hnnryf5cVs0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNdiuMKTk447e9ADqKKKACiiigAoqC4ieZFWOd4SGBymOR6c1TXTLgR7Tql0W5+b5f8KANOismHSbiNcPq15IcdSV/wph0a7MrMdbvdpJOz5cD26UAbNFYp0W7L5GuXwXj5Rt/HtSHQ7oKAmuX69eSVY8/UdqANuisdtGuiuBrV8Dxzlf8KRdFugmDrd8W/vfL/hQBs0Vif2JebGB12+3EYB+Xj9KI9Du48A67fsoBGGK59ucUAbdFY66LcLnGs35yc8sD/ShdGugWzrV8cnjlePbpQBsUVk/2Pcf9Bi9/Nf8ACj+x7j/oMXv5r/hQBrUVjvo10VIXWr5T65U/0p76TOzZGrXi8AYBH+FAGrRWT/Y9x/0GL381/wAKP7HuP+gxe/mv+FAGtRWT/Y9x/wBBi9/Nf8KP7HuP+gxe/mv+FAGtRWT/AGPcf9Bi9/Nf8Ke+lzuuBql2vOcgj0+lAGnRWT/Y9x/0GL381/wo/se4/wCgxe/mv+FAGtRWT/Y9x/0GL381/wAKP7HuP+gxe/mv+FAGtRWT/Y9x/wBBi9/Nf8KP7HuP+gxe/mv+FAGtRWT/AGPcf9Bi9/Nf8KemlzquDql23uSPT6UAadFZo0yfex/tO7wQBjI46e3t+tSx2Mqdb64bnPJHqfb3/SgC7RVNLORMZvJ2wc8kU57V3bIupl9gR7f4frQBaopgXEhbccEAY7Cn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBiW+jXlpPetb6gEjuZmm2eSMqSeeae9hrDKVXVlUdj5Az+dbFFAGU9pq5I26nGBjn/RweaT7HrX/AEFY/wDwHFa1FAGOthq6lidXBYnI/cDA/CnpaauCd2qRsMf8+4HNatFAGT9i1g8HVUx3xbgGk+xawOBqqY7ZtwTWvRQBk/Y9a/6Csf8A4Dimix1kMT/a6HPY24wK2KKAMl7LV2dGXVVXC4I8gYJ9aBY6qeW1X5vaEAflWtRQBmG11U78alGM42/uBxQLXVcrnUkwFwf3A5Pr/KtOigDLa01YvkanGF4+XyB+NI1nrBYldUjAzwPs44rVooAyntNXJG3VIxwM/wCjg804WuqiPB1KMtg8+QPwrTooAyfsetf9BWP/AMBxSG01kDJ1aID/AK9xWvXM+J7+ePUtG01N8cF3OzTzA4ARBnZ/wLP5A0AXI4dVmLiPWIW2Ha2LccH0qT7HrX/QVj/8BxVfwzrA1ZNQQ2ywzWd29vIUHyyEfxD8K3qAMn7HrX/QVj/8BxSraauA27VIySOP9HHBrVooAzI7XVQDv1KNjn/ngBx/nFNS01cE7tTjYY4/0cDmtWigDLNpq3m7hqcezP3fIHT6002esZONVjAzx/o4rWooAzjbanjjUEzj/niPT/Hmm/ZdV8vH9pJvx18gdc/4Vp0UAZiWuqgfPqSMc/8APADtTBZ6zkf8TWPH/XuK1qKAMprTVyxK6pGBngfZxxSfY9a/6Csf/gOK1qKAMsWmrYUHU0JDZY+QOR6UqWmqKqhtSViMZJgHPNadFAGU1lqxJI1YAEnA8heKgm0zXJMCPXhGOOlqpNblFAHPHSNfMin/AISRgg4wLROePWn6bpGs21yJL7xBJeRA/wCr+zpHn8RW9RQAUUUUAFFFFABRSZA60ZB7igBaKQEHoRRuGcZFAC0Um4ZxkUEgdSKAFopMjHWjI9RQAtFICD3FGR60ALRSZGcZpaACiiigAooooAKKKTIPegBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqC4tYLoRiaNX8txImf4WHQip6KAIoYIrdCsSBAzFiB3JOSfzqWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKl7p9vqMQiuVdkB3AJIyc/8BIqmvhzTFUqqXAHPH2uXv8A8CrXooAyE8NaZHnZHcLnHS6l/wDiqB4a0tX3iO4Dc8/ape//AAKteigDIbw1pbPuMdwW45+1S9un8VD+GtMk+/HcNgEc3Uvfr/FWvRQBkt4c01l2slwVGOPtcv8A8VQvhvTFTYEuAvp9rl/+KrWooAyE8N6ZHnZHcLnHS6l7f8CoXw1pavuWOcHnn7VL36/xVr0UAZI8OaaHLhLjccAn7XLz/wCPU7/hH9P/ALtz/wCBcv8A8VWpRQBl/wDCP6f/AHbn/wAC5f8A4qj/AIR/T/7tz/4Fy/8AxValFAGX/wAI/p/925/8C5f/AIqj/hH9P/u3P/gXL/8AFVqUUAZf/CP6f/duf/AuX/4qmr4c01M7UuBk5P8ApcvJ/wC+q1qKAMv/AIR/T/7tz/4Fy/8AxVH/AAj+n/3bn/wLl/8Aiq1KKAMv/hH9P/u3P/gXL/8AFUf8I/p/925/8C5f/iq1KKAMv/hH9P8A7tz/AOBcv/xVH/CP6f8A3bn/AMC5f/iq1KKAMwaDYKGAFxhhg/6VL/8AFVPa6bbWZJhEvJz88zv/AOhE+tXKKACiiigAooooAKKKKACkZQylWGQeopaKAEAAAA4ApaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIpp4bdQ00scYPALsB/OojqNkACby3APT96vP60+5tLe7CC4iWQI24BhkZxiojpdgQAbOAgdPkHFADv7SsP+f22/7+r/AI0f2lYf8/tt/wB/V/xpv9k6f/z5Qf8AfAo/snT/APnyg/74FADv7SsP+f22/wC/q/40f2lYf8/tt/39X/Gm/wBk6f8A8+UH/fAo/snT/wDnyg/74FADhqNiTgXtuT6eav8AjQdSsQcG9twf+uq/400aVp4IIs4ARyPkFB0rTycmygyf9gUAO/tKw/5/bb/v6v8AjQNSsScC9tv+/q/403+ydP8A+fKD/vgUDStPByLODj/YFADzqFlzm7g4OD+8Xg/nTG1SwVS32y3OOwlX/GlOmWJyDaQ4JyfkHJpP7J0//nyg/wC+BQAp1TTwu431sBjJzKv+NA1OwIyL62wf+mq/403+ydOPBsoP+/Ypf7J0/wD58oP++BQA7+0rD/n9tv8Av6v+NH9pWH/P7bf9/V/xpv8AZOn/APPlB/3wKP7J0/8A58oP++BQA7+0rD/n9tv+/q/40f2lYf8AP7bf9/V/xpv9k6f/AM+UH/fAo/snT/8Anyg/74FADv7SsP8An9tv+/q/40ov7NgSt3AQOuJB/jTP7J0//nyg/wC+BSrptioIW0hAPXCCgB/221JwLmHP/XQU83EIODNHn03CoxYWgbItos9fuD/Panm2gJyYUz/u0AK08K/elQfVhSNcwJt3TRjccDLDk0rW0L/eiQ9uRSNbQMAGiQgcjK9KAJFdW+6wPfg06mKioflUDtwKfQAUUUUAFFFFABSEgDJpaKAEVg6hlOQehpFZWztIODg/WlAAGAMUAAdutAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFYviTU5NNsI2hQtNJIFT5sAYGSTz6D6Vz974n1a0VLK4hi+03UqQwPuVcMzKBuVWY7fm6g5/nQB3VFclf61qvh+W0XUmtbiKadlDQRsrsgjZuhJ+YFfU5z2xUY8d2c1/HbREI6P++QlXypQsMENgHigDsaK5iTxpaQNm4tbiKJNnnSMBiPf93oefwzii+1PVZNZmt9OlgSNLM3CieElWIbGNwPyg/Q0AdPRXPWXiiObRrS+mt5N0xhVlhG9VMjbRhu4HrUF141tbO0W6nsbqONgX/eBVOwEDdgnnr06+1AHUUVxI+JOnBfPlsryOzaWaKK5YKVkePqAAcjPbIrS0DXL3VNa1S2ubY28MCxNEj4L4Zc5ypIx+tAHSUVi3+oX1rr9jbxwK9nPHJvcnneoyqge9YMXjS5jEMd2kUV1dxkxQshUxS71URtk8/fHPFAHcUVzH9p6qX/eTWsSXCyGIspHklG5LHOCCvPaqUuv6yy2K2fk3Bmu5FMxhaNDEo69T36HvigDtKK4MeLL6LEKtbvHM8rw3oU+W6Iu5gBnk546+9W9P8VXV/f6AY7VEt9VtpJXd2IKsqkgAdh70AdjRXN6Jqd9PrFzZXuwSKgYhVZVz3KbuWXleema6SgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigChqulwavZm2uB8uQwYfeUjuD2PvWfZeFrSzspYPPnmmfBFxKQXQqMKV4wMY44rfooA5ebwNpl3YrbX1xe3jK7P5085aT5kKFc9lwegqKH4faTDfm8M13JKwAO+TrhSo7dMHp0rraKAOeufCVpc6lHdm6vI1Xb5kEcxEc20cbx3xUureGoNWvEujeXltIE8tvs8m0Ouc4b1FblFAHOXvg6wvLu1m866ijt1jVYI5SIzsOVJHqD3pt/4J0zUFhWSS5QRWzWuI5SA0bZyD+f8vSulooA5eLwJpUdjBZbp2toZpZlQvjLP1yR2Harek+F7bSJnnhurqS4lYNNLLJuaQAYCn2A7Ct2igCpc6fBdXVtcSA+ZAW2EHB+YEEfrWJB4I0yG+iumlu53hkEkfnzGTZg5Cgtk7c849QPSumooAw38L2EklwXa4aOfIaIytsVW+8FGflyeTipV8PWqHCSz7fIMGGlZsKTngk5B+nt6Vr0UAc1d+C7C8tEt2uLxBG4aJknOYxjBVfTI6+taX9h2XnWjeWdlnGY4YwflCldpBHfitOigDF0bw1ZaJcTzQNNI0p+Tzn3eSv9xM9F/wDregraoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q=="
ffmb0223
2
{"lines_data": [{"Word": "Comment poser les questions ?", "Confidence": 0.9014, "X1": 0.13911, "Y1": 0.0912, "X2": 0.40814, "Y2": 0.091, "X3": 0.40814, "Y3": 0.1078, "X4": 0.13911, "Y4": 0.1078, "page": 0}, {"Word": ".Pouvez-vous ine donper la cort des candide's dans votre", "Confidence": 0.38022, "X1": 0.11024, "Y1": 0.1232, "X2": 0.40945, "Y2": 0.123, "X3": 0.40945, "Y3": 0.1348, "X4": 0.11024, "Y4": 0.1348, "page": 0}, {"Word": "cinturipafian pour Peleccion galb\u00e9cuise dont la caripagro ve", "Confidence": 0.4955, "X1": 0.11811, "Y1": 0.1342, "X2": 0.43963, "Y2": 0.134, "X3": 0.43963, "Y3": 0.1448, "X4": 0.11811, "Y4": 0.1448, "page": 0}, {"Word": "dercale en ce moment el me dire pour grals partis ils #", "Confidence": 0.49275, "X1": 0.11942, "Y1": 0.1442, "X2": 0.4042, "Y2": 0.144, "X3": 0.4042, "Y3": 0.1538, "X4": 0.11942, "Y4": 0.1548, "page": 0}, {"Word": "pr\u00e9sentent?", "Confidence": 0.608, "X1": 0.11811, "Y1": 0.1542, "X2": 0.18373, "Y2": 0.154, "X3": 0.18373, "Y3": 0.1638, "X4": 0.11811, "Y4": 0.1648, "page": 0}, {"Word": "- Au Canada, savez-vous qui est cursidere ceraner Ie shel de", "Confidence": 0.43018, "X1": 0.11155, "Y1": 0.2032, "X2": 0.41995, "Y2": 0.203, "X3": 0.42126, "Y3": 0.2128, "X4": 0.11155, "Y4": 0.2138, "page": 0}, {"Word": "J'EL ?. ES.COM (ROTATION)", "Confidence": 0.4065, "X1": 0.11942, "Y1": 0.2142, "X2": 0.28215, "Y2": 0.214, "X3": 0.28215, "Y3": 0.2238, "X4": 0.11942, "Y4": 0.2238, "page": 0}, {"Word": "Du le l'houvement g\u00e5rbut du Cas# ........ d", "Confidence": 0.25275, "X1": 0.1273, "Y1": 0.2432, "X2": 0.3294, "Y2": 0.243, "X3": 0.3294, "Y3": 0.2528, "X4": 0.1273, "Y4": 0.2528, "page": 0}, {"Word": "7", "Confidence": 0.808, "X1": 0.27034, "Y1": 0.2952, "X2": 0.28084, "Y2": 0.295, "X3": 0.27822, "Y3": 0.3078, "X4": 0.27034, "Y4": 0.3088, "page": 0}, {"Word": "Comment poser les questions ?", "Confidence": 0.9518, "X1": 0.12467, "Y1": 0.3922, "X2": 0.39633, "Y2": 0.392, "X3": 0.39633, "Y3": 0.4068, "X4": 0.12467, "Y4": 0.4068, "page": 0}, {"Word": "Quelques exeropics de mestce des copediskprices", "Confidence": 0.35633, "X1": 0.13517, "Y1": 0.4092, "X2": 0.38976, "Y2": 0.409, "X3": 0.38976, "Y3": 0.4198, "X4": 0.13517, "Y4": 0.4198, "page": 0}, {"Word": "\u00b7 Selon vous, actuellement quel pourcentage de la pepulatium da", "Confidence": 0.5154, "X1": 0.1063, "Y1": 0.4262, "X2": 0.43307, "Y2": 0.426, "X3": 0.43307, "Y3": 0.4368, "X4": 0.1063, "Y4": 0.4368, "page": 0}, {"Word": "Qu\u00e9bec appole la souverainet\u00e9?", "Confidence": 0.4155, "X1": 0.11155, "Y1": 0.4362, "X2": 0.27953, "Y2": 0.436, "X3": 0.27953, "Y3": 0.4468, "X4": 0.11155, "Y4": 0.4468, "page": 0}, {"Word": "> Selou vous, sur l'ensemble de l'lig de Moptical, que", "Confidence": 0.4589, "X1": 0.1063, "Y1": 0.4462, "X2": 0.38451, "Y2": 0.446, "X3": 0.38451, "Y3": 0.4568, "X4": 0.1063, "Y4": 0.4578, "page": 0}, {"Word": "pourcentage de la population est englophone (est de langue", "Confidence": 0.66056, "X1": 0.11155, "Y1": 0.4572, "X2": 0.41601, "Y2": 0.457, "X3": 0.41601, "Y3": 0.4698, "X4": 0.11155, "Y4": 0.4688, "page": 0}, {"Word": "astet nelle anglaise ???", "Confidence": 0.3095, "X1": 0.1168, "Y1": 0.4682, "X2": 0.22966, "Y2": 0.468, "X3": 0.22966, "Y3": 0.4778, "X4": 0.1168, "Y4": 0.4788, "page": 0}, {"Word": ". Potrvez-vous ille dist le odarlo premier fifth de ficriou r\u00e9alis\u00e9 au", "Confidence": 0.33533, "X1": 0.1063, "Y1": 0.4792, "X2": 0.42782, "Y2": 0.479, "X3": 0.42913, "Y3": 0.4878, "X4": 0.1063, "Y4": 0.4898, "page": 0}, {"Word": "Qu\u00e9bey?", "Confidence": 0.091, "X1": 0.11286, "Y1": 0.4872, "X2": 0.16404, "Y2": 0.487, "X3": 0.16535, "Y3": 0.4978, "X4": 0.11286, "Y4": 0.4998, "page": 0}, {"Word": ". A votre avis, est-ce que, actuellement, la peine de mert existe", "Confidence": 0.63908, "X1": 0.1063, "Y1": 0.5002, "X2": 0.4252, "Y2": 0.5, "X3": 0.4252, "Y3": 0.5098, "X4": 0.1063, "Y4": 0.5108, "page": 0}, {"Word": "Ans Caranifa?", "Confidence": 0.138, "X1": 0.11417, "Y1": 0.5102, "X2": 0.17454, "Y2": 0.51, "X3": 0.17454, "Y3": 0.5188, "X4": 0.11417, "Y4": 0.5198, "page": 0}, {"Word": "2", "Confidence": 0.504, "X1": 0.31102, "Y1": 0.5312, "X2": 0.32021, "Y2": 0.531, "X3": 0.32021, "Y3": 0.5388, "X4": 0.31102, "Y4": 0.5388, "page": 0}, {"Word": ".Etselon vous, en quelle ann\u00e9e la peine de mort a-t-elle dif", "Confidence": 0.54164, "X1": 0.10761, "Y1": 0.5492, "X2": 0.41076, "Y2": 0.549, "X3": 0.41076, "Y3": 0.5588, "X4": 0.10761, "Y4": 0.5598, "page": 0}, {"Word": "abolic?", "Confidence": 0.666, "X1": 0.11417, "Y1": 0.5602, "X2": 0.15486, "Y2": 0.56, "X3": 0.15486, "Y3": 0.5688, "X4": 0.11417, "Y4": 0.5688, "page": 0}, {"Word": "8", "Confidence": 0.979, "X1": 0.27034, "Y1": 0.6022, "X2": 0.28215, "Y2": 0.602, "X3": 0.28215, "Y3": 0.6148, "X4": 0.27034, "Y4": 0.6148, "page": 0}, {"Word": ".-", "Confidence": 0.625, "X1": 0.88976, "Y1": 0.6092, "X2": 0.91339, "Y2": 0.609, "X3": 0.91207, "Y3": 0.6148, "X4": 0.88976, "Y4": 0.6148, "page": 0}, {"Word": "-- -", "Confidence": 0.6445, "X1": 0.78478, "Y1": 0.6312, "X2": 0.81627, "Y2": 0.631, "X3": 0.81627, "Y3": 0.6388, "X4": 0.78478, "Y4": 0.6388, "page": 0}, {"Word": "Comment poser les questions ?", "Confidence": 0.894, "X1": 0.1378, "Y1": 0.7072, "X2": 0.4147, "Y2": 0.707, "X3": 0.4147, "Y3": 0.7238, "X4": 0.1378, "Y4": 0.7238, "page": 0}, {"Word": "Derni\u00e8rement, un antenr qu\u00e9b\u00e9cois d'origine", "Confidence": 0.8116, "X1": 0.10499, "Y1": 0.7452, "X2": 0.4147, "Y2": 0.745, "X3": 0.4147, "Y3": 0.7598, "X4": 0.10499, "Y4": 0.7598, "page": 0}, {"Word": "ha\u00eftienne a gagn\u00e9 un prix litt\u00e9raue en France.", "Confidence": 0.75562, "X1": 0.11417, "Y1": 0.7592, "X2": 0.41601, "Y2": 0.759, "X3": 0.41601, "Y3": 0.7738, "X4": 0.11417, "Y4": 0.7738, "page": 0}, {"Word": "Pouvez-vous me donner le nom de cet auteur?", "Confidence": 0.76125, "X1": 0.1168, "Y1": 0.7722, "X2": 0.41995, "Y2": 0.772, "X3": 0.41995, "Y3": 0.7858, "X4": 0.1168, "Y4": 0.7858, "page": 0}, {"Word": ". Bonne r\u00e9ponse (Dany Laferri\u00e8re). 1", "Confidence": 0.59, "X1": 0.1168, "Y1": 0.7862, "X2": 0.38189, "Y2": 0.786, "X3": 0.38058, "Y3": 0.7998, "X4": 0.1168, "Y4": 0.7988, "page": 0}, {"Word": "\u00b7 Mauvais\u00e8 r\u00e9ponse ............................... 2", "Confidence": 0.2188, "X1": 0.11549, "Y1": 0.8002, "X2": 0.38189, "Y2": 0.8, "X3": 0.38058, "Y3": 0.8128, "X4": 0.11549, "Y4": 0.8108, "page": 0}, {"Word": "\u00b7 Ne sait pas, n'a pas entendu perles ......... 3", "Confidence": 0.6951, "X1": 0.11286, "Y1": 0.8112, "X2": 0.38189, "Y2": 0.811, "X3": 0.38189, "Y3": 0.8258, "X4": 0.11286, "Y4": 0.8248, "page": 0}, {"Word": "\" Pouvez-vous me dire en quelle ann\u00e9e les", "Confidence": 0.6765, "X1": 0.10499, "Y1": 0.8272, "X2": 0.38583, "Y2": 0.827, "X3": 0.38583, "Y3": 0.8408, "X4": 0.10499, "Y4": 0.8418, "page": 0}, {"Word": "Autochtones ont obtenu le droit de vote au", "Confidence": 0.84363, "X1": 0.10892, "Y1": 0.8412, "X2": 0.40026, "Y2": 0.841, "X3": 0.40026, "Y3": 0.8538, "X4": 0.10892, "Y4": 0.8538, "page": 0}, {"Word": "Qu\u00e9bec?", "Confidence": 0.668, "X1": 0.11417, "Y1": 0.8532, "X2": 0.17585, "Y2": 0.853, "X3": 0.17585, "Y3": 0.8678, "X4": 0.11417, "Y4": 0.8678, "page": 0}, {"Word": "9", "Confidence": 0.747, "X1": 0.27165, "Y1": 0.9072, "X2": 0.28346, "Y2": 0.907, "X3": 0.28215, "Y3": 0.9198, "X4": 0.27034, "Y4": 0.9208, "page": 0}, {"Word": "Claire Durand, 19/02/2013", "Confidence": 0.76767, "X1": 0.72572, "Y1": 0.9572, "X2": 0.89633, "Y2": 0.957, "X3": 0.89633, "Y3": 0.9678, "X4": 0.72572, "Y4": 0.9698, "page": 0}], "words_data": [{"Word": "questions", "Confidence": 0.994, "X1": 0.30709, "Y1": 0.0922, "X2": 0.39108, "Y2": 0.092, "X3": 0.38976, "Y3": 0.1078, "X4": 0.30709, "Y4": 0.1088, "page": 0, "Index": 0}, {"Word": "?", "Confidence": 0.616, "X1": 0.39501, "Y1": 0.0922, "X2": 0.40682, "Y2": 0.092, "X3": 0.40682, "Y3": 0.1078, "X4": 0.3937, "Y4": 0.1078, "page": 0, "Index": 1}, {"Word": "Comment", "Confidence": 0.905, "X1": 0.14042, "Y1": 0.0932, "X2": 0.22178, "Y2": 0.093, "X3": 0.22178, "Y3": 0.1088, "X4": 0.14042, "Y4": 0.1078, "page": 0, "Index": 2}, {"Word": "poser", "Confidence": 0.994, "X1": 0.22703, "Y1": 0.0932, "X2": 0.27559, "Y2": 0.093, "X3": 0.27559, "Y3": 0.1088, "X4": 0.22703, "Y4": 0.1088, "page": 0, "Index": 3}, {"Word": "les", "Confidence": 0.998, "X1": 0.27953, "Y1": 0.0932, "X2": 0.30315, "Y2": 0.093, "X3": 0.30315, "Y3": 0.1088, "X4": 0.27953, "Y4": 0.1088, "page": 0, "Index": 4}, {"Word": ".Pouvez-vous", "Confidence": 0.498, "X1": 0.11155, "Y1": 0.1242, "X2": 0.18504, "Y2": 0.124, "X3": 0.18504, "Y3": 0.1348, "X4": 0.11024, "Y4": 0.1348, "page": 0, "Index": 5}, {"Word": "ine", "Confidence": 0.041, "X1": 0.18898, "Y1": 0.1242, "X2": 0.20472, "Y2": 0.124, "X3": 0.20341, "Y3": 0.1348, "X4": 0.18766, "Y4": 0.1348, "page": 0, "Index": 6}, {"Word": "donper", "Confidence": 0.466, "X1": 0.20735, "Y1": 0.1242, "X2": 0.24278, "Y2": 0.124, "X3": 0.24147, "Y3": 0.1348, "X4": 0.20604, "Y4": 0.1348, "page": 0, "Index": 7}, {"Word": "la", "Confidence": 0.679, "X1": 0.24541, "Y1": 0.1242, "X2": 0.25459, "Y2": 0.124, "X3": 0.25328, "Y3": 0.1348, "X4": 0.24409, "Y4": 0.1348, "page": 0, "Index": 8}, {"Word": "cort", "Confidence": 0.284, "X1": 0.25722, "Y1": 0.1242, "X2": 0.27953, "Y2": 0.124, "X3": 0.27822, "Y3": 0.1348, "X4": 0.25591, "Y4": 0.1348, "page": 0, "Index": 9}, {"Word": "des", "Confidence": 0.627, "X1": 0.28215, "Y1": 0.1242, "X2": 0.29921, "Y2": 0.124, "X3": 0.2979, "Y3": 0.1348, "X4": 0.28084, "Y4": 0.1348, "page": 0, "Index": 10}, {"Word": "candide's", "Confidence": 0.073, "X1": 0.30184, "Y1": 0.1242, "X2": 0.35039, "Y2": 0.124, "X3": 0.34777, "Y3": 0.1348, "X4": 0.30052, "Y4": 0.1348, "page": 0, "Index": 11}, {"Word": "dans", "Confidence": 0.439, "X1": 0.35302, "Y1": 0.1242, "X2": 0.37664, "Y2": 0.124, "X3": 0.37533, "Y3": 0.1348, "X4": 0.35039, "Y4": 0.1348, "page": 0, "Index": 12}, {"Word": "votre", "Confidence": 0.315, "X1": 0.37927, "Y1": 0.1242, "X2": 0.40814, "Y2": 0.124, "X3": 0.40682, "Y3": 0.1348, "X4": 0.37795, "Y4": 0.1348, "page": 0, "Index": 13}, {"Word": "cinturipafian", "Confidence": 0.171, "X1": 0.11942, "Y1": 0.1342, "X2": 0.19685, "Y2": 0.134, "X3": 0.19685, "Y3": 0.1438, "X4": 0.11942, "Y4": 0.1448, "page": 0, "Index": 14}, {"Word": "pour", "Confidence": 0.614, "X1": 0.19948, "Y1": 0.1342, "X2": 0.2231, "Y2": 0.134, "X3": 0.22178, "Y3": 0.1438, "X4": 0.19948, "Y4": 0.1438, "page": 0, "Index": 15}, {"Word": "Peleccion", "Confidence": 0.546, "X1": 0.22572, "Y1": 0.1342, "X2": 0.27165, "Y2": 0.134, "X3": 0.27165, "Y3": 0.1438, "X4": 0.22572, "Y4": 0.1438, "page": 0, "Index": 16}, {"Word": "galb\u00e9cuise", "Confidence": 0.084, "X1": 0.27428, "Y1": 0.1342, "X2": 0.33071, "Y2": 0.134, "X3": 0.33071, "Y3": 0.1448, "X4": 0.27428, "Y4": 0.1438, "page": 0, "Index": 17}, {"Word": "dont", "Confidence": 0.616, "X1": 0.33333, "Y1": 0.1342, "X2": 0.35696, "Y2": 0.134, "X3": 0.35696, "Y3": 0.1448, "X4": 0.33333, "Y4": 0.1448, "page": 0, "Index": 18}, {"Word": "la", "Confidence": 0.887, "X1": 0.35958, "Y1": 0.1342, "X2": 0.36877, "Y2": 0.134, "X3": 0.36877, "Y3": 0.1448, "X4": 0.35958, "Y4": 0.1448, "page": 0, "Index": 19}, {"Word": "caripagro", "Confidence": 0.446, "X1": 0.37139, "Y1": 0.1352, "X2": 0.42126, "Y2": 0.135, "X3": 0.42126, "Y3": 0.1448, "X4": 0.37139, "Y4": 0.1448, "page": 0, "Index": 20}, {"Word": "ve", "Confidence": 0.6, "X1": 0.42388, "Y1": 0.1352, "X2": 0.43963, "Y2": 0.135, "X3": 0.43963, "Y3": 0.1458, "X4": 0.42388, "Y4": 0.1448, "page": 0, "Index": 21}, {"Word": "dercale", "Confidence": 0.628, "X1": 0.12205, "Y1": 0.1452, "X2": 0.15879, "Y2": 0.145, "X3": 0.15748, "Y3": 0.1548, "X4": 0.12073, "Y4": 0.1548, "page": 0, "Index": 22}, {"Word": "en", "Confidence": 0.803, "X1": 0.16142, "Y1": 0.1452, "X2": 0.17323, "Y2": 0.145, "X3": 0.17192, "Y3": 0.1548, "X4": 0.1601, "Y4": 0.1548, "page": 0, "Index": 23}, {"Word": "ce", "Confidence": 0.385, "X1": 0.17585, "Y1": 0.1452, "X2": 0.18766, "Y2": 0.145, "X3": 0.18766, "Y3": 0.1548, "X4": 0.17454, "Y4": 0.1548, "page": 0, "Index": 24}, {"Word": "moment", "Confidence": 0.37, "X1": 0.19029, "Y1": 0.1442, "X2": 0.23228, "Y2": 0.144, "X3": 0.23097, "Y3": 0.1548, "X4": 0.19029, "Y4": 0.1548, "page": 0, "Index": 25}, {"Word": "el", "Confidence": 0.134, "X1": 0.23491, "Y1": 0.1442, "X2": 0.24409, "Y2": 0.144, "X3": 0.24278, "Y3": 0.1548, "X4": 0.2336, "Y4": 0.1548, "page": 0, "Index": 26}, {"Word": "me", "Confidence": 0.671, "X1": 0.24672, "Y1": 0.1442, "X2": 0.26115, "Y2": 0.144, "X3": 0.26115, "Y3": 0.1548, "X4": 0.24672, "Y4": 0.1548, "page": 0, "Index": 27}, {"Word": "dire", "Confidence": 0.135, "X1": 0.26509, "Y1": 0.1442, "X2": 0.28346, "Y2": 0.144, "X3": 0.28346, "Y3": 0.1548, "X4": 0.26378, "Y4": 0.1548, "page": 0, "Index": 28}, {"Word": "pour", "Confidence": 0.818, "X1": 0.28609, "Y1": 0.1442, "X2": 0.31102, "Y2": 0.144, "X3": 0.31102, "Y3": 0.1548, "X4": 0.28609, "Y4": 0.1548, "page": 0, "Index": 29}, {"Word": "grals", "Confidence": 0.5, "X1": 0.31365, "Y1": 0.1442, "X2": 0.3399, "Y2": 0.144, "X3": 0.3399, "Y3": 0.1548, "X4": 0.31365, "Y4": 0.1548, "page": 0, "Index": 30}, {"Word": "partis", "Confidence": 0.837, "X1": 0.34252, "Y1": 0.1442, "X2": 0.37139, "Y2": 0.144, "X3": 0.37139, "Y3": 0.1548, "X4": 0.34252, "Y4": 0.1548, "page": 0, "Index": 31}, {"Word": "ils", "Confidence": 0.631, "X1": 0.37402, "Y1": 0.1442, "X2": 0.38451, "Y2": 0.144, "X3": 0.38451, "Y3": 0.1548, "X4": 0.37402, "Y4": 0.1548, "page": 0, "Index": 32}, {"Word": "#", "Confidence": 0.001, "X1": 0.38714, "Y1": 0.1442, "X2": 0.39633, "Y2": 0.144, "X3": 0.39633, "Y3": 0.1548, "X4": 0.38714, "Y4": 0.1548, "page": 0, "Index": 33}, {"Word": "pr\u00e9sentent?", "Confidence": 0.608, "X1": 0.12073, "Y1": 0.1552, "X2": 0.18241, "Y2": 0.155, "X3": 0.1811, "Y3": 0.1648, "X4": 0.11942, "Y4": 0.1648, "page": 0, "Index": 34}, {"Word": "-", "Confidence": 0.021, "X1": 0.11286, "Y1": 0.2042, "X2": 0.11811, "Y2": 0.204, "X3": 0.11811, "Y3": 0.2138, "X4": 0.11155, "Y4": 0.2138, "page": 0, "Index": 35}, {"Word": "Au", "Confidence": 0.92, "X1": 0.12073, "Y1": 0.2042, "X2": 0.13648, "Y2": 0.204, "X3": 0.13517, "Y3": 0.2138, "X4": 0.12073, "Y4": 0.2138, "page": 0, "Index": 36}, {"Word": "Canada,", "Confidence": 0.602, "X1": 0.13911, "Y1": 0.2042, "X2": 0.1811, "Y2": 0.204, "X3": 0.17979, "Y3": 0.2138, "X4": 0.1378, "Y4": 0.2138, "page": 0, "Index": 37}, {"Word": "savez-vous", "Confidence": 0.586, "X1": 0.18373, "Y1": 0.2042, "X2": 0.24016, "Y2": 0.204, "X3": 0.23885, "Y3": 0.2138, "X4": 0.18241, "Y4": 0.2138, "page": 0, "Index": 38}, {"Word": "qui", "Confidence": 0.812, "X1": 0.24278, "Y1": 0.2042, "X2": 0.25853, "Y2": 0.204, "X3": 0.25853, "Y3": 0.2138, "X4": 0.24147, "Y4": 0.2138, "page": 0, "Index": 39}, {"Word": "est", "Confidence": 0.031, "X1": 0.26115, "Y1": 0.2042, "X2": 0.27559, "Y2": 0.204, "X3": 0.27559, "Y3": 0.2138, "X4": 0.26115, "Y4": 0.2138, "page": 0, "Index": 40}, {"Word": "cursidere", "Confidence": 0.089, "X1": 0.27822, "Y1": 0.2042, "X2": 0.32677, "Y2": 0.204, "X3": 0.32677, "Y3": 0.2138, "X4": 0.27822, "Y4": 0.2138, "page": 0, "Index": 41}, {"Word": "ceraner", "Confidence": 0.115, "X1": 0.3294, "Y1": 0.2042, "X2": 0.36614, "Y2": 0.204, "X3": 0.36614, "Y3": 0.2138, "X4": 0.32808, "Y4": 0.2138, "page": 0, "Index": 42}, {"Word": "Ie", "Confidence": 0.345, "X1": 0.36877, "Y1": 0.2042, "X2": 0.37927, "Y2": 0.204, "X3": 0.37795, "Y3": 0.2138, "X4": 0.36877, "Y4": 0.2138, "page": 0, "Index": 43}, {"Word": "shel", "Confidence": 0.27, "X1": 0.38189, "Y1": 0.2042, "X2": 0.40289, "Y2": 0.204, "X3": 0.40289, "Y3": 0.2138, "X4": 0.38058, "Y4": 0.2138, "page": 0, "Index": 44}, {"Word": "de", "Confidence": 0.941, "X1": 0.40551, "Y1": 0.2042, "X2": 0.42126, "Y2": 0.204, "X3": 0.41995, "Y3": 0.2138, "X4": 0.40551, "Y4": 0.2138, "page": 0, "Index": 45}, {"Word": "J'EL", "Confidence": 0.43, "X1": 0.12073, "Y1": 0.2142, "X2": 0.14436, "Y2": 0.214, "X3": 0.14436, "Y3": 0.2238, "X4": 0.12073, "Y4": 0.2238, "page": 0, "Index": 46}, {"Word": "?.", "Confidence": 0.547, "X1": 0.15223, "Y1": 0.2142, "X2": 0.16142, "Y2": 0.214, "X3": 0.1601, "Y3": 0.2238, "X4": 0.15223, "Y4": 0.2238, "page": 0, "Index": 47}, {"Word": "ES.COM", "Confidence": 0.032, "X1": 0.16404, "Y1": 0.2142, "X2": 0.20341, "Y2": 0.214, "X3": 0.2021, "Y3": 0.2238, "X4": 0.16273, "Y4": 0.2238, "page": 0, "Index": 48}, {"Word": "(ROTATION)", "Confidence": 0.617, "X1": 0.20735, "Y1": 0.2142, "X2": 0.28346, "Y2": 0.214, "X3": 0.28215, "Y3": 0.2248, "X4": 0.20735, "Y4": 0.2238, "page": 0, "Index": 49}, {"Word": "Du", "Confidence": 0.021, "X1": 0.12992, "Y1": 0.2442, "X2": 0.14304, "Y2": 0.244, "X3": 0.14173, "Y3": 0.2528, "X4": 0.12861, "Y4": 0.2528, "page": 0, "Index": 50}, {"Word": "le", "Confidence": 0.993, "X1": 0.14436, "Y1": 0.2442, "X2": 0.15223, "Y2": 0.244, "X3": 0.15092, "Y3": 0.2528, "X4": 0.14436, "Y4": 0.2528, "page": 0, "Index": 51}, {"Word": "l'houvement", "Confidence": 0.203, "X1": 0.15354, "Y1": 0.2442, "X2": 0.20472, "Y2": 0.244, "X3": 0.20472, "Y3": 0.2528, "X4": 0.15354, "Y4": 0.2528, "page": 0, "Index": 52}, {"Word": "g\u00e5rbut", "Confidence": 0.098, "X1": 0.20735, "Y1": 0.2442, "X2": 0.23753, "Y2": 0.244, "X3": 0.23622, "Y3": 0.2528, "X4": 0.20604, "Y4": 0.2528, "page": 0, "Index": 53}, {"Word": "du", "Confidence": 0.119, "X1": 0.23885, "Y1": 0.2442, "X2": 0.25066, "Y2": 0.244, "X3": 0.25066, "Y3": 0.2528, "X4": 0.23885, "Y4": 0.2528, "page": 0, "Index": 54}, {"Word": "Cas#", "Confidence": 0.031, "X1": 0.25328, "Y1": 0.2442, "X2": 0.2874, "Y2": 0.244, "X3": 0.2874, "Y3": 0.2528, "X4": 0.25197, "Y4": 0.2528, "page": 0, "Index": 55}, {"Word": "........", "Confidence": 0.087, "X1": 0.29003, "Y1": 0.2442, "X2": 0.3189, "Y2": 0.244, "X3": 0.3189, "Y3": 0.2528, "X4": 0.29003, "Y4": 0.2528, "page": 0, "Index": 56}, {"Word": "d", "Confidence": 0.47, "X1": 0.32152, "Y1": 0.2442, "X2": 0.32808, "Y2": 0.244, "X3": 0.32808, "Y3": 0.2528, "X4": 0.32021, "Y4": 0.2528, "page": 0, "Index": 57}, {"Word": "7", "Confidence": 0.808, "X1": 0.27165, "Y1": 0.2952, "X2": 0.27953, "Y2": 0.295, "X3": 0.28084, "Y3": 0.3068, "X4": 0.27297, "Y4": 0.3078, "page": 0, "Index": 58}, {"Word": "Comment", "Confidence": 0.776, "X1": 0.12598, "Y1": 0.3942, "X2": 0.2126, "Y2": 0.394, "X3": 0.21129, "Y3": 0.4078, "X4": 0.12598, "Y4": 0.4078, "page": 0, "Index": 59}, {"Word": "poser", "Confidence": 0.996, "X1": 0.21654, "Y1": 0.3942, "X2": 0.26378, "Y2": 0.394, "X3": 0.26378, "Y3": 0.4078, "X4": 0.21522, "Y4": 0.4078, "page": 0, "Index": 60}, {"Word": "les", "Confidence": 0.998, "X1": 0.26772, "Y1": 0.3942, "X2": 0.29396, "Y2": 0.394, "X3": 0.29265, "Y3": 0.4078, "X4": 0.26772, "Y4": 0.4078, "page": 0, "Index": 61}, {"Word": "questions", "Confidence": 0.994, "X1": 0.2979, "Y1": 0.3932, "X2": 0.38189, "Y2": 0.393, "X3": 0.38058, "Y3": 0.4078, "X4": 0.29659, "Y4": 0.4078, "page": 0, "Index": 62}, {"Word": "?", "Confidence": 0.995, "X1": 0.38451, "Y1": 0.3932, "X2": 0.39633, "Y2": 0.393, "X3": 0.39501, "Y3": 0.4078, "X4": 0.38451, "Y4": 0.4078, "page": 0, "Index": 63}, {"Word": "Quelques", "Confidence": 0.465, "X1": 0.13517, "Y1": 0.4092, "X2": 0.18373, "Y2": 0.409, "X3": 0.18373, "Y3": 0.4198, "X4": 0.13648, "Y4": 0.4198, "page": 0, "Index": 64}, {"Word": "exeropics", "Confidence": 0.367, "X1": 0.18635, "Y1": 0.4102, "X2": 0.23622, "Y2": 0.41, "X3": 0.23622, "Y3": 0.4208, "X4": 0.18766, "Y4": 0.4198, "page": 0, "Index": 65}, {"Word": "de", "Confidence": 0.259, "X1": 0.23885, "Y1": 0.4102, "X2": 0.25197, "Y2": 0.41, "X3": 0.25197, "Y3": 0.4208, "X4": 0.23885, "Y4": 0.4208, "page": 0, "Index": 66}, {"Word": "mestce", "Confidence": 0.195, "X1": 0.25459, "Y1": 0.4102, "X2": 0.29134, "Y2": 0.41, "X3": 0.29134, "Y3": 0.4208, "X4": 0.25459, "Y4": 0.4208, "page": 0, "Index": 67}, {"Word": "des", "Confidence": 0.749, "X1": 0.29396, "Y1": 0.4102, "X2": 0.31102, "Y2": 0.41, "X3": 0.31102, "Y3": 0.4208, "X4": 0.29396, "Y4": 0.4208, "page": 0, "Index": 68}, {"Word": "copediskprices", "Confidence": 0.103, "X1": 0.31365, "Y1": 0.4102, "X2": 0.38976, "Y2": 0.41, "X3": 0.38976, "Y3": 0.4208, "X4": 0.31365, "Y4": 0.4208, "page": 0, "Index": 69}, {"Word": "\u00b7", "Confidence": 0.012, "X1": 0.10761, "Y1": 0.4272, "X2": 0.11155, "Y2": 0.427, "X3": 0.11024, "Y3": 0.4368, "X4": 0.1063, "Y4": 0.4368, "page": 0, "Index": 70}, {"Word": "Selon", "Confidence": 0.626, "X1": 0.11417, "Y1": 0.4272, "X2": 0.14304, "Y2": 0.427, "X3": 0.14304, "Y3": 0.4368, "X4": 0.11286, "Y4": 0.4368, "page": 0, "Index": 71}, {"Word": "vous,", "Confidence": 0.955, "X1": 0.14567, "Y1": 0.4272, "X2": 0.17454, "Y2": 0.427, "X3": 0.17323, "Y3": 0.4368, "X4": 0.14567, "Y4": 0.4368, "page": 0, "Index": 72}, {"Word": "actuellement", "Confidence": 0.282, "X1": 0.17717, "Y1": 0.4272, "X2": 0.24147, "Y2": 0.427, "X3": 0.24147, "Y3": 0.4378, "X4": 0.17585, "Y4": 0.4368, "page": 0, "Index": 73}, {"Word": "quel", "Confidence": 0.797, "X1": 0.24409, "Y1": 0.4262, "X2": 0.2664, "Y2": 0.426, "X3": 0.2664, "Y3": 0.4378, "X4": 0.24409, "Y4": 0.4378, "page": 0, "Index": 74}, {"Word": "pourcentage", "Confidence": 0.064, "X1": 0.26903, "Y1": 0.4262, "X2": 0.3294, "Y2": 0.426, "X3": 0.33071, "Y3": 0.4378, "X4": 0.26903, "Y4": 0.4378, "page": 0, "Index": 75}, {"Word": "de", "Confidence": 0.982, "X1": 0.33333, "Y1": 0.4262, "X2": 0.34514, "Y2": 0.426, "X3": 0.34514, "Y3": 0.4378, "X4": 0.33333, "Y4": 0.4378, "page": 0, "Index": 76}, {"Word": "la", "Confidence": 0.151, "X1": 0.34777, "Y1": 0.4262, "X2": 0.35827, "Y2": 0.426, "X3": 0.35827, "Y3": 0.4368, "X4": 0.34777, "Y4": 0.4368, "page": 0, "Index": 77}, {"Word": "pepulatium", "Confidence": 0.657, "X1": 0.36089, "Y1": 0.4262, "X2": 0.41339, "Y2": 0.426, "X3": 0.41339, "Y3": 0.4368, "X4": 0.36089, "Y4": 0.4368, "page": 0, "Index": 78}, {"Word": "da", "Confidence": 0.628, "X1": 0.41601, "Y1": 0.4262, "X2": 0.43176, "Y2": 0.426, "X3": 0.43307, "Y3": 0.4368, "X4": 0.41732, "Y4": 0.4368, "page": 0, "Index": 79}, {"Word": "Qu\u00e9bec", "Confidence": 0.031, "X1": 0.11417, "Y1": 0.4372, "X2": 0.15223, "Y2": 0.437, "X3": 0.15223, "Y3": 0.4478, "X4": 0.11286, "Y4": 0.4468, "page": 0, "Index": 80}, {"Word": "appole", "Confidence": 0.656, "X1": 0.15486, "Y1": 0.4372, "X2": 0.19029, "Y2": 0.437, "X3": 0.18898, "Y3": 0.4478, "X4": 0.15486, "Y4": 0.4478, "page": 0, "Index": 81}, {"Word": "la", "Confidence": 0.654, "X1": 0.19291, "Y1": 0.4372, "X2": 0.2021, "Y2": 0.437, "X3": 0.2021, "Y3": 0.4468, "X4": 0.1916, "Y4": 0.4478, "page": 0, "Index": 82}, {"Word": "souverainet\u00e9?", "Confidence": 0.321, "X1": 0.20472, "Y1": 0.4372, "X2": 0.2769, "Y2": 0.437, "X3": 0.2769, "Y3": 0.4458, "X4": 0.20472, "Y4": 0.4468, "page": 0, "Index": 83}, {"Word": ">", "Confidence": 0.007, "X1": 0.10761, "Y1": 0.4482, "X2": 0.11024, "Y2": 0.448, "X3": 0.11024, "Y3": 0.4578, "X4": 0.1063, "Y4": 0.4578, "page": 0, "Index": 84}, {"Word": "Selou", "Confidence": 0.629, "X1": 0.11286, "Y1": 0.4482, "X2": 0.14436, "Y2": 0.448, "X3": 0.14304, "Y3": 0.4578, "X4": 0.11286, "Y4": 0.4578, "page": 0, "Index": 85}, {"Word": "vous,", "Confidence": 0.623, "X1": 0.14698, "Y1": 0.4482, "X2": 0.17454, "Y2": 0.448, "X3": 0.17454, "Y3": 0.4578, "X4": 0.14567, "Y4": 0.4578, "page": 0, "Index": 86}, {"Word": "sur", "Confidence": 0.455, "X1": 0.17717, "Y1": 0.4482, "X2": 0.19423, "Y2": 0.448, "X3": 0.19291, "Y3": 0.4578, "X4": 0.17717, "Y4": 0.4578, "page": 0, "Index": 87}, {"Word": "l'ensemble", "Confidence": 0.133, "X1": 0.19685, "Y1": 0.4472, "X2": 0.25197, "Y2": 0.447, "X3": 0.25066, "Y3": 0.4578, "X4": 0.19554, "Y4": 0.4578, "page": 0, "Index": 88}, {"Word": "de", "Confidence": 0.997, "X1": 0.25459, "Y1": 0.4472, "X2": 0.2664, "Y2": 0.447, "X3": 0.2664, "Y3": 0.4578, "X4": 0.25328, "Y4": 0.4578, "page": 0, "Index": 89}, {"Word": "l'lig", "Confidence": 0.175, "X1": 0.26903, "Y1": 0.4472, "X2": 0.29003, "Y2": 0.447, "X3": 0.28871, "Y3": 0.4578, "X4": 0.26903, "Y4": 0.4578, "page": 0, "Index": 90}, {"Word": "de", "Confidence": 0.898, "X1": 0.29265, "Y1": 0.4472, "X2": 0.30577, "Y2": 0.447, "X3": 0.30577, "Y3": 0.4578, "X4": 0.29265, "Y4": 0.4578, "page": 0, "Index": 91}, {"Word": "Moptical,", "Confidence": 0.456, "X1": 0.3084, "Y1": 0.4472, "X2": 0.35696, "Y2": 0.447, "X3": 0.35696, "Y3": 0.4568, "X4": 0.3084, "Y4": 0.4578, "page": 0, "Index": 92}, {"Word": "que", "Confidence": 0.216, "X1": 0.36089, "Y1": 0.4472, "X2": 0.38189, "Y2": 0.447, "X3": 0.38058, "Y3": 0.4568, "X4": 0.35958, "Y4": 0.4568, "page": 0, "Index": 93}, {"Word": "de", "Confidence": 0.998, "X1": 0.17848, "Y1": 0.4582, "X2": 0.19029, "Y2": 0.458, "X3": 0.19029, "Y3": 0.4678, "X4": 0.17848, "Y4": 0.4688, "page": 0, "Index": 94}, {"Word": "la", "Confidence": 0.991, "X1": 0.19291, "Y1": 0.4582, "X2": 0.2021, "Y2": 0.458, "X3": 0.2021, "Y3": 0.4678, "X4": 0.19291, "Y4": 0.4678, "page": 0, "Index": 95}, {"Word": "population", "Confidence": 0.454, "X1": 0.20604, "Y1": 0.4582, "X2": 0.25984, "Y2": 0.458, "X3": 0.25984, "Y3": 0.4678, "X4": 0.20472, "Y4": 0.4678, "page": 0, "Index": 96}, {"Word": "est", "Confidence": 0.929, "X1": 0.26247, "Y1": 0.4582, "X2": 0.2769, "Y2": 0.458, "X3": 0.2769, "Y3": 0.4678, "X4": 0.26247, "Y4": 0.4678, "page": 0, "Index": 97}, {"Word": "pourcentage", "Confidence": 0.093, "X1": 0.11417, "Y1": 0.4582, "X2": 0.17585, "Y2": 0.458, "X3": 0.17585, "Y3": 0.4688, "X4": 0.11417, "Y4": 0.4688, "page": 0, "Index": 98}, {"Word": "englophone", "Confidence": 0.605, "X1": 0.27953, "Y1": 0.4582, "X2": 0.33727, "Y2": 0.458, "X3": 0.33727, "Y3": 0.4688, "X4": 0.27953, "Y4": 0.4678, "page": 0, "Index": 99}, {"Word": "(est", "Confidence": 0.77, "X1": 0.34121, "Y1": 0.4582, "X2": 0.35958, "Y2": 0.458, "X3": 0.35958, "Y3": 0.4688, "X4": 0.3399, "Y4": 0.4688, "page": 0, "Index": 100}, {"Word": "de", "Confidence": 0.902, "X1": 0.3622, "Y1": 0.4582, "X2": 0.37533, "Y2": 0.458, "X3": 0.37402, "Y3": 0.4688, "X4": 0.3622, "Y4": 0.4688, "page": 0, "Index": 101}, {"Word": "langue", "Confidence": 0.203, "X1": 0.37795, "Y1": 0.4582, "X2": 0.4147, "Y2": 0.458, "X3": 0.4147, "Y3": 0.4698, "X4": 0.37664, "Y4": 0.4698, "page": 0, "Index": 102}, {"Word": "astet", "Confidence": 0.04, "X1": 0.1168, "Y1": 0.4692, "X2": 0.14042, "Y2": 0.469, "X3": 0.14042, "Y3": 0.4788, "X4": 0.1168, "Y4": 0.4788, "page": 0, "Index": 103}, {"Word": "nelle", "Confidence": 0.827, "X1": 0.14304, "Y1": 0.4692, "X2": 0.16798, "Y2": 0.469, "X3": 0.16667, "Y3": 0.4788, "X4": 0.14304, "Y4": 0.4788, "page": 0, "Index": 104}, {"Word": "anglaise", "Confidence": 0.346, "X1": 0.1706, "Y1": 0.4692, "X2": 0.21129, "Y2": 0.469, "X3": 0.20997, "Y3": 0.4788, "X4": 0.16929, "Y4": 0.4788, "page": 0, "Index": 105}, {"Word": "???", "Confidence": 0.025, "X1": 0.2126, "Y1": 0.4692, "X2": 0.22966, "Y2": 0.469, "X3": 0.22966, "Y3": 0.4788, "X4": 0.2126, "Y4": 0.4788, "page": 0, "Index": 106}, {"Word": ".", "Confidence": 0.012, "X1": 0.10761, "Y1": 0.4802, "X2": 0.11155, "Y2": 0.48, "X3": 0.11024, "Y3": 0.4898, "X4": 0.1063, "Y4": 0.4898, "page": 0, "Index": 107}, {"Word": "Potrvez-vous", "Confidence": 0.473, "X1": 0.11417, "Y1": 0.4802, "X2": 0.17323, "Y2": 0.48, "X3": 0.17192, "Y3": 0.4898, "X4": 0.11286, "Y4": 0.4898, "page": 0, "Index": 108}, {"Word": "ille", "Confidence": 0.068, "X1": 0.17585, "Y1": 0.4802, "X2": 0.19029, "Y2": 0.48, "X3": 0.18898, "Y3": 0.4898, "X4": 0.17454, "Y4": 0.4898, "page": 0, "Index": 109}, {"Word": "dist", "Confidence": 0.309, "X1": 0.1916, "Y1": 0.4802, "X2": 0.20997, "Y2": 0.48, "X3": 0.20866, "Y3": 0.4888, "X4": 0.1916, "Y4": 0.4898, "page": 0, "Index": 110}, {"Word": "le", "Confidence": 0.467, "X1": 0.2126, "Y1": 0.4802, "X2": 0.22047, "Y2": 0.48, "X3": 0.22047, "Y3": 0.4888, "X4": 0.21129, "Y4": 0.4888, "page": 0, "Index": 111}, {"Word": "odarlo", "Confidence": 0.158, "X1": 0.2231, "Y1": 0.4802, "X2": 0.25853, "Y2": 0.48, "X3": 0.25722, "Y3": 0.4888, "X4": 0.2231, "Y4": 0.4888, "page": 0, "Index": 112}, {"Word": "premier", "Confidence": 0.691, "X1": 0.26115, "Y1": 0.4792, "X2": 0.30052, "Y2": 0.479, "X3": 0.30052, "Y3": 0.4888, "X4": 0.25984, "Y4": 0.4888, "page": 0, "Index": 113}, {"Word": "fifth", "Confidence": 0.042, "X1": 0.30315, "Y1": 0.4792, "X2": 0.32546, "Y2": 0.479, "X3": 0.32415, "Y3": 0.4888, "X4": 0.30184, "Y4": 0.4888, "page": 0, "Index": 114}, {"Word": "de", "Confidence": 0.902, "X1": 0.32808, "Y1": 0.4792, "X2": 0.3399, "Y2": 0.479, "X3": 0.33858, "Y3": 0.4888, "X4": 0.32677, "Y4": 0.4888, "page": 0, "Index": 115}, {"Word": "ficriou", "Confidence": 0.293, "X1": 0.34252, "Y1": 0.4792, "X2": 0.37533, "Y2": 0.479, "X3": 0.37402, "Y3": 0.4888, "X4": 0.34121, "Y4": 0.4888, "page": 0, "Index": 116}, {"Word": "r\u00e9alis\u00e9", "Confidence": 0.13, "X1": 0.37795, "Y1": 0.4792, "X2": 0.41207, "Y2": 0.479, "X3": 0.41076, "Y3": 0.4888, "X4": 0.37664, "Y4": 0.4888, "page": 0, "Index": 117}, {"Word": "au", "Confidence": 0.479, "X1": 0.4147, "Y1": 0.4792, "X2": 0.42782, "Y2": 0.479, "X3": 0.42651, "Y3": 0.4888, "X4": 0.41339, "Y4": 0.4888, "page": 0, "Index": 118}, {"Word": "Qu\u00e9bey?", "Confidence": 0.091, "X1": 0.11417, "Y1": 0.4882, "X2": 0.16273, "Y2": 0.488, "X3": 0.16142, "Y3": 0.4988, "X4": 0.11417, "Y4": 0.4998, "page": 0, "Index": 119}, {"Word": ".", "Confidence": 0.041, "X1": 0.10761, "Y1": 0.5012, "X2": 0.11286, "Y2": 0.501, "X3": 0.11155, "Y3": 0.5108, "X4": 0.1063, "Y4": 0.5108, "page": 0, "Index": 120}, {"Word": "A", "Confidence": 0.841, "X1": 0.11549, "Y1": 0.5012, "X2": 0.12336, "Y2": 0.501, "X3": 0.12205, "Y3": 0.5108, "X4": 0.11417, "Y4": 0.5108, "page": 0, "Index": 121}, {"Word": "votre", "Confidence": 0.902, "X1": 0.12598, "Y1": 0.5012, "X2": 0.15223, "Y2": 0.501, "X3": 0.15223, "Y3": 0.5108, "X4": 0.12467, "Y4": 0.5108, "page": 0, "Index": 122}, {"Word": "avis,", "Confidence": 0.663, "X1": 0.15486, "Y1": 0.5012, "X2": 0.17848, "Y2": 0.501, "X3": 0.17848, "Y3": 0.5108, "X4": 0.15486, "Y4": 0.5108, "page": 0, "Index": 123}, {"Word": "est-ce", "Confidence": 0.595, "X1": 0.1811, "Y1": 0.5012, "X2": 0.21129, "Y2": 0.501, "X3": 0.21129, "Y3": 0.5108, "X4": 0.1811, "Y4": 0.5108, "page": 0, "Index": 124}, {"Word": "que,", "Confidence": 0.933, "X1": 0.21391, "Y1": 0.5002, "X2": 0.23622, "Y2": 0.5, "X3": 0.23622, "Y3": 0.5108, "X4": 0.21391, "Y4": 0.5108, "page": 0, "Index": 125}, {"Word": "actuellement,", "Confidence": 0.189, "X1": 0.23885, "Y1": 0.5002, "X2": 0.30709, "Y2": 0.5, "X3": 0.30577, "Y3": 0.5108, "X4": 0.23885, "Y4": 0.5108, "page": 0, "Index": 126}, {"Word": "la", "Confidence": 0.941, "X1": 0.30971, "Y1": 0.5002, "X2": 0.31759, "Y2": 0.5, "X3": 0.31759, "Y3": 0.5108, "X4": 0.3084, "Y4": 0.5108, "page": 0, "Index": 127}, {"Word": "peine", "Confidence": 0.371, "X1": 0.32021, "Y1": 0.5002, "X2": 0.34908, "Y2": 0.5, "X3": 0.34777, "Y3": 0.5108, "X4": 0.32021, "Y4": 0.5108, "page": 0, "Index": 128}, {"Word": "de", "Confidence": 0.993, "X1": 0.35171, "Y1": 0.5012, "X2": 0.36483, "Y2": 0.501, "X3": 0.36352, "Y3": 0.5098, "X4": 0.35039, "Y4": 0.5108, "page": 0, "Index": 129}, {"Word": "mert", "Confidence": 0.765, "X1": 0.36745, "Y1": 0.5012, "X2": 0.38976, "Y2": 0.501, "X3": 0.38976, "Y3": 0.5098, "X4": 0.36614, "Y4": 0.5098, "page": 0, "Index": 130}, {"Word": "existe", "Confidence": 0.435, "X1": 0.39239, "Y1": 0.5012, "X2": 0.42651, "Y2": 0.501, "X3": 0.4252, "Y3": 0.5098, "X4": 0.39239, "Y4": 0.5098, "page": 0, "Index": 131}, {"Word": "Ans", "Confidence": 0.002, "X1": 0.11417, "Y1": 0.5112, "X2": 0.12992, "Y2": 0.511, "X3": 0.12992, "Y3": 0.5198, "X4": 0.11417, "Y4": 0.5208, "page": 0, "Index": 132}, {"Word": "Caranifa?", "Confidence": 0.274, "X1": 0.13517, "Y1": 0.5112, "X2": 0.17454, "Y2": 0.511, "X3": 0.17454, "Y3": 0.5198, "X4": 0.13517, "Y4": 0.5198, "page": 0, "Index": 133}, {"Word": "2", "Confidence": 0.504, "X1": 0.31365, "Y1": 0.5312, "X2": 0.3189, "Y2": 0.531, "X3": 0.3189, "Y3": 0.5388, "X4": 0.31365, "Y4": 0.5388, "page": 0, "Index": 134}, {"Word": ".Etselon", "Confidence": 0.428, "X1": 0.11024, "Y1": 0.5502, "X2": 0.15617, "Y2": 0.55, "X3": 0.15486, "Y3": 0.5598, "X4": 0.10892, "Y4": 0.5598, "page": 0, "Index": 135}, {"Word": "vous,", "Confidence": 0.618, "X1": 0.15879, "Y1": 0.5492, "X2": 0.18635, "Y2": 0.549, "X3": 0.18504, "Y3": 0.5598, "X4": 0.15748, "Y4": 0.5598, "page": 0, "Index": 136}, {"Word": "en", "Confidence": 0.762, "X1": 0.18898, "Y1": 0.5492, "X2": 0.2021, "Y2": 0.549, "X3": 0.20079, "Y3": 0.5598, "X4": 0.18766, "Y4": 0.5598, "page": 0, "Index": 137}, {"Word": "quelle", "Confidence": 0.568, "X1": 0.20472, "Y1": 0.5492, "X2": 0.23491, "Y2": 0.549, "X3": 0.2336, "Y3": 0.5598, "X4": 0.20341, "Y4": 0.5598, "page": 0, "Index": 138}, {"Word": "ann\u00e9e", "Confidence": 0.251, "X1": 0.23753, "Y1": 0.5492, "X2": 0.26772, "Y2": 0.549, "X3": 0.2664, "Y3": 0.5598, "X4": 0.23622, "Y4": 0.5598, "page": 0, "Index": 139}, {"Word": "la", "Confidence": 0.848, "X1": 0.27034, "Y1": 0.5492, "X2": 0.27953, "Y2": 0.549, "X3": 0.27822, "Y3": 0.5598, "X4": 0.26903, "Y4": 0.5598, "page": 0, "Index": 140}, {"Word": "peine", "Confidence": 0.663, "X1": 0.28215, "Y1": 0.5492, "X2": 0.30971, "Y2": 0.549, "X3": 0.3084, "Y3": 0.5598, "X4": 0.28084, "Y4": 0.5598, "page": 0, "Index": 141}, {"Word": "de", "Confidence": 0.942, "X1": 0.31234, "Y1": 0.5502, "X2": 0.32415, "Y2": 0.55, "X3": 0.32415, "Y3": 0.5598, "X4": 0.31102, "Y4": 0.5598, "page": 0, "Index": 142}, {"Word": "mort", "Confidence": 0.645, "X1": 0.32677, "Y1": 0.5502, "X2": 0.35039, "Y2": 0.55, "X3": 0.35039, "Y3": 0.5598, "X4": 0.32677, "Y4": 0.5598, "page": 0, "Index": 143}, {"Word": "a-t-elle", "Confidence": 0.226, "X1": 0.35302, "Y1": 0.5502, "X2": 0.38976, "Y2": 0.55, "X3": 0.38845, "Y3": 0.5588, "X4": 0.35302, "Y4": 0.5598, "page": 0, "Index": 144}, {"Word": "dif", "Confidence": 0.007, "X1": 0.39239, "Y1": 0.5502, "X2": 0.41076, "Y2": 0.55, "X3": 0.40945, "Y3": 0.5588, "X4": 0.39108, "Y4": 0.5588, "page": 0, "Index": 145}, {"Word": "abolic?", "Confidence": 0.666, "X1": 0.11549, "Y1": 0.5602, "X2": 0.15354, "Y2": 0.56, "X3": 0.15354, "Y3": 0.5698, "X4": 0.11549, "Y4": 0.5698, "page": 0, "Index": 146}, {"Word": "8", "Confidence": 0.979, "X1": 0.27034, "Y1": 0.6022, "X2": 0.28215, "Y2": 0.602, "X3": 0.28215, "Y3": 0.6148, "X4": 0.27034, "Y4": 0.6148, "page": 0, "Index": 147}, {"Word": ".-", "Confidence": 0.625, "X1": 0.88976, "Y1": 0.6082, "X2": 0.90289, "Y2": 0.608, "X3": 0.90289, "Y3": 0.6148, "X4": 0.88976, "Y4": 0.6138, "page": 0, "Index": 148}, {"Word": "--", "Confidence": 0.622, "X1": 0.78478, "Y1": 0.6322, "X2": 0.80052, "Y2": 0.632, "X3": 0.80052, "Y3": 0.6398, "X4": 0.78478, "Y4": 0.6388, "page": 0, "Index": 149}, {"Word": "-", "Confidence": 0.667, "X1": 0.80971, "Y1": 0.6322, "X2": 0.81496, "Y2": 0.632, "X3": 0.81496, "Y3": 0.6398, "X4": 0.80971, "Y4": 0.6398, "page": 0, "Index": 150}, {"Word": "Comment", "Confidence": 0.962, "X1": 0.13911, "Y1": 0.7082, "X2": 0.22572, "Y2": 0.708, "X3": 0.22703, "Y3": 0.7248, "X4": 0.13911, "Y4": 0.7238, "page": 0, "Index": 151}, {"Word": "poser", "Confidence": 0.976, "X1": 0.23097, "Y1": 0.7082, "X2": 0.2769, "Y2": 0.708, "X3": 0.27822, "Y3": 0.7248, "X4": 0.23097, "Y4": 0.7248, "page": 0, "Index": 152}, {"Word": "les", "Confidence": 0.946, "X1": 0.28084, "Y1": 0.7082, "X2": 0.30577, "Y2": 0.708, "X3": 0.30577, "Y3": 0.7238, "X4": 0.28215, "Y4": 0.7248, "page": 0, "Index": 153}, {"Word": "questions", "Confidence": 0.693, "X1": 0.30971, "Y1": 0.7082, "X2": 0.3937, "Y2": 0.708, "X3": 0.3937, "Y3": 0.7238, "X4": 0.31102, "Y4": 0.7238, "page": 0, "Index": 154}, {"Word": "?", "Confidence": 0.893, "X1": 0.39764, "Y1": 0.7082, "X2": 0.40945, "Y2": 0.708, "X3": 0.41076, "Y3": 0.7238, "X4": 0.39895, "Y4": 0.7238, "page": 0, "Index": 155}, {"Word": "Derni\u00e8rement,", "Confidence": 0.998, "X1": 0.11549, "Y1": 0.7462, "X2": 0.20866, "Y2": 0.746, "X3": 0.20866, "Y3": 0.7598, "X4": 0.1168, "Y4": 0.7608, "page": 0, "Index": 156}, {"Word": "un", "Confidence": 0.795, "X1": 0.2126, "Y1": 0.7462, "X2": 0.22966, "Y2": 0.746, "X3": 0.22966, "Y3": 0.7598, "X4": 0.2126, "Y4": 0.7598, "page": 0, "Index": 157}, {"Word": "antenr", "Confidence": 0.265, "X1": 0.2336, "Y1": 0.7462, "X2": 0.27428, "Y2": 0.746, "X3": 0.27428, "Y3": 0.7598, "X4": 0.2336, "Y4": 0.7598, "page": 0, "Index": 158}, {"Word": "qu\u00e9b\u00e9cois", "Confidence": 1, "X1": 0.27822, "Y1": 0.7462, "X2": 0.34383, "Y2": 0.746, "X3": 0.34252, "Y3": 0.7598, "X4": 0.27822, "Y4": 0.7598, "page": 0, "Index": 159}, {"Word": "d'origine", "Confidence": 1, "X1": 0.34777, "Y1": 0.7462, "X2": 0.41207, "Y2": 0.746, "X3": 0.41207, "Y3": 0.7598, "X4": 0.34646, "Y4": 0.7598, "page": 0, "Index": 160}, {"Word": "ha\u00eftienne", "Confidence": 0.043, "X1": 0.11417, "Y1": 0.7592, "X2": 0.17454, "Y2": 0.759, "X3": 0.17585, "Y3": 0.7728, "X4": 0.11549, "Y4": 0.7738, "page": 0, "Index": 161}, {"Word": "a", "Confidence": 0.997, "X1": 0.17848, "Y1": 0.7602, "X2": 0.18635, "Y2": 0.76, "X3": 0.18635, "Y3": 0.7728, "X4": 0.17848, "Y4": 0.7728, "page": 0, "Index": 162}, {"Word": "gagn\u00e9", "Confidence": 0.621, "X1": 0.19029, "Y1": 0.7602, "X2": 0.22966, "Y2": 0.76, "X3": 0.22966, "Y3": 0.7728, "X4": 0.19029, "Y4": 0.7728, "page": 0, "Index": 163}, {"Word": "un", "Confidence": 0.932, "X1": 0.2336, "Y1": 0.7602, "X2": 0.25066, "Y2": 0.76, "X3": 0.25066, "Y3": 0.7728, "X4": 0.2336, "Y4": 0.7728, "page": 0, "Index": 164}, {"Word": "prix", "Confidence": 0.879, "X1": 0.25459, "Y1": 0.7602, "X2": 0.28084, "Y2": 0.76, "X3": 0.28084, "Y3": 0.7728, "X4": 0.25459, "Y4": 0.7728, "page": 0, "Index": 165}, {"Word": "litt\u00e9raue", "Confidence": 0.614, "X1": 0.28346, "Y1": 0.7602, "X2": 0.34121, "Y2": 0.76, "X3": 0.34121, "Y3": 0.7728, "X4": 0.28346, "Y4": 0.7728, "page": 0, "Index": 166}, {"Word": "en", "Confidence": 0.997, "X1": 0.34514, "Y1": 0.7602, "X2": 0.36089, "Y2": 0.76, "X3": 0.36089, "Y3": 0.7728, "X4": 0.34383, "Y4": 0.7728, "page": 0, "Index": 167}, {"Word": "France.", "Confidence": 0.962, "X1": 0.36352, "Y1": 0.7612, "X2": 0.41732, "Y2": 0.761, "X3": 0.41601, "Y3": 0.7728, "X4": 0.36352, "Y4": 0.7728, "page": 0, "Index": 168}, {"Word": "Pouvez-vous", "Confidence": 0.214, "X1": 0.11811, "Y1": 0.7732, "X2": 0.19816, "Y2": 0.773, "X3": 0.19816, "Y3": 0.7858, "X4": 0.11811, "Y4": 0.7868, "page": 0, "Index": 169}, {"Word": "me", "Confidence": 0.961, "X1": 0.2021, "Y1": 0.7732, "X2": 0.2231, "Y2": 0.773, "X3": 0.2231, "Y3": 0.7858, "X4": 0.2021, "Y4": 0.7858, "page": 0, "Index": 170}, {"Word": "donner", "Confidence": 0.888, "X1": 0.22703, "Y1": 0.7732, "X2": 0.27165, "Y2": 0.773, "X3": 0.27165, "Y3": 0.7858, "X4": 0.22572, "Y4": 0.7858, "page": 0, "Index": 171}, {"Word": "le", "Confidence": 0.978, "X1": 0.27559, "Y1": 0.7732, "X2": 0.2874, "Y2": 0.773, "X3": 0.2874, "Y3": 0.7858, "X4": 0.27559, "Y4": 0.7858, "page": 0, "Index": 172}, {"Word": "nom", "Confidence": 0.769, "X1": 0.29134, "Y1": 0.7732, "X2": 0.3189, "Y2": 0.773, "X3": 0.3189, "Y3": 0.7858, "X4": 0.29003, "Y4": 0.7858, "page": 0, "Index": 173}, {"Word": "de", "Confidence": 0.965, "X1": 0.32677, "Y1": 0.7732, "X2": 0.34252, "Y2": 0.773, "X3": 0.34252, "Y3": 0.7858, "X4": 0.32546, "Y4": 0.7858, "page": 0, "Index": 174}, {"Word": "cet", "Confidence": 0.334, "X1": 0.34646, "Y1": 0.7732, "X2": 0.36483, "Y2": 0.773, "X3": 0.36483, "Y3": 0.7858, "X4": 0.34646, "Y4": 0.7858, "page": 0, "Index": 175}, {"Word": "auteur?", "Confidence": 0.981, "X1": 0.36877, "Y1": 0.7742, "X2": 0.41995, "Y2": 0.774, "X3": 0.41864, "Y3": 0.7868, "X4": 0.36877, "Y4": 0.7858, "page": 0, "Index": 176}, {"Word": ".", "Confidence": 0.477, "X1": 0.11811, "Y1": 0.7872, "X2": 0.12467, "Y2": 0.787, "X3": 0.12336, "Y3": 0.7998, "X4": 0.1168, "Y4": 0.7998, "page": 0, "Index": 177}, {"Word": "Bonne", "Confidence": 0.93, "X1": 0.1273, "Y1": 0.7862, "X2": 0.1601, "Y2": 0.786, "X3": 0.15879, "Y3": 0.7988, "X4": 0.12598, "Y4": 0.7998, "page": 0, "Index": 178}, {"Word": "r\u00e9ponse", "Confidence": 0.722, "X1": 0.16273, "Y1": 0.7862, "X2": 0.20866, "Y2": 0.786, "X3": 0.20866, "Y3": 0.7988, "X4": 0.16273, "Y4": 0.7988, "page": 0, "Index": 179}, {"Word": "(Dany", "Confidence": 0.997, "X1": 0.2126, "Y1": 0.7862, "X2": 0.25197, "Y2": 0.786, "X3": 0.25066, "Y3": 0.7998, "X4": 0.21129, "Y4": 0.7988, "page": 0, "Index": 180}, {"Word": "Laferri\u00e8re).", "Confidence": 0.222, "X1": 0.25459, "Y1": 0.7882, "X2": 0.36745, "Y2": 0.788, "X3": 0.36745, "Y3": 0.8008, "X4": 0.25459, "Y4": 0.7998, "page": 0, "Index": 181}, {"Word": "1", "Confidence": 0.192, "X1": 0.37139, "Y1": 0.7892, "X2": 0.38189, "Y2": 0.789, "X3": 0.38189, "Y3": 0.8008, "X4": 0.37139, "Y4": 0.8008, "page": 0, "Index": 182}, {"Word": "\u00b7", "Confidence": 0.009, "X1": 0.1168, "Y1": 0.7992, "X2": 0.12205, "Y2": 0.799, "X3": 0.12205, "Y3": 0.8118, "X4": 0.1168, "Y4": 0.8118, "page": 0, "Index": 183}, {"Word": "Mauvais\u00e8", "Confidence": 0.185, "X1": 0.12467, "Y1": 0.8002, "X2": 0.1811, "Y2": 0.8, "X3": 0.1811, "Y3": 0.8118, "X4": 0.12467, "Y4": 0.8118, "page": 0, "Index": 184}, {"Word": "r\u00e9ponse", "Confidence": 0.618, "X1": 0.18504, "Y1": 0.8012, "X2": 0.23097, "Y2": 0.801, "X3": 0.23097, "Y3": 0.8118, "X4": 0.18504, "Y4": 0.8118, "page": 0, "Index": 185}, {"Word": "...............................", "Confidence": 0.014, "X1": 0.23491, "Y1": 0.8022, "X2": 0.37139, "Y2": 0.802, "X3": 0.37139, "Y3": 0.8128, "X4": 0.23491, "Y4": 0.8118, "page": 0, "Index": 186}, {"Word": "2", "Confidence": 0.268, "X1": 0.37402, "Y1": 0.8022, "X2": 0.38189, "Y2": 0.802, "X3": 0.38189, "Y3": 0.8128, "X4": 0.37402, "Y4": 0.8128, "page": 0, "Index": 187}, {"Word": "\u00b7", "Confidence": 0.043, "X1": 0.11549, "Y1": 0.8112, "X2": 0.12205, "Y2": 0.811, "X3": 0.12205, "Y3": 0.8248, "X4": 0.11417, "Y4": 0.8248, "page": 0, "Index": 188}, {"Word": "Ne", "Confidence": 0.884, "X1": 0.12598, "Y1": 0.8112, "X2": 0.14304, "Y2": 0.811, "X3": 0.14173, "Y3": 0.8248, "X4": 0.12467, "Y4": 0.8248, "page": 0, "Index": 189}, {"Word": "sait", "Confidence": 0.852, "X1": 0.14567, "Y1": 0.8112, "X2": 0.16667, "Y2": 0.811, "X3": 0.16535, "Y3": 0.8248, "X4": 0.14567, "Y4": 0.8248, "page": 0, "Index": 190}, {"Word": "pas,", "Confidence": 0.847, "X1": 0.16929, "Y1": 0.8112, "X2": 0.1916, "Y2": 0.811, "X3": 0.1916, "Y3": 0.8248, "X4": 0.16929, "Y4": 0.8248, "page": 0, "Index": 191}, {"Word": "n'a", "Confidence": 0.979, "X1": 0.19554, "Y1": 0.8122, "X2": 0.21391, "Y2": 0.812, "X3": 0.21391, "Y3": 0.8248, "X4": 0.19423, "Y4": 0.8248, "page": 0, "Index": 192}, {"Word": "pas", "Confidence": 0.97, "X1": 0.21785, "Y1": 0.8122, "X2": 0.23622, "Y2": 0.812, "X3": 0.23622, "Y3": 0.8248, "X4": 0.21785, "Y4": 0.8248, "page": 0, "Index": 193}, {"Word": "entendu", "Confidence": 0.955, "X1": 0.24016, "Y1": 0.8122, "X2": 0.28609, "Y2": 0.812, "X3": 0.28609, "Y3": 0.8248, "X4": 0.24016, "Y4": 0.8248, "page": 0, "Index": 194}, {"Word": "perles", "Confidence": 0.626, "X1": 0.29003, "Y1": 0.8132, "X2": 0.32283, "Y2": 0.813, "X3": 0.32152, "Y3": 0.8248, "X4": 0.28871, "Y4": 0.8248, "page": 0, "Index": 195}, {"Word": ".........", "Confidence": 0.068, "X1": 0.32546, "Y1": 0.8132, "X2": 0.37008, "Y2": 0.813, "X3": 0.37008, "Y3": 0.8248, "X4": 0.32546, "Y4": 0.8248, "page": 0, "Index": 196}, {"Word": "3", "Confidence": 0.727, "X1": 0.37402, "Y1": 0.8132, "X2": 0.38189, "Y2": 0.813, "X3": 0.38189, "Y3": 0.8248, "X4": 0.37402, "Y4": 0.8248, "page": 0, "Index": 197}, {"Word": "\"", "Confidence": 0.007, "X1": 0.10761, "Y1": 0.8282, "X2": 0.11286, "Y2": 0.828, "X3": 0.11155, "Y3": 0.8428, "X4": 0.1063, "Y4": 0.8428, "page": 0, "Index": 198}, {"Word": "Pouvez-vous", "Confidence": 0.806, "X1": 0.1168, "Y1": 0.8282, "X2": 0.20079, "Y2": 0.828, "X3": 0.19948, "Y3": 0.8418, "X4": 0.11549, "Y4": 0.8428, "page": 0, "Index": 199}, {"Word": "me", "Confidence": 0.667, "X1": 0.20341, "Y1": 0.8282, "X2": 0.22441, "Y2": 0.828, "X3": 0.22441, "Y3": 0.8418, "X4": 0.20341, "Y4": 0.8418, "page": 0, "Index": 200}, {"Word": "dire", "Confidence": 0.909, "X1": 0.22835, "Y1": 0.8282, "X2": 0.25328, "Y2": 0.828, "X3": 0.25197, "Y3": 0.8408, "X4": 0.22703, "Y4": 0.8418, "page": 0, "Index": 201}, {"Word": "en", "Confidence": 0.995, "X1": 0.25722, "Y1": 0.8282, "X2": 0.27297, "Y2": 0.828, "X3": 0.27297, "Y3": 0.8408, "X4": 0.25591, "Y4": 0.8408, "page": 0, "Index": 202}, {"Word": "quelle", "Confidence": 0.877, "X1": 0.2769, "Y1": 0.8282, "X2": 0.31759, "Y2": 0.828, "X3": 0.31627, "Y3": 0.8408, "X4": 0.27559, "Y4": 0.8408, "page": 0, "Index": 203}, {"Word": "ann\u00e9e", "Confidence": 0.304, "X1": 0.32021, "Y1": 0.8282, "X2": 0.35958, "Y2": 0.828, "X3": 0.35958, "Y3": 0.8408, "X4": 0.32021, "Y4": 0.8408, "page": 0, "Index": 204}, {"Word": "les", "Confidence": 0.847, "X1": 0.36352, "Y1": 0.8292, "X2": 0.38583, "Y2": 0.829, "X3": 0.38451, "Y3": 0.8408, "X4": 0.3622, "Y4": 0.8408, "page": 0, "Index": 205}, {"Word": "Autochtones", "Confidence": 0.791, "X1": 0.1168, "Y1": 0.8412, "X2": 0.19948, "Y2": 0.841, "X3": 0.19816, "Y3": 0.8548, "X4": 0.1168, "Y4": 0.8548, "page": 0, "Index": 206}, {"Word": "ont", "Confidence": 0.515, "X1": 0.2021, "Y1": 0.8412, "X2": 0.22441, "Y2": 0.841, "X3": 0.2231, "Y3": 0.8538, "X4": 0.20079, "Y4": 0.8548, "page": 0, "Index": 207}, {"Word": "obtenu", "Confidence": 0.656, "X1": 0.22835, "Y1": 0.8422, "X2": 0.27297, "Y2": 0.842, "X3": 0.27165, "Y3": 0.8538, "X4": 0.22703, "Y4": 0.8538, "page": 0, "Index": 208}, {"Word": "le", "Confidence": 0.943, "X1": 0.2769, "Y1": 0.8422, "X2": 0.28871, "Y2": 0.842, "X3": 0.2874, "Y3": 0.8538, "X4": 0.27559, "Y4": 0.8538, "page": 0, "Index": 209}, {"Word": "droit", "Confidence": 0.97, "X1": 0.29134, "Y1": 0.8422, "X2": 0.32546, "Y2": 0.842, "X3": 0.32415, "Y3": 0.8538, "X4": 0.29134, "Y4": 0.8538, "page": 0, "Index": 210}, {"Word": "de", "Confidence": 0.998, "X1": 0.32808, "Y1": 0.8422, "X2": 0.34383, "Y2": 0.842, "X3": 0.34252, "Y3": 0.8538, "X4": 0.32677, "Y4": 0.8538, "page": 0, "Index": 211}, {"Word": "vote", "Confidence": 0.937, "X1": 0.34777, "Y1": 0.8422, "X2": 0.37664, "Y2": 0.842, "X3": 0.37533, "Y3": 0.8538, "X4": 0.34646, "Y4": 0.8538, "page": 0, "Index": 212}, {"Word": "au", "Confidence": 0.939, "X1": 0.37927, "Y1": 0.8422, "X2": 0.39764, "Y2": 0.842, "X3": 0.39633, "Y3": 0.8538, "X4": 0.37795, "Y4": 0.8538, "page": 0, "Index": 213}, {"Word": "Qu\u00e9bec?", "Confidence": 0.668, "X1": 0.11549, "Y1": 0.8542, "X2": 0.17717, "Y2": 0.854, "X3": 0.17585, "Y3": 0.8678, "X4": 0.11549, "Y4": 0.8688, "page": 0, "Index": 214}, {"Word": "9", "Confidence": 0.747, "X1": 0.27034, "Y1": 0.9072, "X2": 0.27953, "Y2": 0.907, "X3": 0.28084, "Y3": 0.9188, "X4": 0.27165, "Y4": 0.9198, "page": 0, "Index": 215}, {"Word": "Claire", "Confidence": 0.647, "X1": 0.73491, "Y1": 0.9582, "X2": 0.77034, "Y2": 0.958, "X3": 0.77034, "Y3": 0.9698, "X4": 0.73491, "Y4": 0.9698, "page": 0, "Index": 216}, {"Word": "Durand,", "Confidence": 0.909, "X1": 0.77428, "Y1": 0.9582, "X2": 0.82415, "Y2": 0.958, "X3": 0.82415, "Y3": 0.9688, "X4": 0.77428, "Y4": 0.9698, "page": 0, "Index": 217}, {"Word": "19/02/2013", "Confidence": 0.747, "X1": 0.82677, "Y1": 0.9572, "X2": 0.89501, "Y2": 0.957, "X3": 0.89501, "Y3": 0.9688, "X4": 0.82677, "Y4": 0.9688, "page": 0, "Index": 218}]}
"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"
fflp0103
0
{"lines_data": [{"Word": "THE TOBACCO INSTITUTE", "Confidence": 0.97667, "X1": 0.21294, "Y1": 0.0832, "X2": 0.60377, "Y2": 0.083, "X3": 0.60377, "Y3": 0.1068, "X4": 0.21294, "Y4": 0.1078, "page": 0}, {"Word": "-", "Confidence": 0.736, "X1": 0.82075, "Y1": 0.0992, "X2": 0.85714, "Y2": 0.099, "X3": 0.85714, "Y3": 0.1078, "X4": 0.82075, "Y4": 0.1078, "page": 0}, {"Word": "NACURITY PACIFIC PLAZA. SUITE 1740", "Confidence": 0.6688, "X1": 0.36523, "Y1": 0.1062, "X2": 0.59973, "Y2": 0.106, "X3": 0.59973, "Y3": 0.1178, "X4": 0.36523, "Y4": 0.1198, "page": 0}, {"Word": "PAUL A. LACOMMON", "Confidence": 0.477, "X1": 0.74124, "Y1": 0.1072, "X2": 0.85849, "Y2": 0.107, "X3": 0.85849, "Y3": 0.1188, "X4": 0.74124, "Y4": 0.1198, "page": 0}, {"Word": "777 106TH AVENUE, NORTHEAST", "Confidence": 0.689, "X1": 0.39892, "Y1": 0.1192, "X2": 0.59973, "Y2": 0.119, "X3": 0.59973, "Y3": 0.1298, "X4": 0.39892, "Y4": 0.1308, "page": 0}, {"Word": "PELLEVUK, WA NOUS", "Confidence": 0.491, "X1": 0.45957, "Y1": 0.1312, "X2": 0.59973, "Y2": 0.131, "X3": 0.59973, "Y3": 0.1428, "X4": 0.45957, "Y4": 0.1408, "page": 0}, {"Word": "200/146-1080", "Confidence": 0.08, "X1": 0.77898, "Y1": 0.1322, "X2": 0.86119, "Y2": 0.132, "X3": 0.86253, "Y3": 0.1418, "X4": 0.77898, "Y4": 0.1428, "page": 0}, {"Word": "July 6, 1989", "Confidence": 0.76733, "X1": 0.41779, "Y1": 0.2082, "X2": 0.54178, "Y2": 0.208, "X3": 0.54313, "Y3": 0.2318, "X4": 0.41779, "Y4": 0.2348, "page": 0}, {"Word": "Norman Suzuki", "Confidence": 0.8265, "X1": 0.11725, "Y1": 0.2782, "X2": 0.27628, "Y2": 0.278, "X3": 0.27628, "Y3": 0.2958, "X4": 0.11725, "Y4": 0.2968, "page": 0}, {"Word": "Century Square, Sulte 1805", "Confidence": 0.94475, "X1": 0.11995, "Y1": 0.2942, "X2": 0.39218, "Y2": 0.294, "X3": 0.39218, "Y3": 0.3138, "X4": 0.11995, "Y4": 0.3138, "page": 0}, {"Word": "1188 Bishop Street", "Confidence": 0.72633, "X1": 0.11995, "Y1": 0.3132, "X2": 0.31132, "Y2": 0.313, "X3": 0.31132, "Y3": 0.3298, "X4": 0.11995, "Y4": 0.3288, "page": 0}, {"Word": "Honolulu, HI 96813", "Confidence": 0.77567, "X1": 0.1159, "Y1": 0.3292, "X2": 0.31941, "Y2": 0.329, "X3": 0.31941, "Y3": 0.3458, "X4": 0.1159, "Y4": 0.3458, "page": 0}, {"Word": "Dear Norman,", "Confidence": 0.8805, "X1": 0.1159, "Y1": 0.3952, "X2": 0.26011, "Y2": 0.395, "X3": 0.26011, "Y3": 0.4128, "X4": 0.1159, "Y4": 0.4118, "page": 0}, {"Word": "This is to confirm our agreement regarding the Hawall Ad Valorem tax", "Confidence": 0.95283, "X1": 0.11995, "Y1": 0.4272, "X2": 0.84906, "Y2": 0.427, "X3": 0.84906, "Y3": 0.4458, "X4": 0.11995, "Y4": 0.4468, "page": 0}, {"Word": "project. It is understood that The Tobacco Institute will pay a sum of", "Confidence": 0.93277, "X1": 0.1186, "Y1": 0.4452, "X2": 0.84906, "Y2": 0.445, "X3": 0.84906, "Y3": 0.4628, "X4": 0.1186, "Y4": 0.4628, "page": 0}, {"Word": "$16,500, In addition to your 1989 annual retainer for state and local", "Confidence": 0.94292, "X1": 0.11725, "Y1": 0.4602, "X2": 0.8504, "Y2": 0.46, "X3": 0.8504, "Y3": 0.4788, "X4": 0.11725, "Y4": 0.4778, "page": 0}, {"Word": "representation, for services to be rendered in an effort to achieve the repeal", "Confidence": 0.95731, "X1": 0.11725, "Y1": 0.4782, "X2": 0.84906, "Y2": 0.478, "X3": 0.84906, "Y3": 0.4958, "X4": 0.11725, "Y4": 0.4948, "page": 0}, {"Word": "of the Ad Valorem excise tax in favor of a fixed excise tax.", "Confidence": 0.95315, "X1": 0.11725, "Y1": 0.4952, "X2": 0.68329, "Y2": 0.495, "X3": 0.68329, "Y3": 0.5128, "X4": 0.11725, "Y4": 0.5118, "page": 0}, {"Word": "With payment of this retainer, you agree to provide the following additional", "Confidence": 0.9565, "X1": 0.11725, "Y1": 0.5272, "X2": 0.84906, "Y2": 0.527, "X3": 0.84906, "Y3": 0.5458, "X4": 0.11725, "Y4": 0.5458, "page": 0}, {"Word": "services for the reminder of 1989.", "Confidence": 0.9885, "X1": 0.11725, "Y1": 0.5442, "X2": 0.44744, "Y2": 0.544, "X3": 0.44744, "Y3": 0.5618, "X4": 0.11725, "Y4": 0.5618, "page": 0}, {"Word": "1) Coordinate industry efforts to repeal the ad valorem tax on", "Confidence": 0.97409, "X1": 0.17655, "Y1": 0.5772, "X2": 0.79515, "Y2": 0.577, "X3": 0.79515, "Y3": 0.5968, "X4": 0.17655, "Y4": 0.5958, "page": 0}, {"Word": "cigarettes in favor of a fixed excise fax.", "Confidence": 0.91387, "X1": 0.17385, "Y1": 0.5932, "X2": 0.55256, "Y2": 0.593, "X3": 0.55256, "Y3": 0.6138, "X4": 0.17385, "Y4": 0.6128, "page": 0}, {"Word": "2) Advise The Tobacco Institute and industry allles as to", "Confidence": 0.9424, "X1": 0.1752, "Y1": 0.6272, "X2": 0.79515, "Y2": 0.627, "X3": 0.79515, "Y3": 0.6468, "X4": 0.1752, "Y4": 0.6458, "page": 0}, {"Word": "strategies for successful passage.", "Confidence": 0.912, "X1": 0.1752, "Y1": 0.6452, "X2": 0.50674, "Y2": 0.645, "X3": 0.50674, "Y3": 0.6638, "X4": 0.1752, "Y4": 0.6638, "page": 0}, {"Word": "3) Draft and present testimony to the Tax review Commission.", "Confidence": 0.957, "X1": 0.17385, "Y1": 0.6762, "X2": 0.77898, "Y2": 0.676, "X3": 0.78032, "Y3": 0.6958, "X4": 0.17385, "Y4": 0.6978, "page": 0}, {"Word": "4) Draft necessary legislation for the 1990 session.", "Confidence": 0.89925, "X1": 0.17655, "Y1": 0.7092, "X2": 0.66577, "Y2": 0.709, "X3": 0.66577, "Y3": 0.7298, "X4": 0.17655, "Y4": 0.7308, "page": 0}, {"Word": "5) Contract and/or coordinate activities of allies in the legislative", "Confidence": 0.9416, "X1": 0.17655, "Y1": 0.7432, "X2": 0.79245, "Y2": 0.743, "X3": 0.79245, "Y3": 0.7618, "X4": 0.17655, "Y4": 0.7618, "page": 0}, {"Word": "effort, under the direction of Paul Jacobson. These allied groups", "Confidence": 0.9437, "X1": 0.1752, "Y1": 0.7612, "X2": 0.79111, "Y2": 0.761, "X3": 0.79111, "Y3": 0.7788, "X4": 0.1752, "Y4": 0.7778, "page": 0}, {"Word": "should Include distributors, vendors, company sales personnel,", "Confidence": 0.88157, "X1": 0.1752, "Y1": 0.7782, "X2": 0.79111, "Y2": 0.778, "X3": 0.79111, "Y3": 0.7958, "X4": 0.1752, "Y4": 0.7948, "page": 0}, {"Word": "retailers, etc.", "Confidence": 0.452, "X1": 0.1752, "Y1": 0.7952, "X2": 0.30323, "Y2": 0.795, "X3": 0.30323, "Y3": 0.8128, "X4": 0.1752, "Y4": 0.8118, "page": 0}, {"Word": "Norman, i appreciate your willingness to coordinate this project.", "Confidence": 0.944, "X1": 0.1186, "Y1": 0.8262, "X2": 0.73989, "Y2": 0.826, "X3": 0.73989, "Y3": 0.8468, "X4": 0.1186, "Y4": 0.8468, "page": 0}, {"Word": "NATRINAL OFFIC'K . 1875 I STREET NORTHWEST . WANTINGTUN, DC 20000 + 212/4h/-1000", "Confidence": 0.46377, "X1": 0.22776, "Y1": 0.8992, "X2": 0.7628, "Y2": 0.899, "X3": 0.7628, "Y3": 0.9138, "X4": 0.22776, "Y4": 0.9138, "page": 0}, {"Word": "TCAL0348892", "Confidence": 0.984, "X1": 0.66712, "Y1": 0.9432, "X2": 0.79919, "Y2": 0.943, "X3": 0.79919, "Y3": 0.9588, "X4": 0.66712, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "TOBACCO", "Confidence": 0.995, "X1": 0.28976, "Y1": 0.0842, "X2": 0.42588, "Y2": 0.084, "X3": 0.42588, "Y3": 0.1078, "X4": 0.28976, "Y4": 0.1088, "page": 0, "Index": 0}, {"Word": "INSTITUTE", "Confidence": 0.941, "X1": 0.43801, "Y1": 0.0842, "X2": 0.59973, "Y2": 0.084, "X3": 0.59973, "Y3": 0.1068, "X4": 0.43935, "Y4": 0.1078, "page": 0, "Index": 1}, {"Word": "THE", "Confidence": 0.994, "X1": 0.21563, "Y1": 0.0842, "X2": 0.27493, "Y2": 0.084, "X3": 0.27358, "Y3": 0.1088, "X4": 0.21563, "Y4": 0.1088, "page": 0, "Index": 2}, {"Word": "-", "Confidence": 0.736, "X1": 0.8248, "Y1": 0.0992, "X2": 0.83288, "Y2": 0.099, "X3": 0.83288, "Y3": 0.1088, "X4": 0.8248, "Y4": 0.1078, "page": 0, "Index": 3}, {"Word": "NACURITY", "Confidence": 0.612, "X1": 0.36658, "Y1": 0.1082, "X2": 0.42722, "Y2": 0.108, "X3": 0.42588, "Y3": 0.1198, "X4": 0.36658, "Y4": 0.1208, "page": 0, "Index": 4}, {"Word": "PACIFIC", "Confidence": 0.625, "X1": 0.42992, "Y1": 0.1072, "X2": 0.47844, "Y2": 0.107, "X3": 0.47844, "Y3": 0.1198, "X4": 0.42992, "Y4": 0.1198, "page": 0, "Index": 5}, {"Word": "PLAZA.", "Confidence": 0.623, "X1": 0.48248, "Y1": 0.1072, "X2": 0.52695, "Y2": 0.107, "X3": 0.52695, "Y3": 0.1188, "X4": 0.48113, "Y4": 0.1198, "page": 0, "Index": 6}, {"Word": "SUITE", "Confidence": 0.612, "X1": 0.531, "Y1": 0.1072, "X2": 0.56604, "Y2": 0.107, "X3": 0.56604, "Y3": 0.1188, "X4": 0.52965, "Y4": 0.1188, "page": 0, "Index": 7}, {"Word": "1740", "Confidence": 0.872, "X1": 0.57008, "Y1": 0.1072, "X2": 0.59973, "Y2": 0.107, "X3": 0.59838, "Y3": 0.1188, "X4": 0.56873, "Y4": 0.1188, "page": 0, "Index": 8}, {"Word": "PAUL", "Confidence": 0.648, "X1": 0.74394, "Y1": 0.1082, "X2": 0.77628, "Y2": 0.108, "X3": 0.77493, "Y3": 0.1198, "X4": 0.74394, "Y4": 0.1198, "page": 0, "Index": 9}, {"Word": "A.", "Confidence": 0.677, "X1": 0.77898, "Y1": 0.1082, "X2": 0.78976, "Y2": 0.108, "X3": 0.78841, "Y3": 0.1198, "X4": 0.77898, "Y4": 0.1198, "page": 0, "Index": 10}, {"Word": "LACOMMON", "Confidence": 0.106, "X1": 0.79245, "Y1": 0.1082, "X2": 0.8558, "Y2": 0.108, "X3": 0.8558, "Y3": 0.1198, "X4": 0.79111, "Y4": 0.1198, "page": 0, "Index": 11}, {"Word": "777", "Confidence": 0.816, "X1": 0.40027, "Y1": 0.1202, "X2": 0.42049, "Y2": 0.12, "X3": 0.41914, "Y3": 0.1308, "X4": 0.39892, "Y4": 0.1318, "page": 0, "Index": 12}, {"Word": "106TH", "Confidence": 0.656, "X1": 0.42318, "Y1": 0.1202, "X2": 0.46092, "Y2": 0.12, "X3": 0.45957, "Y3": 0.1308, "X4": 0.42183, "Y4": 0.1308, "page": 0, "Index": 13}, {"Word": "AVENUE,", "Confidence": 0.616, "X1": 0.46361, "Y1": 0.1192, "X2": 0.51752, "Y2": 0.119, "X3": 0.51482, "Y3": 0.1308, "X4": 0.46226, "Y4": 0.1308, "page": 0, "Index": 14}, {"Word": "NORTHEAST", "Confidence": 0.668, "X1": 0.52022, "Y1": 0.1202, "X2": 0.59838, "Y2": 0.12, "X3": 0.59569, "Y3": 0.1308, "X4": 0.51752, "Y4": 0.1308, "page": 0, "Index": 15}, {"Word": "PELLEVUK,", "Confidence": 0.458, "X1": 0.469, "Y1": 0.1322, "X2": 0.53369, "Y2": 0.132, "X3": 0.53235, "Y3": 0.1428, "X4": 0.46765, "Y4": 0.1418, "page": 0, "Index": 16}, {"Word": "WA", "Confidence": 0.998, "X1": 0.53639, "Y1": 0.1322, "X2": 0.5593, "Y2": 0.132, "X3": 0.55795, "Y3": 0.1428, "X4": 0.53639, "Y4": 0.1428, "page": 0, "Index": 17}, {"Word": "NOUS", "Confidence": 0.017, "X1": 0.56199, "Y1": 0.1322, "X2": 0.59973, "Y2": 0.132, "X3": 0.59838, "Y3": 0.1438, "X4": 0.56199, "Y4": 0.1428, "page": 0, "Index": 18}, {"Word": "200/146-1080", "Confidence": 0.08, "X1": 0.78167, "Y1": 0.1322, "X2": 0.85849, "Y2": 0.132, "X3": 0.85849, "Y3": 0.1418, "X4": 0.78302, "Y4": 0.1428, "page": 0, "Index": 19}, {"Word": "July", "Confidence": 0.991, "X1": 0.42049, "Y1": 0.2112, "X2": 0.45687, "Y2": 0.211, "X3": 0.45553, "Y3": 0.2328, "X4": 0.41914, "Y4": 0.2338, "page": 0, "Index": 20}, {"Word": "6,", "Confidence": 0.686, "X1": 0.46226, "Y1": 0.2102, "X2": 0.48383, "Y2": 0.21, "X3": 0.48248, "Y3": 0.2328, "X4": 0.46226, "Y4": 0.2328, "page": 0, "Index": 21}, {"Word": "1989", "Confidence": 0.625, "X1": 0.48922, "Y1": 0.2082, "X2": 0.54178, "Y2": 0.208, "X3": 0.54178, "Y3": 0.2328, "X4": 0.48922, "Y4": 0.2328, "page": 0, "Index": 22}, {"Word": "Norman", "Confidence": 0.991, "X1": 0.1186, "Y1": 0.2792, "X2": 0.19677, "Y2": 0.279, "X3": 0.19677, "Y3": 0.2968, "X4": 0.1186, "Y4": 0.2968, "page": 0, "Index": 23}, {"Word": "Suzuki", "Confidence": 0.662, "X1": 0.20216, "Y1": 0.2792, "X2": 0.27628, "Y2": 0.279, "X3": 0.27628, "Y3": 0.2968, "X4": 0.20216, "Y4": 0.2968, "page": 0, "Index": 24}, {"Word": "Century", "Confidence": 0.941, "X1": 0.12129, "Y1": 0.2972, "X2": 0.19542, "Y2": 0.297, "X3": 0.19407, "Y3": 0.3128, "X4": 0.11995, "Y4": 0.3118, "page": 0, "Index": 25}, {"Word": "Square,", "Confidence": 0.97, "X1": 0.19946, "Y1": 0.2962, "X2": 0.27763, "Y2": 0.296, "X3": 0.27628, "Y3": 0.3128, "X4": 0.19946, "Y4": 0.3128, "page": 0, "Index": 26}, {"Word": "Sulte", "Confidence": 0.886, "X1": 0.28167, "Y1": 0.2962, "X2": 0.33423, "Y2": 0.296, "X3": 0.33423, "Y3": 0.3138, "X4": 0.28167, "Y4": 0.3128, "page": 0, "Index": 27}, {"Word": "1805", "Confidence": 0.982, "X1": 0.33962, "Y1": 0.2952, "X2": 0.38814, "Y2": 0.295, "X3": 0.38679, "Y3": 0.3138, "X4": 0.33827, "Y4": 0.3138, "page": 0, "Index": 28}, {"Word": "1188", "Confidence": 0.846, "X1": 0.12264, "Y1": 0.3132, "X2": 0.16712, "Y2": 0.313, "X3": 0.16712, "Y3": 0.3288, "X4": 0.12129, "Y4": 0.3298, "page": 0, "Index": 29}, {"Word": "Bishop", "Confidence": 0.605, "X1": 0.17251, "Y1": 0.3132, "X2": 0.24124, "Y2": 0.313, "X3": 0.23989, "Y3": 0.3288, "X4": 0.17251, "Y4": 0.3288, "page": 0, "Index": 30}, {"Word": "Street", "Confidence": 0.728, "X1": 0.24663, "Y1": 0.3142, "X2": 0.30997, "Y2": 0.314, "X3": 0.30997, "Y3": 0.3298, "X4": 0.24663, "Y4": 0.3288, "page": 0, "Index": 31}, {"Word": "Honolulu,", "Confidence": 0.886, "X1": 0.1186, "Y1": 0.3292, "X2": 0.21294, "Y2": 0.329, "X3": 0.21159, "Y3": 0.3458, "X4": 0.11725, "Y4": 0.3458, "page": 0, "Index": 32}, {"Word": "HI", "Confidence": 0.624, "X1": 0.21698, "Y1": 0.3292, "X2": 0.24663, "Y2": 0.329, "X3": 0.24663, "Y3": 0.3458, "X4": 0.21698, "Y4": 0.3458, "page": 0, "Index": 33}, {"Word": "96813", "Confidence": 0.817, "X1": 0.25202, "Y1": 0.3302, "X2": 0.31536, "Y2": 0.33, "X3": 0.31402, "Y3": 0.3468, "X4": 0.25067, "Y4": 0.3458, "page": 0, "Index": 34}, {"Word": "Dear", "Confidence": 0.985, "X1": 0.1186, "Y1": 0.3952, "X2": 0.16577, "Y2": 0.395, "X3": 0.16577, "Y3": 0.4118, "X4": 0.11725, "Y4": 0.4118, "page": 0, "Index": 35}, {"Word": "Norman,", "Confidence": 0.776, "X1": 0.17116, "Y1": 0.3962, "X2": 0.26146, "Y2": 0.396, "X3": 0.26011, "Y3": 0.4138, "X4": 0.16981, "Y4": 0.4118, "page": 0, "Index": 36}, {"Word": "This", "Confidence": 0.994, "X1": 0.12129, "Y1": 0.4292, "X2": 0.16307, "Y2": 0.429, "X3": 0.16173, "Y3": 0.4458, "X4": 0.11995, "Y4": 0.4458, "page": 0, "Index": 37}, {"Word": "is", "Confidence": 0.998, "X1": 0.16981, "Y1": 0.4292, "X2": 0.19003, "Y2": 0.429, "X3": 0.18868, "Y3": 0.4458, "X4": 0.16846, "Y4": 0.4458, "page": 0, "Index": 38}, {"Word": "to", "Confidence": 0.996, "X1": 0.19677, "Y1": 0.4292, "X2": 0.21833, "Y2": 0.429, "X3": 0.21698, "Y3": 0.4458, "X4": 0.19542, "Y4": 0.4458, "page": 0, "Index": 39}, {"Word": "confirm", "Confidence": 0.949, "X1": 0.22507, "Y1": 0.4292, "X2": 0.2938, "Y2": 0.429, "X3": 0.2938, "Y3": 0.4468, "X4": 0.22372, "Y4": 0.4458, "page": 0, "Index": 40}, {"Word": "our", "Confidence": 0.998, "X1": 0.30863, "Y1": 0.4292, "X2": 0.3504, "Y2": 0.429, "X3": 0.34906, "Y3": 0.4468, "X4": 0.30728, "Y4": 0.4468, "page": 0, "Index": 41}, {"Word": "agreement", "Confidence": 0.932, "X1": 0.35445, "Y1": 0.4292, "X2": 0.46092, "Y2": 0.429, "X3": 0.45957, "Y3": 0.4468, "X4": 0.35445, "Y4": 0.4468, "page": 0, "Index": 42}, {"Word": "regarding", "Confidence": 0.994, "X1": 0.46496, "Y1": 0.4292, "X2": 0.5593, "Y2": 0.429, "X3": 0.5593, "Y3": 0.4468, "X4": 0.46496, "Y4": 0.4468, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.56873, "Y1": 0.4292, "X2": 0.60377, "Y2": 0.429, "X3": 0.60377, "Y3": 0.4468, "X4": 0.56739, "Y4": 0.4468, "page": 0, "Index": 44}, {"Word": "Hawall", "Confidence": 0.616, "X1": 0.61051, "Y1": 0.4292, "X2": 0.68329, "Y2": 0.429, "X3": 0.68329, "Y3": 0.4468, "X4": 0.61051, "Y4": 0.4468, "page": 0, "Index": 45}, {"Word": "Ad", "Confidence": 0.997, "X1": 0.68868, "Y1": 0.4282, "X2": 0.71563, "Y2": 0.428, "X3": 0.71563, "Y3": 0.4468, "X4": 0.68733, "Y4": 0.4468, "page": 0, "Index": 46}, {"Word": "Valorem", "Confidence": 0.991, "X1": 0.72507, "Y1": 0.4282, "X2": 0.80054, "Y2": 0.428, "X3": 0.79919, "Y3": 0.4458, "X4": 0.72372, "Y4": 0.4468, "page": 0, "Index": 47}, {"Word": "tax", "Confidence": 0.971, "X1": 0.81671, "Y1": 0.4282, "X2": 0.84906, "Y2": 0.428, "X3": 0.84906, "Y3": 0.4458, "X4": 0.81536, "Y4": 0.4458, "page": 0, "Index": 48}, {"Word": "project.", "Confidence": 0.991, "X1": 0.1186, "Y1": 0.4462, "X2": 0.19946, "Y2": 0.446, "X3": 0.19946, "Y3": 0.4628, "X4": 0.1186, "Y4": 0.4628, "page": 0, "Index": 49}, {"Word": "It", "Confidence": 0.887, "X1": 0.21159, "Y1": 0.4462, "X2": 0.23046, "Y2": 0.446, "X3": 0.23046, "Y3": 0.4628, "X4": 0.21159, "Y4": 0.4628, "page": 0, "Index": 50}, {"Word": "is", "Confidence": 0.941, "X1": 0.2345, "Y1": 0.4462, "X2": 0.25606, "Y2": 0.446, "X3": 0.25606, "Y3": 0.4628, "X4": 0.2345, "Y4": 0.4628, "page": 0, "Index": 51}, {"Word": "understood", "Confidence": 0.955, "X1": 0.2628, "Y1": 0.4462, "X2": 0.37466, "Y2": 0.446, "X3": 0.37466, "Y3": 0.4628, "X4": 0.26146, "Y4": 0.4628, "page": 0, "Index": 52}, {"Word": "that", "Confidence": 0.985, "X1": 0.38275, "Y1": 0.4462, "X2": 0.42857, "Y2": 0.446, "X3": 0.42857, "Y3": 0.4628, "X4": 0.38275, "Y4": 0.4628, "page": 0, "Index": 53}, {"Word": "The", "Confidence": 0.998, "X1": 0.43396, "Y1": 0.4462, "X2": 0.4717, "Y2": 0.446, "X3": 0.47035, "Y3": 0.4628, "X4": 0.43261, "Y4": 0.4628, "page": 0, "Index": 54}, {"Word": "Tobacco", "Confidence": 0.947, "X1": 0.47844, "Y1": 0.4462, "X2": 0.56199, "Y2": 0.446, "X3": 0.56199, "Y3": 0.4628, "X4": 0.47844, "Y4": 0.4628, "page": 0, "Index": 55}, {"Word": "Institute", "Confidence": 0.899, "X1": 0.57278, "Y1": 0.4462, "X2": 0.65229, "Y2": 0.446, "X3": 0.65229, "Y3": 0.4628, "X4": 0.57143, "Y4": 0.4628, "page": 0, "Index": 56}, {"Word": "will", "Confidence": 0.575, "X1": 0.65903, "Y1": 0.4462, "X2": 0.69677, "Y2": 0.446, "X3": 0.69677, "Y3": 0.4628, "X4": 0.65903, "Y4": 0.4628, "page": 0, "Index": 57}, {"Word": "pay", "Confidence": 0.998, "X1": 0.70216, "Y1": 0.4462, "X2": 0.74124, "Y2": 0.446, "X3": 0.74124, "Y3": 0.4628, "X4": 0.70216, "Y4": 0.4628, "page": 0, "Index": 58}, {"Word": "a", "Confidence": 0.954, "X1": 0.74798, "Y1": 0.4462, "X2": 0.76146, "Y2": 0.446, "X3": 0.76146, "Y3": 0.4628, "X4": 0.74798, "Y4": 0.4628, "page": 0, "Index": 59}, {"Word": "sum", "Confidence": 0.998, "X1": 0.77089, "Y1": 0.4462, "X2": 0.80997, "Y2": 0.446, "X3": 0.80997, "Y3": 0.4628, "X4": 0.77089, "Y4": 0.4628, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.82345, "Y1": 0.4462, "X2": 0.84906, "Y2": 0.446, "X3": 0.84906, "Y3": 0.4628, "X4": 0.82345, "Y4": 0.4628, "page": 0, "Index": 61}, {"Word": "$16,500,", "Confidence": 0.869, "X1": 0.1186, "Y1": 0.4612, "X2": 0.20889, "Y2": 0.461, "X3": 0.20889, "Y3": 0.4788, "X4": 0.1186, "Y4": 0.4778, "page": 0, "Index": 62}, {"Word": "In", "Confidence": 0.969, "X1": 0.21429, "Y1": 0.4612, "X2": 0.2345, "Y2": 0.461, "X3": 0.2345, "Y3": 0.4788, "X4": 0.21294, "Y4": 0.4788, "page": 0, "Index": 63}, {"Word": "addition", "Confidence": 0.801, "X1": 0.24663, "Y1": 0.4622, "X2": 0.3248, "Y2": 0.462, "X3": 0.3248, "Y3": 0.4788, "X4": 0.24528, "Y4": 0.4788, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.997, "X1": 0.33558, "Y1": 0.4622, "X2": 0.35849, "Y2": 0.462, "X3": 0.35849, "Y3": 0.4788, "X4": 0.33558, "Y4": 0.4788, "page": 0, "Index": 65}, {"Word": "your", "Confidence": 0.98, "X1": 0.36658, "Y1": 0.4622, "X2": 0.41779, "Y2": 0.462, "X3": 0.41779, "Y3": 0.4788, "X4": 0.36658, "Y4": 0.4788, "page": 0, "Index": 66}, {"Word": "1989", "Confidence": 0.943, "X1": 0.42588, "Y1": 0.4622, "X2": 0.47305, "Y2": 0.462, "X3": 0.47305, "Y3": 0.4788, "X4": 0.42588, "Y4": 0.4788, "page": 0, "Index": 67}, {"Word": "annual", "Confidence": 0.995, "X1": 0.48518, "Y1": 0.4622, "X2": 0.55526, "Y2": 0.462, "X3": 0.55526, "Y3": 0.4798, "X4": 0.48383, "Y4": 0.4788, "page": 0, "Index": 68}, {"Word": "retainer", "Confidence": 0.933, "X1": 0.56065, "Y1": 0.4622, "X2": 0.64151, "Y2": 0.462, "X3": 0.64151, "Y3": 0.4798, "X4": 0.56065, "Y4": 0.4798, "page": 0, "Index": 69}, {"Word": "for", "Confidence": 0.995, "X1": 0.6469, "Y1": 0.4622, "X2": 0.68059, "Y2": 0.462, "X3": 0.68059, "Y3": 0.4788, "X4": 0.6469, "Y4": 0.4798, "page": 0, "Index": 70}, {"Word": "state", "Confidence": 0.992, "X1": 0.68733, "Y1": 0.4622, "X2": 0.73854, "Y2": 0.462, "X3": 0.7372, "Y3": 0.4788, "X4": 0.68733, "Y4": 0.4788, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.74798, "Y1": 0.4612, "X2": 0.78571, "Y2": 0.461, "X3": 0.78571, "Y3": 0.4788, "X4": 0.74798, "Y4": 0.4788, "page": 0, "Index": 72}, {"Word": "local", "Confidence": 0.843, "X1": 0.7965, "Y1": 0.4612, "X2": 0.8504, "Y2": 0.461, "X3": 0.8504, "Y3": 0.4788, "X4": 0.79515, "Y4": 0.4788, "page": 0, "Index": 73}, {"Word": "representation,", "Confidence": 0.702, "X1": 0.11725, "Y1": 0.4792, "X2": 0.2628, "Y2": 0.479, "X3": 0.2628, "Y3": 0.4958, "X4": 0.11725, "Y4": 0.4948, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.26685, "Y1": 0.4792, "X2": 0.2938, "Y2": 0.479, "X3": 0.2938, "Y3": 0.4958, "X4": 0.26685, "Y4": 0.4958, "page": 0, "Index": 75}, {"Word": "services", "Confidence": 0.934, "X1": 0.29919, "Y1": 0.4792, "X2": 0.37871, "Y2": 0.479, "X3": 0.37871, "Y3": 0.4958, "X4": 0.29919, "Y4": 0.4958, "page": 0, "Index": 76}, {"Word": "to", "Confidence": 0.997, "X1": 0.3841, "Y1": 0.4792, "X2": 0.40566, "Y2": 0.479, "X3": 0.40431, "Y3": 0.4958, "X4": 0.3841, "Y4": 0.4958, "page": 0, "Index": 77}, {"Word": "be", "Confidence": 0.997, "X1": 0.4097, "Y1": 0.4792, "X2": 0.43531, "Y2": 0.479, "X3": 0.43531, "Y3": 0.4958, "X4": 0.4097, "Y4": 0.4958, "page": 0, "Index": 78}, {"Word": "rendered", "Confidence": 0.994, "X1": 0.43935, "Y1": 0.4792, "X2": 0.52561, "Y2": 0.479, "X3": 0.52561, "Y3": 0.4958, "X4": 0.43935, "Y4": 0.4958, "page": 0, "Index": 79}, {"Word": "in", "Confidence": 0.998, "X1": 0.531, "Y1": 0.4792, "X2": 0.54987, "Y2": 0.479, "X3": 0.54987, "Y3": 0.4958, "X4": 0.52965, "Y4": 0.4958, "page": 0, "Index": 80}, {"Word": "an", "Confidence": 0.994, "X1": 0.55526, "Y1": 0.4792, "X2": 0.58086, "Y2": 0.479, "X3": 0.57951, "Y3": 0.4958, "X4": 0.55391, "Y4": 0.4958, "page": 0, "Index": 81}, {"Word": "effort", "Confidence": 0.991, "X1": 0.58491, "Y1": 0.4792, "X2": 0.63612, "Y2": 0.479, "X3": 0.63612, "Y3": 0.4958, "X4": 0.58491, "Y4": 0.4958, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.997, "X1": 0.64151, "Y1": 0.4792, "X2": 0.66307, "Y2": 0.479, "X3": 0.66173, "Y3": 0.4958, "X4": 0.64016, "Y4": 0.4958, "page": 0, "Index": 83}, {"Word": "achieve", "Confidence": 0.851, "X1": 0.66712, "Y1": 0.4792, "X2": 0.74259, "Y2": 0.479, "X3": 0.74259, "Y3": 0.4958, "X4": 0.66577, "Y4": 0.4958, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.74798, "Y1": 0.4792, "X2": 0.77898, "Y2": 0.479, "X3": 0.77898, "Y3": 0.4958, "X4": 0.74663, "Y4": 0.4958, "page": 0, "Index": 85}, {"Word": "repeal", "Confidence": 0.994, "X1": 0.78302, "Y1": 0.4792, "X2": 0.84906, "Y2": 0.479, "X3": 0.84771, "Y3": 0.4958, "X4": 0.78302, "Y4": 0.4958, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.1186, "Y1": 0.4942, "X2": 0.13881, "Y2": 0.494, "X3": 0.13881, "Y3": 0.5118, "X4": 0.1186, "Y4": 0.5118, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.4952, "X2": 0.17655, "Y2": 0.495, "X3": 0.17655, "Y3": 0.5118, "X4": 0.14286, "Y4": 0.5118, "page": 0, "Index": 88}, {"Word": "Ad", "Confidence": 0.997, "X1": 0.18059, "Y1": 0.4952, "X2": 0.20889, "Y2": 0.495, "X3": 0.20889, "Y3": 0.5128, "X4": 0.18059, "Y4": 0.5118, "page": 0, "Index": 89}, {"Word": "Valorem", "Confidence": 0.919, "X1": 0.21429, "Y1": 0.4952, "X2": 0.28841, "Y2": 0.495, "X3": 0.28706, "Y3": 0.5128, "X4": 0.21429, "Y4": 0.5128, "page": 0, "Index": 90}, {"Word": "excise", "Confidence": 0.963, "X1": 0.29919, "Y1": 0.4952, "X2": 0.36253, "Y2": 0.495, "X3": 0.36253, "Y3": 0.5128, "X4": 0.29919, "Y4": 0.5128, "page": 0, "Index": 91}, {"Word": "tax", "Confidence": 0.991, "X1": 0.36792, "Y1": 0.4952, "X2": 0.39892, "Y2": 0.495, "X3": 0.39757, "Y3": 0.5128, "X4": 0.36658, "Y4": 0.5128, "page": 0, "Index": 92}, {"Word": "in", "Confidence": 0.997, "X1": 0.40296, "Y1": 0.4952, "X2": 0.42049, "Y2": 0.495, "X3": 0.42049, "Y3": 0.5128, "X4": 0.40296, "Y4": 0.5128, "page": 0, "Index": 93}, {"Word": "favor", "Confidence": 0.955, "X1": 0.42588, "Y1": 0.4952, "X2": 0.47439, "Y2": 0.495, "X3": 0.47439, "Y3": 0.5128, "X4": 0.42453, "Y4": 0.5128, "page": 0, "Index": 94}, {"Word": "of", "Confidence": 0.995, "X1": 0.47978, "Y1": 0.4952, "X2": 0.5, "Y2": 0.495, "X3": 0.49865, "Y3": 0.5128, "X4": 0.47844, "Y4": 0.5128, "page": 0, "Index": 95}, {"Word": "a", "Confidence": 0.934, "X1": 0.50404, "Y1": 0.4952, "X2": 0.51752, "Y2": 0.495, "X3": 0.51617, "Y3": 0.5128, "X4": 0.50404, "Y4": 0.5128, "page": 0, "Index": 96}, {"Word": "fixed", "Confidence": 0.708, "X1": 0.52156, "Y1": 0.4952, "X2": 0.57008, "Y2": 0.495, "X3": 0.57008, "Y3": 0.5128, "X4": 0.52156, "Y4": 0.5128, "page": 0, "Index": 97}, {"Word": "excise", "Confidence": 0.958, "X1": 0.57547, "Y1": 0.4962, "X2": 0.64016, "Y2": 0.496, "X3": 0.63881, "Y3": 0.5128, "X4": 0.57412, "Y4": 0.5128, "page": 0, "Index": 98}, {"Word": "tax.", "Confidence": 0.982, "X1": 0.64555, "Y1": 0.4962, "X2": 0.68329, "Y2": 0.496, "X3": 0.68194, "Y3": 0.5128, "X4": 0.6442, "Y4": 0.5128, "page": 0, "Index": 99}, {"Word": "With", "Confidence": 0.981, "X1": 0.11725, "Y1": 0.5282, "X2": 0.16307, "Y2": 0.528, "X3": 0.16307, "Y3": 0.5458, "X4": 0.11725, "Y4": 0.5448, "page": 0, "Index": 100}, {"Word": "payment", "Confidence": 0.993, "X1": 0.16846, "Y1": 0.5282, "X2": 0.25337, "Y2": 0.528, "X3": 0.25337, "Y3": 0.5458, "X4": 0.16846, "Y4": 0.5458, "page": 0, "Index": 101}, {"Word": "of", "Confidence": 0.998, "X1": 0.25876, "Y1": 0.5282, "X2": 0.27763, "Y2": 0.528, "X3": 0.27763, "Y3": 0.5458, "X4": 0.25876, "Y4": 0.5458, "page": 0, "Index": 102}, {"Word": "this", "Confidence": 0.95, "X1": 0.28302, "Y1": 0.5282, "X2": 0.3221, "Y2": 0.528, "X3": 0.32075, "Y3": 0.5458, "X4": 0.28302, "Y4": 0.5458, "page": 0, "Index": 103}, {"Word": "retainer,", "Confidence": 0.955, "X1": 0.32615, "Y1": 0.5282, "X2": 0.40566, "Y2": 0.528, "X3": 0.40566, "Y3": 0.5468, "X4": 0.32615, "Y4": 0.5458, "page": 0, "Index": 104}, {"Word": "you", "Confidence": 0.998, "X1": 0.41105, "Y1": 0.5282, "X2": 0.44744, "Y2": 0.528, "X3": 0.44744, "Y3": 0.5468, "X4": 0.41105, "Y4": 0.5468, "page": 0, "Index": 105}, {"Word": "agree", "Confidence": 0.995, "X1": 0.45283, "Y1": 0.5282, "X2": 0.50809, "Y2": 0.528, "X3": 0.50674, "Y3": 0.5468, "X4": 0.45283, "Y4": 0.5468, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.998, "X1": 0.51213, "Y1": 0.5282, "X2": 0.53369, "Y2": 0.528, "X3": 0.53369, "Y3": 0.5468, "X4": 0.51213, "Y4": 0.5468, "page": 0, "Index": 107}, {"Word": "provide", "Confidence": 0.994, "X1": 0.53908, "Y1": 0.5282, "X2": 0.61321, "Y2": 0.528, "X3": 0.61321, "Y3": 0.5468, "X4": 0.53908, "Y4": 0.5468, "page": 0, "Index": 108}, {"Word": "the", "Confidence": 0.998, "X1": 0.6186, "Y1": 0.5282, "X2": 0.65094, "Y2": 0.528, "X3": 0.6496, "Y3": 0.5468, "X4": 0.6186, "Y4": 0.5468, "page": 0, "Index": 109}, {"Word": "following", "Confidence": 0.994, "X1": 0.65499, "Y1": 0.5272, "X2": 0.74528, "Y2": 0.527, "X3": 0.74394, "Y3": 0.5468, "X4": 0.65499, "Y4": 0.5468, "page": 0, "Index": 110}, {"Word": "additional", "Confidence": 0.624, "X1": 0.74933, "Y1": 0.5272, "X2": 0.8504, "Y2": 0.527, "X3": 0.84906, "Y3": 0.5468, "X4": 0.74933, "Y4": 0.5468, "page": 0, "Index": 111}, {"Word": "services", "Confidence": 0.991, "X1": 0.1186, "Y1": 0.5452, "X2": 0.19946, "Y2": 0.545, "X3": 0.19811, "Y3": 0.5618, "X4": 0.11725, "Y4": 0.5628, "page": 0, "Index": 112}, {"Word": "for", "Confidence": 0.998, "X1": 0.2035, "Y1": 0.5452, "X2": 0.23181, "Y2": 0.545, "X3": 0.23181, "Y3": 0.5618, "X4": 0.20216, "Y4": 0.5618, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.2372, "Y1": 0.5452, "X2": 0.26685, "Y2": 0.545, "X3": 0.26685, "Y3": 0.5618, "X4": 0.23585, "Y4": 0.5618, "page": 0, "Index": 114}, {"Word": "reminder", "Confidence": 0.991, "X1": 0.27224, "Y1": 0.5452, "X2": 0.36253, "Y2": 0.545, "X3": 0.36253, "Y3": 0.5618, "X4": 0.27089, "Y4": 0.5618, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.36658, "Y1": 0.5452, "X2": 0.38814, "Y2": 0.545, "X3": 0.38814, "Y3": 0.5618, "X4": 0.36658, "Y4": 0.5618, "page": 0, "Index": 116}, {"Word": "1989.", "Confidence": 0.955, "X1": 0.39353, "Y1": 0.5452, "X2": 0.44744, "Y2": 0.545, "X3": 0.44744, "Y3": 0.5618, "X4": 0.39218, "Y4": 0.5618, "page": 0, "Index": 117}, {"Word": "1)", "Confidence": 0.965, "X1": 0.1779, "Y1": 0.5772, "X2": 0.19811, "Y2": 0.577, "X3": 0.19811, "Y3": 0.5968, "X4": 0.1779, "Y4": 0.5968, "page": 0, "Index": 118}, {"Word": "Coordinate", "Confidence": 0.981, "X1": 0.2035, "Y1": 0.5772, "X2": 0.31267, "Y2": 0.577, "X3": 0.31267, "Y3": 0.5958, "X4": 0.2035, "Y4": 0.5968, "page": 0, "Index": 119}, {"Word": "industry", "Confidence": 0.994, "X1": 0.31671, "Y1": 0.5782, "X2": 0.39892, "Y2": 0.578, "X3": 0.39892, "Y3": 0.5958, "X4": 0.31806, "Y4": 0.5958, "page": 0, "Index": 120}, {"Word": "efforts", "Confidence": 0.9, "X1": 0.40296, "Y1": 0.5782, "X2": 0.46496, "Y2": 0.578, "X3": 0.46631, "Y3": 0.5958, "X4": 0.40431, "Y4": 0.5958, "page": 0, "Index": 121}, {"Word": "to", "Confidence": 0.998, "X1": 0.47035, "Y1": 0.5782, "X2": 0.49191, "Y2": 0.578, "X3": 0.49191, "Y3": 0.5958, "X4": 0.4717, "Y4": 0.5958, "page": 0, "Index": 122}, {"Word": "repeal", "Confidence": 0.982, "X1": 0.49596, "Y1": 0.5782, "X2": 0.5593, "Y2": 0.578, "X3": 0.56065, "Y3": 0.5958, "X4": 0.4973, "Y4": 0.5958, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.994, "X1": 0.56469, "Y1": 0.5782, "X2": 0.59973, "Y2": 0.578, "X3": 0.60108, "Y3": 0.5958, "X4": 0.56604, "Y4": 0.5958, "page": 0, "Index": 124}, {"Word": "ad", "Confidence": 0.997, "X1": 0.60512, "Y1": 0.5782, "X2": 0.63342, "Y2": 0.578, "X3": 0.63342, "Y3": 0.5958, "X4": 0.60647, "Y4": 0.5958, "page": 0, "Index": 125}, {"Word": "valorem", "Confidence": 0.969, "X1": 0.63881, "Y1": 0.5782, "X2": 0.71159, "Y2": 0.578, "X3": 0.71294, "Y3": 0.5958, "X4": 0.63881, "Y4": 0.5958, "page": 0, "Index": 126}, {"Word": "tax", "Confidence": 0.937, "X1": 0.72507, "Y1": 0.5782, "X2": 0.75741, "Y2": 0.578, "X3": 0.75876, "Y3": 0.5958, "X4": 0.72642, "Y4": 0.5958, "page": 0, "Index": 127}, {"Word": "on", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.5782, "X2": 0.78976, "Y2": 0.578, "X3": 0.79111, "Y3": 0.5958, "X4": 0.7628, "Y4": 0.5958, "page": 0, "Index": 128}, {"Word": "cigarettes", "Confidence": 0.626, "X1": 0.17655, "Y1": 0.5942, "X2": 0.26954, "Y2": 0.594, "X3": 0.26819, "Y3": 0.6128, "X4": 0.1752, "Y4": 0.6138, "page": 0, "Index": 129}, {"Word": "in", "Confidence": 0.998, "X1": 0.27358, "Y1": 0.5942, "X2": 0.2938, "Y2": 0.594, "X3": 0.29245, "Y3": 0.6128, "X4": 0.27224, "Y4": 0.6128, "page": 0, "Index": 130}, {"Word": "favor", "Confidence": 0.961, "X1": 0.29919, "Y1": 0.5942, "X2": 0.34906, "Y2": 0.594, "X3": 0.34771, "Y3": 0.6128, "X4": 0.2965, "Y4": 0.6128, "page": 0, "Index": 131}, {"Word": "of", "Confidence": 0.993, "X1": 0.35445, "Y1": 0.5942, "X2": 0.37466, "Y2": 0.594, "X3": 0.37332, "Y3": 0.6128, "X4": 0.3531, "Y4": 0.6128, "page": 0, "Index": 132}, {"Word": "a", "Confidence": 0.883, "X1": 0.38005, "Y1": 0.5942, "X2": 0.39218, "Y2": 0.594, "X3": 0.39084, "Y3": 0.6118, "X4": 0.37871, "Y4": 0.6128, "page": 0, "Index": 133}, {"Word": "fixed", "Confidence": 0.993, "X1": 0.39623, "Y1": 0.5952, "X2": 0.44474, "Y2": 0.595, "X3": 0.4434, "Y3": 0.6118, "X4": 0.39488, "Y4": 0.6118, "page": 0, "Index": 134}, {"Word": "excise", "Confidence": 0.956, "X1": 0.45013, "Y1": 0.5952, "X2": 0.51078, "Y2": 0.595, "X3": 0.50943, "Y3": 0.6118, "X4": 0.44879, "Y4": 0.6118, "page": 0, "Index": 135}, {"Word": "fax.", "Confidence": 0.901, "X1": 0.51617, "Y1": 0.5962, "X2": 0.55391, "Y2": 0.596, "X3": 0.55256, "Y3": 0.6118, "X4": 0.51482, "Y4": 0.6118, "page": 0, "Index": 136}, {"Word": "2)", "Confidence": 0.994, "X1": 0.17655, "Y1": 0.6272, "X2": 0.20216, "Y2": 0.627, "X3": 0.20216, "Y3": 0.6468, "X4": 0.17655, "Y4": 0.6468, "page": 0, "Index": 137}, {"Word": "Advise", "Confidence": 0.935, "X1": 0.20755, "Y1": 0.6272, "X2": 0.27628, "Y2": 0.627, "X3": 0.27628, "Y3": 0.6468, "X4": 0.20755, "Y4": 0.6468, "page": 0, "Index": 138}, {"Word": "The", "Confidence": 0.998, "X1": 0.28706, "Y1": 0.6272, "X2": 0.32884, "Y2": 0.627, "X3": 0.32884, "Y3": 0.6468, "X4": 0.28706, "Y4": 0.6468, "page": 0, "Index": 139}, {"Word": "Tobacco", "Confidence": 0.667, "X1": 0.33962, "Y1": 0.6272, "X2": 0.42588, "Y2": 0.627, "X3": 0.42588, "Y3": 0.6468, "X4": 0.33962, "Y4": 0.6468, "page": 0, "Index": 140}, {"Word": "Institute", "Confidence": 0.946, "X1": 0.43531, "Y1": 0.6282, "X2": 0.51617, "Y2": 0.628, "X3": 0.51617, "Y3": 0.6468, "X4": 0.43531, "Y4": 0.6468, "page": 0, "Index": 141}, {"Word": "and", "Confidence": 0.998, "X1": 0.52291, "Y1": 0.6282, "X2": 0.56469, "Y2": 0.628, "X3": 0.56469, "Y3": 0.6468, "X4": 0.52291, "Y4": 0.6468, "page": 0, "Index": 142}, {"Word": "industry", "Confidence": 0.949, "X1": 0.57547, "Y1": 0.6282, "X2": 0.65903, "Y2": 0.628, "X3": 0.65903, "Y3": 0.6468, "X4": 0.57547, "Y4": 0.6468, "page": 0, "Index": 143}, {"Word": "allles", "Confidence": 0.941, "X1": 0.66712, "Y1": 0.6282, "X2": 0.72237, "Y2": 0.628, "X3": 0.72237, "Y3": 0.6468, "X4": 0.66712, "Y4": 0.6468, "page": 0, "Index": 144}, {"Word": "as", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.6282, "X2": 0.75876, "Y2": 0.628, "X3": 0.75876, "Y3": 0.6468, "X4": 0.73046, "Y4": 0.6468, "page": 0, "Index": 145}, {"Word": "to", "Confidence": 0.998, "X1": 0.76685, "Y1": 0.6282, "X2": 0.79245, "Y2": 0.628, "X3": 0.79245, "Y3": 0.6478, "X4": 0.76685, "Y4": 0.6468, "page": 0, "Index": 146}, {"Word": "strategies", "Confidence": 0.894, "X1": 0.17655, "Y1": 0.6462, "X2": 0.26819, "Y2": 0.646, "X3": 0.26819, "Y3": 0.6638, "X4": 0.17655, "Y4": 0.6648, "page": 0, "Index": 147}, {"Word": "for", "Confidence": 0.994, "X1": 0.27224, "Y1": 0.6452, "X2": 0.30189, "Y2": 0.645, "X3": 0.30189, "Y3": 0.6638, "X4": 0.27224, "Y4": 0.6638, "page": 0, "Index": 148}, {"Word": "successful", "Confidence": 0.767, "X1": 0.30728, "Y1": 0.6462, "X2": 0.4124, "Y2": 0.646, "X3": 0.41105, "Y3": 0.6638, "X4": 0.30728, "Y4": 0.6638, "page": 0, "Index": 149}, {"Word": "passage.", "Confidence": 0.993, "X1": 0.41644, "Y1": 0.6462, "X2": 0.50674, "Y2": 0.646, "X3": 0.50674, "Y3": 0.6648, "X4": 0.41644, "Y4": 0.6638, "page": 0, "Index": 150}, {"Word": "3)", "Confidence": 0.968, "X1": 0.1752, "Y1": 0.6772, "X2": 0.19542, "Y2": 0.677, "X3": 0.19542, "Y3": 0.6978, "X4": 0.1752, "Y4": 0.6978, "page": 0, "Index": 151}, {"Word": "Draft", "Confidence": 0.827, "X1": 0.20081, "Y1": 0.6772, "X2": 0.24663, "Y2": 0.677, "X3": 0.24663, "Y3": 0.6978, "X4": 0.20081, "Y4": 0.6978, "page": 0, "Index": 152}, {"Word": "and", "Confidence": 0.998, "X1": 0.25202, "Y1": 0.6772, "X2": 0.29245, "Y2": 0.677, "X3": 0.29111, "Y3": 0.6978, "X4": 0.25202, "Y4": 0.6978, "page": 0, "Index": 153}, {"Word": "present", "Confidence": 0.993, "X1": 0.29784, "Y1": 0.6772, "X2": 0.36927, "Y2": 0.677, "X3": 0.36927, "Y3": 0.6968, "X4": 0.2965, "Y4": 0.6978, "page": 0, "Index": 154}, {"Word": "testimony", "Confidence": 0.941, "X1": 0.37332, "Y1": 0.6772, "X2": 0.46631, "Y2": 0.677, "X3": 0.46765, "Y3": 0.6968, "X4": 0.37466, "Y4": 0.6968, "page": 0, "Index": 155}, {"Word": "to", "Confidence": 0.995, "X1": 0.4717, "Y1": 0.6772, "X2": 0.49191, "Y2": 0.677, "X3": 0.49191, "Y3": 0.6968, "X4": 0.47305, "Y4": 0.6968, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.969, "X1": 0.4973, "Y1": 0.6772, "X2": 0.52965, "Y2": 0.677, "X3": 0.52965, "Y3": 0.6968, "X4": 0.4973, "Y4": 0.6968, "page": 0, "Index": 157}, {"Word": "Tax", "Confidence": 0.998, "X1": 0.53504, "Y1": 0.6772, "X2": 0.57008, "Y2": 0.677, "X3": 0.57143, "Y3": 0.6968, "X4": 0.53504, "Y4": 0.6968, "page": 0, "Index": 158}, {"Word": "review", "Confidence": 0.934, "X1": 0.57547, "Y1": 0.6772, "X2": 0.64016, "Y2": 0.677, "X3": 0.64016, "Y3": 0.6958, "X4": 0.57682, "Y4": 0.6968, "page": 0, "Index": 159}, {"Word": "Commission.", "Confidence": 0.947, "X1": 0.64555, "Y1": 0.6772, "X2": 0.77763, "Y2": 0.677, "X3": 0.77898, "Y3": 0.6958, "X4": 0.6469, "Y4": 0.6958, "page": 0, "Index": 160}, {"Word": "4)", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.7102, "X2": 0.19407, "Y2": 0.71, "X3": 0.19407, "Y3": 0.7308, "X4": 0.1779, "Y4": 0.7308, "page": 0, "Index": 161}, {"Word": "Draft", "Confidence": 0.885, "X1": 0.19946, "Y1": 0.7102, "X2": 0.24663, "Y2": 0.71, "X3": 0.24528, "Y3": 0.7308, "X4": 0.19946, "Y4": 0.7308, "page": 0, "Index": 162}, {"Word": "necessary", "Confidence": 0.945, "X1": 0.25202, "Y1": 0.7102, "X2": 0.3531, "Y2": 0.71, "X3": 0.35175, "Y3": 0.7308, "X4": 0.25067, "Y4": 0.7308, "page": 0, "Index": 163}, {"Word": "legislation", "Confidence": 0.855, "X1": 0.35849, "Y1": 0.7102, "X2": 0.45553, "Y2": 0.71, "X3": 0.45553, "Y3": 0.7308, "X4": 0.35714, "Y4": 0.7308, "page": 0, "Index": 164}, {"Word": "for", "Confidence": 0.998, "X1": 0.46092, "Y1": 0.7102, "X2": 0.48518, "Y2": 0.71, "X3": 0.48518, "Y3": 0.7298, "X4": 0.46092, "Y4": 0.7298, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.944, "X1": 0.49057, "Y1": 0.7102, "X2": 0.52291, "Y2": 0.71, "X3": 0.52291, "Y3": 0.7298, "X4": 0.49057, "Y4": 0.7298, "page": 0, "Index": 166}, {"Word": "1990", "Confidence": 0.902, "X1": 0.5283, "Y1": 0.7102, "X2": 0.57817, "Y2": 0.71, "X3": 0.57682, "Y3": 0.7298, "X4": 0.5283, "Y4": 0.7298, "page": 0, "Index": 167}, {"Word": "session.", "Confidence": 0.667, "X1": 0.58356, "Y1": 0.7112, "X2": 0.66577, "Y2": 0.711, "X3": 0.66577, "Y3": 0.7288, "X4": 0.58221, "Y4": 0.7298, "page": 0, "Index": 168}, {"Word": "5)", "Confidence": 0.991, "X1": 0.1779, "Y1": 0.7442, "X2": 0.19542, "Y2": 0.744, "X3": 0.19407, "Y3": 0.7628, "X4": 0.1779, "Y4": 0.7628, "page": 0, "Index": 169}, {"Word": "Contract", "Confidence": 0.993, "X1": 0.19946, "Y1": 0.7442, "X2": 0.28302, "Y2": 0.744, "X3": 0.28302, "Y3": 0.7628, "X4": 0.19946, "Y4": 0.7628, "page": 0, "Index": 170}, {"Word": "and/or", "Confidence": 0.993, "X1": 0.28841, "Y1": 0.7442, "X2": 0.35445, "Y2": 0.744, "X3": 0.3531, "Y3": 0.7628, "X4": 0.28706, "Y4": 0.7628, "page": 0, "Index": 171}, {"Word": "coordinate", "Confidence": 0.972, "X1": 0.35849, "Y1": 0.7442, "X2": 0.46226, "Y2": 0.744, "X3": 0.46092, "Y3": 0.7628, "X4": 0.35849, "Y4": 0.7628, "page": 0, "Index": 172}, {"Word": "activities", "Confidence": 0.954, "X1": 0.46631, "Y1": 0.7442, "X2": 0.54852, "Y2": 0.744, "X3": 0.54717, "Y3": 0.7618, "X4": 0.46631, "Y4": 0.7628, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.997, "X1": 0.55256, "Y1": 0.7442, "X2": 0.57412, "Y2": 0.744, "X3": 0.57412, "Y3": 0.7618, "X4": 0.55256, "Y4": 0.7618, "page": 0, "Index": 174}, {"Word": "allies", "Confidence": 0.904, "X1": 0.57951, "Y1": 0.7442, "X2": 0.62938, "Y2": 0.744, "X3": 0.62938, "Y3": 0.7618, "X4": 0.57951, "Y4": 0.7618, "page": 0, "Index": 175}, {"Word": "in", "Confidence": 0.998, "X1": 0.63477, "Y1": 0.7442, "X2": 0.65229, "Y2": 0.744, "X3": 0.65229, "Y3": 0.7618, "X4": 0.63342, "Y4": 0.7618, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.998, "X1": 0.65768, "Y1": 0.7442, "X2": 0.68733, "Y2": 0.744, "X3": 0.68733, "Y3": 0.7618, "X4": 0.65633, "Y4": 0.7618, "page": 0, "Index": 177}, {"Word": "legislative", "Confidence": 0.616, "X1": 0.69272, "Y1": 0.7432, "X2": 0.79111, "Y2": 0.743, "X3": 0.79111, "Y3": 0.7618, "X4": 0.69137, "Y4": 0.7618, "page": 0, "Index": 178}, {"Word": "effort,", "Confidence": 0.609, "X1": 0.17655, "Y1": 0.7612, "X2": 0.23046, "Y2": 0.761, "X3": 0.22911, "Y3": 0.7788, "X4": 0.1752, "Y4": 0.7788, "page": 0, "Index": 179}, {"Word": "under", "Confidence": 0.997, "X1": 0.2345, "Y1": 0.7612, "X2": 0.29111, "Y2": 0.761, "X3": 0.29111, "Y3": 0.7788, "X4": 0.23315, "Y4": 0.7788, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.7612, "X2": 0.32749, "Y2": 0.761, "X3": 0.32615, "Y3": 0.7788, "X4": 0.29515, "Y4": 0.7788, "page": 0, "Index": 181}, {"Word": "direction", "Confidence": 0.991, "X1": 0.33154, "Y1": 0.7612, "X2": 0.41509, "Y2": 0.761, "X3": 0.41375, "Y3": 0.7788, "X4": 0.33154, "Y4": 0.7788, "page": 0, "Index": 182}, {"Word": "of", "Confidence": 0.998, "X1": 0.42049, "Y1": 0.7612, "X2": 0.43801, "Y2": 0.761, "X3": 0.43801, "Y3": 0.7788, "X4": 0.41914, "Y4": 0.7788, "page": 0, "Index": 183}, {"Word": "Paul", "Confidence": 0.982, "X1": 0.4434, "Y1": 0.7612, "X2": 0.48652, "Y2": 0.761, "X3": 0.48518, "Y3": 0.7788, "X4": 0.44205, "Y4": 0.7788, "page": 0, "Index": 184}, {"Word": "Jacobson.", "Confidence": 0.886, "X1": 0.49057, "Y1": 0.7612, "X2": 0.59704, "Y2": 0.761, "X3": 0.59704, "Y3": 0.7788, "X4": 0.49057, "Y4": 0.7788, "page": 0, "Index": 185}, {"Word": "These", "Confidence": 0.991, "X1": 0.60243, "Y1": 0.7622, "X2": 0.65903, "Y2": 0.762, "X3": 0.65768, "Y3": 0.7788, "X4": 0.60108, "Y4": 0.7788, "page": 0, "Index": 186}, {"Word": "allied", "Confidence": 0.991, "X1": 0.66442, "Y1": 0.7622, "X2": 0.71429, "Y2": 0.762, "X3": 0.71429, "Y3": 0.7788, "X4": 0.66307, "Y4": 0.7788, "page": 0, "Index": 187}, {"Word": "groups", "Confidence": 0.994, "X1": 0.71968, "Y1": 0.7622, "X2": 0.79111, "Y2": 0.762, "X3": 0.78976, "Y3": 0.7788, "X4": 0.71833, "Y4": 0.7788, "page": 0, "Index": 188}, {"Word": "should", "Confidence": 0.934, "X1": 0.1752, "Y1": 0.7782, "X2": 0.24124, "Y2": 0.778, "X3": 0.24124, "Y3": 0.7958, "X4": 0.17655, "Y4": 0.7948, "page": 0, "Index": 189}, {"Word": "Include", "Confidence": 0.64, "X1": 0.24528, "Y1": 0.7782, "X2": 0.31941, "Y2": 0.778, "X3": 0.31941, "Y3": 0.7958, "X4": 0.24528, "Y4": 0.7958, "page": 0, "Index": 190}, {"Word": "distributors,", "Confidence": 0.955, "X1": 0.32345, "Y1": 0.7782, "X2": 0.43801, "Y2": 0.778, "X3": 0.43801, "Y3": 0.7958, "X4": 0.32345, "Y4": 0.7958, "page": 0, "Index": 191}, {"Word": "vendors,", "Confidence": 0.97, "X1": 0.44205, "Y1": 0.7782, "X2": 0.52561, "Y2": 0.778, "X3": 0.52561, "Y3": 0.7958, "X4": 0.44205, "Y4": 0.7958, "page": 0, "Index": 192}, {"Word": "company", "Confidence": 0.991, "X1": 0.52965, "Y1": 0.7792, "X2": 0.62399, "Y2": 0.779, "X3": 0.62399, "Y3": 0.7958, "X4": 0.52965, "Y4": 0.7958, "page": 0, "Index": 193}, {"Word": "sales", "Confidence": 0.997, "X1": 0.62803, "Y1": 0.7792, "X2": 0.68059, "Y2": 0.779, "X3": 0.68059, "Y3": 0.7958, "X4": 0.62803, "Y4": 0.7958, "page": 0, "Index": 194}, {"Word": "personnel,", "Confidence": 0.684, "X1": 0.68598, "Y1": 0.7792, "X2": 0.79111, "Y2": 0.779, "X3": 0.79111, "Y3": 0.7958, "X4": 0.68598, "Y4": 0.7958, "page": 0, "Index": 195}, {"Word": "retailers,", "Confidence": 0.411, "X1": 0.1752, "Y1": 0.7952, "X2": 0.25876, "Y2": 0.795, "X3": 0.25876, "Y3": 0.8128, "X4": 0.17655, "Y4": 0.8118, "page": 0, "Index": 196}, {"Word": "etc.", "Confidence": 0.493, "X1": 0.2628, "Y1": 0.7962, "X2": 0.30323, "Y2": 0.796, "X3": 0.30323, "Y3": 0.8138, "X4": 0.2628, "Y4": 0.8128, "page": 0, "Index": 197}, {"Word": "Norman,", "Confidence": 0.992, "X1": 0.12129, "Y1": 0.8262, "X2": 0.2035, "Y2": 0.826, "X3": 0.20216, "Y3": 0.8468, "X4": 0.1186, "Y4": 0.8468, "page": 0, "Index": 198}, {"Word": "i", "Confidence": 0.871, "X1": 0.20889, "Y1": 0.8262, "X2": 0.21698, "Y2": 0.826, "X3": 0.21429, "Y3": 0.8468, "X4": 0.20755, "Y4": 0.8468, "page": 0, "Index": 199}, {"Word": "appreciate", "Confidence": 0.711, "X1": 0.22237, "Y1": 0.8272, "X2": 0.32615, "Y2": 0.827, "X3": 0.3248, "Y3": 0.8478, "X4": 0.21968, "Y4": 0.8468, "page": 0, "Index": 200}, {"Word": "your", "Confidence": 0.988, "X1": 0.33154, "Y1": 0.8272, "X2": 0.37466, "Y2": 0.827, "X3": 0.37332, "Y3": 0.8478, "X4": 0.33019, "Y4": 0.8478, "page": 0, "Index": 201}, {"Word": "willingness", "Confidence": 0.991, "X1": 0.38005, "Y1": 0.8272, "X2": 0.48383, "Y2": 0.827, "X3": 0.48248, "Y3": 0.8468, "X4": 0.37871, "Y4": 0.8478, "page": 0, "Index": 202}, {"Word": "to", "Confidence": 0.984, "X1": 0.48922, "Y1": 0.8272, "X2": 0.50943, "Y2": 0.827, "X3": 0.50809, "Y3": 0.8468, "X4": 0.48787, "Y4": 0.8468, "page": 0, "Index": 203}, {"Word": "coordinate", "Confidence": 0.981, "X1": 0.51482, "Y1": 0.8272, "X2": 0.6186, "Y2": 0.827, "X3": 0.61725, "Y3": 0.8468, "X4": 0.51348, "Y4": 0.8468, "page": 0, "Index": 204}, {"Word": "this", "Confidence": 0.987, "X1": 0.62399, "Y1": 0.8272, "X2": 0.66038, "Y2": 0.827, "X3": 0.66038, "Y3": 0.8468, "X4": 0.62264, "Y4": 0.8468, "page": 0, "Index": 205}, {"Word": "project.", "Confidence": 0.991, "X1": 0.66577, "Y1": 0.8272, "X2": 0.74124, "Y2": 0.827, "X3": 0.73989, "Y3": 0.8458, "X4": 0.66577, "Y4": 0.8468, "page": 0, "Index": 206}, {"Word": "NATRINAL", "Confidence": 0.623, "X1": 0.22911, "Y1": 0.9002, "X2": 0.29111, "Y2": 0.9, "X3": 0.29111, "Y3": 0.9148, "X4": 0.22776, "Y4": 0.9148, "page": 0, "Index": 207}, {"Word": "OFFIC'K", "Confidence": 0.094, "X1": 0.29515, "Y1": 0.9002, "X2": 0.33962, "Y2": 0.9, "X3": 0.33827, "Y3": 0.9148, "X4": 0.29515, "Y4": 0.9148, "page": 0, "Index": 208}, {"Word": ".", "Confidence": 0.652, "X1": 0.34367, "Y1": 0.9002, "X2": 0.34771, "Y2": 0.9, "X3": 0.34771, "Y3": 0.9148, "X4": 0.34232, "Y4": 0.9148, "page": 0, "Index": 209}, {"Word": "1875", "Confidence": 0.607, "X1": 0.35175, "Y1": 0.9002, "X2": 0.37601, "Y2": 0.9, "X3": 0.37466, "Y3": 0.9148, "X4": 0.35175, "Y4": 0.9148, "page": 0, "Index": 210}, {"Word": "I", "Confidence": 0.225, "X1": 0.38005, "Y1": 0.8992, "X2": 0.38544, "Y2": 0.899, "X3": 0.3841, "Y3": 0.9148, "X4": 0.37871, "Y4": 0.9148, "page": 0, "Index": 211}, {"Word": "STREET", "Confidence": 0.247, "X1": 0.38814, "Y1": 0.8992, "X2": 0.43396, "Y2": 0.899, "X3": 0.43261, "Y3": 0.9148, "X4": 0.38814, "Y4": 0.9148, "page": 0, "Index": 212}, {"Word": "NORTHWEST", "Confidence": 0.126, "X1": 0.43801, "Y1": 0.8992, "X2": 0.51482, "Y2": 0.899, "X3": 0.51348, "Y3": 0.9138, "X4": 0.43666, "Y4": 0.9148, "page": 0, "Index": 213}, {"Word": ".", "Confidence": 0.351, "X1": 0.51887, "Y1": 0.8992, "X2": 0.52291, "Y2": 0.899, "X3": 0.52291, "Y3": 0.9138, "X4": 0.51752, "Y4": 0.9138, "page": 0, "Index": 214}, {"Word": "WANTINGTUN,", "Confidence": 0.625, "X1": 0.52695, "Y1": 0.9002, "X2": 0.6159, "Y2": 0.9, "X3": 0.6159, "Y3": 0.9138, "X4": 0.52695, "Y4": 0.9138, "page": 0, "Index": 215}, {"Word": "DC", "Confidence": 0.784, "X1": 0.61995, "Y1": 0.9002, "X2": 0.63612, "Y2": 0.9, "X3": 0.63612, "Y3": 0.9138, "X4": 0.61995, "Y4": 0.9138, "page": 0, "Index": 216}, {"Word": "20000", "Confidence": 0.765, "X1": 0.64016, "Y1": 0.9002, "X2": 0.67251, "Y2": 0.9, "X3": 0.67116, "Y3": 0.9138, "X4": 0.64016, "Y4": 0.9138, "page": 0, "Index": 217}, {"Word": "+", "Confidence": 0.64, "X1": 0.6752, "Y1": 0.9002, "X2": 0.68194, "Y2": 0.9, "X3": 0.68194, "Y3": 0.9128, "X4": 0.6752, "Y4": 0.9138, "page": 0, "Index": 218}, {"Word": "212/4h/-1000", "Confidence": 0.29, "X1": 0.68598, "Y1": 0.9012, "X2": 0.7628, "Y2": 0.901, "X3": 0.7628, "Y3": 0.9128, "X4": 0.68464, "Y4": 0.9128, "page": 0, "Index": 219}, {"Word": "TCAL0348892", "Confidence": 0.984, "X1": 0.66846, "Y1": 0.9442, "X2": 0.79784, "Y2": 0.944, "X3": 0.7965, "Y3": 0.9588, "X4": 0.66846, "Y4": 0.9588, "page": 0, "Index": 220}]}
"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"
fflp0103
1
{"lines_data": [{"Word": "THE TOBACCO INSTITUTE", "Confidence": 0.99267, "X1": 0.20889, "Y1": 0.0802, "X2": 0.59569, "Y2": 0.08, "X3": 0.59569, "Y3": 0.1038, "X4": 0.20889, "Y4": 0.1058, "page": 0}, {"Word": "SECURITY PALAFI: PLAZA. MUIITK 1740", "Confidence": 0.4572, "X1": 0.35849, "Y1": 0.1032, "X2": 0.59164, "Y2": 0.103, "X3": 0.59164, "Y3": 0.1168, "X4": 0.35849, "Y4": 0.1188, "page": 0}, {"Word": "777 108TH AVENUE, NURTHEAST", "Confidence": 0.57725, "X1": 0.38814, "Y1": 0.1172, "X2": 0.5903, "Y2": 0.117, "X3": 0.5903, "Y3": 0.1278, "X4": 0.38814, "Y4": 0.1278, "page": 0}, {"Word": "Regional Yion Prouddual", "Confidence": 0.27233, "X1": 0.71294, "Y1": 0.1172, "X2": 0.84771, "Y2": 0.117, "X3": 0.84771, "Y3": 0.1278, "X4": 0.71294, "Y4": 0.1288, "page": 0}, {"Word": "I fully realize It will be a lot of work, but hopefully it will pay off with a victory", "Confidence": 0.89205, "X1": 0.12399, "Y1": 0.1762, "X2": 0.84906, "Y2": 0.176, "X3": 0.84906, "Y3": 0.1948, "X4": 0.12399, "Y4": 0.1948, "page": 0}, {"Word": "within the next couple of legislative sessions. I'll continue to provide", "Confidence": 0.90755, "X1": 0.12803, "Y1": 0.1942, "X2": 0.84771, "Y2": 0.194, "X3": 0.84771, "Y3": 0.2118, "X4": 0.12803, "Y4": 0.2118, "page": 0}, {"Word": "whatever support and assistance that is possible.", "Confidence": 0.88943, "X1": 0.12938, "Y1": 0.2102, "X2": 0.60243, "Y2": 0.21, "X3": 0.60243, "Y3": 0.2288, "X4": 0.12938, "Y4": 0.2288, "page": 0}, {"Word": "Very truly yours,", "Confidence": 0.93867, "X1": 0.12668, "Y1": 0.2432, "X2": 0.28437, "Y2": 0.243, "X3": 0.28437, "Y3": 0.2638, "X4": 0.12668, "Y4": 0.2628, "page": 0}, {"Word": "Paul Jacobson", "Confidence": 0.6785, "X1": 0.12399, "Y1": 0.3062, "X2": 0.27493, "Y2": 0.306, "X3": 0.27493, "Y3": 0.3288, "X4": 0.12399, "Y4": 0.3278, "page": 0}, {"Word": "Accepted", "Confidence": 0.602, "X1": 0.46092, "Y1": 0.3412, "X2": 0.56199, "Y2": 0.341, "X3": 0.56199, "Y3": 0.3618, "X4": 0.46092, "Y4": 0.3618, "page": 0}, {"Word": "NATRINAL OFFICE . 1875 1 STRKKI: NUMRIIWENT - WASHIN:TUN, DU MAIS . 282- 457 4800", "Confidence": 0.3312, "X1": 0.22102, "Y1": 0.8922, "X2": 0.75472, "Y2": 0.892, "X3": 0.75472, "Y3": 0.9068, "X4": 0.22102, "Y4": 0.9068, "page": 0}, {"Word": "TCAL0348893", "Confidence": 0.994, "X1": 0.6752, "Y1": 0.9422, "X2": 0.80728, "Y2": 0.942, "X3": 0.80728, "Y3": 0.9578, "X4": 0.6752, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "THE", "Confidence": 0.991, "X1": 0.21159, "Y1": 0.0832, "X2": 0.26954, "Y2": 0.083, "X3": 0.26954, "Y3": 0.1058, "X4": 0.21024, "Y4": 0.1068, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.996, "X1": 0.27628, "Y1": 0.0822, "X2": 0.41644, "Y2": 0.082, "X3": 0.41779, "Y3": 0.1048, "X4": 0.27628, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "INSTITUTE", "Confidence": 0.991, "X1": 0.42992, "Y1": 0.0802, "X2": 0.59164, "Y2": 0.08, "X3": 0.59299, "Y3": 0.1048, "X4": 0.42992, "Y4": 0.1048, "page": 0, "Index": 2}, {"Word": "SECURITY", "Confidence": 0.747, "X1": 0.35984, "Y1": 0.1062, "X2": 0.41914, "Y2": 0.106, "X3": 0.41914, "Y3": 0.1178, "X4": 0.35849, "Y4": 0.1188, "page": 0, "Index": 3}, {"Word": "PALAFI:", "Confidence": 0.071, "X1": 0.42318, "Y1": 0.1062, "X2": 0.47035, "Y2": 0.106, "X3": 0.47035, "Y3": 0.1178, "X4": 0.42318, "Y4": 0.1178, "page": 0, "Index": 4}, {"Word": "PLAZA.", "Confidence": 0.492, "X1": 0.47439, "Y1": 0.1052, "X2": 0.51752, "Y2": 0.105, "X3": 0.51752, "Y3": 0.1178, "X4": 0.47439, "Y4": 0.1178, "page": 0, "Index": 5}, {"Word": "MUIITK", "Confidence": 0.327, "X1": 0.52156, "Y1": 0.1052, "X2": 0.5566, "Y2": 0.105, "X3": 0.55795, "Y3": 0.1178, "X4": 0.52156, "Y4": 0.1178, "page": 0, "Index": 6}, {"Word": "1740", "Confidence": 0.649, "X1": 0.56065, "Y1": 0.1042, "X2": 0.59164, "Y2": 0.104, "X3": 0.59164, "Y3": 0.1178, "X4": 0.56065, "Y4": 0.1178, "page": 0, "Index": 7}, {"Word": "777", "Confidence": 0.858, "X1": 0.39084, "Y1": 0.1182, "X2": 0.41375, "Y2": 0.118, "X3": 0.4124, "Y3": 0.1278, "X4": 0.39084, "Y4": 0.1278, "page": 0, "Index": 8}, {"Word": "NURTHEAST", "Confidence": 0.658, "X1": 0.51348, "Y1": 0.1172, "X2": 0.5903, "Y2": 0.117, "X3": 0.58895, "Y3": 0.1278, "X4": 0.51213, "Y4": 0.1288, "page": 0, "Index": 9}, {"Word": "Regional", "Confidence": 0.635, "X1": 0.71294, "Y1": 0.1182, "X2": 0.76011, "Y2": 0.118, "X3": 0.76011, "Y3": 0.1278, "X4": 0.71294, "Y4": 0.1288, "page": 0, "Index": 10}, {"Word": "Yion", "Confidence": 0.037, "X1": 0.7628, "Y1": 0.1182, "X2": 0.78571, "Y2": 0.118, "X3": 0.78571, "Y3": 0.1278, "X4": 0.7628, "Y4": 0.1278, "page": 0, "Index": 11}, {"Word": "108TH", "Confidence": 0.452, "X1": 0.41644, "Y1": 0.1182, "X2": 0.45148, "Y2": 0.118, "X3": 0.45148, "Y3": 0.1288, "X4": 0.41509, "Y4": 0.1288, "page": 0, "Index": 12}, {"Word": "AVENUE,", "Confidence": 0.341, "X1": 0.45687, "Y1": 0.1182, "X2": 0.51078, "Y2": 0.118, "X3": 0.50943, "Y3": 0.1288, "X4": 0.45687, "Y4": 0.1288, "page": 0, "Index": 13}, {"Word": "Prouddual", "Confidence": 0.145, "X1": 0.78841, "Y1": 0.1182, "X2": 0.84636, "Y2": 0.118, "X3": 0.84636, "Y3": 0.1288, "X4": 0.78841, "Y4": 0.1278, "page": 0, "Index": 14}, {"Word": "I", "Confidence": 0.802, "X1": 0.12668, "Y1": 0.1762, "X2": 0.13342, "Y2": 0.176, "X3": 0.13342, "Y3": 0.1958, "X4": 0.12668, "Y4": 0.1958, "page": 0, "Index": 15}, {"Word": "fully", "Confidence": 0.886, "X1": 0.13881, "Y1": 0.1762, "X2": 0.17925, "Y2": 0.176, "X3": 0.1779, "Y3": 0.1958, "X4": 0.13881, "Y4": 0.1958, "page": 0, "Index": 16}, {"Word": "realize", "Confidence": 0.639, "X1": 0.18329, "Y1": 0.1762, "X2": 0.24259, "Y2": 0.176, "X3": 0.24259, "Y3": 0.1958, "X4": 0.18329, "Y4": 0.1958, "page": 0, "Index": 17}, {"Word": "It", "Confidence": 0.775, "X1": 0.24798, "Y1": 0.1762, "X2": 0.26146, "Y2": 0.176, "X3": 0.26146, "Y3": 0.1958, "X4": 0.24798, "Y4": 0.1958, "page": 0, "Index": 18}, {"Word": "will", "Confidence": 0.991, "X1": 0.26685, "Y1": 0.1762, "X2": 0.29784, "Y2": 0.176, "X3": 0.29784, "Y3": 0.1958, "X4": 0.26685, "Y4": 0.1958, "page": 0, "Index": 19}, {"Word": "be", "Confidence": 0.996, "X1": 0.30323, "Y1": 0.1772, "X2": 0.32749, "Y2": 0.177, "X3": 0.32749, "Y3": 0.1958, "X4": 0.30323, "Y4": 0.1958, "page": 0, "Index": 20}, {"Word": "a", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.1772, "X2": 0.34501, "Y2": 0.177, "X3": 0.34501, "Y3": 0.1958, "X4": 0.33288, "Y4": 0.1958, "page": 0, "Index": 21}, {"Word": "lot", "Confidence": 0.941, "X1": 0.3504, "Y1": 0.1772, "X2": 0.37601, "Y2": 0.177, "X3": 0.37601, "Y3": 0.1958, "X4": 0.3504, "Y4": 0.1958, "page": 0, "Index": 22}, {"Word": "of", "Confidence": 0.998, "X1": 0.3814, "Y1": 0.1772, "X2": 0.40027, "Y2": 0.177, "X3": 0.40027, "Y3": 0.1958, "X4": 0.3814, "Y4": 0.1958, "page": 0, "Index": 23}, {"Word": "work,", "Confidence": 0.854, "X1": 0.40566, "Y1": 0.1772, "X2": 0.45822, "Y2": 0.177, "X3": 0.45822, "Y3": 0.1958, "X4": 0.40566, "Y4": 0.1958, "page": 0, "Index": 24}, {"Word": "but", "Confidence": 0.998, "X1": 0.46361, "Y1": 0.1772, "X2": 0.49461, "Y2": 0.177, "X3": 0.49461, "Y3": 0.1958, "X4": 0.46361, "Y4": 0.1958, "page": 0, "Index": 25}, {"Word": "hopefully", "Confidence": 0.829, "X1": 0.5, "Y1": 0.1762, "X2": 0.58625, "Y2": 0.176, "X3": 0.5876, "Y3": 0.1958, "X4": 0.5, "Y4": 0.1958, "page": 0, "Index": 26}, {"Word": "it", "Confidence": 0.995, "X1": 0.59164, "Y1": 0.1762, "X2": 0.60377, "Y2": 0.176, "X3": 0.60512, "Y3": 0.1958, "X4": 0.59164, "Y4": 0.1958, "page": 0, "Index": 27}, {"Word": "will", "Confidence": 0.687, "X1": 0.60916, "Y1": 0.1762, "X2": 0.64016, "Y2": 0.176, "X3": 0.64151, "Y3": 0.1958, "X4": 0.60916, "Y4": 0.1958, "page": 0, "Index": 28}, {"Word": "pay", "Confidence": 0.998, "X1": 0.64555, "Y1": 0.1762, "X2": 0.68194, "Y2": 0.176, "X3": 0.68329, "Y3": 0.1958, "X4": 0.6469, "Y4": 0.1958, "page": 0, "Index": 29}, {"Word": "off", "Confidence": 0.991, "X1": 0.68733, "Y1": 0.1762, "X2": 0.71159, "Y2": 0.176, "X3": 0.71294, "Y3": 0.1958, "X4": 0.68733, "Y4": 0.1958, "page": 0, "Index": 30}, {"Word": "with", "Confidence": 0.991, "X1": 0.71698, "Y1": 0.1762, "X2": 0.75741, "Y2": 0.176, "X3": 0.75741, "Y3": 0.1958, "X4": 0.71698, "Y4": 0.1958, "page": 0, "Index": 31}, {"Word": "a", "Confidence": 0.671, "X1": 0.76146, "Y1": 0.1762, "X2": 0.77358, "Y2": 0.176, "X3": 0.77493, "Y3": 0.1958, "X4": 0.7628, "Y4": 0.1958, "page": 0, "Index": 32}, {"Word": "victory", "Confidence": 0.916, "X1": 0.77898, "Y1": 0.1762, "X2": 0.84771, "Y2": 0.176, "X3": 0.84906, "Y3": 0.1958, "X4": 0.78032, "Y4": 0.1958, "page": 0, "Index": 33}, {"Word": "within", "Confidence": 0.794, "X1": 0.12938, "Y1": 0.1952, "X2": 0.18598, "Y2": 0.195, "X3": 0.18598, "Y3": 0.2118, "X4": 0.12938, "Y4": 0.2128, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.19542, "Y1": 0.1952, "X2": 0.22776, "Y2": 0.195, "X3": 0.22776, "Y3": 0.2118, "X4": 0.19542, "Y4": 0.2118, "page": 0, "Index": 35}, {"Word": "next", "Confidence": 0.958, "X1": 0.23585, "Y1": 0.1952, "X2": 0.28167, "Y2": 0.195, "X3": 0.28167, "Y3": 0.2118, "X4": 0.23585, "Y4": 0.2118, "page": 0, "Index": 36}, {"Word": "couple", "Confidence": 0.954, "X1": 0.28571, "Y1": 0.1952, "X2": 0.3558, "Y2": 0.195, "X3": 0.3558, "Y3": 0.2118, "X4": 0.28571, "Y4": 0.2118, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.36388, "Y1": 0.1952, "X2": 0.38949, "Y2": 0.195, "X3": 0.38949, "Y3": 0.2118, "X4": 0.36388, "Y4": 0.2118, "page": 0, "Index": 38}, {"Word": "legislative", "Confidence": 0.781, "X1": 0.39353, "Y1": 0.1952, "X2": 0.49191, "Y2": 0.195, "X3": 0.49191, "Y3": 0.2118, "X4": 0.39353, "Y4": 0.2118, "page": 0, "Index": 39}, {"Word": "sessions.", "Confidence": 0.88, "X1": 0.5, "Y1": 0.1952, "X2": 0.59838, "Y2": 0.195, "X3": 0.59838, "Y3": 0.2118, "X4": 0.5, "Y4": 0.2118, "page": 0, "Index": 40}, {"Word": "I'll", "Confidence": 0.686, "X1": 0.61186, "Y1": 0.1952, "X2": 0.64016, "Y2": 0.195, "X3": 0.64151, "Y3": 0.2118, "X4": 0.61321, "Y4": 0.2118, "page": 0, "Index": 41}, {"Word": "continue", "Confidence": 0.995, "X1": 0.64555, "Y1": 0.1952, "X2": 0.73181, "Y2": 0.195, "X3": 0.73181, "Y3": 0.2118, "X4": 0.64555, "Y4": 0.2118, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.997, "X1": 0.73989, "Y1": 0.1952, "X2": 0.7628, "Y2": 0.195, "X3": 0.76415, "Y3": 0.2118, "X4": 0.73989, "Y4": 0.2118, "page": 0, "Index": 43}, {"Word": "provide", "Confidence": 0.942, "X1": 0.77089, "Y1": 0.1952, "X2": 0.84501, "Y2": 0.195, "X3": 0.84636, "Y3": 0.2118, "X4": 0.77224, "Y4": 0.2118, "page": 0, "Index": 44}, {"Word": "whatever", "Confidence": 0.991, "X1": 0.12938, "Y1": 0.2122, "X2": 0.21429, "Y2": 0.212, "X3": 0.21429, "Y3": 0.2288, "X4": 0.12938, "Y4": 0.2298, "page": 0, "Index": 45}, {"Word": "support", "Confidence": 0.981, "X1": 0.21833, "Y1": 0.2112, "X2": 0.29245, "Y2": 0.211, "X3": 0.29245, "Y3": 0.2288, "X4": 0.21833, "Y4": 0.2288, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.2965, "Y1": 0.2112, "X2": 0.33558, "Y2": 0.211, "X3": 0.33558, "Y3": 0.2288, "X4": 0.2965, "Y4": 0.2288, "page": 0, "Index": 47}, {"Word": "assistance", "Confidence": 0.865, "X1": 0.33962, "Y1": 0.2112, "X2": 0.44205, "Y2": 0.211, "X3": 0.44205, "Y3": 0.2288, "X4": 0.33962, "Y4": 0.2288, "page": 0, "Index": 48}, {"Word": "that", "Confidence": 0.987, "X1": 0.44744, "Y1": 0.2112, "X2": 0.48518, "Y2": 0.211, "X3": 0.48518, "Y3": 0.2288, "X4": 0.44744, "Y4": 0.2288, "page": 0, "Index": 49}, {"Word": "is", "Confidence": 0.812, "X1": 0.49057, "Y1": 0.2112, "X2": 0.50809, "Y2": 0.211, "X3": 0.50809, "Y3": 0.2288, "X4": 0.49057, "Y4": 0.2288, "page": 0, "Index": 50}, {"Word": "possible.", "Confidence": 0.592, "X1": 0.51348, "Y1": 0.2112, "X2": 0.60243, "Y2": 0.211, "X3": 0.60243, "Y3": 0.2298, "X4": 0.51213, "Y4": 0.2288, "page": 0, "Index": 51}, {"Word": "Very", "Confidence": 0.941, "X1": 0.12803, "Y1": 0.2432, "X2": 0.17116, "Y2": 0.243, "X3": 0.16981, "Y3": 0.2638, "X4": 0.12668, "Y4": 0.2628, "page": 0, "Index": 52}, {"Word": "truly", "Confidence": 0.941, "X1": 0.17655, "Y1": 0.2442, "X2": 0.21833, "Y2": 0.244, "X3": 0.21698, "Y3": 0.2638, "X4": 0.1752, "Y4": 0.2638, "page": 0, "Index": 53}, {"Word": "yours,", "Confidence": 0.934, "X1": 0.22372, "Y1": 0.2442, "X2": 0.28571, "Y2": 0.244, "X3": 0.28437, "Y3": 0.2638, "X4": 0.22237, "Y4": 0.2638, "page": 0, "Index": 54}, {"Word": "Paul", "Confidence": 0.901, "X1": 0.12803, "Y1": 0.3072, "X2": 0.17116, "Y2": 0.307, "X3": 0.16981, "Y3": 0.3278, "X4": 0.12534, "Y4": 0.3288, "page": 0, "Index": 55}, {"Word": "Jacobson", "Confidence": 0.456, "X1": 0.17655, "Y1": 0.3082, "X2": 0.27358, "Y2": 0.308, "X3": 0.27358, "Y3": 0.3288, "X4": 0.1752, "Y4": 0.3278, "page": 0, "Index": 56}, {"Word": "Accepted", "Confidence": 0.602, "X1": 0.46361, "Y1": 0.3412, "X2": 0.5566, "Y2": 0.341, "X3": 0.55526, "Y3": 0.3618, "X4": 0.46361, "Y4": 0.3608, "page": 0, "Index": 57}, {"Word": "NATRINAL", "Confidence": 0.797, "X1": 0.22372, "Y1": 0.8932, "X2": 0.28437, "Y2": 0.893, "X3": 0.28302, "Y3": 0.9068, "X4": 0.22237, "Y4": 0.9078, "page": 0, "Index": 58}, {"Word": "OFFICE", "Confidence": 0.276, "X1": 0.28841, "Y1": 0.8932, "X2": 0.33154, "Y2": 0.893, "X3": 0.33019, "Y3": 0.9068, "X4": 0.28706, "Y4": 0.9068, "page": 0, "Index": 59}, {"Word": ".", "Confidence": 0.193, "X1": 0.33558, "Y1": 0.8932, "X2": 0.34097, "Y2": 0.893, "X3": 0.33962, "Y3": 0.9068, "X4": 0.33423, "Y4": 0.9068, "page": 0, "Index": 60}, {"Word": "1875", "Confidence": 0.627, "X1": 0.34501, "Y1": 0.8932, "X2": 0.36927, "Y2": 0.893, "X3": 0.36792, "Y3": 0.9068, "X4": 0.34367, "Y4": 0.9068, "page": 0, "Index": 61}, {"Word": "1", "Confidence": 0.15, "X1": 0.37332, "Y1": 0.8932, "X2": 0.37736, "Y2": 0.893, "X3": 0.37736, "Y3": 0.9068, "X4": 0.37197, "Y4": 0.9068, "page": 0, "Index": 62}, {"Word": "STRKKI:", "Confidence": 0.115, "X1": 0.3814, "Y1": 0.8932, "X2": 0.42722, "Y2": 0.893, "X3": 0.42588, "Y3": 0.9068, "X4": 0.3814, "Y4": 0.9068, "page": 0, "Index": 63}, {"Word": "NUMRIIWENT", "Confidence": 0.052, "X1": 0.43127, "Y1": 0.8932, "X2": 0.50674, "Y2": 0.893, "X3": 0.50539, "Y3": 0.9068, "X4": 0.42992, "Y4": 0.9068, "page": 0, "Index": 64}, {"Word": "-", "Confidence": 0.313, "X1": 0.51078, "Y1": 0.8932, "X2": 0.51617, "Y2": 0.893, "X3": 0.51617, "Y3": 0.9068, "X4": 0.50943, "Y4": 0.9068, "page": 0, "Index": 65}, {"Word": "WASHIN:TUN,", "Confidence": 0.091, "X1": 0.52022, "Y1": 0.8932, "X2": 0.60782, "Y2": 0.893, "X3": 0.60647, "Y3": 0.9068, "X4": 0.52022, "Y4": 0.9068, "page": 0, "Index": 66}, {"Word": "DU", "Confidence": 0.402, "X1": 0.61051, "Y1": 0.8932, "X2": 0.62938, "Y2": 0.893, "X3": 0.62938, "Y3": 0.9068, "X4": 0.61051, "Y4": 0.9068, "page": 0, "Index": 67}, {"Word": "MAIS", "Confidence": 0.002, "X1": 0.63342, "Y1": 0.8932, "X2": 0.66173, "Y2": 0.893, "X3": 0.66173, "Y3": 0.9068, "X4": 0.63208, "Y4": 0.9068, "page": 0, "Index": 68}, {"Word": ".", "Confidence": 0.467, "X1": 0.66577, "Y1": 0.8932, "X2": 0.67251, "Y2": 0.893, "X3": 0.67251, "Y3": 0.9068, "X4": 0.66577, "Y4": 0.9068, "page": 0, "Index": 69}, {"Word": "282-", "Confidence": 0.451, "X1": 0.6752, "Y1": 0.8932, "X2": 0.69811, "Y2": 0.893, "X3": 0.69811, "Y3": 0.9068, "X4": 0.6752, "Y4": 0.9068, "page": 0, "Index": 70}, {"Word": "457", "Confidence": 0.929, "X1": 0.70216, "Y1": 0.8942, "X2": 0.71968, "Y2": 0.894, "X3": 0.71968, "Y3": 0.9068, "X4": 0.70081, "Y4": 0.9068, "page": 0, "Index": 71}, {"Word": "4800", "Confidence": 0.103, "X1": 0.72372, "Y1": 0.8942, "X2": 0.75337, "Y2": 0.894, "X3": 0.75337, "Y3": 0.9068, "X4": 0.72372, "Y4": 0.9068, "page": 0, "Index": 72}, {"Word": "TCAL0348893", "Confidence": 0.994, "X1": 0.6779, "Y1": 0.9422, "X2": 0.80323, "Y2": 0.942, "X3": 0.80323, "Y3": 0.9588, "X4": 0.67655, "Y4": 0.9598, "page": 0, "Index": 73}]}
"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"
ffmk0066
0
{"lines_data": [{"Word": "NET AMOUNT 676369.00", "Confidence": 0.90133, "X1": 0.825, "Y1": 0.12284, "X2": 0.622, "Y2": 0.12264, "X3": 0.622, "Y3": 0.09414, "X4": 0.825, "Y4": 0.09144, "page": 0}, {"Word": "113", "Confidence": 0.617, "X1": 0.533, "Y1": 0.12284, "X2": 0.508, "Y2": 0.12264, "X3": 0.508, "Y3": 0.09953, "X4": 0.534, "Y4": 0.09818, "page": 0}, {"Word": "12", "Confidence": 0.943, "X1": 0.525, "Y1": 0.15653, "X2": 0.507, "Y2": 0.15633, "X3": 0.505, "Y3": 0.12783, "X4": 0.524, "Y4": 0.12783, "page": 0}, {"Word": "2075573205", "Confidence": 0.994, "X1": 0.548, "Y1": 0.14171, "X2": 0.628, "Y2": 0.14151, "X3": 0.627, "Y3": 0.16557, "X4": 0.548, "Y4": 0.16287, "page": 0}, {"Word": "Approved :.", "Confidence": 0.8855, "X1": 0.881, "Y1": 0.19966, "X2": 0.816, "Y2": 0.19946, "X3": 0.816, "Y3": 0.18039, "X4": 0.881, "Y4": 0.18039, "page": 0}, {"Word": "Processed: 1:", "Confidence": 0.523, "X1": 0.88, "Y1": 0.21853, "X2": 0.765, "Y2": 0.21833, "X3": 0.765, "Y3": 0.19657, "X4": 0.881, "Y4": 0.20061, "page": 0}, {"Word": "VOUCHER DESCRIPTION", "Confidence": 0.566, "X1": 0.429, "Y1": 0.23335, "X2": 0.344, "Y2": 0.23315, "X3": 0.344, "Y3": 0.21678, "X4": 0.429, "Y4": 0.21678, "page": 0}, {"Word": "19", "Confidence": 0.705, "X1": 0.866, "Y1": 0.31556, "X2": 0.85, "Y2": 0.31536, "X3": 0.851, "Y3": 0.29764, "X4": 0.867, "Y4": 0.2963, "page": 0}, {"Word": "99", "Confidence": 0.572, "X1": 0.452, "Y1": 0.34252, "X2": 0.419, "Y2": 0.34232, "X3": 0.419, "Y3": 0.3219, "X4": 0.452, "Y4": 0.3219, "page": 0}, {"Word": "T", "Confidence": 0.881, "X1": 0.879, "Y1": 0.34521, "X2": 0.87, "Y2": 0.34501, "X3": 0.869, "Y3": 0.32999, "X4": 0.878, "Y4": 0.32999, "page": 0}, {"Word": "091", "Confidence": 0.699, "X1": 0.453, "Y1": 0.39508, "X2": 0.409, "Y2": 0.39488, "X3": 0.41, "Y3": 0.37177, "X4": 0.453, "Y4": 0.37446, "page": 0}, {"Word": "19", "Confidence": 0.603, "X1": 0.864, "Y1": 0.39777, "X2": 0.85, "Y2": 0.39757, "X3": 0.85, "Y3": 0.3812, "X4": 0.864, "Y4": 0.37716, "page": 0}, {"Word": "LL", "Confidence": 0.804, "X1": 0.353, "Y1": 0.41664, "X2": 0.329, "Y2": 0.41644, "X3": 0.327, "Y3": 0.39603, "X4": 0.352, "Y4": 0.39468, "page": 0}, {"Word": "051", "Confidence": 0.659, "X1": 0.451, "Y1": 0.42069, "X2": 0.41, "Y2": 0.42049, "X3": 0.41, "Y3": 0.39872, "X4": 0.451, "Y4": 0.40007, "page": 0}, {"Word": "11", "Confidence": 0.997, "X1": 0.353, "Y1": 0.44494, "X2": 0.329, "Y2": 0.44474, "X3": 0.327, "Y3": 0.42163, "X4": 0.351, "Y4": 0.42029, "page": 0}, {"Word": "111", "Confidence": 0.696, "X1": 0.414, "Y1": 0.44629, "X2": 0.355, "Y2": 0.44609, "X3": 0.355, "Y3": 0.42163, "X4": 0.414, "Y4": 0.42163, "page": 0}, {"Word": "111111", "Confidence": 0.43, "X1": 0.631, "Y1": 0.45033, "X2": 0.53, "Y2": 0.45013, "X3": 0.53, "Y3": 0.42029, "X4": 0.631, "Y4": 0.41894, "page": 0}, {"Word": "LLLL", "Confidence": 0.607, "X1": 0.397, "Y1": 0.4692, "X2": 0.356, "Y2": 0.469, "X3": 0.356, "Y3": 0.44724, "X4": 0.396, "Y4": 0.44589, "page": 0}, {"Word": "T 3", "Confidence": 0.2765, "X1": 0.88, "Y1": 0.47594, "X2": 0.847, "Y2": 0.47574, "X3": 0.847, "Y3": 0.45398, "X4": 0.879, "Y4": 0.45398, "page": 0}, {"Word": "T2.", "Confidence": 0.647, "X1": 0.877, "Y1": 0.50155, "X2": 0.848, "Y2": 0.50135, "X3": 0.848, "Y3": 0.48093, "X4": 0.877, "Y4": 0.48093, "page": 0}, {"Word": "11", "Confidence": 0.979, "X1": 0.488, "Y1": 0.52715, "X2": 0.472, "Y2": 0.52695, "X3": 0.472, "Y3": 0.50384, "X4": 0.488, "Y4": 0.50519, "page": 0}, {"Word": "5", "Confidence": 0.241, "X1": 0.253, "Y1": 0.54737, "X2": 0.243, "Y2": 0.54717, "X3": 0.243, "Y3": 0.53349, "X4": 0.253, "Y4": 0.53349, "page": 0}, {"Word": "PO NUMBER", "Confidence": 0.7855, "X1": 0.302, "Y1": 0.57163, "X2": 0.255, "Y2": 0.57143, "X3": 0.255, "Y3": 0.5564, "X4": 0.302, "Y4": 0.5564, "page": 0}, {"Word": "PROJECT", "Confidence": 0.602, "X1": 0.403, "Y1": 0.57298, "X2": 0.369, "Y2": 0.57278, "X3": 0.369, "Y3": 0.55775, "X4": 0.403, "Y4": 0.55775, "page": 0}, {"Word": "QUANTITY", "Confidence": 0.664, "X1": 0.519, "Y1": 0.57298, "X2": 0.479, "Y2": 0.57278, "X3": 0.479, "Y3": 0.55775, "X4": 0.519, "Y4": 0.55775, "page": 0}, {"Word": "PART NUMBER", "Confidence": 0.7715, "X1": 0.618, "Y1": 0.56489, "X2": 0.564, "Y2": 0.56469, "X3": 0.564, "Y3": 0.55236, "X4": 0.618, "Y4": 0.55101, "page": 0}, {"Word": "DISTRIBUTION AMT", "Confidence": 0.548, "X1": 0.726, "Y1": 0.57298, "X2": 0.66, "Y2": 0.57278, "X3": 0.66, "Y3": 0.55775, "X4": 0.726, "Y4": 0.55775, "page": 0}, {"Word": "GIL OHIARGE DISTRIBUTION", "Confidence": 0.28067, "X1": 0.843, "Y1": 0.57298, "X2": 0.752, "Y2": 0.57278, "X3": 0.753, "Y3": 0.5564, "X4": 0.844, "Y4": 0.55775, "page": 0}, {"Word": "ACT", "Confidence": 0.998, "X1": 0.346, "Y1": 0.57163, "X2": 0.328, "Y2": 0.57143, "X3": 0.328, "Y3": 0.5591, "X4": 0.346, "Y4": 0.5591, "page": 0}, {"Word": "DESCRIPTIONOR", "Confidence": 0.266, "X1": 0.622, "Y1": 0.57971, "X2": 0.562, "Y2": 0.57951, "X3": 0.562, "Y3": 0.56584, "X4": 0.622, "Y4": 0.56584, "page": 0}, {"Word": "AMOUNT", "Confidence": 0.809, "X1": 0.45, "Y1": 0.6754, "X2": 0.419, "Y2": 0.6752, "X3": 0.419, "Y3": 0.66422, "X4": 0.45, "Y4": 0.66287, "page": 0}, {"Word": "AMOUNT", "Confidence": 0.647, "X1": 0.516, "Y1": 0.67405, "X2": 0.483, "Y2": 0.67385, "X3": 0.483, "Y3": 0.66422, "X4": 0.515, "Y4": 0.66422, "page": 0}, {"Word": "AMOUNT", "Confidence": 0.63, "X1": 0.583, "Y1": 0.6754, "X2": 0.551, "Y2": 0.6752, "X3": 0.551, "Y3": 0.66287, "X4": 0.583, "Y4": 0.66287, "page": 0}, {"Word": "DLE DATE", "Confidence": 0.949, "X1": 0.296, "Y1": 0.68079, "X2": 0.26, "Y2": 0.68059, "X3": 0.26, "Y3": 0.66826, "X4": 0.296, "Y4": 0.66692, "page": 0}, {"Word": "NET", "Confidence": 0.994, "X1": 0.338, "Y1": 0.68753, "X2": 0.324, "Y2": 0.68733, "X3": 0.324, "Y3": 0.675, "X4": 0.338, "Y4": 0.675, "page": 0}, {"Word": "TERMS", "Confidence": 0.4, "X1": 0.394, "Y1": 0.68888, "X2": 0.366, "Y2": 0.68868, "X3": 0.367, "Y3": 0.67096, "X4": 0.395, "Y4": 0.67096, "page": 0}, {"Word": "SALES TAX", "Confidence": 0.973, "X1": 0.517, "Y1": 0.68753, "X2": 0.482, "Y2": 0.68733, "X3": 0.482, "Y3": 0.67635, "X4": 0.517, "Y4": 0.67635, "page": 0}, {"Word": "FREIGHT", "Confidence": 0.699, "X1": 0.583, "Y1": 0.68753, "X2": 0.551, "Y2": 0.68733, "X3": 0.551, "Y3": 0.67635, "X4": 0.583, "Y4": 0.67635, "page": 0}, {"Word": "PO MUNGER", "Confidence": 0.384, "X1": 0.658, "Y1": 0.68214, "X2": 0.612, "Y2": 0.68194, "X3": 0.612, "Y3": 0.66826, "X4": 0.658, "Y4": 0.66826, "page": 0}, {"Word": "DISCOUNT ANT", "Confidence": 0.6005, "X1": 0.741, "Y1": 0.68214, "X2": 0.685, "Y2": 0.68194, "X3": 0.685, "Y3": 0.66961, "X4": 0.741, "Y4": 0.66961, "page": 0}, {"Word": "ACT", "Confidence": 0.687, "X1": 0.766, "Y1": 0.68214, "X2": 0.752, "Y2": 0.68194, "X3": 0.751, "Y3": 0.66961, "X4": 0.766, "Y4": 0.66961, "page": 0}, {"Word": "PROLECT", "Confidence": 0.616, "X1": 0.822, "Y1": 0.68349, "X2": 0.79, "Y2": 0.68329, "X3": 0.79, "Y3": 0.67096, "X4": 0.822, "Y4": 0.67096, "page": 0}, {"Word": "-", "Confidence": 0.856, "X1": 0.601, "Y1": 0.72257, "X2": 0.6, "Y2": 0.72237, "X3": 0.595, "Y3": 0.72352, "X4": 0.596, "Y4": 0.70869, "page": 0}, {"Word": "BAND :9:57 66 00 FREMANT 20", "Confidence": 0.18517, "X1": 0.44, "Y1": 0.79265, "X2": 0.243, "Y2": 0.79245, "X3": 0.244, "Y3": 0.76799, "X4": 0.441, "Y4": 0.77338, "page": 0}, {"Word": "USE TAX RATE", "Confidence": 0.418, "X1": 0.473, "Y1": 0.79265, "X2": 0.416, "Y2": 0.79245, "X3": 0.416, "Y3": 0.77743, "X4": 0.473, "Y4": 0.77878, "page": 0}, {"Word": "GROSS AMOUNT", "Confidence": 0.6225, "X1": 0.557, "Y1": 0.79265, "X2": 0.499, "Y2": 0.79245, "X3": 0.499, "Y3": 0.77743, "X4": 0.557, "Y4": 0.77743, "page": 0}, {"Word": "INVOICE NUMBER", "Confidence": 0.459, "X1": 0.68, "Y1": 0.79535, "X2": 0.618, "Y2": 0.79515, "X3": 0.618, "Y3": 0.77743, "X4": 0.68, "Y4": 0.77878, "page": 0}, {"Word": "VENDOR NUVEER", "Confidence": 0.6605, "X1": 0.845, "Y1": 0.79535, "X2": 0.785, "Y2": 0.79515, "X3": 0.785, "Y3": 0.78012, "X4": 0.846, "Y4": 0.78147, "page": 0}, {"Word": "A-1701 877", "Confidence": 0.198, "X1": 0.877, "Y1": 0.81961, "X2": 0.834, "Y2": 0.81941, "X3": 0.834, "Y3": 0.80573, "X4": 0.877, "Y4": 0.80573, "page": 0}, {"Word": "PHILIP MORRIS USA", "Confidence": 0.99567, "X1": 0.663, "Y1": 0.84926, "X2": 0.454, "Y2": 0.84906, "X3": 0.454, "Y3": 0.80843, "X4": 0.663, "Y4": 0.80977, "page": 0}, {"Word": "0106722", "Confidence": 0.816, "X1": 0.796, "Y1": 0.85465, "X2": 0.74, "Y2": 0.85445, "X3": 0.74, "Y3": 0.83268, "X4": 0.796, "Y4": 0.83538, "page": 0}, {"Word": "IODER", "Confidence": 0.126, "X1": 0.803, "Y1": 0.91934, "X2": 0.767, "Y2": 0.91914, "X3": 0.767, "Y3": 0.90411, "X4": 0.803, "Y4": 0.90411, "page": 0}, {"Word": "50", "Confidence": 0.748, "X1": 0.862, "Y1": 0.92473, "X2": 0.85, "Y2": 0.92453, "X3": 0.851, "Y3": 0.90681, "X4": 0.863, "Y4": 0.90681, "page": 0}], "words_data": [{"Word": "676369.00", "Confidence": 0.711, "X1": 0.704, "Y1": 0.12284, "X2": 0.624, "Y2": 0.12264, "X3": 0.624, "Y3": 0.09684, "X4": 0.704, "Y4": 0.09279, "page": 0, "Index": 0}, {"Word": "AMOUNT", "Confidence": 0.995, "X1": 0.795, "Y1": 0.12149, "X2": 0.726, "Y2": 0.12129, "X3": 0.726, "Y3": 0.09279, "X4": 0.795, "Y4": 0.09144, "page": 0, "Index": 1}, {"Word": "NET", "Confidence": 0.998, "X1": 0.825, "Y1": 0.1188, "X2": 0.8, "Y2": 0.1186, "X3": 0.8, "Y3": 0.09144, "X4": 0.825, "Y4": 0.09144, "page": 0, "Index": 2}, {"Word": "113", "Confidence": 0.617, "X1": 0.533, "Y1": 0.12284, "X2": 0.509, "Y2": 0.12264, "X3": 0.508, "Y3": 0.09953, "X4": 0.533, "Y4": 0.09818, "page": 0, "Index": 3}, {"Word": "12", "Confidence": 0.943, "X1": 0.525, "Y1": 0.15653, "X2": 0.505, "Y2": 0.15633, "X3": 0.505, "Y3": 0.12783, "X4": 0.525, "Y4": 0.12783, "page": 0, "Index": 4}, {"Word": "2075573205", "Confidence": 0.994, "X1": 0.55, "Y1": 0.14306, "X2": 0.627, "Y2": 0.14286, "X3": 0.627, "Y3": 0.16557, "X4": 0.549, "Y4": 0.16422, "page": 0, "Index": 5}, {"Word": ":.", "Confidence": 0.885, "X1": 0.825, "Y1": 0.20101, "X2": 0.817, "Y2": 0.20081, "X3": 0.817, "Y3": 0.18039, "X4": 0.825, "Y4": 0.18039, "page": 0, "Index": 6}, {"Word": "Approved", "Confidence": 0.886, "X1": 0.881, "Y1": 0.20101, "X2": 0.828, "Y2": 0.20081, "X3": 0.828, "Y3": 0.18039, "X4": 0.881, "Y4": 0.18039, "page": 0, "Index": 7}, {"Word": "1:", "Confidence": 0.059, "X1": 0.809, "Y1": 0.21988, "X2": 0.788, "Y2": 0.21968, "X3": 0.789, "Y3": 0.19926, "X4": 0.809, "Y4": 0.20196, "page": 0, "Index": 8}, {"Word": "Processed:", "Confidence": 0.987, "X1": 0.881, "Y1": 0.22122, "X2": 0.815, "Y2": 0.22102, "X3": 0.816, "Y3": 0.20196, "X4": 0.881, "Y4": 0.20061, "page": 0, "Index": 9}, {"Word": "DESCRIPTION", "Confidence": 0.2, "X1": 0.394, "Y1": 0.2347, "X2": 0.346, "Y2": 0.2345, "X3": 0.346, "Y3": 0.21678, "X4": 0.394, "Y4": 0.21813, "page": 0, "Index": 10}, {"Word": "VOUCHER", "Confidence": 0.932, "X1": 0.429, "Y1": 0.2347, "X2": 0.396, "Y2": 0.2345, "X3": 0.397, "Y3": 0.21813, "X4": 0.43, "Y4": 0.21813, "page": 0, "Index": 11}, {"Word": "19", "Confidence": 0.705, "X1": 0.866, "Y1": 0.31556, "X2": 0.85, "Y2": 0.31536, "X3": 0.85, "Y3": 0.2963, "X4": 0.866, "Y4": 0.2963, "page": 0, "Index": 12}, {"Word": "99", "Confidence": 0.572, "X1": 0.449, "Y1": 0.34387, "X2": 0.422, "Y2": 0.34367, "X3": 0.422, "Y3": 0.3219, "X4": 0.449, "Y4": 0.3219, "page": 0, "Index": 13}, {"Word": "T", "Confidence": 0.881, "X1": 0.878, "Y1": 0.34521, "X2": 0.871, "Y2": 0.34501, "X3": 0.871, "Y3": 0.32999, "X4": 0.878, "Y4": 0.32999, "page": 0, "Index": 14}, {"Word": "091", "Confidence": 0.699, "X1": 0.452, "Y1": 0.39508, "X2": 0.409, "Y2": 0.39488, "X3": 0.41, "Y3": 0.37177, "X4": 0.452, "Y4": 0.37446, "page": 0, "Index": 15}, {"Word": "19", "Confidence": 0.603, "X1": 0.865, "Y1": 0.39912, "X2": 0.851, "Y2": 0.39892, "X3": 0.85, "Y3": 0.37851, "X4": 0.863, "Y4": 0.37716, "page": 0, "Index": 16}, {"Word": "LL", "Confidence": 0.804, "X1": 0.348, "Y1": 0.41664, "X2": 0.328, "Y2": 0.41644, "X3": 0.328, "Y3": 0.39603, "X4": 0.347, "Y4": 0.39468, "page": 0, "Index": 17}, {"Word": "051", "Confidence": 0.659, "X1": 0.45, "Y1": 0.42069, "X2": 0.41, "Y2": 0.42049, "X3": 0.41, "Y3": 0.39872, "X4": 0.45, "Y4": 0.40007, "page": 0, "Index": 18}, {"Word": "11", "Confidence": 0.997, "X1": 0.348, "Y1": 0.44494, "X2": 0.328, "Y2": 0.44474, "X3": 0.327, "Y3": 0.42163, "X4": 0.347, "Y4": 0.42029, "page": 0, "Index": 19}, {"Word": "111", "Confidence": 0.696, "X1": 0.414, "Y1": 0.44764, "X2": 0.357, "Y2": 0.44744, "X3": 0.356, "Y3": 0.42298, "X4": 0.413, "Y4": 0.42433, "page": 0, "Index": 20}, {"Word": "111111", "Confidence": 0.43, "X1": 0.628, "Y1": 0.44899, "X2": 0.536, "Y2": 0.44879, "X3": 0.536, "Y3": 0.42298, "X4": 0.628, "Y4": 0.42029, "page": 0, "Index": 21}, {"Word": "LLLL", "Confidence": 0.607, "X1": 0.396, "Y1": 0.4692, "X2": 0.358, "Y2": 0.469, "X3": 0.357, "Y3": 0.44589, "X4": 0.396, "Y4": 0.44589, "page": 0, "Index": 22}, {"Word": "3", "Confidence": 0.466, "X1": 0.861, "Y1": 0.47864, "X2": 0.849, "Y2": 0.47844, "X3": 0.85, "Y3": 0.45398, "X4": 0.862, "Y4": 0.45398, "page": 0, "Index": 23}, {"Word": "T", "Confidence": 0.087, "X1": 0.879, "Y1": 0.47864, "X2": 0.869, "Y2": 0.47844, "X3": 0.87, "Y3": 0.45398, "X4": 0.88, "Y4": 0.45398, "page": 0, "Index": 24}, {"Word": "T2.", "Confidence": 0.647, "X1": 0.877, "Y1": 0.50155, "X2": 0.848, "Y2": 0.50135, "X3": 0.848, "Y3": 0.48093, "X4": 0.877, "Y4": 0.48093, "page": 0, "Index": 25}, {"Word": "11", "Confidence": 0.979, "X1": 0.488, "Y1": 0.52715, "X2": 0.472, "Y2": 0.52695, "X3": 0.473, "Y3": 0.50384, "X4": 0.489, "Y4": 0.50519, "page": 0, "Index": 26}, {"Word": "5", "Confidence": 0.241, "X1": 0.253, "Y1": 0.54737, "X2": 0.247, "Y2": 0.54717, "X3": 0.247, "Y3": 0.53349, "X4": 0.253, "Y4": 0.53349, "page": 0, "Index": 27}, {"Word": "NUMBER", "Confidence": 0.613, "X1": 0.288, "Y1": 0.57163, "X2": 0.256, "Y2": 0.57143, "X3": 0.256, "Y3": 0.55775, "X4": 0.288, "Y4": 0.55775, "page": 0, "Index": 28}, {"Word": "PO", "Confidence": 0.958, "X1": 0.302, "Y1": 0.57298, "X2": 0.29, "Y2": 0.57278, "X3": 0.29, "Y3": 0.55775, "X4": 0.302, "Y4": 0.55775, "page": 0, "Index": 29}, {"Word": "QUANTITY", "Confidence": 0.664, "X1": 0.518, "Y1": 0.57298, "X2": 0.481, "Y2": 0.57278, "X3": 0.482, "Y3": 0.55775, "X4": 0.518, "Y4": 0.55775, "page": 0, "Index": 30}, {"Word": "NUMBER", "Confidence": 0.575, "X1": 0.599, "Y1": 0.56624, "X2": 0.569, "Y2": 0.56604, "X3": 0.569, "Y3": 0.55236, "X4": 0.6, "Y4": 0.55236, "page": 0, "Index": 31}, {"Word": "PART", "Confidence": 0.968, "X1": 0.617, "Y1": 0.56489, "X2": 0.601, "Y2": 0.56469, "X3": 0.602, "Y3": 0.55236, "X4": 0.618, "Y4": 0.55236, "page": 0, "Index": 32}, {"Word": "DISTRIBUTION", "Confidence": 0.036, "X1": 0.801, "Y1": 0.57298, "X2": 0.754, "Y2": 0.57278, "X3": 0.754, "Y3": 0.55775, "X4": 0.802, "Y4": 0.55775, "page": 0, "Index": 33}, {"Word": "OHIARGE", "Confidence": 0.73, "X1": 0.83, "Y1": 0.57432, "X2": 0.804, "Y2": 0.57412, "X3": 0.805, "Y3": 0.55775, "X4": 0.831, "Y4": 0.5591, "page": 0, "Index": 34}, {"Word": "ACT", "Confidence": 0.998, "X1": 0.346, "Y1": 0.57163, "X2": 0.331, "Y2": 0.57143, "X3": 0.331, "Y3": 0.5591, "X4": 0.346, "Y4": 0.5591, "page": 0, "Index": 35}, {"Word": "PROJECT", "Confidence": 0.602, "X1": 0.403, "Y1": 0.57298, "X2": 0.37, "Y2": 0.57278, "X3": 0.37, "Y3": 0.5591, "X4": 0.404, "Y4": 0.5591, "page": 0, "Index": 36}, {"Word": "DESCRIPTIONOR", "Confidence": 0.266, "X1": 0.622, "Y1": 0.57971, "X2": 0.564, "Y2": 0.57951, "X3": 0.565, "Y3": 0.56719, "X4": 0.622, "Y4": 0.56719, "page": 0, "Index": 37}, {"Word": "AMT", "Confidence": 0.787, "X1": 0.677, "Y1": 0.57298, "X2": 0.661, "Y2": 0.57278, "X3": 0.661, "Y3": 0.5591, "X4": 0.677, "Y4": 0.5591, "page": 0, "Index": 38}, {"Word": "DISTRIBUTION", "Confidence": 0.309, "X1": 0.726, "Y1": 0.57298, "X2": 0.679, "Y2": 0.57278, "X3": 0.68, "Y3": 0.5591, "X4": 0.726, "Y4": 0.5591, "page": 0, "Index": 39}, {"Word": "GIL", "Confidence": 0.076, "X1": 0.843, "Y1": 0.57567, "X2": 0.832, "Y2": 0.57547, "X3": 0.833, "Y3": 0.5591, "X4": 0.844, "Y4": 0.5591, "page": 0, "Index": 40}, {"Word": "AMOUNT", "Confidence": 0.809, "X1": 0.451, "Y1": 0.6754, "X2": 0.42, "Y2": 0.6752, "X3": 0.42, "Y3": 0.66422, "X4": 0.45, "Y4": 0.66422, "page": 0, "Index": 41}, {"Word": "AMOUNT", "Confidence": 0.647, "X1": 0.515, "Y1": 0.6754, "X2": 0.485, "Y2": 0.6752, "X3": 0.485, "Y3": 0.66422, "X4": 0.515, "Y4": 0.66422, "page": 0, "Index": 42}, {"Word": "AMOUNT", "Confidence": 0.63, "X1": 0.583, "Y1": 0.6754, "X2": 0.552, "Y2": 0.6752, "X3": 0.552, "Y3": 0.66422, "X4": 0.583, "Y4": 0.66422, "page": 0, "Index": 43}, {"Word": "DATE", "Confidence": 0.99, "X1": 0.28, "Y1": 0.68079, "X2": 0.261, "Y2": 0.68059, "X3": 0.261, "Y3": 0.66826, "X4": 0.28, "Y4": 0.66826, "page": 0, "Index": 44}, {"Word": "DLE", "Confidence": 0.908, "X1": 0.296, "Y1": 0.68214, "X2": 0.282, "Y2": 0.68194, "X3": 0.282, "Y3": 0.66826, "X4": 0.296, "Y4": 0.66826, "page": 0, "Index": 45}, {"Word": "NET", "Confidence": 0.994, "X1": 0.338, "Y1": 0.68753, "X2": 0.324, "Y2": 0.68733, "X3": 0.324, "Y3": 0.675, "X4": 0.338, "Y4": 0.675, "page": 0, "Index": 46}, {"Word": "TERMS", "Confidence": 0.4, "X1": 0.394, "Y1": 0.69023, "X2": 0.369, "Y2": 0.69003, "X3": 0.369, "Y3": 0.67096, "X4": 0.395, "Y4": 0.67096, "page": 0, "Index": 47}, {"Word": "TAX", "Confidence": 0.981, "X1": 0.495, "Y1": 0.68753, "X2": 0.483, "Y2": 0.68733, "X3": 0.483, "Y3": 0.67635, "X4": 0.495, "Y4": 0.67635, "page": 0, "Index": 48}, {"Word": "SALES", "Confidence": 0.965, "X1": 0.518, "Y1": 0.68753, "X2": 0.497, "Y2": 0.68733, "X3": 0.497, "Y3": 0.67635, "X4": 0.518, "Y4": 0.67635, "page": 0, "Index": 49}, {"Word": "FREIGHT", "Confidence": 0.699, "X1": 0.583, "Y1": 0.68888, "X2": 0.552, "Y2": 0.68868, "X3": 0.552, "Y3": 0.6777, "X4": 0.583, "Y4": 0.6777, "page": 0, "Index": 50}, {"Word": "MUNGER", "Confidence": 0.411, "X1": 0.645, "Y1": 0.68214, "X2": 0.615, "Y2": 0.68194, "X3": 0.615, "Y3": 0.66826, "X4": 0.645, "Y4": 0.66961, "page": 0, "Index": 51}, {"Word": "PO", "Confidence": 0.357, "X1": 0.658, "Y1": 0.68349, "X2": 0.647, "Y2": 0.68329, "X3": 0.648, "Y3": 0.66961, "X4": 0.658, "Y4": 0.66961, "page": 0, "Index": 52}, {"Word": "ANT", "Confidence": 0.6, "X1": 0.702, "Y1": 0.68214, "X2": 0.686, "Y2": 0.68194, "X3": 0.686, "Y3": 0.67096, "X4": 0.702, "Y4": 0.67096, "page": 0, "Index": 53}, {"Word": "DISCOUNT", "Confidence": 0.601, "X1": 0.738, "Y1": 0.68214, "X2": 0.704, "Y2": 0.68194, "X3": 0.704, "Y3": 0.67096, "X4": 0.738, "Y4": 0.66961, "page": 0, "Index": 54}, {"Word": "ACT", "Confidence": 0.687, "X1": 0.766, "Y1": 0.68214, "X2": 0.752, "Y2": 0.68194, "X3": 0.752, "Y3": 0.66961, "X4": 0.766, "Y4": 0.66961, "page": 0, "Index": 55}, {"Word": "PROLECT", "Confidence": 0.616, "X1": 0.821, "Y1": 0.68349, "X2": 0.79, "Y2": 0.68329, "X3": 0.791, "Y3": 0.67231, "X4": 0.821, "Y4": 0.67231, "page": 0, "Index": 56}, {"Word": "-", "Confidence": 0.856, "X1": 0.601, "Y1": 0.71449, "X2": 0.601, "Y2": 0.71429, "X3": 0.596, "Y3": 0.71409, "X4": 0.596, "Y4": 0.71004, "page": 0, "Index": 57}, {"Word": "20", "Confidence": 0.059, "X1": 0.269, "Y1": 0.78996, "X2": 0.254, "Y2": 0.78976, "X3": 0.254, "Y3": 0.76934, "X4": 0.269, "Y4": 0.76934, "page": 0, "Index": 58}, {"Word": "FREMANT", "Confidence": 0.746, "X1": 0.319, "Y1": 0.79265, "X2": 0.274, "Y2": 0.79245, "X3": 0.275, "Y3": 0.77069, "X4": 0.319, "Y4": 0.77204, "page": 0, "Index": 59}, {"Word": "00", "Confidence": 0.095, "X1": 0.342, "Y1": 0.7967, "X2": 0.323, "Y2": 0.7965, "X3": 0.323, "Y3": 0.77204, "X4": 0.342, "Y4": 0.77338, "page": 0, "Index": 60}, {"Word": "66", "Confidence": 0.061, "X1": 0.365, "Y1": 0.79804, "X2": 0.346, "Y2": 0.79784, "X3": 0.346, "Y3": 0.77338, "X4": 0.365, "Y4": 0.77338, "page": 0, "Index": 61}, {"Word": ":9:57", "Confidence": 0.058, "X1": 0.424, "Y1": 0.79939, "X2": 0.375, "Y2": 0.79919, "X3": 0.374, "Y3": 0.77338, "X4": 0.424, "Y4": 0.77338, "page": 0, "Index": 62}, {"Word": "BAND", "Confidence": 0.092, "X1": 0.441, "Y1": 0.79804, "X2": 0.428, "Y2": 0.79784, "X3": 0.427, "Y3": 0.77338, "X4": 0.44, "Y4": 0.77338, "page": 0, "Index": 63}, {"Word": "RATE", "Confidence": 0.023, "X1": 0.438, "Y1": 0.79265, "X2": 0.421, "Y2": 0.79245, "X3": 0.422, "Y3": 0.77878, "X4": 0.438, "Y4": 0.78012, "page": 0, "Index": 64}, {"Word": "TAX", "Confidence": 0.599, "X1": 0.457, "Y1": 0.79265, "X2": 0.444, "Y2": 0.79245, "X3": 0.445, "Y3": 0.78147, "X4": 0.458, "Y4": 0.78147, "page": 0, "Index": 65}, {"Word": "USE", "Confidence": 0.632, "X1": 0.473, "Y1": 0.79265, "X2": 0.459, "Y2": 0.79245, "X3": 0.46, "Y3": 0.78147, "X4": 0.473, "Y4": 0.78012, "page": 0, "Index": 66}, {"Word": "AMOUNT", "Confidence": 0.434, "X1": 0.531, "Y1": 0.794, "X2": 0.5, "Y2": 0.7938, "X3": 0.5, "Y3": 0.77878, "X4": 0.532, "Y4": 0.77878, "page": 0, "Index": 67}, {"Word": "GROSS", "Confidence": 0.811, "X1": 0.557, "Y1": 0.794, "X2": 0.534, "Y2": 0.7938, "X3": 0.534, "Y3": 0.77878, "X4": 0.557, "Y4": 0.77878, "page": 0, "Index": 68}, {"Word": "NUMBER", "Confidence": 0.28, "X1": 0.65, "Y1": 0.794, "X2": 0.619, "Y2": 0.7938, "X3": 0.619, "Y3": 0.78012, "X4": 0.651, "Y4": 0.77878, "page": 0, "Index": 69}, {"Word": "INVOICE", "Confidence": 0.638, "X1": 0.679, "Y1": 0.79535, "X2": 0.653, "Y2": 0.79515, "X3": 0.653, "Y3": 0.77878, "X4": 0.68, "Y4": 0.78012, "page": 0, "Index": 70}, {"Word": "NUVEER", "Confidence": 0.521, "X1": 0.817, "Y1": 0.79535, "X2": 0.788, "Y2": 0.79515, "X3": 0.787, "Y3": 0.78012, "X4": 0.817, "Y4": 0.78147, "page": 0, "Index": 71}, {"Word": "VENDOR", "Confidence": 0.8, "X1": 0.845, "Y1": 0.79535, "X2": 0.819, "Y2": 0.79515, "X3": 0.82, "Y3": 0.78147, "X4": 0.846, "Y4": 0.78147, "page": 0, "Index": 72}, {"Word": "877", "Confidence": 0.01, "X1": 0.853, "Y1": 0.81826, "X2": 0.84, "Y2": 0.81806, "X3": 0.84, "Y3": 0.80708, "X4": 0.854, "Y4": 0.80708, "page": 0, "Index": 73}, {"Word": "A-1701", "Confidence": 0.386, "X1": 0.877, "Y1": 0.81826, "X2": 0.855, "Y2": 0.81806, "X3": 0.855, "Y3": 0.80708, "X4": 0.877, "Y4": 0.80708, "page": 0, "Index": 74}, {"Word": "USA", "Confidence": 0.998, "X1": 0.497, "Y1": 0.84926, "X2": 0.455, "Y2": 0.84906, "X3": 0.455, "Y3": 0.80843, "X4": 0.497, "Y4": 0.80977, "page": 0, "Index": 75}, {"Word": "MORRIS", "Confidence": 0.996, "X1": 0.589, "Y1": 0.8506, "X2": 0.503, "Y2": 0.8504, "X3": 0.503, "Y3": 0.80977, "X4": 0.589, "Y4": 0.81112, "page": 0, "Index": 76}, {"Word": "PHILIP", "Confidence": 0.993, "X1": 0.663, "Y1": 0.8506, "X2": 0.595, "Y2": 0.8504, "X3": 0.595, "Y3": 0.81112, "X4": 0.663, "Y4": 0.81112, "page": 0, "Index": 77}, {"Word": "0106722", "Confidence": 0.816, "X1": 0.796, "Y1": 0.85465, "X2": 0.741, "Y2": 0.85445, "X3": 0.742, "Y3": 0.83403, "X4": 0.797, "Y4": 0.83538, "page": 0, "Index": 78}, {"Word": "IODER", "Confidence": 0.126, "X1": 0.803, "Y1": 0.91934, "X2": 0.769, "Y2": 0.91914, "X3": 0.769, "Y3": 0.90411, "X4": 0.804, "Y4": 0.90411, "page": 0, "Index": 79}, {"Word": "50", "Confidence": 0.748, "X1": 0.863, "Y1": 0.92473, "X2": 0.851, "Y2": 0.92453, "X3": 0.851, "Y3": 0.90681, "X4": 0.863, "Y4": 0.90681, "page": 0, "Index": 80}]}
"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"
ffmh0041
1
{"lines_data": [{"Word": "13th ANNUAL INDUSTRY CONFERENCE", "Confidence": 0.99375, "X1": 0.27399, "Y1": 0.0512, "X2": 0.74874, "Y2": 0.051, "X3": 0.74874, "Y3": 0.0728, "X4": 0.27399, "Y4": 0.0728, "page": 0}, {"Word": "JUNE 14 & 15", "Confidence": 0.9915, "X1": 0.43056, "Y1": 0.0712, "X2": 0.58838, "Y2": 0.071, "X3": 0.58838, "Y3": 0.0888, "X4": 0.43056, "Y4": 0.0898, "page": 0}, {"Word": "Hold on to your", "Confidence": 0.85275, "X1": 0.77652, "Y1": 0.1632, "X2": 0.96086, "Y2": 0.163, "X3": 0.97601, "Y3": 0.1868, "X4": 0.79293, "Y4": 0.2658, "page": 0}, {"Word": "TOPICS & SPEAKERS:", "Confidence": 0.99333, "X1": 0.07955, "Y1": 0.1752, "X2": 0.34848, "Y2": 0.175, "X3": 0.34975, "Y3": 0.1968, "X4": 0.07955, "Y4": 0.1978, "page": 0}, {"Word": "hats for this", "Confidence": 0.839, "X1": 0.80682, "Y1": 0.1972, "X2": 0.95328, "Y2": 0.197, "X3": 0.9697, "Y3": 0.2208, "X4": 0.82197, "Y4": 0.2888, "page": 0}, {"Word": "session", "Confidence": 0.593, "X1": 0.87121, "Y1": 0.2222, "X2": 0.96338, "Y2": 0.222, "X3": 0.9798, "Y3": 0.2428, "X4": 0.88889, "Y4": 0.2898, "page": 0}, {"Word": "Slotting Allowances, Failure Fees &", "Confidence": 0.991, "X1": 0.07702, "Y1": 0.2402, "X2": 0.47475, "Y2": 0.24, "X3": 0.47475, "Y3": 0.2608, "X4": 0.07702, "Y4": 0.2618, "page": 0}, {"Word": "Ron Rowe", "Confidence": 0.99, "X1": 0.58586, "Y1": 0.2422, "X2": 0.69823, "Y2": 0.242, "X3": 0.69823, "Y3": 0.2598, "X4": 0.58586, "Y4": 0.2588, "page": 0}, {"Word": "Anti-Trust Enforcement", "Confidence": 0.993, "X1": 0.1048, "Y1": 0.2602, "X2": 0.36869, "Y2": 0.26, "X3": 0.36869, "Y3": 0.2778, "X4": 0.1048, "Y4": 0.2788, "page": 0}, {"Word": "Director for Litigation", "Confidence": 0.98733, "X1": 0.58207, "Y1": 0.2622, "X2": 0.78283, "Y2": 0.262, "X3": 0.78283, "Y3": 0.2768, "X4": 0.58207, "Y4": 0.2778, "page": 0}, {"Word": "Federal Trade Commission", "Confidence": 0.994, "X1": 0.58081, "Y1": 0.2762, "X2": 0.81692, "Y2": 0.276, "X3": 0.81692, "Y3": 0.2918, "X4": 0.58081, "Y4": 0.2928, "page": 0}, {"Word": "The FTC is now taking a hard look at how various trade money is spent. Not everyone may like", "Confidence": 0.99263, "X1": 0.09722, "Y1": 0.3112, "X2": 0.93687, "Y2": 0.311, "X3": 0.93687, "Y3": 0.3248, "X4": 0.09722, "Y4": 0.3248, "page": 0}, {"Word": "what the FTC thinks about the Industry's trade promotion spending practices. Any company who", "Confidence": 0.97921, "X1": 0.07955, "Y1": 0.3262, "X2": 0.93056, "Y2": 0.326, "X3": 0.93056, "Y3": 0.3408, "X4": 0.07955, "Y4": 0.3408, "page": 0}, {"Word": "doesn't know what the new rules of the game will be, may find their trade promotion plans,", "Confidence": 0.98006, "X1": 0.08081, "Y1": 0.3412, "X2": 0.87753, "Y2": 0.341, "X3": 0.87753, "Y3": 0.3568, "X4": 0.08081, "Y4": 0.3568, "page": 0}, {"Word": "budgets, and programs have to be quickly changed.", "Confidence": 0.99513, "X1": 0.08207, "Y1": 0.3562, "X2": 0.53157, "Y2": 0.356, "X3": 0.53157, "Y3": 0.3718, "X4": 0.08207, "Y4": 0.3738, "page": 0}, {"Word": "A must session if you don't want to be caught off guard with \"unworkable\" trade spending", "Confidence": 0.98081, "X1": 0.09596, "Y1": 0.3712, "X2": 0.88636, "Y2": 0.371, "X3": 0.88636, "Y3": 0.3878, "X4": 0.09596, "Y4": 0.3888, "page": 0}, {"Word": "practices.", "Confidence": 0.947, "X1": 0.07828, "Y1": 0.3892, "X2": 0.15909, "Y2": 0.389, "X3": 0.15909, "Y3": 0.4028, "X4": 0.07828, "Y4": 0.4038, "page": 0}, {"Word": "Executing Profitable Promotions", "Confidence": 0.99433, "X1": 0.08207, "Y1": 0.4172, "X2": 0.43561, "Y2": 0.417, "X3": 0.43561, "Y3": 0.4368, "X4": 0.08207, "Y4": 0.4368, "page": 0}, {"Word": "Robert Sayre", "Confidence": 0.996, "X1": 0.58586, "Y1": 0.4162, "X2": 0.73232, "Y2": 0.416, "X3": 0.73232, "Y3": 0.4358, "X4": 0.58586, "Y4": 0.4348, "page": 0}, {"Word": "the K mart Way", "Confidence": 0.995, "X1": 0.10985, "Y1": 0.4352, "X2": 0.28914, "Y2": 0.435, "X3": 0.28914, "Y3": 0.4538, "X4": 0.10985, "Y4": 0.4528, "page": 0}, {"Word": "Manager,", "Confidence": 0.993, "X1": 0.58586, "Y1": 0.4392, "X2": 0.66793, "Y2": 0.439, "X3": 0.66793, "Y3": 0.4528, "X4": 0.58586, "Y4": 0.4528, "page": 0}, {"Word": "Business Development", "Confidence": 0.987, "X1": 0.5846, "Y1": 0.4542, "X2": 0.77778, "Y2": 0.454, "X3": 0.77778, "Y3": 0.4688, "X4": 0.5846, "Y4": 0.4698, "page": 0}, {"Word": "K mart Corporation", "Confidence": 0.991, "X1": 0.5846, "Y1": 0.4692, "X2": 0.75505, "Y2": 0.469, "X3": 0.75505, "Y3": 0.4838, "X4": 0.5846, "Y4": 0.4828, "page": 0}, {"Word": "K mart is the single biggest customer for many manufacturers. As the key player in the critical", "Confidence": 0.98706, "X1": 0.09848, "Y1": 0.4972, "X2": 0.94192, "Y2": 0.497, "X3": 0.94192, "Y3": 0.5138, "X4": 0.09848, "Y4": 0.5138, "page": 0}, {"Word": "Mass Merchandising channel, many manufacturers who primarily sell through food and drug", "Confidence": 0.98, "X1": 0.07828, "Y1": 0.5142, "X2": 0.88763, "Y2": 0.514, "X3": 0.88763, "Y3": 0.5278, "X4": 0.07828, "Y4": 0.5278, "page": 0}, {"Word": "chains need to learn how to design and execute profitable promotions with K mart.", "Confidence": 0.99407, "X1": 0.08081, "Y1": 0.5292, "X2": 0.80303, "Y2": 0.529, "X3": 0.80303, "Y3": 0.5428, "X4": 0.08081, "Y4": 0.5428, "page": 0}, {"Word": "If you are doing business with K mart, and want to find out how to get more bang for your", "Confidence": 0.97365, "X1": 0.10101, "Y1": 0.5442, "X2": 0.89773, "Y2": 0.544, "X3": 0.89773, "Y3": 0.5598, "X4": 0.10101, "Y4": 0.5588, "page": 0}, {"Word": "promotional dollar from K mart, Robert Sayre is the person to tell you how it can be done.", "Confidence": 0.96689, "X1": 0.07702, "Y1": 0.5582, "X2": 0.87247, "Y2": 0.558, "X3": 0.87247, "Y3": 0.5738, "X4": 0.07702, "Y4": 0.5738, "page": 0}, {"Word": "Niche Marketing", "Confidence": 0.995, "X1": 0.08081, "Y1": 0.5872, "X2": 0.26263, "Y2": 0.587, "X3": 0.26263, "Y3": 0.6068, "X4": 0.07955, "Y4": 0.6048, "page": 0}, {"Word": "Ronald Lunde", "Confidence": 0.9975, "X1": 0.58207, "Y1": 0.5872, "X2": 0.73485, "Y2": 0.587, "X3": 0.73485, "Y3": 0.6038, "X4": 0.58207, "Y4": 0.6038, "page": 0}, {"Word": "Senior Vice President", "Confidence": 0.97133, "X1": 0.58207, "Y1": 0.6062, "X2": 0.77146, "Y2": 0.606, "X3": 0.77146, "Y3": 0.6208, "X4": 0.58207, "Y4": 0.6198, "page": 0}, {"Word": "Sales & Merchandising", "Confidence": 0.98167, "X1": 0.58207, "Y1": 0.6212, "X2": 0.7803, "Y2": 0.621, "X3": 0.7803, "Y3": 0.6358, "X4": 0.58207, "Y4": 0.6358, "page": 0}, {"Word": "Price Chopper Corporation", "Confidence": 0.99533, "X1": 0.5846, "Y1": 0.6372, "X2": 0.81944, "Y2": 0.637, "X3": 0.81944, "Y3": 0.6518, "X4": 0.5846, "Y4": 0.6508, "page": 0}, {"Word": "Ron Lunde, using his experience at Price Chopper, Super Valu and Grand Union discusses how", "Confidence": 0.99487, "X1": 0.0947, "Y1": 0.6652, "X2": 0.93182, "Y2": 0.665, "X3": 0.93182, "Y3": 0.6798, "X4": 0.0947, "Y4": 0.6808, "page": 0}, {"Word": "to work with retailers to develop and exploit niche marketing, even for national brands. Ron is a", "Confidence": 0.99129, "X1": 0.08207, "Y1": 0.6802, "X2": 0.93434, "Y2": 0.68, "X3": 0.93434, "Y3": 0.6948, "X4": 0.08207, "Y4": 0.6958, "page": 0}, {"Word": "very entertaining and forward thinking speaker.", "Confidence": 0.9855, "X1": 0.08333, "Y1": 0.6962, "X2": 0.5, "Y2": 0.696, "X3": 0.5, "Y3": 0.7118, "X4": 0.08333, "Y4": 0.7118, "page": 0}, {"Word": "This is a great session for everyone interested in improving local marketing or developing", "Confidence": 0.96843, "X1": 0.09596, "Y1": 0.7102, "X2": 0.88889, "Y2": 0.71, "X3": 0.88889, "Y3": 0.7258, "X4": 0.09596, "Y4": 0.7268, "page": 0}, {"Word": "better promotions in conjunction with retailers.", "Confidence": 0.9195, "X1": 0.08207, "Y1": 0.7252, "X2": 0.49369, "Y2": 0.725, "X3": 0.49495, "Y3": 0.7408, "X4": 0.08207, "Y4": 0.7418, "page": 0}, {"Word": "Buying Trends for the 90's", "Confidence": 0.994, "X1": 0.08081, "Y1": 0.7532, "X2": 0.37879, "Y2": 0.753, "X3": 0.37879, "Y3": 0.7758, "X4": 0.08081, "Y4": 0.7748, "page": 0}, {"Word": "John Gansley", "Confidence": 0.987, "X1": 0.58838, "Y1": 0.7552, "X2": 0.73485, "Y2": 0.755, "X3": 0.73359, "Y3": 0.7738, "X4": 0.58712, "Y4": 0.7728, "page": 0}, {"Word": "Corporate Buyer", "Confidence": 0.9955, "X1": 0.5846, "Y1": 0.7742, "X2": 0.72854, "Y2": 0.774, "X3": 0.72854, "Y3": 0.7898, "X4": 0.5846, "Y4": 0.7898, "page": 0}, {"Word": "General Merchandising/", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.7892, "X2": 0.79545, "Y2": 0.789, "X3": 0.79545, "Y3": 0.8048, "X4": 0.58586, "Y4": 0.8048, "page": 0}, {"Word": "Health & Beauty Aids", "Confidence": 0.96375, "X1": 0.58712, "Y1": 0.8052, "X2": 0.7803, "Y2": 0.805, "X3": 0.7803, "Y3": 0.8188, "X4": 0.58712, "Y4": 0.8198, "page": 0}, {"Word": "Grand Union Corporation", "Confidence": 0.964, "X1": 0.58586, "Y1": 0.8202, "X2": 0.81187, "Y2": 0.82, "X3": 0.81187, "Y3": 0.8348, "X4": 0.58586, "Y4": 0.8338, "page": 0}, {"Word": "If you want to understand how to design programs for the 90's, this is the session for you. As a", "Confidence": 0.9883, "X1": 0.1048, "Y1": 0.8522, "X2": 0.94192, "Y2": 0.852, "X3": 0.94192, "Y3": 0.8678, "X4": 0.1048, "Y4": 0.8708, "page": 0}, {"Word": "Corporate Buyer for Grand Union, John Gansley is in a unique position to tell manufacturers how", "Confidence": 0.99369, "X1": 0.08333, "Y1": 0.8672, "X2": 0.94444, "Y2": 0.867, "X3": 0.94444, "Y3": 0.8818, "X4": 0.08333, "Y4": 0.8838, "page": 0}, {"Word": "buying will be done in the 1990's.", "Confidence": 0.95529, "X1": 0.08333, "Y1": 0.8842, "X2": 0.37753, "Y2": 0.884, "X3": 0.37753, "Y3": 0.8988, "X4": 0.08333, "Y4": 0.9008, "page": 0}, {"Word": "A key session for anyone who is responsible for selling to buyers.", "Confidence": 0.99475, "X1": 0.10985, "Y1": 0.8982, "X2": 0.68687, "Y2": 0.898, "X3": 0.68687, "Y3": 0.9138, "X4": 0.10985, "Y4": 0.9168, "page": 0}, {"Word": "2074012067", "Confidence": 0.995, "X1": 0.79167, "Y1": 0.9132, "X2": 0.92677, "Y2": 0.913, "X3": 0.92803, "Y3": 0.9318, "X4": 0.79293, "Y4": 0.9408, "page": 0}], "words_data": [{"Word": "13th", "Confidence": 0.991, "X1": 0.27525, "Y1": 0.0522, "X2": 0.32449, "Y2": 0.052, "X3": 0.32449, "Y3": 0.0738, "X4": 0.27525, "Y4": 0.0738, "page": 0, "Index": 0}, {"Word": "ANNUAL", "Confidence": 0.995, "X1": 0.33081, "Y1": 0.0532, "X2": 0.43434, "Y2": 0.053, "X3": 0.43434, "Y3": 0.0738, "X4": 0.33081, "Y4": 0.0738, "page": 0, "Index": 1}, {"Word": "INDUSTRY", "Confidence": 0.995, "X1": 0.43939, "Y1": 0.0532, "X2": 0.57071, "Y2": 0.053, "X3": 0.57071, "Y3": 0.0738, "X4": 0.43939, "Y4": 0.0738, "page": 0, "Index": 2}, {"Word": "CONFERENCE", "Confidence": 0.994, "X1": 0.57576, "Y1": 0.0512, "X2": 0.74242, "Y2": 0.051, "X3": 0.74242, "Y3": 0.0738, "X4": 0.57576, "Y4": 0.0738, "page": 0, "Index": 3}, {"Word": "JUNE", "Confidence": 0.979, "X1": 0.43182, "Y1": 0.0712, "X2": 0.49242, "Y2": 0.071, "X3": 0.49242, "Y3": 0.0888, "X4": 0.43182, "Y4": 0.0898, "page": 0, "Index": 4}, {"Word": "14", "Confidence": 0.998, "X1": 0.50126, "Y1": 0.0712, "X2": 0.52778, "Y2": 0.071, "X3": 0.52652, "Y3": 0.0888, "X4": 0.50126, "Y4": 0.0888, "page": 0, "Index": 5}, {"Word": "&", "Confidence": 0.991, "X1": 0.53409, "Y1": 0.0712, "X2": 0.54798, "Y2": 0.071, "X3": 0.54798, "Y3": 0.0898, "X4": 0.53283, "Y4": 0.0888, "page": 0, "Index": 6}, {"Word": "15", "Confidence": 0.998, "X1": 0.56061, "Y1": 0.0722, "X2": 0.58586, "Y2": 0.072, "X3": 0.5846, "Y3": 0.0898, "X4": 0.56061, "Y4": 0.0898, "page": 0, "Index": 7}, {"Word": "your", "Confidence": 0.92, "X1": 0.90025, "Y1": 0.1642, "X2": 0.96086, "Y2": 0.164, "X3": 0.97348, "Y3": 0.1878, "X4": 0.91414, "Y4": 0.2148, "page": 0, "Index": 8}, {"Word": "SPEAKERS:", "Confidence": 0.991, "X1": 0.20455, "Y1": 0.1762, "X2": 0.34975, "Y2": 0.176, "X3": 0.34975, "Y3": 0.1968, "X4": 0.20455, "Y4": 0.1988, "page": 0, "Index": 9}, {"Word": "TOPICS", "Confidence": 0.993, "X1": 0.08081, "Y1": 0.1772, "X2": 0.17172, "Y2": 0.177, "X3": 0.17172, "Y3": 0.1988, "X4": 0.08081, "Y4": 0.1978, "page": 0, "Index": 10}, {"Word": "&", "Confidence": 0.996, "X1": 0.17929, "Y1": 0.1772, "X2": 0.19444, "Y2": 0.177, "X3": 0.19444, "Y3": 0.1988, "X4": 0.17929, "Y4": 0.1988, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.961, "X1": 0.87247, "Y1": 0.1932, "X2": 0.89394, "Y2": 0.193, "X3": 0.90783, "Y3": 0.2168, "X4": 0.88636, "Y4": 0.2268, "page": 0, "Index": 12}, {"Word": "this", "Confidence": 0.666, "X1": 0.90404, "Y1": 0.1982, "X2": 0.95581, "Y2": 0.198, "X3": 0.9697, "Y3": 0.2208, "X4": 0.91919, "Y4": 0.2458, "page": 0, "Index": 13}, {"Word": "on", "Confidence": 0.939, "X1": 0.83965, "Y1": 0.2052, "X2": 0.86616, "Y2": 0.205, "X3": 0.88005, "Y3": 0.2298, "X4": 0.8548, "Y4": 0.2408, "page": 0, "Index": 14}, {"Word": "Hold", "Confidence": 0.591, "X1": 0.77778, "Y1": 0.2182, "X2": 0.83333, "Y2": 0.218, "X3": 0.84848, "Y3": 0.2438, "X4": 0.79419, "Y4": 0.2668, "page": 0, "Index": 15}, {"Word": "session", "Confidence": 0.593, "X1": 0.88005, "Y1": 0.2232, "X2": 0.96212, "Y2": 0.223, "X3": 0.97727, "Y3": 0.2458, "X4": 0.89646, "Y4": 0.2858, "page": 0, "Index": 16}, {"Word": "for", "Confidence": 0.991, "X1": 0.86869, "Y1": 0.2242, "X2": 0.89899, "Y2": 0.224, "X3": 0.91288, "Y3": 0.2488, "X4": 0.88258, "Y4": 0.2618, "page": 0, "Index": 17}, {"Word": "Slotting", "Confidence": 0.994, "X1": 0.07828, "Y1": 0.2422, "X2": 0.16667, "Y2": 0.242, "X3": 0.16667, "Y3": 0.2608, "X4": 0.07828, "Y4": 0.2618, "page": 0, "Index": 18}, {"Word": "Allowances,", "Confidence": 0.993, "X1": 0.17424, "Y1": 0.2422, "X2": 0.30429, "Y2": 0.242, "X3": 0.30429, "Y3": 0.2608, "X4": 0.17424, "Y4": 0.2608, "page": 0, "Index": 19}, {"Word": "Failure", "Confidence": 0.995, "X1": 0.30934, "Y1": 0.2412, "X2": 0.3851, "Y2": 0.241, "X3": 0.38636, "Y3": 0.2608, "X4": 0.30934, "Y4": 0.2608, "page": 0, "Index": 20}, {"Word": "Fees", "Confidence": 0.991, "X1": 0.39015, "Y1": 0.2412, "X2": 0.44318, "Y2": 0.241, "X3": 0.44318, "Y3": 0.2618, "X4": 0.39141, "Y4": 0.2608, "page": 0, "Index": 21}, {"Word": "&", "Confidence": 0.982, "X1": 0.44697, "Y1": 0.2412, "X2": 0.46338, "Y2": 0.241, "X3": 0.46338, "Y3": 0.2618, "X4": 0.44823, "Y4": 0.2618, "page": 0, "Index": 22}, {"Word": "Ron", "Confidence": 0.991, "X1": 0.58712, "Y1": 0.2422, "X2": 0.62626, "Y2": 0.242, "X3": 0.625, "Y3": 0.2598, "X4": 0.58586, "Y4": 0.2588, "page": 0, "Index": 23}, {"Word": "Rowe", "Confidence": 0.989, "X1": 0.63258, "Y1": 0.2422, "X2": 0.69571, "Y2": 0.242, "X3": 0.69444, "Y3": 0.2608, "X4": 0.63131, "Y4": 0.2598, "page": 0, "Index": 24}, {"Word": "hats", "Confidence": 0.86, "X1": 0.80682, "Y1": 0.2422, "X2": 0.85606, "Y2": 0.242, "X3": 0.86995, "Y3": 0.2678, "X4": 0.82197, "Y4": 0.2878, "page": 0, "Index": 25}, {"Word": "Anti-Trust", "Confidence": 0.992, "X1": 0.1048, "Y1": 0.2612, "X2": 0.22475, "Y2": 0.261, "X3": 0.22475, "Y3": 0.2778, "X4": 0.1048, "Y4": 0.2798, "page": 0, "Index": 26}, {"Word": "Director", "Confidence": 0.97, "X1": 0.58207, "Y1": 0.2632, "X2": 0.6553, "Y2": 0.263, "X3": 0.65404, "Y3": 0.2778, "X4": 0.58207, "Y4": 0.2778, "page": 0, "Index": 27}, {"Word": "for", "Confidence": 0.998, "X1": 0.65909, "Y1": 0.2632, "X2": 0.68939, "Y2": 0.263, "X3": 0.68813, "Y3": 0.2778, "X4": 0.65783, "Y4": 0.2778, "page": 0, "Index": 28}, {"Word": "Litigation", "Confidence": 0.994, "X1": 0.69318, "Y1": 0.2622, "X2": 0.77904, "Y2": 0.262, "X3": 0.77778, "Y3": 0.2778, "X4": 0.69192, "Y4": 0.2778, "page": 0, "Index": 29}, {"Word": "Enforcement", "Confidence": 0.994, "X1": 0.2298, "Y1": 0.2612, "X2": 0.36869, "Y2": 0.261, "X3": 0.36869, "Y3": 0.2788, "X4": 0.2298, "Y4": 0.2778, "page": 0, "Index": 30}, {"Word": "Federal", "Confidence": 0.991, "X1": 0.58207, "Y1": 0.2782, "X2": 0.64899, "Y2": 0.278, "X3": 0.65025, "Y3": 0.2928, "X4": 0.58207, "Y4": 0.2918, "page": 0, "Index": 31}, {"Word": "Trade", "Confidence": 0.997, "X1": 0.65278, "Y1": 0.2782, "X2": 0.70455, "Y2": 0.278, "X3": 0.70455, "Y3": 0.2928, "X4": 0.65404, "Y4": 0.2928, "page": 0, "Index": 32}, {"Word": "Commission", "Confidence": 0.994, "X1": 0.70833, "Y1": 0.2762, "X2": 0.81061, "Y2": 0.276, "X3": 0.81187, "Y3": 0.2908, "X4": 0.7096, "Y4": 0.2928, "page": 0, "Index": 33}, {"Word": "The", "Confidence": 0.994, "X1": 0.09975, "Y1": 0.3112, "X2": 0.13258, "Y2": 0.311, "X3": 0.13131, "Y3": 0.3248, "X4": 0.09848, "Y4": 0.3248, "page": 0, "Index": 34}, {"Word": "FTC", "Confidence": 0.991, "X1": 0.13636, "Y1": 0.3112, "X2": 0.17172, "Y2": 0.311, "X3": 0.17045, "Y3": 0.3248, "X4": 0.1351, "Y4": 0.3248, "page": 0, "Index": 35}, {"Word": "is", "Confidence": 0.998, "X1": 0.17929, "Y1": 0.3112, "X2": 0.19571, "Y2": 0.311, "X3": 0.19444, "Y3": 0.3248, "X4": 0.17803, "Y4": 0.3248, "page": 0, "Index": 36}, {"Word": "now", "Confidence": 0.998, "X1": 0.19949, "Y1": 0.3112, "X2": 0.23106, "Y2": 0.311, "X3": 0.2298, "Y3": 0.3258, "X4": 0.19823, "Y4": 0.3248, "page": 0, "Index": 37}, {"Word": "taking", "Confidence": 0.995, "X1": 0.24242, "Y1": 0.3112, "X2": 0.29672, "Y2": 0.311, "X3": 0.29545, "Y3": 0.3258, "X4": 0.24116, "Y4": 0.3258, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.995, "X1": 0.30303, "Y1": 0.3112, "X2": 0.31313, "Y2": 0.311, "X3": 0.31187, "Y3": 0.3258, "X4": 0.30177, "Y4": 0.3258, "page": 0, "Index": 39}, {"Word": "hard", "Confidence": 0.971, "X1": 0.31818, "Y1": 0.3112, "X2": 0.35732, "Y2": 0.311, "X3": 0.35606, "Y3": 0.3258, "X4": 0.31692, "Y4": 0.3258, "page": 0, "Index": 40}, {"Word": "look", "Confidence": 0.983, "X1": 0.36364, "Y1": 0.3112, "X2": 0.39899, "Y2": 0.311, "X3": 0.39773, "Y3": 0.3258, "X4": 0.36237, "Y4": 0.3258, "page": 0, "Index": 41}, {"Word": "at", "Confidence": 0.998, "X1": 0.4053, "Y1": 0.3112, "X2": 0.42424, "Y2": 0.311, "X3": 0.42424, "Y3": 0.3258, "X4": 0.4053, "Y4": 0.3258, "page": 0, "Index": 42}, {"Word": "how", "Confidence": 0.998, "X1": 0.42803, "Y1": 0.3112, "X2": 0.4596, "Y2": 0.311, "X3": 0.4596, "Y3": 0.3258, "X4": 0.42677, "Y4": 0.3258, "page": 0, "Index": 43}, {"Word": "various", "Confidence": 0.994, "X1": 0.46843, "Y1": 0.3112, "X2": 0.53283, "Y2": 0.311, "X3": 0.53157, "Y3": 0.3258, "X4": 0.46717, "Y4": 0.3258, "page": 0, "Index": 44}, {"Word": "trade", "Confidence": 0.996, "X1": 0.53788, "Y1": 0.3112, "X2": 0.58333, "Y2": 0.311, "X3": 0.58207, "Y3": 0.3258, "X4": 0.53662, "Y4": 0.3258, "page": 0, "Index": 45}, {"Word": "money", "Confidence": 0.995, "X1": 0.58838, "Y1": 0.3112, "X2": 0.64268, "Y2": 0.311, "X3": 0.64141, "Y3": 0.3258, "X4": 0.58712, "Y4": 0.3258, "page": 0, "Index": 46}, {"Word": "is", "Confidence": 0.998, "X1": 0.65152, "Y1": 0.3112, "X2": 0.66793, "Y2": 0.311, "X3": 0.66667, "Y3": 0.3258, "X4": 0.65025, "Y4": 0.3258, "page": 0, "Index": 47}, {"Word": "spent.", "Confidence": 0.993, "X1": 0.67172, "Y1": 0.3112, "X2": 0.72727, "Y2": 0.311, "X3": 0.72601, "Y3": 0.3258, "X4": 0.67045, "Y4": 0.3258, "page": 0, "Index": 48}, {"Word": "Not", "Confidence": 0.993, "X1": 0.73611, "Y1": 0.3112, "X2": 0.76894, "Y2": 0.311, "X3": 0.76768, "Y3": 0.3258, "X4": 0.73485, "Y4": 0.3258, "page": 0, "Index": 49}, {"Word": "everyone", "Confidence": 0.981, "X1": 0.77273, "Y1": 0.3122, "X2": 0.85101, "Y2": 0.312, "X3": 0.84848, "Y3": 0.3258, "X4": 0.77146, "Y4": 0.3258, "page": 0, "Index": 50}, {"Word": "may", "Confidence": 0.998, "X1": 0.85985, "Y1": 0.3122, "X2": 0.8952, "Y2": 0.312, "X3": 0.89268, "Y3": 0.3258, "X4": 0.85732, "Y4": 0.3258, "page": 0, "Index": 51}, {"Word": "like", "Confidence": 0.991, "X1": 0.90278, "Y1": 0.3122, "X2": 0.93687, "Y2": 0.312, "X3": 0.93434, "Y3": 0.3258, "X4": 0.90025, "Y4": 0.3258, "page": 0, "Index": 52}, {"Word": "what", "Confidence": 0.991, "X1": 0.07955, "Y1": 0.3272, "X2": 0.12121, "Y2": 0.327, "X3": 0.12121, "Y3": 0.3418, "X4": 0.08081, "Y4": 0.3418, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.814, "X1": 0.12374, "Y1": 0.3272, "X2": 0.15278, "Y2": 0.327, "X3": 0.15278, "Y3": 0.3418, "X4": 0.125, "Y4": 0.3418, "page": 0, "Index": 54}, {"Word": "FTC", "Confidence": 0.998, "X1": 0.15657, "Y1": 0.3272, "X2": 0.19192, "Y2": 0.327, "X3": 0.19318, "Y3": 0.3418, "X4": 0.15783, "Y4": 0.3418, "page": 0, "Index": 55}, {"Word": "thinks", "Confidence": 0.996, "X1": 0.19949, "Y1": 0.3272, "X2": 0.25379, "Y2": 0.327, "X3": 0.25505, "Y3": 0.3418, "X4": 0.20076, "Y4": 0.3418, "page": 0, "Index": 56}, {"Word": "about", "Confidence": 0.995, "X1": 0.25758, "Y1": 0.3272, "X2": 0.30934, "Y2": 0.327, "X3": 0.31061, "Y3": 0.3418, "X4": 0.25884, "Y4": 0.3418, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.31313, "Y1": 0.3272, "X2": 0.34091, "Y2": 0.327, "X3": 0.34091, "Y3": 0.3418, "X4": 0.31439, "Y4": 0.3418, "page": 0, "Index": 58}, {"Word": "Industry's", "Confidence": 0.991, "X1": 0.3447, "Y1": 0.3272, "X2": 0.43308, "Y2": 0.327, "X3": 0.43308, "Y3": 0.3418, "X4": 0.3447, "Y4": 0.3418, "page": 0, "Index": 59}, {"Word": "trade", "Confidence": 0.997, "X1": 0.43939, "Y1": 0.3272, "X2": 0.48485, "Y2": 0.327, "X3": 0.48485, "Y3": 0.3418, "X4": 0.43939, "Y4": 0.3418, "page": 0, "Index": 60}, {"Word": "promotion", "Confidence": 0.994, "X1": 0.48864, "Y1": 0.3272, "X2": 0.57449, "Y2": 0.327, "X3": 0.57576, "Y3": 0.3418, "X4": 0.48864, "Y4": 0.3418, "page": 0, "Index": 61}, {"Word": "spending", "Confidence": 0.993, "X1": 0.58207, "Y1": 0.3272, "X2": 0.65909, "Y2": 0.327, "X3": 0.65909, "Y3": 0.3418, "X4": 0.58207, "Y4": 0.3418, "page": 0, "Index": 62}, {"Word": "practices.", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.3272, "X2": 0.75253, "Y2": 0.327, "X3": 0.75253, "Y3": 0.3418, "X4": 0.66667, "Y4": 0.3418, "page": 0, "Index": 63}, {"Word": "Any", "Confidence": 0.998, "X1": 0.76389, "Y1": 0.3272, "X2": 0.80051, "Y2": 0.327, "X3": 0.79924, "Y3": 0.3418, "X4": 0.76389, "Y4": 0.3418, "page": 0, "Index": 64}, {"Word": "company", "Confidence": 0.995, "X1": 0.80682, "Y1": 0.3272, "X2": 0.88258, "Y2": 0.327, "X3": 0.88258, "Y3": 0.3408, "X4": 0.80682, "Y4": 0.3418, "page": 0, "Index": 65}, {"Word": "who", "Confidence": 0.958, "X1": 0.89141, "Y1": 0.3272, "X2": 0.92677, "Y2": 0.327, "X3": 0.92677, "Y3": 0.3408, "X4": 0.89141, "Y4": 0.3408, "page": 0, "Index": 66}, {"Word": "doesn't", "Confidence": 0.991, "X1": 0.08207, "Y1": 0.3422, "X2": 0.14141, "Y2": 0.342, "X3": 0.14141, "Y3": 0.3568, "X4": 0.08207, "Y4": 0.3568, "page": 0, "Index": 67}, {"Word": "know", "Confidence": 0.988, "X1": 0.1452, "Y1": 0.3422, "X2": 0.18939, "Y2": 0.342, "X3": 0.18939, "Y3": 0.3568, "X4": 0.1452, "Y4": 0.3568, "page": 0, "Index": 68}, {"Word": "what", "Confidence": 0.988, "X1": 0.19949, "Y1": 0.3422, "X2": 0.24116, "Y2": 0.342, "X3": 0.24116, "Y3": 0.3568, "X4": 0.19949, "Y4": 0.3568, "page": 0, "Index": 69}, {"Word": "the", "Confidence": 0.998, "X1": 0.24495, "Y1": 0.3422, "X2": 0.27273, "Y2": 0.342, "X3": 0.27273, "Y3": 0.3568, "X4": 0.24495, "Y4": 0.3568, "page": 0, "Index": 70}, {"Word": "new", "Confidence": 0.998, "X1": 0.27652, "Y1": 0.3422, "X2": 0.30682, "Y2": 0.342, "X3": 0.30682, "Y3": 0.3568, "X4": 0.27652, "Y4": 0.3568, "page": 0, "Index": 71}, {"Word": "rules", "Confidence": 0.996, "X1": 0.31692, "Y1": 0.3422, "X2": 0.36237, "Y2": 0.342, "X3": 0.36237, "Y3": 0.3578, "X4": 0.31692, "Y4": 0.3568, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.36742, "Y1": 0.3422, "X2": 0.38763, "Y2": 0.342, "X3": 0.38763, "Y3": 0.3578, "X4": 0.36616, "Y4": 0.3578, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.39268, "Y1": 0.3422, "X2": 0.42045, "Y2": 0.342, "X3": 0.42045, "Y3": 0.3578, "X4": 0.39268, "Y4": 0.3578, "page": 0, "Index": 74}, {"Word": "game", "Confidence": 0.991, "X1": 0.42424, "Y1": 0.3422, "X2": 0.47096, "Y2": 0.342, "X3": 0.47096, "Y3": 0.3578, "X4": 0.42424, "Y4": 0.3578, "page": 0, "Index": 75}, {"Word": "will", "Confidence": 0.988, "X1": 0.47727, "Y1": 0.3422, "X2": 0.51263, "Y2": 0.342, "X3": 0.51263, "Y3": 0.3578, "X4": 0.47727, "Y4": 0.3578, "page": 0, "Index": 76}, {"Word": "be,", "Confidence": 0.993, "X1": 0.51641, "Y1": 0.3422, "X2": 0.54419, "Y2": 0.342, "X3": 0.54419, "Y3": 0.3578, "X4": 0.51641, "Y4": 0.3578, "page": 0, "Index": 77}, {"Word": "may", "Confidence": 0.998, "X1": 0.54798, "Y1": 0.3422, "X2": 0.58333, "Y2": 0.342, "X3": 0.58207, "Y3": 0.3568, "X4": 0.54798, "Y4": 0.3578, "page": 0, "Index": 78}, {"Word": "find", "Confidence": 0.981, "X1": 0.58965, "Y1": 0.3422, "X2": 0.62626, "Y2": 0.342, "X3": 0.62626, "Y3": 0.3568, "X4": 0.58965, "Y4": 0.3568, "page": 0, "Index": 79}, {"Word": "their", "Confidence": 0.994, "X1": 0.63384, "Y1": 0.3422, "X2": 0.67551, "Y2": 0.342, "X3": 0.67551, "Y3": 0.3568, "X4": 0.63258, "Y4": 0.3568, "page": 0, "Index": 80}, {"Word": "trade", "Confidence": 0.996, "X1": 0.67929, "Y1": 0.3422, "X2": 0.72601, "Y2": 0.342, "X3": 0.72601, "Y3": 0.3568, "X4": 0.67929, "Y4": 0.3568, "page": 0, "Index": 81}, {"Word": "promotion", "Confidence": 0.994, "X1": 0.73106, "Y1": 0.3422, "X2": 0.81944, "Y2": 0.342, "X3": 0.81818, "Y3": 0.3568, "X4": 0.73106, "Y4": 0.3568, "page": 0, "Index": 82}, {"Word": "plans,", "Confidence": 0.771, "X1": 0.82576, "Y1": 0.3422, "X2": 0.87753, "Y2": 0.342, "X3": 0.87753, "Y3": 0.3558, "X4": 0.82576, "Y4": 0.3568, "page": 0, "Index": 83}, {"Word": "budgets,", "Confidence": 0.994, "X1": 0.08333, "Y1": 0.3582, "X2": 0.15278, "Y2": 0.358, "X3": 0.15278, "Y3": 0.3738, "X4": 0.08333, "Y4": 0.3738, "page": 0, "Index": 84}, {"Word": "and", "Confidence": 0.998, "X1": 0.15657, "Y1": 0.3582, "X2": 0.18813, "Y2": 0.358, "X3": 0.18813, "Y3": 0.3728, "X4": 0.15657, "Y4": 0.3728, "page": 0, "Index": 85}, {"Word": "programs", "Confidence": 0.995, "X1": 0.19571, "Y1": 0.3582, "X2": 0.27652, "Y2": 0.358, "X3": 0.27652, "Y3": 0.3728, "X4": 0.19571, "Y4": 0.3728, "page": 0, "Index": 86}, {"Word": "have", "Confidence": 0.99, "X1": 0.28157, "Y1": 0.3582, "X2": 0.32323, "Y2": 0.358, "X3": 0.32323, "Y3": 0.3728, "X4": 0.28157, "Y4": 0.3728, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.32702, "Y1": 0.3582, "X2": 0.34596, "Y2": 0.358, "X3": 0.34596, "Y3": 0.3728, "X4": 0.32702, "Y4": 0.3728, "page": 0, "Index": 88}, {"Word": "be", "Confidence": 0.998, "X1": 0.34975, "Y1": 0.3582, "X2": 0.37121, "Y2": 0.358, "X3": 0.37121, "Y3": 0.3728, "X4": 0.34975, "Y4": 0.3728, "page": 0, "Index": 89}, {"Word": "quickly", "Confidence": 0.996, "X1": 0.37753, "Y1": 0.3572, "X2": 0.44192, "Y2": 0.357, "X3": 0.44192, "Y3": 0.3728, "X4": 0.37753, "Y4": 0.3728, "page": 0, "Index": 90}, {"Word": "changed.", "Confidence": 0.992, "X1": 0.45076, "Y1": 0.3572, "X2": 0.5303, "Y2": 0.357, "X3": 0.5303, "Y3": 0.3728, "X4": 0.45076, "Y4": 0.3728, "page": 0, "Index": 91}, {"Word": "don't", "Confidence": 0.958, "X1": 0.29419, "Y1": 0.3732, "X2": 0.34091, "Y2": 0.373, "X3": 0.33965, "Y3": 0.3878, "X4": 0.29419, "Y4": 0.3888, "page": 0, "Index": 92}, {"Word": "want", "Confidence": 0.958, "X1": 0.3447, "Y1": 0.3722, "X2": 0.38763, "Y2": 0.372, "X3": 0.38763, "Y3": 0.3878, "X4": 0.3447, "Y4": 0.3878, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.39268, "Y1": 0.3722, "X2": 0.40909, "Y2": 0.372, "X3": 0.40909, "Y3": 0.3878, "X4": 0.39141, "Y4": 0.3878, "page": 0, "Index": 94}, {"Word": "be", "Confidence": 0.998, "X1": 0.41288, "Y1": 0.3722, "X2": 0.43687, "Y2": 0.372, "X3": 0.43687, "Y3": 0.3878, "X4": 0.41288, "Y4": 0.3878, "page": 0, "Index": 95}, {"Word": "caught", "Confidence": 0.955, "X1": 0.44066, "Y1": 0.3722, "X2": 0.49747, "Y2": 0.372, "X3": 0.49747, "Y3": 0.3878, "X4": 0.44066, "Y4": 0.3878, "page": 0, "Index": 96}, {"Word": "off", "Confidence": 0.998, "X1": 0.50253, "Y1": 0.3722, "X2": 0.53283, "Y2": 0.372, "X3": 0.53283, "Y3": 0.3878, "X4": 0.50126, "Y4": 0.3878, "page": 0, "Index": 97}, {"Word": "guard", "Confidence": 0.995, "X1": 0.53788, "Y1": 0.3712, "X2": 0.58586, "Y2": 0.371, "X3": 0.58586, "Y3": 0.3878, "X4": 0.53662, "Y4": 0.3878, "page": 0, "Index": 98}, {"Word": "with", "Confidence": 0.981, "X1": 0.59343, "Y1": 0.3712, "X2": 0.63005, "Y2": 0.371, "X3": 0.63005, "Y3": 0.3878, "X4": 0.59217, "Y4": 0.3878, "page": 0, "Index": 99}, {"Word": "\"unworkable\"", "Confidence": 0.883, "X1": 0.63384, "Y1": 0.3712, "X2": 0.75253, "Y2": 0.371, "X3": 0.75126, "Y3": 0.3878, "X4": 0.63384, "Y4": 0.3878, "page": 0, "Index": 100}, {"Word": "trade", "Confidence": 0.997, "X1": 0.75631, "Y1": 0.3712, "X2": 0.80429, "Y2": 0.371, "X3": 0.80303, "Y3": 0.3878, "X4": 0.75505, "Y4": 0.3878, "page": 0, "Index": 101}, {"Word": "spending", "Confidence": 0.996, "X1": 0.80808, "Y1": 0.3722, "X2": 0.8851, "Y2": 0.372, "X3": 0.8851, "Y3": 0.3878, "X4": 0.80682, "Y4": 0.3878, "page": 0, "Index": 102}, {"Word": "A", "Confidence": 0.994, "X1": 0.09848, "Y1": 0.3752, "X2": 0.10985, "Y2": 0.375, "X3": 0.10985, "Y3": 0.3888, "X4": 0.09848, "Y4": 0.3888, "page": 0, "Index": 103}, {"Word": "must", "Confidence": 0.991, "X1": 0.11616, "Y1": 0.3742, "X2": 0.16162, "Y2": 0.374, "X3": 0.16162, "Y3": 0.3888, "X4": 0.11616, "Y4": 0.3888, "page": 0, "Index": 104}, {"Word": "session", "Confidence": 0.995, "X1": 0.1654, "Y1": 0.3742, "X2": 0.22348, "Y2": 0.374, "X3": 0.22348, "Y3": 0.3888, "X4": 0.1654, "Y4": 0.3888, "page": 0, "Index": 105}, {"Word": "if", "Confidence": 0.998, "X1": 0.23485, "Y1": 0.3732, "X2": 0.25126, "Y2": 0.373, "X3": 0.25126, "Y3": 0.3888, "X4": 0.23485, "Y4": 0.3888, "page": 0, "Index": 106}, {"Word": "you", "Confidence": 0.998, "X1": 0.25631, "Y1": 0.3732, "X2": 0.28788, "Y2": 0.373, "X3": 0.28788, "Y3": 0.3888, "X4": 0.25505, "Y4": 0.3888, "page": 0, "Index": 107}, {"Word": "practices.", "Confidence": 0.947, "X1": 0.07955, "Y1": 0.3892, "X2": 0.15909, "Y2": 0.389, "X3": 0.15909, "Y3": 0.4038, "X4": 0.07828, "Y4": 0.4038, "page": 0, "Index": 108}, {"Word": "Executing", "Confidence": 0.994, "X1": 0.08333, "Y1": 0.4172, "X2": 0.18687, "Y2": 0.417, "X3": 0.18687, "Y3": 0.4358, "X4": 0.08207, "Y4": 0.4368, "page": 0, "Index": 109}, {"Word": "Profitable", "Confidence": 0.994, "X1": 0.19192, "Y1": 0.4172, "X2": 0.30051, "Y2": 0.417, "X3": 0.29924, "Y3": 0.4358, "X4": 0.19066, "Y4": 0.4358, "page": 0, "Index": 110}, {"Word": "Promotions", "Confidence": 0.995, "X1": 0.30429, "Y1": 0.4182, "X2": 0.43434, "Y2": 0.418, "X3": 0.43308, "Y3": 0.4368, "X4": 0.30429, "Y4": 0.4358, "page": 0, "Index": 111}, {"Word": "Robert", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.4172, "X2": 0.65909, "Y2": 0.417, "X3": 0.65909, "Y3": 0.4358, "X4": 0.58712, "Y4": 0.4358, "page": 0, "Index": 112}, {"Word": "Sayre", "Confidence": 0.998, "X1": 0.66288, "Y1": 0.4182, "X2": 0.7298, "Y2": 0.418, "X3": 0.72854, "Y3": 0.4358, "X4": 0.66288, "Y4": 0.4358, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.995, "X1": 0.11111, "Y1": 0.4352, "X2": 0.14773, "Y2": 0.435, "X3": 0.14773, "Y3": 0.4538, "X4": 0.10985, "Y4": 0.4538, "page": 0, "Index": 114}, {"Word": "K", "Confidence": 0.996, "X1": 0.15278, "Y1": 0.4352, "X2": 0.1654, "Y2": 0.435, "X3": 0.1654, "Y3": 0.4538, "X4": 0.15152, "Y4": 0.4538, "page": 0, "Index": 115}, {"Word": "mart", "Confidence": 0.991, "X1": 0.17803, "Y1": 0.4352, "X2": 0.23106, "Y2": 0.435, "X3": 0.23106, "Y3": 0.4538, "X4": 0.17803, "Y4": 0.4538, "page": 0, "Index": 116}, {"Word": "Way", "Confidence": 0.998, "X1": 0.23611, "Y1": 0.4362, "X2": 0.28788, "Y2": 0.436, "X3": 0.28788, "Y3": 0.4548, "X4": 0.23485, "Y4": 0.4538, "page": 0, "Index": 117}, {"Word": "Manager,", "Confidence": 0.993, "X1": 0.58586, "Y1": 0.4412, "X2": 0.66793, "Y2": 0.441, "X3": 0.66667, "Y3": 0.4528, "X4": 0.58586, "Y4": 0.4528, "page": 0, "Index": 118}, {"Word": "Business", "Confidence": 0.991, "X1": 0.58586, "Y1": 0.4542, "X2": 0.6553, "Y2": 0.454, "X3": 0.6553, "Y3": 0.4688, "X4": 0.58586, "Y4": 0.4698, "page": 0, "Index": 119}, {"Word": "Development", "Confidence": 0.983, "X1": 0.66288, "Y1": 0.4552, "X2": 0.77778, "Y2": 0.455, "X3": 0.77778, "Y3": 0.4698, "X4": 0.66288, "Y4": 0.4688, "page": 0, "Index": 120}, {"Word": "K", "Confidence": 0.996, "X1": 0.5846, "Y1": 0.4692, "X2": 0.59596, "Y2": 0.469, "X3": 0.59596, "Y3": 0.4838, "X4": 0.5846, "Y4": 0.4838, "page": 0, "Index": 121}, {"Word": "mart", "Confidence": 0.983, "X1": 0.6048, "Y1": 0.4692, "X2": 0.64646, "Y2": 0.469, "X3": 0.64646, "Y3": 0.4838, "X4": 0.6048, "Y4": 0.4838, "page": 0, "Index": 122}, {"Word": "Corporation", "Confidence": 0.994, "X1": 0.65025, "Y1": 0.4702, "X2": 0.75126, "Y2": 0.47, "X3": 0.75126, "Y3": 0.4838, "X4": 0.65025, "Y4": 0.4838, "page": 0, "Index": 123}, {"Word": "K", "Confidence": 0.995, "X1": 0.09848, "Y1": 0.4982, "X2": 0.11111, "Y2": 0.498, "X3": 0.10985, "Y3": 0.5138, "X4": 0.09848, "Y4": 0.5138, "page": 0, "Index": 124}, {"Word": "mart", "Confidence": 0.989, "X1": 0.11995, "Y1": 0.4982, "X2": 0.16288, "Y2": 0.498, "X3": 0.16162, "Y3": 0.5138, "X4": 0.11995, "Y4": 0.5138, "page": 0, "Index": 125}, {"Word": "is", "Confidence": 0.998, "X1": 0.16667, "Y1": 0.4982, "X2": 0.18434, "Y2": 0.498, "X3": 0.18308, "Y3": 0.5138, "X4": 0.1654, "Y4": 0.5138, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.18813, "Y1": 0.4982, "X2": 0.21338, "Y2": 0.498, "X3": 0.21338, "Y3": 0.5138, "X4": 0.18813, "Y4": 0.5138, "page": 0, "Index": 127}, {"Word": "single", "Confidence": 0.969, "X1": 0.21843, "Y1": 0.4982, "X2": 0.27273, "Y2": 0.498, "X3": 0.27273, "Y3": 0.5138, "X4": 0.21717, "Y4": 0.5138, "page": 0, "Index": 128}, {"Word": "biggest", "Confidence": 0.996, "X1": 0.27778, "Y1": 0.4982, "X2": 0.33965, "Y2": 0.498, "X3": 0.33965, "Y3": 0.5138, "X4": 0.27652, "Y4": 0.5138, "page": 0, "Index": 129}, {"Word": "customer", "Confidence": 0.993, "X1": 0.34343, "Y1": 0.4982, "X2": 0.42298, "Y2": 0.498, "X3": 0.42298, "Y3": 0.5138, "X4": 0.34343, "Y4": 0.5138, "page": 0, "Index": 130}, {"Word": "for", "Confidence": 0.998, "X1": 0.42929, "Y1": 0.4982, "X2": 0.45833, "Y2": 0.498, "X3": 0.45707, "Y3": 0.5138, "X4": 0.42929, "Y4": 0.5138, "page": 0, "Index": 131}, {"Word": "many", "Confidence": 0.991, "X1": 0.46212, "Y1": 0.4982, "X2": 0.5101, "Y2": 0.498, "X3": 0.5101, "Y3": 0.5148, "X4": 0.46086, "Y4": 0.5138, "page": 0, "Index": 132}, {"Word": "manufacturers.", "Confidence": 0.991, "X1": 0.51641, "Y1": 0.4982, "X2": 0.65025, "Y2": 0.498, "X3": 0.64899, "Y3": 0.5148, "X4": 0.51515, "Y4": 0.5148, "page": 0, "Index": 133}, {"Word": "As", "Confidence": 0.997, "X1": 0.66162, "Y1": 0.4982, "X2": 0.68561, "Y2": 0.498, "X3": 0.68561, "Y3": 0.5148, "X4": 0.66035, "Y4": 0.5148, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.68939, "Y1": 0.4982, "X2": 0.71717, "Y2": 0.498, "X3": 0.71591, "Y3": 0.5148, "X4": 0.68939, "Y4": 0.5148, "page": 0, "Index": 135}, {"Word": "key", "Confidence": 0.998, "X1": 0.72096, "Y1": 0.4982, "X2": 0.75253, "Y2": 0.498, "X3": 0.75253, "Y3": 0.5148, "X4": 0.7197, "Y4": 0.5148, "page": 0, "Index": 136}, {"Word": "player", "Confidence": 0.995, "X1": 0.75884, "Y1": 0.4982, "X2": 0.81692, "Y2": 0.498, "X3": 0.81566, "Y3": 0.5148, "X4": 0.75884, "Y4": 0.5148, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.998, "X1": 0.82071, "Y1": 0.4982, "X2": 0.84091, "Y2": 0.498, "X3": 0.84091, "Y3": 0.5138, "X4": 0.82071, "Y4": 0.5148, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.84596, "Y1": 0.4982, "X2": 0.87374, "Y2": 0.498, "X3": 0.87374, "Y3": 0.5138, "X4": 0.8447, "Y4": 0.5138, "page": 0, "Index": 139}, {"Word": "critical", "Confidence": 0.878, "X1": 0.87753, "Y1": 0.4972, "X2": 0.94192, "Y2": 0.497, "X3": 0.94192, "Y3": 0.5138, "X4": 0.87753, "Y4": 0.5138, "page": 0, "Index": 140}, {"Word": "Mass", "Confidence": 0.983, "X1": 0.07955, "Y1": 0.5142, "X2": 0.12247, "Y2": 0.514, "X3": 0.12247, "Y3": 0.5288, "X4": 0.07955, "Y4": 0.5278, "page": 0, "Index": 141}, {"Word": "Merchandising", "Confidence": 0.991, "X1": 0.12626, "Y1": 0.5142, "X2": 0.25253, "Y2": 0.514, "X3": 0.25253, "Y3": 0.5288, "X4": 0.12626, "Y4": 0.5288, "page": 0, "Index": 142}, {"Word": "channel,", "Confidence": 0.857, "X1": 0.2601, "Y1": 0.5152, "X2": 0.33586, "Y2": 0.515, "X3": 0.33586, "Y3": 0.5288, "X4": 0.2601, "Y4": 0.5288, "page": 0, "Index": 143}, {"Word": "many", "Confidence": 0.991, "X1": 0.33965, "Y1": 0.5152, "X2": 0.3851, "Y2": 0.515, "X3": 0.3851, "Y3": 0.5288, "X4": 0.33838, "Y4": 0.5288, "page": 0, "Index": 144}, {"Word": "manufacturers", "Confidence": 0.991, "X1": 0.39268, "Y1": 0.5152, "X2": 0.51894, "Y2": 0.515, "X3": 0.51894, "Y3": 0.5288, "X4": 0.39268, "Y4": 0.5288, "page": 0, "Index": 145}, {"Word": "who", "Confidence": 0.998, "X1": 0.52778, "Y1": 0.5152, "X2": 0.56187, "Y2": 0.515, "X3": 0.56187, "Y3": 0.5288, "X4": 0.52778, "Y4": 0.5288, "page": 0, "Index": 146}, {"Word": "primarily", "Confidence": 0.994, "X1": 0.56566, "Y1": 0.5152, "X2": 0.64646, "Y2": 0.515, "X3": 0.64646, "Y3": 0.5288, "X4": 0.56566, "Y4": 0.5288, "page": 0, "Index": 147}, {"Word": "sell", "Confidence": 0.989, "X1": 0.65404, "Y1": 0.5152, "X2": 0.68687, "Y2": 0.515, "X3": 0.68687, "Y3": 0.5288, "X4": 0.65404, "Y4": 0.5288, "page": 0, "Index": 148}, {"Word": "through", "Confidence": 0.996, "X1": 0.69192, "Y1": 0.5152, "X2": 0.75884, "Y2": 0.515, "X3": 0.75758, "Y3": 0.5288, "X4": 0.69192, "Y4": 0.5288, "page": 0, "Index": 149}, {"Word": "food", "Confidence": 0.986, "X1": 0.76263, "Y1": 0.5142, "X2": 0.80177, "Y2": 0.514, "X3": 0.80051, "Y3": 0.5288, "X4": 0.76136, "Y4": 0.5288, "page": 0, "Index": 150}, {"Word": "and", "Confidence": 0.998, "X1": 0.80808, "Y1": 0.5142, "X2": 0.83965, "Y2": 0.514, "X3": 0.83965, "Y3": 0.5288, "X4": 0.80682, "Y4": 0.5288, "page": 0, "Index": 151}, {"Word": "drug", "Confidence": 0.986, "X1": 0.84596, "Y1": 0.5142, "X2": 0.88763, "Y2": 0.514, "X3": 0.88636, "Y3": 0.5288, "X4": 0.84596, "Y4": 0.5288, "page": 0, "Index": 152}, {"Word": "chains", "Confidence": 0.994, "X1": 0.08081, "Y1": 0.5292, "X2": 0.13636, "Y2": 0.529, "X3": 0.13636, "Y3": 0.5428, "X4": 0.08207, "Y4": 0.5428, "page": 0, "Index": 153}, {"Word": "need", "Confidence": 0.988, "X1": 0.14015, "Y1": 0.5292, "X2": 0.17929, "Y2": 0.529, "X3": 0.17929, "Y3": 0.5428, "X4": 0.14015, "Y4": 0.5428, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.18813, "Y1": 0.5292, "X2": 0.20581, "Y2": 0.529, "X3": 0.20581, "Y3": 0.5428, "X4": 0.18939, "Y4": 0.5428, "page": 0, "Index": 155}, {"Word": "learn", "Confidence": 0.995, "X1": 0.2096, "Y1": 0.5292, "X2": 0.25379, "Y2": 0.529, "X3": 0.25505, "Y3": 0.5428, "X4": 0.2096, "Y4": 0.5428, "page": 0, "Index": 156}, {"Word": "how", "Confidence": 0.991, "X1": 0.26136, "Y1": 0.5292, "X2": 0.29293, "Y2": 0.529, "X3": 0.29419, "Y3": 0.5438, "X4": 0.26263, "Y4": 0.5428, "page": 0, "Index": 157}, {"Word": "to", "Confidence": 0.998, "X1": 0.30177, "Y1": 0.5292, "X2": 0.31944, "Y2": 0.529, "X3": 0.31944, "Y3": 0.5438, "X4": 0.30177, "Y4": 0.5438, "page": 0, "Index": 158}, {"Word": "design", "Confidence": 0.996, "X1": 0.32323, "Y1": 0.5292, "X2": 0.37879, "Y2": 0.529, "X3": 0.37879, "Y3": 0.5438, "X4": 0.32323, "Y4": 0.5438, "page": 0, "Index": 159}, {"Word": "and", "Confidence": 0.998, "X1": 0.38636, "Y1": 0.5292, "X2": 0.41793, "Y2": 0.529, "X3": 0.41793, "Y3": 0.5438, "X4": 0.38636, "Y4": 0.5438, "page": 0, "Index": 160}, {"Word": "execute", "Confidence": 0.994, "X1": 0.42551, "Y1": 0.5292, "X2": 0.4899, "Y2": 0.529, "X3": 0.4899, "Y3": 0.5438, "X4": 0.42551, "Y4": 0.5438, "page": 0, "Index": 161}, {"Word": "profitable", "Confidence": 0.994, "X1": 0.49621, "Y1": 0.5292, "X2": 0.58333, "Y2": 0.529, "X3": 0.58333, "Y3": 0.5438, "X4": 0.49621, "Y4": 0.5438, "page": 0, "Index": 162}, {"Word": "promotions", "Confidence": 0.994, "X1": 0.58965, "Y1": 0.5292, "X2": 0.68561, "Y2": 0.529, "X3": 0.68561, "Y3": 0.5438, "X4": 0.58965, "Y4": 0.5438, "page": 0, "Index": 163}, {"Word": "with", "Confidence": 0.989, "X1": 0.69192, "Y1": 0.5292, "X2": 0.7298, "Y2": 0.529, "X3": 0.7298, "Y3": 0.5428, "X4": 0.69192, "Y4": 0.5438, "page": 0, "Index": 164}, {"Word": "K", "Confidence": 0.997, "X1": 0.73611, "Y1": 0.5292, "X2": 0.74621, "Y2": 0.529, "X3": 0.74621, "Y3": 0.5428, "X4": 0.73611, "Y4": 0.5428, "page": 0, "Index": 165}, {"Word": "mart.", "Confidence": 0.991, "X1": 0.75758, "Y1": 0.5292, "X2": 0.80303, "Y2": 0.529, "X3": 0.80303, "Y3": 0.5428, "X4": 0.75758, "Y4": 0.5428, "page": 0, "Index": 166}, {"Word": "If", "Confidence": 0.955, "X1": 0.10227, "Y1": 0.5432, "X2": 0.11869, "Y2": 0.543, "X3": 0.11869, "Y3": 0.5588, "X4": 0.10227, "Y4": 0.5588, "page": 0, "Index": 167}, {"Word": "you", "Confidence": 0.998, "X1": 0.12247, "Y1": 0.5442, "X2": 0.15404, "Y2": 0.544, "X3": 0.15404, "Y3": 0.5588, "X4": 0.12247, "Y4": 0.5588, "page": 0, "Index": 168}, {"Word": "are", "Confidence": 0.998, "X1": 0.16162, "Y1": 0.5442, "X2": 0.19066, "Y2": 0.544, "X3": 0.19066, "Y3": 0.5588, "X4": 0.16162, "Y4": 0.5588, "page": 0, "Index": 169}, {"Word": "doing", "Confidence": 0.995, "X1": 0.19444, "Y1": 0.5442, "X2": 0.24369, "Y2": 0.544, "X3": 0.24369, "Y3": 0.5598, "X4": 0.19444, "Y4": 0.5588, "page": 0, "Index": 170}, {"Word": "business", "Confidence": 0.994, "X1": 0.24874, "Y1": 0.5442, "X2": 0.32323, "Y2": 0.544, "X3": 0.32197, "Y3": 0.5598, "X4": 0.24874, "Y4": 0.5598, "page": 0, "Index": 171}, {"Word": "with", "Confidence": 0.991, "X1": 0.33081, "Y1": 0.5442, "X2": 0.36869, "Y2": 0.544, "X3": 0.36742, "Y3": 0.5598, "X4": 0.33081, "Y4": 0.5598, "page": 0, "Index": 172}, {"Word": "K", "Confidence": 0.991, "X1": 0.37247, "Y1": 0.5442, "X2": 0.38384, "Y2": 0.544, "X3": 0.38258, "Y3": 0.5598, "X4": 0.37121, "Y4": 0.5598, "page": 0, "Index": 173}, {"Word": "mart,", "Confidence": 0.627, "X1": 0.3952, "Y1": 0.5442, "X2": 0.44192, "Y2": 0.544, "X3": 0.44192, "Y3": 0.5598, "X4": 0.3952, "Y4": 0.5598, "page": 0, "Index": 174}, {"Word": "and", "Confidence": 0.998, "X1": 0.44571, "Y1": 0.5442, "X2": 0.47854, "Y2": 0.544, "X3": 0.47727, "Y3": 0.5598, "X4": 0.44571, "Y4": 0.5598, "page": 0, "Index": 175}, {"Word": "want", "Confidence": 0.991, "X1": 0.48485, "Y1": 0.5442, "X2": 0.52778, "Y2": 0.544, "X3": 0.52652, "Y3": 0.5598, "X4": 0.48359, "Y4": 0.5598, "page": 0, "Index": 176}, {"Word": "to", "Confidence": 0.998, "X1": 0.53157, "Y1": 0.5442, "X2": 0.54924, "Y2": 0.544, "X3": 0.54924, "Y3": 0.5598, "X4": 0.5303, "Y4": 0.5598, "page": 0, "Index": 177}, {"Word": "find", "Confidence": 0.981, "X1": 0.55303, "Y1": 0.5442, "X2": 0.59091, "Y2": 0.544, "X3": 0.58965, "Y3": 0.5598, "X4": 0.55303, "Y4": 0.5598, "page": 0, "Index": 178}, {"Word": "out", "Confidence": 0.998, "X1": 0.59722, "Y1": 0.5442, "X2": 0.62626, "Y2": 0.544, "X3": 0.625, "Y3": 0.5598, "X4": 0.59722, "Y4": 0.5598, "page": 0, "Index": 179}, {"Word": "how", "Confidence": 0.998, "X1": 0.63005, "Y1": 0.5442, "X2": 0.66288, "Y2": 0.544, "X3": 0.66162, "Y3": 0.5598, "X4": 0.62879, "Y4": 0.5598, "page": 0, "Index": 180}, {"Word": "to", "Confidence": 0.998, "X1": 0.67045, "Y1": 0.5442, "X2": 0.68939, "Y2": 0.544, "X3": 0.68813, "Y3": 0.5598, "X4": 0.66919, "Y4": 0.5598, "page": 0, "Index": 181}, {"Word": "get", "Confidence": 0.998, "X1": 0.69318, "Y1": 0.5442, "X2": 0.72096, "Y2": 0.544, "X3": 0.7197, "Y3": 0.5598, "X4": 0.69192, "Y4": 0.5598, "page": 0, "Index": 182}, {"Word": "more", "Confidence": 0.988, "X1": 0.72475, "Y1": 0.5442, "X2": 0.76894, "Y2": 0.544, "X3": 0.76768, "Y3": 0.5598, "X4": 0.72348, "Y4": 0.5598, "page": 0, "Index": 183}, {"Word": "bang", "Confidence": 0.989, "X1": 0.77652, "Y1": 0.5442, "X2": 0.81818, "Y2": 0.544, "X3": 0.81692, "Y3": 0.5598, "X4": 0.77525, "Y4": 0.5598, "page": 0, "Index": 184}, {"Word": "for", "Confidence": 0.998, "X1": 0.82323, "Y1": 0.5442, "X2": 0.85354, "Y2": 0.544, "X3": 0.85227, "Y3": 0.5598, "X4": 0.82197, "Y4": 0.5598, "page": 0, "Index": 185}, {"Word": "your", "Confidence": 0.989, "X1": 0.85732, "Y1": 0.5442, "X2": 0.89773, "Y2": 0.544, "X3": 0.89646, "Y3": 0.5598, "X4": 0.85606, "Y4": 0.5598, "page": 0, "Index": 186}, {"Word": "promotional", "Confidence": 0.966, "X1": 0.07828, "Y1": 0.5592, "X2": 0.18434, "Y2": 0.559, "X3": 0.18561, "Y3": 0.5748, "X4": 0.07828, "Y4": 0.5738, "page": 0, "Index": 187}, {"Word": "dollar", "Confidence": 0.996, "X1": 0.18813, "Y1": 0.5592, "X2": 0.24369, "Y2": 0.559, "X3": 0.24369, "Y3": 0.5748, "X4": 0.18939, "Y4": 0.5748, "page": 0, "Index": 188}, {"Word": "from", "Confidence": 0.987, "X1": 0.24747, "Y1": 0.5592, "X2": 0.28535, "Y2": 0.559, "X3": 0.28535, "Y3": 0.5748, "X4": 0.24747, "Y4": 0.5748, "page": 0, "Index": 189}, {"Word": "K", "Confidence": 0.994, "X1": 0.29672, "Y1": 0.5592, "X2": 0.30682, "Y2": 0.559, "X3": 0.30682, "Y3": 0.5748, "X4": 0.29672, "Y4": 0.5748, "page": 0, "Index": 190}, {"Word": "mart,", "Confidence": 0.926, "X1": 0.31944, "Y1": 0.5592, "X2": 0.36616, "Y2": 0.559, "X3": 0.36616, "Y3": 0.5748, "X4": 0.31944, "Y4": 0.5748, "page": 0, "Index": 191}, {"Word": "Robert", "Confidence": 0.995, "X1": 0.36995, "Y1": 0.5592, "X2": 0.43056, "Y2": 0.559, "X3": 0.43056, "Y3": 0.5748, "X4": 0.36995, "Y4": 0.5748, "page": 0, "Index": 192}, {"Word": "Sayre", "Confidence": 0.997, "X1": 0.43434, "Y1": 0.5592, "X2": 0.48485, "Y2": 0.559, "X3": 0.48485, "Y3": 0.5748, "X4": 0.43434, "Y4": 0.5748, "page": 0, "Index": 193}, {"Word": "is", "Confidence": 0.998, "X1": 0.4899, "Y1": 0.5592, "X2": 0.50631, "Y2": 0.559, "X3": 0.50631, "Y3": 0.5748, "X4": 0.4899, "Y4": 0.5748, "page": 0, "Index": 194}, {"Word": "the", "Confidence": 0.994, "X1": 0.5101, "Y1": 0.5592, "X2": 0.53788, "Y2": 0.559, "X3": 0.53788, "Y3": 0.5748, "X4": 0.5101, "Y4": 0.5748, "page": 0, "Index": 195}, {"Word": "person", "Confidence": 0.992, "X1": 0.54167, "Y1": 0.5592, "X2": 0.59722, "Y2": 0.559, "X3": 0.59596, "Y3": 0.5748, "X4": 0.54167, "Y4": 0.5748, "page": 0, "Index": 196}, {"Word": "to", "Confidence": 0.998, "X1": 0.6048, "Y1": 0.5592, "X2": 0.62247, "Y2": 0.559, "X3": 0.62247, "Y3": 0.5748, "X4": 0.6048, "Y4": 0.5748, "page": 0, "Index": 197}, {"Word": "tell", "Confidence": 0.944, "X1": 0.62626, "Y1": 0.5592, "X2": 0.65909, "Y2": 0.559, "X3": 0.65783, "Y3": 0.5748, "X4": 0.62626, "Y4": 0.5748, "page": 0, "Index": 198}, {"Word": "you", "Confidence": 0.998, "X1": 0.66288, "Y1": 0.5592, "X2": 0.69444, "Y2": 0.559, "X3": 0.69318, "Y3": 0.5748, "X4": 0.66162, "Y4": 0.5748, "page": 0, "Index": 199}, {"Word": "how", "Confidence": 0.998, "X1": 0.70076, "Y1": 0.5592, "X2": 0.73232, "Y2": 0.559, "X3": 0.73232, "Y3": 0.5738, "X4": 0.70076, "Y4": 0.5748, "page": 0, "Index": 200}, {"Word": "it", "Confidence": 0.998, "X1": 0.74116, "Y1": 0.5592, "X2": 0.75631, "Y2": 0.559, "X3": 0.75505, "Y3": 0.5738, "X4": 0.7399, "Y4": 0.5738, "page": 0, "Index": 201}, {"Word": "can", "Confidence": 0.998, "X1": 0.7601, "Y1": 0.5602, "X2": 0.7904, "Y2": 0.56, "X3": 0.78914, "Y3": 0.5738, "X4": 0.75884, "Y4": 0.5738, "page": 0, "Index": 202}, {"Word": "be", "Confidence": 0.997, "X1": 0.79672, "Y1": 0.5602, "X2": 0.81944, "Y2": 0.56, "X3": 0.81944, "Y3": 0.5738, "X4": 0.79672, "Y4": 0.5738, "page": 0, "Index": 203}, {"Word": "done.", "Confidence": 0.628, "X1": 0.82449, "Y1": 0.5602, "X2": 0.87247, "Y2": 0.56, "X3": 0.87247, "Y3": 0.5738, "X4": 0.82323, "Y4": 0.5738, "page": 0, "Index": 204}, {"Word": "Niche", "Confidence": 0.995, "X1": 0.08081, "Y1": 0.5862, "X2": 0.14268, "Y2": 0.586, "X3": 0.14268, "Y3": 0.6058, "X4": 0.08081, "Y4": 0.6048, "page": 0, "Index": 205}, {"Word": "Marketing", "Confidence": 0.995, "X1": 0.14773, "Y1": 0.5882, "X2": 0.26136, "Y2": 0.588, "X3": 0.2601, "Y3": 0.6078, "X4": 0.14646, "Y4": 0.6058, "page": 0, "Index": 206}, {"Word": "Ronald", "Confidence": 0.997, "X1": 0.5846, "Y1": 0.5872, "X2": 0.65783, "Y2": 0.587, "X3": 0.65783, "Y3": 0.6048, "X4": 0.5846, "Y4": 0.6038, "page": 0, "Index": 207}, {"Word": "Lunde", "Confidence": 0.998, "X1": 0.66414, "Y1": 0.5882, "X2": 0.73232, "Y2": 0.588, "X3": 0.73232, "Y3": 0.6038, "X4": 0.66288, "Y4": 0.6048, "page": 0, "Index": 208}, {"Word": "Senior", "Confidence": 0.937, "X1": 0.58333, "Y1": 0.6062, "X2": 0.63763, "Y2": 0.606, "X3": 0.63763, "Y3": 0.6208, "X4": 0.58333, "Y4": 0.6208, "page": 0, "Index": 209}, {"Word": "Vice", "Confidence": 0.982, "X1": 0.64394, "Y1": 0.6062, "X2": 0.68434, "Y2": 0.606, "X3": 0.68308, "Y3": 0.6208, "X4": 0.64394, "Y4": 0.6208, "page": 0, "Index": 210}, {"Word": "President", "Confidence": 0.995, "X1": 0.69066, "Y1": 0.6082, "X2": 0.77146, "Y2": 0.608, "X3": 0.77146, "Y3": 0.6208, "X4": 0.68939, "Y4": 0.6208, "page": 0, "Index": 211}, {"Word": "Sales", "Confidence": 0.966, "X1": 0.58333, "Y1": 0.6212, "X2": 0.62753, "Y2": 0.621, "X3": 0.62753, "Y3": 0.6358, "X4": 0.58333, "Y4": 0.6358, "page": 0, "Index": 212}, {"Word": "&", "Confidence": 0.986, "X1": 0.63258, "Y1": 0.6212, "X2": 0.64394, "Y2": 0.621, "X3": 0.64394, "Y3": 0.6358, "X4": 0.63258, "Y4": 0.6358, "page": 0, "Index": 213}, {"Word": "Merchandising", "Confidence": 0.993, "X1": 0.65278, "Y1": 0.6222, "X2": 0.77904, "Y2": 0.622, "X3": 0.77904, "Y3": 0.6358, "X4": 0.65278, "Y4": 0.6348, "page": 0, "Index": 214}, {"Word": "Price", "Confidence": 0.997, "X1": 0.58586, "Y1": 0.6362, "X2": 0.62879, "Y2": 0.636, "X3": 0.62879, "Y3": 0.6508, "X4": 0.5846, "Y4": 0.6498, "page": 0, "Index": 215}, {"Word": "Chopper", "Confidence": 0.995, "X1": 0.63384, "Y1": 0.6362, "X2": 0.70833, "Y2": 0.636, "X3": 0.70833, "Y3": 0.6518, "X4": 0.63384, "Y4": 0.6508, "page": 0, "Index": 216}, {"Word": "Corporation", "Confidence": 0.994, "X1": 0.71212, "Y1": 0.6372, "X2": 0.81566, "Y2": 0.637, "X3": 0.81566, "Y3": 0.6518, "X4": 0.71212, "Y4": 0.6518, "page": 0, "Index": 217}, {"Word": "Ron", "Confidence": 0.997, "X1": 0.09975, "Y1": 0.6672, "X2": 0.1351, "Y2": 0.667, "X3": 0.13384, "Y3": 0.6818, "X4": 0.09722, "Y4": 0.6818, "page": 0, "Index": 218}, {"Word": "Lunde,", "Confidence": 0.991, "X1": 0.14141, "Y1": 0.6672, "X2": 0.20581, "Y2": 0.667, "X3": 0.20328, "Y3": 0.6818, "X4": 0.14015, "Y4": 0.6818, "page": 0, "Index": 219}, {"Word": "using", "Confidence": 0.997, "X1": 0.2096, "Y1": 0.6662, "X2": 0.25631, "Y2": 0.666, "X3": 0.25505, "Y3": 0.6818, "X4": 0.20707, "Y4": 0.6818, "page": 0, "Index": 220}, {"Word": "his", "Confidence": 0.998, "X1": 0.26136, "Y1": 0.6662, "X2": 0.28788, "Y2": 0.666, "X3": 0.28662, "Y3": 0.6818, "X4": 0.2601, "Y4": 0.6818, "page": 0, "Index": 221}, {"Word": "experience", "Confidence": 0.991, "X1": 0.29167, "Y1": 0.6662, "X2": 0.3851, "Y2": 0.666, "X3": 0.38384, "Y3": 0.6818, "X4": 0.2904, "Y4": 0.6818, "page": 0, "Index": 222}, {"Word": "at", "Confidence": 0.998, "X1": 0.39268, "Y1": 0.6662, "X2": 0.41162, "Y2": 0.666, "X3": 0.41035, "Y3": 0.6818, "X4": 0.39141, "Y4": 0.6818, "page": 0, "Index": 223}, {"Word": "Price", "Confidence": 0.997, "X1": 0.4154, "Y1": 0.6662, "X2": 0.46086, "Y2": 0.666, "X3": 0.4596, "Y3": 0.6818, "X4": 0.41414, "Y4": 0.6818, "page": 0, "Index": 224}, {"Word": "Chopper,", "Confidence": 0.992, "X1": 0.46717, "Y1": 0.6662, "X2": 0.54545, "Y2": 0.666, "X3": 0.54419, "Y3": 0.6808, "X4": 0.46465, "Y4": 0.6818, "page": 0, "Index": 225}, {"Word": "Super", "Confidence": 0.997, "X1": 0.54924, "Y1": 0.6662, "X2": 0.59975, "Y2": 0.666, "X3": 0.59848, "Y3": 0.6808, "X4": 0.54798, "Y4": 0.6808, "page": 0, "Index": 226}, {"Word": "Valu", "Confidence": 0.987, "X1": 0.6048, "Y1": 0.6662, "X2": 0.6452, "Y2": 0.666, "X3": 0.64268, "Y3": 0.6808, "X4": 0.60354, "Y4": 0.6808, "page": 0, "Index": 227}, {"Word": "and", "Confidence": 0.998, "X1": 0.65152, "Y1": 0.6662, "X2": 0.68308, "Y2": 0.666, "X3": 0.68182, "Y3": 0.6808, "X4": 0.65025, "Y4": 0.6808, "page": 0, "Index": 228}, {"Word": "Grand", "Confidence": 0.994, "X1": 0.69066, "Y1": 0.6662, "X2": 0.74495, "Y2": 0.666, "X3": 0.74369, "Y3": 0.6808, "X4": 0.68813, "Y4": 0.6808, "page": 0, "Index": 229}, {"Word": "Union", "Confidence": 0.996, "X1": 0.75126, "Y1": 0.6662, "X2": 0.80429, "Y2": 0.666, "X3": 0.80303, "Y3": 0.6808, "X4": 0.75, "Y4": 0.6808, "page": 0, "Index": 230}, {"Word": "discusses", "Confidence": 0.992, "X1": 0.80934, "Y1": 0.6662, "X2": 0.88889, "Y2": 0.666, "X3": 0.88636, "Y3": 0.6808, "X4": 0.80808, "Y4": 0.6808, "page": 0, "Index": 231}, {"Word": "how", "Confidence": 0.998, "X1": 0.89646, "Y1": 0.6672, "X2": 0.92803, "Y2": 0.667, "X3": 0.92677, "Y3": 0.6798, "X4": 0.8952, "Y4": 0.6808, "page": 0, "Index": 232}, {"Word": "to", "Confidence": 0.997, "X1": 0.08333, "Y1": 0.6822, "X2": 0.09848, "Y2": 0.682, "X3": 0.09975, "Y3": 0.6968, "X4": 0.08333, "Y4": 0.6968, "page": 0, "Index": 233}, {"Word": "work", "Confidence": 0.989, "X1": 0.10227, "Y1": 0.6822, "X2": 0.1452, "Y2": 0.682, "X3": 0.1452, "Y3": 0.6968, "X4": 0.10354, "Y4": 0.6968, "page": 0, "Index": 234}, {"Word": "with", "Confidence": 0.988, "X1": 0.15278, "Y1": 0.6822, "X2": 0.19066, "Y2": 0.682, "X3": 0.19192, "Y3": 0.6968, "X4": 0.15404, "Y4": 0.6968, "page": 0, "Index": 235}, {"Word": "retailers", "Confidence": 0.933, "X1": 0.19444, "Y1": 0.6822, "X2": 0.26894, "Y2": 0.682, "X3": 0.26894, "Y3": 0.6968, "X4": 0.19571, "Y4": 0.6968, "page": 0, "Index": 236}, {"Word": "to", "Confidence": 0.998, "X1": 0.27399, "Y1": 0.6822, "X2": 0.29167, "Y2": 0.682, "X3": 0.29167, "Y3": 0.6968, "X4": 0.27399, "Y4": 0.6968, "page": 0, "Index": 237}, {"Word": "develop", "Confidence": 0.994, "X1": 0.29545, "Y1": 0.6822, "X2": 0.36237, "Y2": 0.682, "X3": 0.36237, "Y3": 0.6968, "X4": 0.29545, "Y4": 0.6968, "page": 0, "Index": 238}, {"Word": "and", "Confidence": 0.998, "X1": 0.37121, "Y1": 0.6822, "X2": 0.40278, "Y2": 0.682, "X3": 0.40404, "Y3": 0.6968, "X4": 0.37121, "Y4": 0.6968, "page": 0, "Index": 239}, {"Word": "exploit", "Confidence": 0.995, "X1": 0.40909, "Y1": 0.6812, "X2": 0.47096, "Y2": 0.681, "X3": 0.47096, "Y3": 0.6968, "X4": 0.40909, "Y4": 0.6968, "page": 0, "Index": 240}, {"Word": "niche", "Confidence": 0.996, "X1": 0.47475, "Y1": 0.6812, "X2": 0.52273, "Y2": 0.681, "X3": 0.52399, "Y3": 0.6968, "X4": 0.47475, "Y4": 0.6968, "page": 0, "Index": 241}, {"Word": "marketing,", "Confidence": 0.993, "X1": 0.52652, "Y1": 0.6812, "X2": 0.62121, "Y2": 0.681, "X3": 0.62121, "Y3": 0.6968, "X4": 0.52778, "Y4": 0.6968, "page": 0, "Index": 242}, {"Word": "even", "Confidence": 0.991, "X1": 0.625, "Y1": 0.6812, "X2": 0.66414, "Y2": 0.681, "X3": 0.66414, "Y3": 0.6958, "X4": 0.625, "Y4": 0.6968, "page": 0, "Index": 243}, {"Word": "for", "Confidence": 0.998, "X1": 0.67172, "Y1": 0.6812, "X2": 0.70202, "Y2": 0.681, "X3": 0.70202, "Y3": 0.6958, "X4": 0.67172, "Y4": 0.6958, "page": 0, "Index": 244}, {"Word": "national", "Confidence": 0.994, "X1": 0.70581, "Y1": 0.6812, "X2": 0.77904, "Y2": 0.681, "X3": 0.77904, "Y3": 0.6958, "X4": 0.70581, "Y4": 0.6958, "page": 0, "Index": 245}, {"Word": "brands.", "Confidence": 0.995, "X1": 0.78283, "Y1": 0.6812, "X2": 0.85227, "Y2": 0.681, "X3": 0.85227, "Y3": 0.6958, "X4": 0.78283, "Y4": 0.6958, "page": 0, "Index": 246}, {"Word": "Ron", "Confidence": 0.998, "X1": 0.85985, "Y1": 0.6812, "X2": 0.8952, "Y2": 0.681, "X3": 0.8952, "Y3": 0.6958, "X4": 0.85985, "Y4": 0.6958, "page": 0, "Index": 247}, {"Word": "is", "Confidence": 0.998, "X1": 0.90152, "Y1": 0.6812, "X2": 0.91793, "Y2": 0.681, "X3": 0.91793, "Y3": 0.6958, "X4": 0.90152, "Y4": 0.6958, "page": 0, "Index": 248}, {"Word": "a", "Confidence": 0.997, "X1": 0.92172, "Y1": 0.6812, "X2": 0.93182, "Y2": 0.681, "X3": 0.93182, "Y3": 0.6958, "X4": 0.92172, "Y4": 0.6958, "page": 0, "Index": 249}, {"Word": "very", "Confidence": 0.991, "X1": 0.08333, "Y1": 0.6982, "X2": 0.11995, "Y2": 0.698, "X3": 0.11995, "Y3": 0.7128, "X4": 0.0846, "Y4": 0.7128, "page": 0, "Index": 250}, {"Word": "entertaining", "Confidence": 0.991, "X1": 0.12626, "Y1": 0.6972, "X2": 0.23232, "Y2": 0.697, "X3": 0.23232, "Y3": 0.7118, "X4": 0.12626, "Y4": 0.7128, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.23864, "Y1": 0.6972, "X2": 0.27146, "Y2": 0.697, "X3": 0.27146, "Y3": 0.7118, "X4": 0.2399, "Y4": 0.7118, "page": 0, "Index": 252}, {"Word": "forward", "Confidence": 0.996, "X1": 0.27652, "Y1": 0.6972, "X2": 0.34722, "Y2": 0.697, "X3": 0.34722, "Y3": 0.7118, "X4": 0.27652, "Y4": 0.7118, "page": 0, "Index": 253}, {"Word": "thinking", "Confidence": 0.996, "X1": 0.3548, "Y1": 0.6972, "X2": 0.42803, "Y2": 0.697, "X3": 0.42803, "Y3": 0.7128, "X4": 0.3548, "Y4": 0.7118, "page": 0, "Index": 254}, {"Word": "speaker.", "Confidence": 0.941, "X1": 0.43182, "Y1": 0.6982, "X2": 0.5, "Y2": 0.698, "X3": 0.5, "Y3": 0.7128, "X4": 0.43182, "Y4": 0.7128, "page": 0, "Index": 255}, {"Word": "This", "Confidence": 0.988, "X1": 0.10101, "Y1": 0.7122, "X2": 0.14015, "Y2": 0.712, "X3": 0.13889, "Y3": 0.7258, "X4": 0.10101, "Y4": 0.7258, "page": 0, "Index": 256}, {"Word": "is", "Confidence": 0.998, "X1": 0.14394, "Y1": 0.7122, "X2": 0.16035, "Y2": 0.712, "X3": 0.15909, "Y3": 0.7258, "X4": 0.14268, "Y4": 0.7258, "page": 0, "Index": 257}, {"Word": "a", "Confidence": 0.995, "X1": 0.16414, "Y1": 0.7122, "X2": 0.17551, "Y2": 0.712, "X3": 0.17424, "Y3": 0.7258, "X4": 0.16288, "Y4": 0.7258, "page": 0, "Index": 258}, {"Word": "great", "Confidence": 0.994, "X1": 0.18056, "Y1": 0.7122, "X2": 0.22475, "Y2": 0.712, "X3": 0.22475, "Y3": 0.7258, "X4": 0.18056, "Y4": 0.7258, "page": 0, "Index": 259}, {"Word": "session", "Confidence": 0.996, "X1": 0.22854, "Y1": 0.7122, "X2": 0.28914, "Y2": 0.712, "X3": 0.28788, "Y3": 0.7268, "X4": 0.22854, "Y4": 0.7258, "page": 0, "Index": 260}, {"Word": "for", "Confidence": 0.998, "X1": 0.29672, "Y1": 0.7122, "X2": 0.32576, "Y2": 0.712, "X3": 0.32576, "Y3": 0.7268, "X4": 0.29672, "Y4": 0.7268, "page": 0, "Index": 261}, {"Word": "everyone", "Confidence": 0.993, "X1": 0.32955, "Y1": 0.7122, "X2": 0.40909, "Y2": 0.712, "X3": 0.40783, "Y3": 0.7268, "X4": 0.32955, "Y4": 0.7268, "page": 0, "Index": 262}, {"Word": "interested", "Confidence": 0.994, "X1": 0.41667, "Y1": 0.7112, "X2": 0.50126, "Y2": 0.711, "X3": 0.5, "Y3": 0.7268, "X4": 0.41667, "Y4": 0.7268, "page": 0, "Index": 263}, {"Word": "in", "Confidence": 0.998, "X1": 0.50884, "Y1": 0.7112, "X2": 0.52778, "Y2": 0.711, "X3": 0.52652, "Y3": 0.7268, "X4": 0.50758, "Y4": 0.7268, "page": 0, "Index": 264}, {"Word": "improving", "Confidence": 0.961, "X1": 0.53157, "Y1": 0.7112, "X2": 0.61995, "Y2": 0.711, "X3": 0.61869, "Y3": 0.7268, "X4": 0.53157, "Y4": 0.7268, "page": 0, "Index": 265}, {"Word": "local", "Confidence": 0.991, "X1": 0.62626, "Y1": 0.7112, "X2": 0.67172, "Y2": 0.711, "X3": 0.67045, "Y3": 0.7268, "X4": 0.625, "Y4": 0.7268, "page": 0, "Index": 266}, {"Word": "marketing", "Confidence": 0.66, "X1": 0.67551, "Y1": 0.7112, "X2": 0.76263, "Y2": 0.711, "X3": 0.76136, "Y3": 0.7268, "X4": 0.67424, "Y4": 0.7268, "page": 0, "Index": 267}, {"Word": "or", "Confidence": 0.998, "X1": 0.7702, "Y1": 0.7112, "X2": 0.7904, "Y2": 0.711, "X3": 0.78914, "Y3": 0.7268, "X4": 0.76894, "Y4": 0.7268, "page": 0, "Index": 268}, {"Word": "developing", "Confidence": 0.994, "X1": 0.79419, "Y1": 0.7112, "X2": 0.88889, "Y2": 0.711, "X3": 0.88636, "Y3": 0.7268, "X4": 0.79293, "Y4": 0.7268, "page": 0, "Index": 269}, {"Word": "better", "Confidence": 0.996, "X1": 0.08207, "Y1": 0.7272, "X2": 0.13384, "Y2": 0.727, "X3": 0.13384, "Y3": 0.7418, "X4": 0.08207, "Y4": 0.7418, "page": 0, "Index": 270}, {"Word": "promotions", "Confidence": 0.807, "X1": 0.13763, "Y1": 0.7262, "X2": 0.23611, "Y2": 0.726, "X3": 0.23611, "Y3": 0.7418, "X4": 0.13763, "Y4": 0.7418, "page": 0, "Index": 271}, {"Word": "in", "Confidence": 0.998, "X1": 0.24116, "Y1": 0.7262, "X2": 0.25884, "Y2": 0.726, "X3": 0.25884, "Y3": 0.7418, "X4": 0.24116, "Y4": 0.7418, "page": 0, "Index": 272}, {"Word": "conjunction", "Confidence": 0.791, "X1": 0.26515, "Y1": 0.7262, "X2": 0.36616, "Y2": 0.726, "X3": 0.36616, "Y3": 0.7418, "X4": 0.26515, "Y4": 0.7418, "page": 0, "Index": 273}, {"Word": "with", "Confidence": 0.991, "X1": 0.375, "Y1": 0.7262, "X2": 0.41288, "Y2": 0.726, "X3": 0.41288, "Y3": 0.7418, "X4": 0.375, "Y4": 0.7418, "page": 0, "Index": 274}, {"Word": "retailers.", "Confidence": 0.934, "X1": 0.41667, "Y1": 0.7252, "X2": 0.49495, "Y2": 0.725, "X3": 0.49495, "Y3": 0.7418, "X4": 0.41667, "Y4": 0.7418, "page": 0, "Index": 275}, {"Word": "Buying", "Confidence": 0.994, "X1": 0.08333, "Y1": 0.7542, "X2": 0.16035, "Y2": 0.754, "X3": 0.15909, "Y3": 0.7758, "X4": 0.08081, "Y4": 0.7758, "page": 0, "Index": 276}, {"Word": "Trends", "Confidence": 0.997, "X1": 0.16667, "Y1": 0.7552, "X2": 0.24242, "Y2": 0.755, "X3": 0.24116, "Y3": 0.7748, "X4": 0.1654, "Y4": 0.7758, "page": 0, "Index": 277}, {"Word": "for", "Confidence": 0.991, "X1": 0.24747, "Y1": 0.7552, "X2": 0.2803, "Y2": 0.755, "X3": 0.2803, "Y3": 0.7748, "X4": 0.24621, "Y4": 0.7748, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.997, "X1": 0.28535, "Y1": 0.7552, "X2": 0.32323, "Y2": 0.755, "X3": 0.32197, "Y3": 0.7748, "X4": 0.28535, "Y4": 0.7748, "page": 0, "Index": 279}, {"Word": "90's", "Confidence": 0.991, "X1": 0.32828, "Y1": 0.7552, "X2": 0.37879, "Y2": 0.755, "X3": 0.37879, "Y3": 0.7748, "X4": 0.32702, "Y4": 0.7748, "page": 0, "Index": 280}, {"Word": "John", "Confidence": 0.979, "X1": 0.58838, "Y1": 0.7552, "X2": 0.63763, "Y2": 0.755, "X3": 0.63636, "Y3": 0.7728, "X4": 0.58838, "Y4": 0.7728, "page": 0, "Index": 281}, {"Word": "Gansley", "Confidence": 0.995, "X1": 0.64394, "Y1": 0.7552, "X2": 0.73232, "Y2": 0.755, "X3": 0.73106, "Y3": 0.7738, "X4": 0.64394, "Y4": 0.7728, "page": 0, "Index": 282}, {"Word": "Corporate", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.7762, "X2": 0.67045, "Y2": 0.776, "X3": 0.67045, "Y3": 0.7908, "X4": 0.5846, "Y4": 0.7898, "page": 0, "Index": 283}, {"Word": "Buyer", "Confidence": 0.997, "X1": 0.67551, "Y1": 0.7752, "X2": 0.72854, "Y2": 0.775, "X3": 0.72854, "Y3": 0.7898, "X4": 0.67551, "Y4": 0.7908, "page": 0, "Index": 284}, {"Word": "General", "Confidence": 0.995, "X1": 0.58712, "Y1": 0.7912, "X2": 0.6553, "Y2": 0.791, "X3": 0.6553, "Y3": 0.8048, "X4": 0.58712, "Y4": 0.8048, "page": 0, "Index": 285}, {"Word": "Merchandising/", "Confidence": 0.993, "X1": 0.65909, "Y1": 0.7902, "X2": 0.79545, "Y2": 0.79, "X3": 0.79545, "Y3": 0.8058, "X4": 0.65909, "Y4": 0.8048, "page": 0, "Index": 286}, {"Word": "Health", "Confidence": 0.994, "X1": 0.58838, "Y1": 0.8062, "X2": 0.64268, "Y2": 0.806, "X3": 0.64268, "Y3": 0.8198, "X4": 0.58838, "Y4": 0.8198, "page": 0, "Index": 287}, {"Word": "&", "Confidence": 0.902, "X1": 0.64773, "Y1": 0.8062, "X2": 0.66035, "Y2": 0.806, "X3": 0.66035, "Y3": 0.8198, "X4": 0.64773, "Y4": 0.8198, "page": 0, "Index": 288}, {"Word": "Beauty", "Confidence": 0.97, "X1": 0.66919, "Y1": 0.8062, "X2": 0.72854, "Y2": 0.806, "X3": 0.72854, "Y3": 0.8198, "X4": 0.66919, "Y4": 0.8198, "page": 0, "Index": 289}, {"Word": "Aids", "Confidence": 0.989, "X1": 0.73864, "Y1": 0.8052, "X2": 0.77904, "Y2": 0.805, "X3": 0.77778, "Y3": 0.8188, "X4": 0.73737, "Y4": 0.8198, "page": 0, "Index": 290}, {"Word": "Grand", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.8202, "X2": 0.63889, "Y2": 0.82, "X3": 0.63889, "Y3": 0.8348, "X4": 0.58712, "Y4": 0.8348, "page": 0, "Index": 291}, {"Word": "Union", "Confidence": 0.997, "X1": 0.64646, "Y1": 0.8202, "X2": 0.69949, "Y2": 0.82, "X3": 0.69949, "Y3": 0.8348, "X4": 0.64646, "Y4": 0.8348, "page": 0, "Index": 292}, {"Word": "Corporation", "Confidence": 0.901, "X1": 0.70581, "Y1": 0.8222, "X2": 0.80808, "Y2": 0.822, "X3": 0.80556, "Y3": 0.8348, "X4": 0.70455, "Y4": 0.8348, "page": 0, "Index": 293}, {"Word": "the", "Confidence": 0.998, "X1": 0.71843, "Y1": 0.8532, "X2": 0.74621, "Y2": 0.853, "X3": 0.74621, "Y3": 0.8678, "X4": 0.71843, "Y4": 0.8688, "page": 0, "Index": 294}, {"Word": "session", "Confidence": 0.995, "X1": 0.75, "Y1": 0.8532, "X2": 0.80934, "Y2": 0.853, "X3": 0.80934, "Y3": 0.8678, "X4": 0.75, "Y4": 0.8678, "page": 0, "Index": 295}, {"Word": "for", "Confidence": 0.998, "X1": 0.81818, "Y1": 0.8532, "X2": 0.84848, "Y2": 0.853, "X3": 0.84848, "Y3": 0.8668, "X4": 0.81818, "Y4": 0.8678, "page": 0, "Index": 296}, {"Word": "you.", "Confidence": 0.968, "X1": 0.85227, "Y1": 0.8532, "X2": 0.89394, "Y2": 0.853, "X3": 0.89394, "Y3": 0.8668, "X4": 0.85227, "Y4": 0.8668, "page": 0, "Index": 297}, {"Word": "As", "Confidence": 0.994, "X1": 0.90152, "Y1": 0.8522, "X2": 0.92551, "Y2": 0.852, "X3": 0.92551, "Y3": 0.8658, "X4": 0.90152, "Y4": 0.8668, "page": 0, "Index": 298}, {"Word": "a", "Confidence": 0.959, "X1": 0.92929, "Y1": 0.8522, "X2": 0.94066, "Y2": 0.852, "X3": 0.94066, "Y3": 0.8658, "X4": 0.92929, "Y4": 0.8658, "page": 0, "Index": 299}, {"Word": "If", "Confidence": 0.978, "X1": 0.10606, "Y1": 0.8552, "X2": 0.12374, "Y2": 0.855, "X3": 0.12374, "Y3": 0.8698, "X4": 0.10606, "Y4": 0.8698, "page": 0, "Index": 300}, {"Word": "you", "Confidence": 0.998, "X1": 0.13005, "Y1": 0.8552, "X2": 0.16162, "Y2": 0.855, "X3": 0.16162, "Y3": 0.8698, "X4": 0.13005, "Y4": 0.8698, "page": 0, "Index": 301}, {"Word": "want", "Confidence": 0.988, "X1": 0.16919, "Y1": 0.8552, "X2": 0.21338, "Y2": 0.855, "X3": 0.21338, "Y3": 0.8698, "X4": 0.16919, "Y4": 0.8698, "page": 0, "Index": 302}, {"Word": "to", "Confidence": 0.998, "X1": 0.21717, "Y1": 0.8552, "X2": 0.23485, "Y2": 0.855, "X3": 0.23485, "Y3": 0.8698, "X4": 0.21717, "Y4": 0.8698, "page": 0, "Index": 303}, {"Word": "understand", "Confidence": 0.994, "X1": 0.2399, "Y1": 0.8542, "X2": 0.33333, "Y2": 0.854, "X3": 0.33333, "Y3": 0.8698, "X4": 0.2399, "Y4": 0.8698, "page": 0, "Index": 304}, {"Word": "how", "Confidence": 0.998, "X1": 0.34343, "Y1": 0.8542, "X2": 0.37626, "Y2": 0.854, "X3": 0.37626, "Y3": 0.8698, "X4": 0.34343, "Y4": 0.8698, "page": 0, "Index": 305}, {"Word": "to", "Confidence": 0.998, "X1": 0.38384, "Y1": 0.8542, "X2": 0.40152, "Y2": 0.854, "X3": 0.40152, "Y3": 0.8698, "X4": 0.38384, "Y4": 0.8698, "page": 0, "Index": 306}, {"Word": "design", "Confidence": 0.996, "X1": 0.4053, "Y1": 0.8542, "X2": 0.4596, "Y2": 0.854, "X3": 0.4596, "Y3": 0.8698, "X4": 0.4053, "Y4": 0.8698, "page": 0, "Index": 307}, {"Word": "programs", "Confidence": 0.994, "X1": 0.46717, "Y1": 0.8542, "X2": 0.54798, "Y2": 0.854, "X3": 0.54798, "Y3": 0.8698, "X4": 0.46717, "Y4": 0.8698, "page": 0, "Index": 308}, {"Word": "for", "Confidence": 0.997, "X1": 0.55177, "Y1": 0.8542, "X2": 0.58207, "Y2": 0.854, "X3": 0.58207, "Y3": 0.8698, "X4": 0.55177, "Y4": 0.8698, "page": 0, "Index": 309}, {"Word": "the", "Confidence": 0.998, "X1": 0.58586, "Y1": 0.8542, "X2": 0.6149, "Y2": 0.854, "X3": 0.6149, "Y3": 0.8688, "X4": 0.58586, "Y4": 0.8698, "page": 0, "Index": 310}, {"Word": "90's,", "Confidence": 0.932, "X1": 0.61995, "Y1": 0.8542, "X2": 0.65783, "Y2": 0.854, "X3": 0.65783, "Y3": 0.8688, "X4": 0.61995, "Y4": 0.8688, "page": 0, "Index": 311}, {"Word": "this", "Confidence": 0.987, "X1": 0.66162, "Y1": 0.8532, "X2": 0.69444, "Y2": 0.853, "X3": 0.69444, "Y3": 0.8688, "X4": 0.66162, "Y4": 0.8688, "page": 0, "Index": 312}, {"Word": "is", "Confidence": 0.998, "X1": 0.69823, "Y1": 0.8532, "X2": 0.71465, "Y2": 0.853, "X3": 0.71465, "Y3": 0.8688, "X4": 0.69823, "Y4": 0.8688, "page": 0, "Index": 313}, {"Word": "Corporate", "Confidence": 0.994, "X1": 0.08333, "Y1": 0.8702, "X2": 0.16793, "Y2": 0.87, "X3": 0.16793, "Y3": 0.8848, "X4": 0.0846, "Y4": 0.8848, "page": 0, "Index": 314}, {"Word": "Buyer", "Confidence": 0.997, "X1": 0.17424, "Y1": 0.8702, "X2": 0.22727, "Y2": 0.87, "X3": 0.22727, "Y3": 0.8848, "X4": 0.17424, "Y4": 0.8848, "page": 0, "Index": 315}, {"Word": "for", "Confidence": 0.998, "X1": 0.23232, "Y1": 0.8702, "X2": 0.26263, "Y2": 0.87, "X3": 0.26263, "Y3": 0.8848, "X4": 0.23232, "Y4": 0.8848, "page": 0, "Index": 316}, {"Word": "Grand", "Confidence": 0.997, "X1": 0.26641, "Y1": 0.8702, "X2": 0.32071, "Y2": 0.87, "X3": 0.32071, "Y3": 0.8838, "X4": 0.26641, "Y4": 0.8848, "page": 0, "Index": 317}, {"Word": "Union,", "Confidence": 0.981, "X1": 0.32828, "Y1": 0.8702, "X2": 0.38889, "Y2": 0.87, "X3": 0.38889, "Y3": 0.8838, "X4": 0.32828, "Y4": 0.8838, "page": 0, "Index": 318}, {"Word": "John", "Confidence": 0.982, "X1": 0.39268, "Y1": 0.8702, "X2": 0.43182, "Y2": 0.87, "X3": 0.43182, "Y3": 0.8838, "X4": 0.39268, "Y4": 0.8838, "page": 0, "Index": 319}, {"Word": "Gansley", "Confidence": 0.991, "X1": 0.43813, "Y1": 0.8692, "X2": 0.50505, "Y2": 0.869, "X3": 0.50631, "Y3": 0.8838, "X4": 0.43813, "Y4": 0.8838, "page": 0, "Index": 320}, {"Word": "is", "Confidence": 0.998, "X1": 0.51389, "Y1": 0.8692, "X2": 0.53157, "Y2": 0.869, "X3": 0.53157, "Y3": 0.8838, "X4": 0.51515, "Y4": 0.8838, "page": 0, "Index": 321}, {"Word": "in", "Confidence": 0.998, "X1": 0.53535, "Y1": 0.8692, "X2": 0.55303, "Y2": 0.869, "X3": 0.55303, "Y3": 0.8838, "X4": 0.53535, "Y4": 0.8838, "page": 0, "Index": 322}, {"Word": "a", "Confidence": 0.994, "X1": 0.55808, "Y1": 0.8692, "X2": 0.56818, "Y2": 0.869, "X3": 0.56944, "Y3": 0.8838, "X4": 0.55808, "Y4": 0.8838, "page": 0, "Index": 323}, {"Word": "unique", "Confidence": 0.996, "X1": 0.57449, "Y1": 0.8692, "X2": 0.63384, "Y2": 0.869, "X3": 0.6351, "Y3": 0.8828, "X4": 0.57576, "Y4": 0.8838, "page": 0, "Index": 324}, {"Word": "position", "Confidence": 0.995, "X1": 0.64015, "Y1": 0.8692, "X2": 0.70833, "Y2": 0.869, "X3": 0.70833, "Y3": 0.8828, "X4": 0.64141, "Y4": 0.8828, "page": 0, "Index": 325}, {"Word": "to", "Confidence": 0.998, "X1": 0.71717, "Y1": 0.8692, "X2": 0.73485, "Y2": 0.869, "X3": 0.73485, "Y3": 0.8828, "X4": 0.71717, "Y4": 0.8828, "page": 0, "Index": 326}, {"Word": "tell", "Confidence": 0.991, "X1": 0.73864, "Y1": 0.8692, "X2": 0.7702, "Y2": 0.869, "X3": 0.7702, "Y3": 0.8828, "X4": 0.73864, "Y4": 0.8828, "page": 0, "Index": 327}, {"Word": "manufacturers", "Confidence": 0.991, "X1": 0.77399, "Y1": 0.8682, "X2": 0.90025, "Y2": 0.868, "X3": 0.90152, "Y3": 0.8818, "X4": 0.77399, "Y4": 0.8828, "page": 0, "Index": 328}, {"Word": "how", "Confidence": 0.998, "X1": 0.90783, "Y1": 0.8682, "X2": 0.94066, "Y2": 0.868, "X3": 0.94066, "Y3": 0.8818, "X4": 0.90909, "Y4": 0.8818, "page": 0, "Index": 329}, {"Word": "buying", "Confidence": 0.779, "X1": 0.0846, "Y1": 0.8852, "X2": 0.14268, "Y2": 0.885, "X3": 0.14268, "Y3": 0.9008, "X4": 0.0846, "Y4": 0.9018, "page": 0, "Index": 330}, {"Word": "will", "Confidence": 0.989, "X1": 0.15025, "Y1": 0.8852, "X2": 0.18561, "Y2": 0.885, "X3": 0.18434, "Y3": 0.9008, "X4": 0.15025, "Y4": 0.9008, "page": 0, "Index": 331}, {"Word": "be", "Confidence": 0.956, "X1": 0.18939, "Y1": 0.8852, "X2": 0.21086, "Y2": 0.885, "X3": 0.21086, "Y3": 0.8998, "X4": 0.18813, "Y4": 0.8998, "page": 0, "Index": 332}, {"Word": "done", "Confidence": 0.986, "X1": 0.21591, "Y1": 0.8852, "X2": 0.2601, "Y2": 0.885, "X3": 0.2601, "Y3": 0.8998, "X4": 0.21591, "Y4": 0.8998, "page": 0, "Index": 333}, {"Word": "in", "Confidence": 0.998, "X1": 0.26515, "Y1": 0.8852, "X2": 0.28409, "Y2": 0.885, "X3": 0.28409, "Y3": 0.8998, "X4": 0.26515, "Y4": 0.8998, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.998, "X1": 0.28914, "Y1": 0.8852, "X2": 0.31818, "Y2": 0.885, "X3": 0.31818, "Y3": 0.8988, "X4": 0.28914, "Y4": 0.8998, "page": 0, "Index": 335}, {"Word": "1990's.", "Confidence": 0.981, "X1": 0.32323, "Y1": 0.8852, "X2": 0.37753, "Y2": 0.885, "X3": 0.37879, "Y3": 0.8988, "X4": 0.32323, "Y4": 0.8988, "page": 0, "Index": 336}, {"Word": "A", "Confidence": 0.991, "X1": 0.10985, "Y1": 0.9022, "X2": 0.12374, "Y2": 0.902, "X3": 0.12374, "Y3": 0.9168, "X4": 0.11111, "Y4": 0.9168, "page": 0, "Index": 337}, {"Word": "key", "Confidence": 0.998, "X1": 0.12753, "Y1": 0.9012, "X2": 0.16035, "Y2": 0.901, "X3": 0.16035, "Y3": 0.9168, "X4": 0.12879, "Y4": 0.9168, "page": 0, "Index": 338}, {"Word": "session", "Confidence": 0.99, "X1": 0.16667, "Y1": 0.9002, "X2": 0.22601, "Y2": 0.9, "X3": 0.22601, "Y3": 0.9168, "X4": 0.16667, "Y4": 0.9168, "page": 0, "Index": 339}, {"Word": "for", "Confidence": 0.993, "X1": 0.23485, "Y1": 0.9002, "X2": 0.26389, "Y2": 0.9, "X3": 0.26389, "Y3": 0.9158, "X4": 0.23485, "Y4": 0.9168, "page": 0, "Index": 340}, {"Word": "anyone", "Confidence": 0.996, "X1": 0.26768, "Y1": 0.9002, "X2": 0.33207, "Y2": 0.9, "X3": 0.33207, "Y3": 0.9158, "X4": 0.26768, "Y4": 0.9158, "page": 0, "Index": 341}, {"Word": "who", "Confidence": 0.998, "X1": 0.33838, "Y1": 0.8992, "X2": 0.37247, "Y2": 0.899, "X3": 0.37247, "Y3": 0.9158, "X4": 0.33838, "Y4": 0.9158, "page": 0, "Index": 342}, {"Word": "is", "Confidence": 0.998, "X1": 0.37753, "Y1": 0.8992, "X2": 0.39394, "Y2": 0.899, "X3": 0.39394, "Y3": 0.9158, "X4": 0.37753, "Y4": 0.9158, "page": 0, "Index": 343}, {"Word": "responsible", "Confidence": 0.993, "X1": 0.39773, "Y1": 0.8992, "X2": 0.49621, "Y2": 0.899, "X3": 0.49495, "Y3": 0.9158, "X4": 0.39773, "Y4": 0.9158, "page": 0, "Index": 344}, {"Word": "for", "Confidence": 0.998, "X1": 0.50253, "Y1": 0.8992, "X2": 0.53283, "Y2": 0.899, "X3": 0.53283, "Y3": 0.9158, "X4": 0.50253, "Y4": 0.9158, "page": 0, "Index": 345}, {"Word": "selling", "Confidence": 0.995, "X1": 0.53788, "Y1": 0.8982, "X2": 0.5947, "Y2": 0.898, "X3": 0.59343, "Y3": 0.9148, "X4": 0.53662, "Y4": 0.9158, "page": 0, "Index": 346}, {"Word": "to", "Confidence": 0.994, "X1": 0.59975, "Y1": 0.8982, "X2": 0.61869, "Y2": 0.898, "X3": 0.61742, "Y3": 0.9148, "X4": 0.59975, "Y4": 0.9148, "page": 0, "Index": 347}, {"Word": "buyers.", "Confidence": 0.993, "X1": 0.62247, "Y1": 0.8982, "X2": 0.68687, "Y2": 0.898, "X3": 0.68561, "Y3": 0.9148, "X4": 0.62121, "Y4": 0.9148, "page": 0, "Index": 348}, {"Word": "2074012067", "Confidence": 0.995, "X1": 0.79293, "Y1": 0.9142, "X2": 0.92424, "Y2": 0.914, "X3": 0.92424, "Y3": 0.9328, "X4": 0.79545, "Y4": 0.9418, "page": 0, "Index": 349}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAxgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAophdQ4QsAxBIGeTjrT6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCNoY2nSYoDKilVbuAcZH6CpKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiis3XIdTuNGuYtHuIre+dMRSyrlVPrigDQDBicEHBwcHpUH9oWf237F9rg+1Yz5HmDfj/AHeteafBVbpLDxFb6hfSXd/FqLRzyMxOSBjIz681zXjvw7Y6Hq1gdPt9RGtSagjnWbuQrEdxzsZ+4xxj2oA95pu9N+zcN2M4zzivLtY+I2s6R8UI/D8ekzXtl9lV2S3QGRmOMup/ujNZ91rV14e+Mus3b2V7fifT4ngtLcbmAxzkdFxQB7HTJJEiXdI6qPVjgVh+EPFVp4w0JdUtInhXzGjeKQjcjA4IOK4z4tH+2dT8NeE4550fULzfN5LYIiUck/ic/hQB6grK6hlIZT0IOQadXm/wg1GcaFf+Hb+dpL7Rbt7dt/Xy8/Ifx5rnPC+pan4b8RRareX1xc6JrF5NaTeY24W04lYRgegIFAHtO9fm+YfL156UkciSrujdWHqpyK8l0a8S4k+J9tI8jzRzysCWOAmw4A9ORWf8MtSl8MW+maPf3E8lpr9qJ7OZznZOchkz27EUAe2Ag9DS14hp0t6nwM8UMbqdri2vLkJK0p3rsYY5H0roZr66H7PgvBcy/av7LV/O3Hdu45zQB6dSAg964nxB4ifw98KP7U3O1wbGNIz1YyMoAP5nNcb8MJ9X8M+MW8Oa3eyzjUrJL6AytnDkZYDP1/SgD2mivMYL66P7QdzZm5l+yjTFcQ7jtzzzivTqACivHvBl5dN8UPHdrLd3MlvEhaNGk3bMkk7ew9qzPhT4jvNKurWPUby6utO1qR47aS4bJhnQkMpJ9QBigD3SivHYru8uPA3xDZry53w384idH+ZAMEBT2FN034eSX3gO01mx17WI9We1FwhN2ShfGcYPGKAPZKK8I8SeLdT1f4TeHdRe5lhv/wC00t7loyUyylgRx+Fd18WJbi38IW89tczQSJf2/MT7dwLgEH25oA72ivG/ife3Fp4q059Zn1eDwu1sAZNPYrtnyeWI56Vs+BrPR7ptUt9E8XXOo2Fzbr+4actLbsc5YE8jNAHpdFfPHjnw2fDvjrwzo9lrWr/ZdSfbPvu2LY3AcHt1rr/iJoUnhT4UX0Olane5W5jmaaa4ZpANwBAb09qAPWKK8BubuHQ7rQn8E+Jb/U9UuLmNbqwe4MoaPaSxIPQDn866zxUL3wf4707xX9tmGi3Z+z6hA7kpExHDAdAMj+dAHqVFeY/DG31PW9S1XxfqdxdeXeTMljA7EIsPZgOnNP8Aitq+qRT6BoGl3b2UmrXgikuIzhlXuB9aAPSEkR8hXVtpwcHODSs6opZ2CqOpJwK4PSPhVp2h6lb39hq+rJLFKsjh7kssuOoYH1rBt7dviF8UNes9UmuF0rRQkKWkczKsjkk7mx16dPYUAeuU0MGzgg4ODj1rynwzPfeHfilqfg5766udNlshcWnny72i9eTz1J/KsP4f6pfeD9Sgk1S9ludJ1y6lhWSRifs86uQAc+ooA9yDK2cEHBwcetOryOwSeXQviTb21zNHKl3L5ZDn92dmflPauc+HKeGdR0jSrzVvF18usvLzbG9YAsG+VdvvxQB7/Td6/N8w+X73PT614X48vLMfGE2muarqNlpJ09XX7JIwzJnj7v41tWtjoT/DTxVL4Z1W+mMkTebPeSOWDKoOBn2/nQB60rKyhlIIPQjvTq+YYf7Lh8AaZeaR4m1V/E77PKsROx3Pn7oT+7712/xIkuorTwXca9qV3ZiaTytQ+yMU6ruJwOcjGKAPZ6YkiSZ2OrYODg5wa8w8FQ+GHur+fQda1e8nitW3JdyuVAPcBu9c18Lb+/8AC66PcXtzNNo3iAOGllORFdByqrnsGA/OgD3VWVgdpBwcHHrVa61TT7KRIrq+toJH+6ksqqT9ATXnT61d6R8OvGOoWU2Lu1v7vYx52Ey4H6GqGh/CLSPEfh6y1bxBd393qt1Es0k5uD8pPOF9KAPW3miiAMkiID0LMBmmR3ltLMYY7iJ5Qu4orgkD1x6V4p8adNt9OtvCUD3F+1tHP9nkEchLumMnp1bit34X6R4Wg1m8u9FtdbjuVhCM+pKwG0nouepyKAPVaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqrqE1xb6fPNaW/wBpuEQmOHdt3t2Ge1WqKAPJ/hlpnirRte1r+1dB+yW2q3DXJn89W8o4OFwOvWq/ifQvHvimyHhW/tLZrX7WJP7ZEgAMYyVyg5z2r2CigDzXxD4e1rTfiBpPibRdNGpFbI2dwjTCPbyMNzVmz8PawnxT1nWprcCxudPSGFxJn5gOVx25r0GigDg/hT4e1Pw34bu7TVLfyJpL2WVV3A5Ung8VljwTf+JfiXqer+I7Vo9Ot4Vg04xTlWPOSw2nI7g16hRQB5zovhC/8I/Eaa50e28zQtSgUXTSTbnjlXcQ3PJ9Pxp2g+Cri68Ga1ousxGFrm/nmt23AmPLZRwR0IPNeiUUAeN+APBPifS7TxfHrMWbnUYjHDMXB807SM+3brW6PBWoXnwp0zSZAlrrunxK9tIDny5VPHPvXo9FAHlPhPwb4gm+FuueH9bjS0v7+WdxIWDAlwMk46c1lPY/EGfwHD4L/wCEahhj2LaSX5uVZfLB5YL16V7XRQB5l468Ga14ig8M+HbZ/wDiTwspv51YKw2AAY7881m+IvhhcaLdaTrfhdtQ1DUrO5BkS5utxeLuoJxgf416/RQB5Jq2neLNP+Kr+KdM8Om+glsEhKG4VCrY5HPpXpOiXeoXulRXGqWAsLps7rcSB9nPHIrSrzT4h+KNW0Xxt4S06yv/ALLaX85W5GxW3jcoxz06kUAP8O+FdV034k+L9Ue1VbLUIlFtIWGHbHOQOnNVPDvw/vZ/hZPoGrxLZ6j9plngdCD5T7yyMD/ng1p23iPVZPjZd+H2uc6ZHponWHaOHyvOevc1PZeIL2X4wapoUt6RZw2Mc0FsEGCxxuO7GeOO/egDltF8IeJY/hj4p03VLIvqmoTO6IkoHmE45z26VJbXHxEj8GxeHLbwottMLYWwvGu0ITjG7FJ4c8fa6nj+9stXmSXRZ7+Wzt5Cm3yJF+6pIGOR61u6R4h1e98WeNbGS9T7Ppyj7Kmxd0Z25z6kfWgDN1L4XzJ8KLTQLOYSalYyC8Rj0lmByQfrnFQ6xD478bQ6fo194eh0q0FxHNdXT3CycIQcKo9SKw/BeueK/FGkpf3nxFsdOZ5GQWzwRF+COxx1r2/99DY/8950j/3fMYD9MmgDkPFMviTT9VjntNIj1zRHt9k1koXzEcHlhng5Bxj2rA8EaDeS/EG98Sr4ek8P6fJbeULaTCtK2fvFR0p3g7xf4q1P4oarouv20dlDHaiWOzUq/l8jB3DrkHmoPi94/wBV8O3Nnp3h6Rlu1H2i7YRbgkWQBnPHJoAtfEHwnrOt/EPwnqen2nm2djJm4k3gbBvB6HrxXR/EnSb7XPA1/p2nRNLdTbQiKQM4YE5J7V0lhM9xp1rPJjfJEjtj1IBNeafF/wAXat4el0iysb3+zbe8Z/NvgocqQOF2nsc9aAJvEXhHULHxL4b8UeH9MSW9tlFvfQoypvjK4z6ZHP6V0fxE0u+1zwDqen6faJcXk8YWOJ8ddwz17gZqP4eeI73X/B+mXmsBYNQnVhsYbWkCnG4A+oweOOa6PU7i6tNOnnsrQ3lyi5jgDhd59MngUAVPC9rNZeF9MtbiEwzQ26I8Zx8pA56VgfETwleeIrOyv9ImSLWdLm+0WhcfK5H8J+tY/wAMPGWueJvEHiS11pVha0lHl2yhSIQeCu4ferC0jxB4l1P4ga3pd14yi062sLoLHFNBFmVSfujJ9PrQB1GmeKfHc2padYX/AIN8gSMoubsTho1Xjc3HQ+gzVdtE13wn8Q9T1zSNLOp6bq6KZ4YpVR4pF7/Mec8/nXpdFAHmfhDw3rV18QNW8Za7YfYJpYlt7W2MokKrgZORxzjpTdM8D6jqXw+1PRdYiS3vGvZZ7OQkZjbdlHytenUUAeS+BfDfiqw0HxXaa5ZgXl9lo5RICJm2bfw7da3vhp4PXRPBWm22r6TapqcDMzM0as6ncSDu9cYrvKKAPJvEmj+J7P4rv4k0zw+uq2hsBbhHmVQGzknn6Vs6Y3ivWvDGvWet+H7XTpZLZkto4XVhIzKRz+OK9AooA8Rk+HGsp8OtAuLeyCeKNIkDxqHUFl3ZKlv/AK9dN42sPEOqW/hTVLTRBdXljci4ubMyqoB2kEZPHWvSKKAPOtA1HxxeapJa6r4TtNOsJo5AZ4plLKcHaCB154o0jwNczfCK38N6igh1CFXaJlf/AFUwdmRgR+Fei0UAeYeFPCWvah8P9c0HxSot5724lKyRkHIYht3H+1mq2kXPxJ8LaU2hjw7BqqWi+Va3q3CoGUfdLKea9YooA8i8baH401rRPCl8unwXOtWNz9ouYo2CIpHQcn6VqeFNR+J174mQeINMsbPSMMz7MFhxwAQfX2r0migAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQnAJrwTxn4mj8Z+NvDOnWOj6jFfafqf77zYiAEDdR6ggZz6V75TPLQPv2Lu/vY5oA8m8W6hdeDfivD4putPurvR5dPFrJLbxAmFi2fx6d/Wl8EzTeKvitqfi+2sbu20s2S20T3MWwyNxnH02/rXrLKrjDKGHoRmhVVVwoAHoBQB5RpHhCTxBoPjHTbuGW2km1eWe0ldCpDDBV1z1Ge9Zvw0kvdQ8Y+K7m6s5o7g2SQTmReHlXgkducA17XTQiqSVUAnrgdaAPmbw34g8IeG9G8jWvB017rCXcjF/soAC7uMMfTFfRemaqmpaFa6qIpIo54Fn8sjLKCM4x61cMEJ5MSH/gIp4AAwAAPSgDxjRNdt5Pjhf6xNbXtpZ3lmltbvdWrxmSQbBgZFUfiL4U8X2934o1m2Szu7DUYkjK/MZo0VhtCgCvdDGjEEqpI6ZHSlIBGDyKAMXwoNVXwxYDWVgW9EShlgztAwMde+OteCfFi31O58cah/akeoMUWM6L9ngMkLEEEqw9Tz619LU1kRsFlUkdMjpQB4X8PPFv8AbXj+ObxT5ltrggWzsrEQvGqDaWdyDwCQK9tv76DTbCa9uWZYIVLuVUsQPoOTSHTrI3gvDaQm5HSXYN3THWrJAIwQCD2NAHhvwk1G2g+IniOPy7xY9TkMtnJLbMgkVWJPXp1qj4+v9GvLbU9D0nwjqEXiS4vBJ5vkEnIb/WBxk4x+Fe/CNFIIRQR0IFLsXfv2ru9cc0AUdEhuYNC0+G9YtdJbxrMxOSXCjPP1rQoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKo6jq9hpCQPqF1HbpPKsMbOcAuc4GfwNc94S8cjxbq+r21tpssdnYSmJbwvlJmB7DHHHP40AdfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHD6z8VfDmg31za3yaijW7bZJBaMUz7N0NXPDvxD0XxPfrZ6fHfh2jMgea1ZEKj/aPFZvxmA/4Vbq/wBI/wD0MV0Xh0f8UTpWBz/Z8XT/AK5igDBvPitoFrqNxbRxX93HbOYp57W2aSNH/u5HU9fyrcg8X6Pc+GJvENvO01hCpaRkQllx1G3rkelc58GTbn4eW6x+X9oWeYXAH3t+9vvd84x1ri9Ke6TS/ifHYGY6essv2YQjK5Od238OtAHaQfGTwnOImLahFDIQBPJaOsYz0Jbpiuh1nxjo2g/2abyZyuoyiK2eJN6sx6cjpXlXhqDxp4s+F1poVvp2mJpVxb+QL6S4y6qDz8gHWrnxG0hdB0fwDpSSmVbXUo495GC2AeaAPQvE/jzQvCU9tb6lNKbi4z5cMEZkc474HNR6D8QdE8RXktraLexSxRGZvtFs0Y2jqQTXG27WcH7Qt+dbEQmks4/7LeT8iB/tctXqV29n5UsdxLGmYm3ZIBCY5P0oA4Sb4y6DFeSKtjqktlH969jtWMf1HqPevQLW4ju7WG4iJMcqB1yMcEZFeNy2fjvwxo7XXh7WdN1vw3BGzpHOFyIgM7Se/HFemeDtej8S+E9P1aK3+zrPGD5XZSOMD2oAp+LPHml+EZLeC6jubm7uAWjt7eMsxUfeb6CtfQde0/xLpEOqaXP5ttLnBxggjqCOxrwz4ta5rN54tnutKzaweHcQXFzGw8zEwGTtPbHH411vw51G1bULew8M3Kr4UsINk00wAe5un54zz37d+KAPT9Qv7bS9PuL68kEdvboZJHPYCvOY/i9IQl/L4W1NdCkkKJqAXIK9m29cV2fjD+yj4S1JdbJGmtFtnIGSASAD+BINeU38PizwFop1fSvFFnrPh21jUC0uduTHnG0Y+vrQB33i/wCJOneD5NPWezu7r7eheE26Zz7fXmm+G/ihoXiK/i0/ZdWN/Nny4LuIoXx/dPeuG+ImsXmoX3w+vraG3jknlWZLWViCrkDGSP4a6uz8Fa/q3jWz8SeKL60B04n7HbWSnaM9dzHk9qAM3xB8ZZNG8T3+i2/hq8vmtJBGZITkEkAjtx1rs/C/iW51zw9Jq2o6VPpSoWIjnPzFAM7vp1/KuGsLK5t/GPjDUl8VQ6PbvdorKyo+SsYJJ3EYwDV3xp4rtbP4T3IsNeXU7y4xYxXUIBMsjEZGF4B25oAveAvinZ+ONXvdPjsntJLdd6F3B80ZxkV0d54lS08Z6b4dNszNe28k4m3cLs7YrxCG9fwve+EdXt/Duq6elltsb2a6jCCdX/nyetdd8R7TWtT+Jfhu18P3a2t3PYzqZzj5IyRuI98UAdfB49g1Dxv/AMI7pNlJepCD9rvIz+7gYcYPqaxtf+KN7pXiy90Cx8L3mpS2qqzPAwPysAQcdutVPhffp4c1K88D6naLbapE7TR3PIF8pP38nq1c9rMpX40eII38Wt4dga1hZpgU/eMFGF+b2JNAHbXvxIuNK8Bv4k1Tw/dWkguBAlpIwDtno3sOtZsPxhNnqFtB4j8N3+kW9wB5dzJ8yDPTOKyviFcWs3wVuFg8Qx649vcpuvGZdxbcSBwcZAP5Vj6x/al9f+GNO8XatK/hnUIo5hMkSxgTAfKjN2FAHpfiHx9/Zus22jaRpU+r6lND9oMMLBQkeOCSfWrvhDxTc+JFvkvdGutLubOURvHNyDkZ4PeuT8QaHoupeMzLpviiXQtftrZYeNv76Pb8pG7qMdxS/DjxFr82vat4Z16/t9SezhEqX9u4YAZxtbHfnP4UAepUVznguC1t9BMVprr61Gsz5uXcMQc525HpXR0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQC7tmmeFZ4zLGMugYblHuKAJ6888U/EGbS/GX/CM2iQK76dNctcuTmFlR2XjoR8teUL8YNWtvipJNc6hMdDjumie3Cbh5YOOAOp7iqvjDU/EGoeLG8XxaDcxWd7by2NnvjJLqUKhiO2Q/FAGl8RPF9xrXwc8N/wBoSiXU76dp2ZBt4jLLnA+o/KvYPhZYCw+G+iplWaW3ErMBjJbnn1615x4J+FOu3Vxaf8JdbwjTbXT5ILVEkBdTISckeo3N19q9p0XSLfQtGtNLtC5gtoxGhc5YgepoA0KKKKACiiigAooooAKKKKACiiigAooooAyfEnh+z8UaFcaRfNKttPjcYiA3BzwSD6VdsLOPT9OtrKEsYreJYkLcnaowM/lVmigDjdS+HGl3uoT3lpfalpT3HM6adceUkjf3iMfe4HNaum+E9N0rw1JoVsJRbSxsksjNmRywwzE+pzW7RQBkeG/D1n4W0K30ixaVreDO0ykFuT3IAqLxB4W03xK+ntqCyE2NwLmHY2PmHr6ityigDnfFPgzSfF0ECagssc9u4eC5t22Sxn2aqPh/4d6X4f1WbUhe6jf3UsJgL31x5pVD1A478V2FFAHn5+EWhLcTG2v9XtbSZ972UF2VhOeo246H613NnZ29haRWtrCkMEShUjQYCgVPRQBxfiT4Y+HvE+qDULxLiGZgFnFvJsFwARgP69KowfBrwraa5DqdoLy3EUyzraxz/ud6nIOCM9QO9ehUUAV7uzt7+0ktbuBJreUbXjkXKsPcVx8Xwl8Hwamt4mnMEXJ+ymVjBu9dh713FFAGRqfhrSdYn0+a9s0kk0+QSWxGRsI+nb2rXoooA5nUfh94U1a+mvb/AES3nuZm3SSOWyxxjPX0p0PgPwvBb29vFotssNvN58SckLJx82M9eB+VdJRQBS1LS7LV7CSx1C2S4tZAA0b9DimDRdNW+tb0WqfabSIwwSkksiHqo5rQooAzbzQtLv8AUbXUbqyikvLU5gn5DJ9CKztV8B+F9c1B7/U9Gt7m6cANK+cnAwOhro6KAOaj8A+FYtLm0yPRbdbKaQSyQjdhmAwD1q/f+GtG1PTYNOvdOhntLcqYonBwmOmO9a1FAGBq3gvw3rksUmpaPbXEkShUdlIYAdBkcmrWj+HNH8P20tvpWnw2kUpy6xj7x9yea1aKAKGlaRp+iWf2TTLSO2g3l9kY4JPU1foooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiim7l37dw3YzjPNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzLbXtNu9Zu9Hgu0e/tFDTQYIKg9D79R0rTrzfwbapB8V/HDZ3yE25DNyQCpJGfTpU0Pxb0eTx7J4Te0ukuFmNus2AVaQHp7D3oAPihrWq6G3hyfTrl4IZNSWK6YAFShxw2fxryHVbzX73V/E/j/AMPmMWcUrWUseSWMZGC/HGPxr2b4reEb7xl4Q+waayC8inWVA7FQcZBGfxqvpPhU+EfhBd6TP5T3AtJXnZBwzkEn60AeF+FvDMujePvBcsssU/8Aafl3AVhkDLEEH1r602LtC7RhcYGOmK8n+Cstj4k8I2V3fWkE2paQ7W0M7RDcidRg+vWvQvE1jq2oaFPb6JqC2OoMVMc7LkDBGRj3GRQBsUVDbJLHbRJPIJJVQB3AxubHJxU1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSYGc459aWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKhubiO0tJrmY4ihRpHPoAMn+VebzfGjQJfBV7rVozJdRu0ENrKPmaXHHA6jkGgD06sPxdpF1rnhi9sLK9ks7qRMxTxnBVhyP5V5X8N/ivrPjD4gJY3bRRWT2hJhCgfvFHJB969woA+Y/CPxBuPDfi7X73xDBM+tSWiW0cSqS0sq4Cgj3wDmo/DOh+MdQ+I9pcaro91byXN+moT3ATbsADd+gHOMda9VsvCN9B8atS1u406CfS7q2UxzsATHIuOg9fl6+9el0AFZfiOCS68M6nBCpeWS2kVVHc7TWF8RvFd94P0G31KxtEuS10kUgkOAFasvQvFWtaz8VtQ0l3ji0yys0kMIXJZmAwc0AcX+zldrEut6XJLKJ0ZZDAy/KgB2k59cnpXt02o2dvfW9jNcRpdXIYwxMfmcKMnH0r5m+Jlze+DviPq58O3DWsV5FFJcGHA2ktnHtkgfnXReJvG9vpPxN8OalqDyN9j0UO+BndJJEcYHucUAegaJ8TYtW+JWpeEWtVjFsXEU+7BcrjK49c7vwFehV4Z8IvAevReJm8aax5ccd7E8kcZOZCZDnJHbj+de50AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz+peK7XTfFWleH2t5pLnUVd1ZANqKo5LVU8Q+O7Dw54o0bQ7q3neXVG2xyJjahyAM856kVgarBMvx60SaSUNA2mSiOP+6wPJ/HI/KgD0quFl+JVnH8S08Gi0d5GUA3CsMK+M4IrtxIhYqGUsOozzXzt8ObRtT+PGtahdOrm0aaQl+uc4BH0oA734reMdW8Naj4etdLuUhN5c7ZgVBYrkD8ua9Pr5hj1b/hOP2gbVriUvZwXZWBDyoVOcY6ckV7R4i+JelaJrMGi2dvcatqsrEG0sgGZMDPzZPH0oA0viBNJb/D/XZYnKOLOTDDqOK8I+BXhDSfE02qXGq2hn+yNGYGJO1WOc8d+1fR0kEeraQ0F7bFY7qHbLBJgkBhypx3GazvC3hHSfB2mGw0mFkiZy7s5yzk+p/SgDyPSPgZrOm6je6na6xHZ6jBcl7CRRuVl/2h2r2rRodSt9Kt4tWuorm9VcSyxJtVj7CtCvN/i/4x1XwXpOl32lyRq0l35cqyJuDLtJxQB6RR7V5t4z+LFp4W0DRNSgtjef2mA6gHACADcfrkjiuL0LXvFNx4+03xXcSTx6PrV2bS1s7hjxEV3Bgo+Xt1+tAHtWv6HZ+I9EudKv03wTrg84IPYj6GvBdObxj4I+Jd1pqRPrWoT2IhgkToIx91mOP4e9fRtcrqPhOS88f6V4liuvKFnA8MsfOZA3SgDwbUfhlr958S9OsdcnkuDqYE93PAOIxn5h6ccYr1bw/8FtA0+KQ6yW1i680NHPOSCiLjavX2r0zAznjNLQA1VCKFUAKBgAdqdXK+MvHek+DrCZrqeN9Q8rfb2Yb55iTgYHpmvIda8TeO/EPiHRvDGqSron9qZmjezYhxGynarc54K+1AH0RRXFfDDWb3VvCQj1KQSX1jO9pK3O5thwGOe5FdrQAUUUUAFFFFABRRRQAUUUUAFFFFAHE658RItM8RPoenaReavexRCWdLTH7oE4Gc0ifEWL/hFNV1ubRr+CTTH23FnIAJAODnPTGDn8K5zWvCdvf+MNQ1nwr4pGja0v7u6gbAEjDBBIPODx7Vkpr2vXngPx3oviGe3u7zTrbJu4CCrh1J25HHGP1oA9d8P6zF4g0Cx1aCNoo7uISqj9VB7Grd7e22nWUt5eTLDbwrukkc8KPU14Xoeq6jq9p4I8O2OvT6Vp0ultJPNAQjl0YqVDH3HSnX2oalrnw88a6LqGo3F3HospEGoBubhQfusRw1AHtd1rGnWOmDUrq7iisiFImY/Lhun51l+K/F0PhbSrfUDZXF9HPKsSLb4J+bofpXm/jHTIoPgQirql3dSIsEjF7jccnHy46ADsKPFd3P4Z+E+mHSdbupLj7Rb+bI1z5jx7gCUyOg9qAPaVbcitjGRnBp1eKQW+seJPi14lsIfEt/p9tBaQsDbsM/dQ8Z6DJJ4qhP4k8T/wDCsLK4XWLh1h1d7W7u4m/0iSIPgbfU4zQB71TJZFhieVzhUUsfoK8l+Fkmuax4m1fVL681CTSI2KafFeTneATySufTHWuq+KWvnw/4B1GaK4MN3MnkW5X7xduOKAIPBfxR0fxrq13ptpDNBPACyeaRiVQcZFXdT8dW+l+Ir/R5rC4Mlppz6h5gI2yIvUD3rw23v7jwjq/g/VG8P6lY/YYvJvZZkysqO3XI4/iPWvUdanjn+LflmUeVL4bm2YbG7L54/AfpQB1vg3xZbeNPD0esWtvJBE7sgSQgnKnHauhr5r8N3M7eAvCOkf2lPp9hf6pcpdzxPsyqnIUt2yf51v6YdWvZPG3hGxvbq80+ziMlnd+dueJxyEDd84oA91or5xHiPUPEN7o+pW+oXn2LQLSJtSByP3gbDA+prpLPVZG8I+MfF91qF35V7dNDafZZDlFU7Rg9FycZNAHtVJkDgmvnzwzrOp2fj2XTobtYtPvNLknNrHe/aQjLG2MsejZHIFcxZz3KfCl/Ew1O7XV7bVxFFMZ3Py7QcYzigD6rorx25nm134mSaV4g1G5t9HGnRy2y+cYEeQqNxBGNxHNUPHXn2uoeE9GttYmudIaCQ/aJbzykmcH5d0o9qAPb2YKpZiABySaFZXUMpDKehByK8P1CDWJPhlZ2VxrmnXs8N+wZWvj5c8QUkRNJkc4/lWp8L/FunWPhjWZ72GbT7SwlzINxkgT+E+W5yTkjpk/rQB69XnWqfEPWY/G194a0Xw0NSmtI1kZzdiPhhnoRXe2V7bajZw3lpKs1vMoeORTkMD3rxeTStU1X4966ml6zJpciWsReREDl1wOMHigD1zQr7Ub7S1n1bTTpt1kh4DKJAB67hUms302n6Jd31pam8mhiMkcCtjzCBwAfevPvHBHhfwHZ2Ws3d7q7S3qr5rTGLfk5AkcdFrznRdUu44PiHpAuy1nBpsjwxRXBkijxgfKx5PXGaAPXIPiBcHxJ4c0W60c28+r2zTPmXJgKhjt6c9K7okAZPSvCdBtkfWPhdeCYtNLY3ERG7PARjn17muWk1G6i+F/iqGfWZY7u31kJCrTku4AwVHOcck/hQB9PFlHUgcZ69qN68fMPm6c9a8I122k8SeMvBWlf2pdQ2t7pA817aXBcc5Gfeq/jK11Cbx1f6QJobaGz02NdNlur5oFiPTzAf4m9RQB9A159r3xA1ax8bN4Y0bw5/adytstwW+0iP5ScHqMfrXTeEZLmXwlpj3d3Hd3BgAe4jbcshHGQe9eX63Yanqf7QEltperyaZL/AGWjtLGgYsoblcGgD1Tw/qGq6hpxm1jSTplyHI8nzlkBHY7hWqjK67kYMD3BzXlfj6LxH4Z+Fl0h1ifULuS6Hn3fMbJEx5Ax0HQfQ1gaCNT0fTfEL6PfWRgk0vzLWwt9RNwySAfM47igD3WivD/hrZa4L/StTXU7aOxuLJ0uEfUDLJJJgndsP3SD1HaodA1d7Px9pOmapI93fz3L41O01EyrMATgNGDhRggEUAe7V5XpnxYvbvxFZw3WjxQaPf3kllbXAnzIJE4JZfQnFdv4w1ubw74S1HVre3M81tEWSPGRn1PsOp+lfOnhzxBpfg3XptR1a2ttVu7uFbzTpIHGyGV/vKR0Tk/XigD6oormPAj/APFMwLLqkeo3ZJkuHSbzAjMc7QfQZxXT0AFFFFABRRRQAUUUUAFFFFABRRRQBwvibxzq2k+Lbbw9pHhxtSuJ7czqxuBECAeQMjt/WpPC/j2fV/EFz4f1jRZdJ1aGLzliaQSLImcZDCuc8cQXFx8X/DMFpqsunXE1pOiSwqGbOM4IPGDiqPw9lntNd8XpqhmuvF1orhJpmOZ4QMoFHYZA6etAHsgkQuUDgsOq55FNM8K7syxjacHLDg+9fNmnTCHTPCuuWOpS/wDCTXWqGK+RbhmkkjMhGGTPQCra6RY6746+IseotO4tUkmhSOVl2sO+B1oA+jAQRkHINebv8RPEV14l1fR9G8JC+OmyBJJDeqmQRkHBHer3wfup7z4Z6VJcTPK4DLuc5OAeBXDXGiahq3xN8bx6Lrt3ptzDBHKkVo+POfaMbvbP86APSPBPjM+LItQiuNPfT9Q0+fybm3Zw+0+oI7V1KSxyEhHViOuDnFeHaTffZfgdr11o6XEevKWGpmVz5olyAz+o+U8VFpMOn6X468Hp4WvPMlvrctqkSXBkVhtySwycHOaAPdjLGqbzIoT+8TxQZEG3LqN3C89fpXz5rsNyJNW+G+nXV0by61QT24kztS3K7jye2a1fB0yeJPEumxfbZpJPDeltvhzuUz7ioP1FAHt3mJ5nl7134ztzzj6U+vmPwrc6rd3Gn6rJrdlp93aajILqa7u2851ZhmPyvTrX02DkA0ALRRRQAUUUUAFFFFABRRRQB4l8WpYrf4q+B555Uihil3vJI2FUB0JJNdF4oure1+Lvh69nuRDbwabcSu+7AKiuT+Lnh+78cfEzSfDtk8cE0Vg84lkyQcnODjp939a43QvDuu+L/iHa+FfFd3Pt0mJkOMZ8tSMAHuDxz6UAZum/Ea6sfildeJYxcSQXE0ha2ibHmKc7QR9cGvQvgs9tPrXiefUYvs/iCdiwhfKsI2GcAdOv412GkfCLT9G+IDeJba5At9pEdn5YCoSAOD6VtWLeCvEniW4ntorG51mwfbI+zEiFeM570AeP+Dvg3qOsnVtQ1Ca70a6FyfsUy8N947jjIOMe4r13wR8O9L8FwvIjG81Kbma8mGXY89M8gc+tdlWfrWs2Ph/SZ9T1GXyrWAAu+M4ycD9TQBoUVSstUstR06LULW5jktZUDrIGGMHpn061doAK8f8A2hrF7rwXYyq6jyb1flPVtwK8fnXq2oPdx6fO9hFHLdhCYo5G2qzdgT2FfOPxUu/G/iTSY7vVtJXS9OsZhGYjJkyTE43L3I54oAzvi9d2lvpfhfw5Cc3Wl2Q+0gchGdVO368GvXdH8P3PibwD4IvoLqOC607ybkbk+RxjDDA6HHT3rK+EPhTRb7wfeHVrFbvU5LkxX4uxvIZDlRz2xg167BBFbQJDBGscSDaqIMAD0AoAkooprMFUsxAA5JPagDCuvDj3PjCx10ajcJHbQtGbRWIjcnoxHtVm38R6Vd65eaNBdq99ZoJJ4wD8gPTJ6V57afGeA+Kr201CyFvoyealtejJEjx/eGen4CvN9LXxXreta4uk6PPbv4ml3RahIGRY4AxJ57ZAFAGZ448WyeKfii89ixka2mjt9LZQMBlkGCfUE7vzFe9XPgy8v/iHovii4ngKWVn5MkRU7i5zyOw61DpXwl8Pabd6HeeUz3OlQ7AeAJXzne3qQScfWu/oAiit4YAwhiSMOxdtqgZJ6k+9S0UUAFFFFABRRRQAUUUUAFFFFABRRRQBy2tfDzwzr+onUL/TVe7YbWlRypYe+OtWLPwT4f0/QrrRrXT0jsrsETqCcyZ9T1NdDRQBy1z8PPC93pFnpculR/ZrPPkBSQyZ5OCOeaq+H4PBFzpt74V0WS0mgUMLq1RiTyed341oeOtf/wCEa8F6nqgbbJFCREf9tuF/U5rwbwte6V4e8ZeFNVsdXill1GMRarEJslZW6lvbJH40Ae52vw88MWej3ekxacPsd3jzkZyc46delMHw48LJobaONNX7C0wnZCx5cdCTWL4s8W+ItP8AiFpXh7REs5FvbV3/ANIyArA/eyOw9K5u88WeI9f+FXiozXNvb6hpczwyzW4IEiDrt5yp96APRLq08LeErifX7r7PYG4jS2knckKwAwo/IfpXPeKvh+mqeCodM8LNDBbNci7aIsQk4JycN1XPr71zGq65d6J8DNHv9Vgtda894gsdypACkEjcc/MRjrXZn4m+GNHt7W0vp3guBbxs0UVu7qm5QQAQPQ0Acn4fsbD4f+NHvtZ1Gw0SCe02DT/tTylzn7+T75roNe8X/DTXZLAanqlnfGGcNAgJYBzwCQK6q6TSdc0L+1ls7e5D2zSQSTwAsBtJH3hkfSuG+C+l6dfeBTdXWn2k05vp/wB48Ck/e45xQB6HrOh6d4i0l9N1GAT2cm0lM4zg5FVh4T0YahbX5tA11bWv2SKRiSVixjH5E1xQ8UeNr3xvrWiaVaWMlnYXEQa4kO3yoyu4rjPzE+vasVPif4kPww1zW5RaLqVhqX2VSseUxuUHjPuaAPTo/B/h6PRI9GGk2zafG25YGTIDev1q3peh6ToUTxabZQWiStlxGuNx9/WvPvFnxBvdHvtOtZL+LS4JtPW6a7ezadXkPG3A+6B1z71keONV1670zwLKur28c17dqWe2UlJG42uOeRg/doA9TtfDGh2Vvd29tpdtFDeEm4RU4lz/AHvWuS1rxR8PfCkUvhXUEht4NoZ7RYSUIb6fSu+tknjtY0uZVlmCgPIq7Qx9cdq8QeHxFefGPxQmn6Vpl+Ujj/5CIG1I8DG3j1zQB2/gaPwFryXGpeGtKto2hZoHcQ7GwRj8iK6IeD/DqaU2mDR7QWLSecYNnyl/72PWuT17Vte8JfDwXsVjpVnqzXccZjtkBhIZgo6Y5xUdv4j8UW3xCj8M6ldWkqXmnNcJLDBtEMnpyfmA/CgCdvE/gbxhr8WhSWQ1BrdzFDMYC0StjlQ3bgV10/hfQ7rSYdKn0u1ksIf9XbsmVT6DtXi/w11G48KfD3xT4hLrceXdOI4NgGJAdu7PpyOK6xPFnijw/rfhmLXrmyvbXWvkYW8OwwuRkYOTuHNAHaHwT4ZOmDTToln9iEnmiDy/l34xux64pmp+C9Iv/Cc/hqGBbLT5sZS3G3GGDHH1xXJ+H/EvjHVNV1u5mbTxoul3M8eVXMku0cKOeMcZNN+Hmp+LPE9haeKLrWYWsp5HSTTxbgBFUkAq2c5yBQB6Lpum2ukabb6fZRCK2t0CRoOwFMi0fToNVm1OKziW+mUJJOF+ZgOgJrxzSvif4r1zWfOsLbzbIan9nezjtSzxw8ZZpM4B5FdHceJvE+ofErWfDun3tnaWllapOryW/mNkrnHUUAegappGn63Zm01O0iurcsGMcq5GR0NZ1p4K8NWEdxHaaJZwpcxmKYJHgOh6qfavNofHHjE+D7HxBNe2AWTUVs2hW35dS+3dnPB9qk8QeOfE+qeNtY0Tw2zwnSIfMWNLUytdSDHyt/dXnrQB6dB4a0W1ns5oNNt45LJSlsyrzEDnIX06mqN54F8J3M0tzd6HYs8jF5HdOpPUmuRv/Fvin/hK/C2go0FhPqdi0l15sO8xyhSTgA+o6Vk6xrHibWPh/wCN7O91C2FzpV0YDNDCUEkagEjGeCc9aAPUrfw9okc1ldW9hbB7SPy7WRF/1aein0o1fwzomvtG2raZbXjR/cMqZIrnPhNb38Xw/wBMlvdQN0k0CPCmzHkpt+7nv9a7mgCCzs7ewtIrW0hSGCJdqRoMBR6CoBo+nDVzqws4v7QMflG42/Pt9M+lXqKAIbm2hvLaS3uIklhkUq6OMhgeorL0rwl4f0Od5tL0i0tZXXYzRRgEj0raooAxbbwnoFnqJ1C30m1iuiWPmomDluv50yw8G+HNM1EahZaNZ292CSJo48MCev8AOt2igCK4giu7aW3njWSGVSjow4ZSMEGudX4d+D1DKvh3TwGGD+6HNdPRQBlaJ4d0nw7FNFpNlHaRTP5jpGMDOMVq0UUAFFFFABRRRQAUUUUAFFFFABRRRQBRn0fTrnU7fUp7OKS9twRDOy/MgPXBo/sfTv7X/tX7HF9v8vyvtG359vpn0rhPDcmtarqniy1j1y5iNhfBLXeFdVBXdhhjJGffpVjQfFS6/aaMdUWaPUF1KazItn2xvLGrZY+qkDOPWgDqLbwpoNnqrapb6RaRXzEkzrGA2T1qSLw5o0N7eXkem263F6pW5kC8yg9Q3rWOfGjLe6oJNHukstNDLPcMV5cY2qqg5Oc9aqweNtT/ALLnnvtAms7l7hILGGUkC4LjjJI496AOs07TbLSbJLOwto7a2j+7HGMKKjt9G0201O41K3soY724G2adVwzj0J/AVzmp+J/EOnaZZP8A8I6kl/Pd/Zng+0gKAejKxHINP1TxlPZX0ywacJbKwZF1K4aUL5G4Z+UfxYHJoA37fRNMtZryWCxhR707rkhf9af9r16moNM8MaHo1xJcabpVrazSffeKMAn8aoDxFqk3iQ6dbaBK9nFIFmvGnQBVIyGC5yal8bahfaX4Q1C800A3MaDaSfugkAke+DQBoPoWlSayusNYQHUVXaLkr84Hpmmab4c0bR7ue607Tbe2uLj/AFska4L855/GsC0t7nwlov8AoJvNWvNQmVoobqcfK7Dn5j0XvUH/AAsVfsluF0yWbUHvTYS20ci/u5sZHJIyD60Abz+DvDkmq/2o+i2TX28P55iG7d6/Wtyq1lLPcWMMtzbm2ndAZISwbYe4yODXKeEoJj4n8TSz6heXC294IYo5ZMoimNHOBj1Y/hQB2lFc39rij8YahDAt3LfLYJMsbygQkZYAKOxJBya5nVvElzefDldV8QaZNaB7qJUis7nDn58Aluwz2oA9KorhdW8ez2GtJZWenx3FtHcw2s8jz7XV36bVxlgB3p1346vLDxvY6Fd6WiQX07QwSifMhAXO4r2BPHWgDuKK4e18VX+q6t4s06ew8ux0tCizQTDzWJTJ47EjoaIfFLxaVo1hoFkby9nsVuVgup9rJCAOWbuxPFAHcUVxs/jK+uLOwuNG0f7Yt3C8mXnEYQr94HPPrXR6NqI1fR7W/ETRefGGMbdVPcfnQBy40i7PxmOrNaObJdHEK3GPlEnmdPriujj8P6ZF4hl11LVV1KWIQvMOrKOg/QVqUUAFfP3wqdbf41+JYJj5cz+btRuCcNk/pX0DXyh4u1S4sPit4oj0mKWTUb12t4XjOGQtjdtx7CgD6k1LUrLSLCS+1C5jt7WMZeWQ4Va8x+Md/qWs/D5D4eRLvS7lGmurlOixJg5B+orm9Su7/XfgRoyX88gY38drc5JLyKH28n1/wrEtvE0sfhHW/hzazPLetqBsdPTad3lGQ7iW6f8A66AJ5rW0v9H8J+BvD91Nb/2hb/2heXG48tsOB9Mqf0r1r4U67JrvgSze5uhcXluWgnbdlsqSAW9yMGsH4efCu88NXF9NrOoLdFrY2Vt5fWOEkkkE8g8mu78M+F9L8JaUNO0qEpDvLsznLOxPUnvQBtV5h8dv+RCi/wCv2H/0KvT68w+OTRxeDbS4nZjbxX8TSxj+Nc9KAJPh9C1n4/8AGVqsrtCTazBT0DPHk13et6tb6Fo13ql2HNvaxmR9gycewrwTRPEOq6bocur6US/iHxZqJjs45BvCQocA/hnHPpWrr/jC9vfg3rdl4ju1g1yC7NjIkK5LsCGA47EZyaAPQr/4g2A+G1x4us1kMBibyVdcMXztGR9a8l0v4peIbnTLzw7qDJf6vqexLRk5WJXGG3EdxVfw/Yap8RdB0jwdp4m0/RtPgEl7dPGRvmPOMHqMmvTfh98INO8DahLqL3bX14RtjdowojHfA5596AOV0f4J61cLY2XiPV7d9HsZTIlrbpy7HuT7969vghitoI4IUCRRqFRQOFAGAKkooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDlfG3hB/GVrZWUt8ILKG4WeaLydxm2nhc5GBjP51D4q+Hei+JPD8mmR2tvYSZVo7mCBQyMOh4xn867CigDix4DLeKdC12XUi8ul2n2Yp5X+t4xuznj9arWPw1jtfDniPSJdTklXWpZJGl8vBj3Z4684zXe0UAeYXHwnvb3wP/wAIxe+J5J4I5I2gdrRR5SoD8oAOec9c9q9DsNPjstPtrUhZPIiWPeVGWwMZq5RQBDcQCe0ltwdokjZMgdMjFYHgfwmvgzw9/ZS3Zuh5zzeYU2/eOcYya6WigDn9H8MrpPiHXdV+0mX+1Xjcx7MeXtXGM55rhLz4L3E9pqmnQeKJodLv7k3TWv2ZWAcsDy2cnp7V63RQBwWtfDy61CYSWPiK5s1ktktrmJoVmjkVRjIVuFPuKl1f4aaff6Bo2l2d3NZHSJRJbTqA7A9+DxzXcUUAVbC1eysYraS5luXjXBmlxuc+pxgV5xrvwlvdR8TanrOm+K7zTDqOBNHFH1wMYyGHHFeo0UAecWHwq8jwrPol94i1C9825iuPOk5KFGzhQScZ+tdDP4LtJ/Gtr4na7uBdW9t9mEYI2MvPJ468101FAHHaV8ONF0zw1qGgO091ZX8jSTCVsHJOeMYxUOj/AA00/Tb/AE66udRvdR/sxStjHcsu2EH6Dk+5rt6KAMDQfClpoMOpwxyyzxahcvcSpLjAL9QMdqytH+G2laFeLJY3upx2qTefHZC5IhVvp3Htmu0ooA4yT4eWsd/fz6dql9p1tqD+Zd21sVCyN3IJBK59jV618F2Np4rvfEEc0/2m8tlt5EYgrgDAI75rpaKAOHX4YaSPCR8Om6uzbm7+1iTcA4fduwOOlXdS8BaZqGsrqqXV/ZXnkiCSS0n8syoOgY45+tdXRQByh8Baf/wkei6ytzdebpMDQwo77t4IIJYnknmiPwHp62HiGze5uZI9cmaacsRlCwA+XA9q6uigDn/CnhWHwnposYL67uo1Cqv2hgQoAwAoA44roKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimuiyIUYZUjBFAHEWngTULTV9XuIvELpZarP51xClsBJjGMK+eOO+K0J/Bduo0SPTLlrCDSZjLFGiBt5Iwck+oLe/Oa5rwYL+8EkEun6ibRL24Rb5dRZVRVdsAR56DGK1tH8X6zret3D2ulxf2HDcS2rTvIBIHjByevOSMYx75oA07XwdaxQ63b3N3cXEGrzNNLGxC7Ceu0jp0FNHg9ZdINlfapeXbpIJLadyA8BX7mMDBI9+tctZeItXuvEuj6zqUtvHpk2m3VylvbM5wq7T8+ThiB3AFaWj+Mdd1HS73WZNNto9Maza6sCz4d8Z+Vhk54HXAoA27rw3d3GgJZDWp2vklWZb6WNWYODnIXgCob7wal7fzyDUJIrW92G/txGpFwVGByfugjggfpVJ/E2vHwrp2oG10+3u77aVEjs6ICuQNo5YngYHrWXP4rn1nwv4Y1l1ezkl1aKKeNJNqnDlWByeQSOhoA7my0v7Hql9eC6lkF1sxCwG2LauPlwM8+9Lq9gdV0yazW6e280YMkYBOO459as3Vut3ay27tIqyKVLRuVYZ9CORXGroml/8JfJohglNsunJLGDM52HewJBz1OBzQBvajoUt9p1pEmoSQXtoQ0V0iA/MBjlTwQfSsmTwDbPb2Oy/niura9+3SXEaLmaY9SQR09qsx6zqj+I73R7S3tjDYRxuzyu2+QMucDsD71BofiLVbrU7mPUks1hFu9wiW6tuTa2MMxOG+oGKAOuHTmubk8HQs+qNFqmow/2lKZJxE6jqoXA+XI+UY61zkOravqniTwlqc1zGlhetcFLaEMuV8tiu/JIY8elaXh/xPr+t65HJ/ZcEegzCVUmZwJQ6MV6bvmHynsOtAGpa+GHtfFb60NSmaM2qWi2zKCAq9y3UnJJ/GsqT4eRT+Gv7Bn1e6ktBdC4HyKCuG3BB7ZrQ8bXt5a6TbQ2kptxeXUdtLdKcGBG6sPfjAPvU7aFa6VKmqW892htYnaWMTErcYXq4PU8daAMm/wDDWozeI59RhjQSFY47e4Dp+7VepIZCc/Q1Zu/Atvdazb6kdSvFe3uxdxx/IVVsYYZIzgjtmotM8Tarc29vdTw2ZhvLSS5hVCyshUZCt1zx3GPpWVbeLvFN/LZiGHSYlv7Br6HesjeUqlcq2D8xO7tigDbt/BhtfEOu6lFqUywaxEFktvLGFfbt3569O1KPBa20Gmtp+oPb3tjb/ZBdGJWMkP8AdI6Z9DUeteKNSsJdMgs7S3ma8tJbhpXZgqFFDdAOhz61BofinVdV1O0tr21s1ttQ0z7bCIy25OgKsT169gKANU+Foo5bBrK9mtIbOJ4hDEqlX3dScjOe/FaGiaUmiaPb6fHK8ywgjzHABbJJJOOO9cOvinVLLwfpN7plhbW1rK0nnyzmSZLdQeM4O7k9+1bun69qs3iU2F9FBDayRq1s6ROVnBTJIfOAc/wkZxQB1nWiuCs/Ek1vpEEOm2MMV1d6rPZRiWRnjV13Eue+Dt6Cr6eIdXntEihisjfR3rWVwWDiPcF3Bl746d6ANTxX4itfC3hy71a6YBYkOxScb3I4UfWvnjwx4J1++8d+HvEOoW8n2fVJWu3ljjyIxzgNgDaTXvWjvB408M7dcsLW42zyRSxFN0bPGxXcAc8cV0UEEVrBHBBGscUahURRgKB2FAHjlloV/F/bHw+1a0vP7PvZ2m0zUYISyQ5O75m4wQcV13gz4WaF4ReO8Cte6spYtfTE7iW64GcD+dd1iigAooooAKx/EnhnTPFekPpmrQtLbsQ3ysVII6EGtisnxJq8eheH73UZVdhDGSAikksenT3oA8OTRdZu/ildp4HFpFH4ct0tYRdAlOQd3/AiS3PtXQ+EPhPqk3i2fxR4xa2aaWYzrYxHcnmH+Ju3HpzW/wDBnRzaeDv7Xuo2/tDVpWuJpJOWZcnaCe46n8a9HoAaqKgwihR6AYp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMkQSRsjZwwIODin0UAY3h/wANaf4ahuINNEywzymVo3lLhWPXGemaqxeCdDg8RvrkVu6Xb5YqshEe4jBbZ03EHrXR0UAchp/w08MabfreQWchlRy0YeZmWMHqqgnAHtV6y8FaFYXd9cQWhDXiGORC5Kqp6qq9FB9q6GigDnbjwVodzotrpJt3S1tXDwbJGDRn2bOenFNh8C+H7fRI9HSy/wBCiuPtKRl2O2TOcg9a6SigBAMDFZb+HdMk8QLrjW//ABMVTyxNuP3fTHStWigCimk2cWrTaokZW7mQJI4Y4YDpkdKx9N8B6FpWrHU7aCYXRZzlpmYYbqME4x7V01FAHM2ngLw7ZanDqEFjtuYZDJG3mMQhPXAzgdTV208L6PYaw+qW1mI7t85YMcDd1wOgzWzRQBV1CwtdUsZbK8hWa3mXa6N0IrH0rwdpukzeYkl5cEIY0W5uGkVEPVVBPAroqKAOcsfBOh6ebjybZyJomh2vIzCONuqpk/KPpSR+BPD8SW6JaMFt4XgiHmt8kbfeUc9DXSUUAYSeFNLQ2PySstlE8MCtKxCo4wR78cfgKjtfBmi2WoW97bwypPbQG3iPmsQkZ/hAz0roaKAObn8DaFPpMOmC3litoXZ0WOZlILHLc571J/whujDWE1RYZVuY4vLQiVtq8YDAZxuA710FFAHOR+CdFi0dtNSKVY2m+0eYJm8wS/3w2chven/8IZohsLWyNs5htpjPGDK2fMJyWJzyfrXQUUAZejaBp3h+3lg02AwxSyGRl3kjcep5rUoooAKKKKACiiigAprosiFHUMp4IIyDTqKAGIixoqIoVFGAoGABT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikIypGcZ70ALRXAXF5q9n8RLLw3b6tMba402S6aSZFdvMDbR2HHfFQah4s1TQPHGoQ3yz3Ok2mmRTv5SKuPmIeTB5P0GaAPRqK4nxH8RrXRJLCK1sLi/lvIhOqxjbhCRg89Tz0rrnLT2LFS0bPHkEdVJFAFiiuA8MXd7d22nRyavqpund/NkuLZTHKEYhlBAAXp1zVvVZ76PxdpehnWLiOK8huJt6Kocsu3aoOOgBJ/DrQB2lFcNbXupXvi4+F31GVY9Ns45bi5Xasty7dOMEKB3rqNMsruxa5S4v3u4mk3Q+YBuQY5BI680AaNFcVqXi+HQ5tfn8rULp7J4EMDbBGC/AKEcgeuemK6bR76XUtKgvJ7b7NJKCTH5gfAzwQw4II5/GgC/RXGX/AI5n0/XNQs5dGlay09ohcXazp8okxtITqeSKlv8AxnJBc3T2lh9osLCVYr2YuVZC2Purj5sZGeaAOuorjNX8dNo3203GnLttSj5+1IN0Lf8ALQA84HpW5omtjW/tcsMIFnHIEguBIGE4wCSAOmM45oA16K5TUfEGsWvjy00e30xJ9Ols3uJZg+JFKnHAPB6gY9/aqXh3xzd6v4nuNDvtNitZltftaGK4EhVd2Ar4GA3sCaAO4orznwB4svdZtbKwt4zd/ZlP9oXU8hVkJJ2hQR8x/StMa5Loui3tzBpt1NKdRMCQT3KlnZjjIboB7UAdnRXDQ+ONQHhbU9QvNISDULG6+ytb+fuQMduCXA4HzDJrZ8K61f61bXj39vbQyW9wYMW8jOrYAOQxAyOe1AHQUVymu+KL7RvEFlajT4XsJ5o4GnafD733Y2pjkDHJOOtdHfBmsZwsjRt5ZIdOoOOooAsUVwvhzxbfm1trPU9OuBcy28kttK8yMbnZknO37px61oaJ4pu9Snvre4sokuLe2S4EcUu772fkJIAyMDkcUAdVRXGab42vL7w8urS6G9utwyJZRtcoTcOzbQP9n8ad4M1DVrzVvEUerjy5YLtEWFZN6xgxKcKcDjJz070AdjRXJXmrSaf47uRNcS/YIdINy8Q5AIdskD1wKpx+O7i0XztXsI4Leeya8tWhkLsyj+FhgYOCDQB3NFcbceJL7+y9StruOK11JNMa9i8hy4VcY5JA5BIqfwVrlxrWlWciATWK2cWbxpMySTY+YbcdB6nrQB1dFYfibV7/AEjTxNp9ilzJhmYyybI41VSxLEAntxgGual8c6jqfhzw5qui2kCnU7xYJY7hyNo5yAQPY80Aeg0Vj+JZ7i28LajcQStDPHbs6umMqwHbNZOh+Krh9EkuNYsZLY21nDOZDIrmYMv3sL05HT3oA66iuMj8Y38V1fabfaZHFqyWLX9rbRSmTzIxkbWbGA2QBxnrVW1+IcupNJb6fYRPeGyguIEkn2rLJIeUyRxtGSe/HSgDvaKzNUv7zTtElvo7L7TcQx73gSQLnA+bBPpWcfE73ek3N5pVvDdtFCrKv2hQPMYZ2Me2O5oA6SiuFHj66HgqTXzorPJBcNbzwJMBtKnBYE4yM4rUN7eTXuiT6hpktpNJNKmwXSlUO0kFtvDZAOPSgDpqK4yTxzJb38H2rSpI9Oub5rGG5EgZjICRkqOikg45qW18bNOdNEmlyxG8vpbJgZAfLZM8+4OKAOuormfDfiS71u/voJrFLdLdyoXzcyJzjDoQME9RjI96l8Xa7e6BptvPp9lFd3E91FbLHJLsGXbaDnB7mgDoaK5keJb9vFz6EmjPIsUMc01ys6hVV8jIU8nlSKq6b4xuZdeudP1TTVso0tWvI5PODsIgSDvUDhuCeM0AdhRXE2mt65eeJdPuJbWKDRLiGV45I7jcXAGV3IVBBxzwateG/FWpa7qciy6HNa6aysbe7Zs78HHIxxnqKAOsorA8U+ILjw9a2kltpzX0lzcpbLGsqphm4Xk+9c5pPxC1S61i0sdR0BbKOS6ls5ZvtSuFmRN+AB1GO9AHoVFcFZfEN7y7s5lskOk6lLJBYTrI3mPIhxh02/KDg85PvUnhrxtq2taoqXmgiz06USiK5FwHO6M/MCo6UAdzRXD6D49u9d1a+t4/D17FZxxu1rcupC3BU4IzjAz25rR8NeLW8RQ2TjTpbczpK0ySON0BRguGHqSaAOnoqhrLSLo14YoXmfyWAjjkEbNx2Y9D71xl345udOTQrey06JoL21SRJLm52AnIGwORjdjnnGaAPQqKpalfGw0i5vhEZGhhaTy1PLEDOK4qL4garLoGnXyaDFNcX10tvHFFeLt+YcEkjIPbBFAHoVFcM3jnUbbTJYrvRCuvpNHCLCKYSKS+SrbwOmFYnjtSXvi/xDZ6Po8zeHEF/f3LWzwSXGwRthipzjkELmgDuqK4dvGesy6FZ3dloST3rXjWd3bm5CiJ1JB2sR83IOK7WJneJGdNjkAsuc4PpmgB9FFee67rWv6N4su7myD3mm20MUl1ZMBkRsW3SRnHUbR8vOc0AehUVw2meKhFba1ePctdqNRW2s4yeMuiFFJxx8zdecUl7421Ww0HUp5tIg/tTTp4o57VbnKlXxtYNjvuHGKAO6oqj9vaDSDfXsQhKReZIitv28ZxnHNc9pXivV7/AE/Ubufw5PbLAnnWoeUYnT69jjmgDr6K5aPxkrWUt+1k4sY9PS8aUOCdzZIjC9SeKzo/Ht+nhi91W68PXMU9tcJF9nZim9XICsGYDPLAH3oA7qiudufEV1YDSXv9MNvDetsmkM6kWzYJAPrnHUVVvvE+orBbw6bYW1zqMyNOInuNqCEHG/djv6UAdZRXB3nxCnW10qXTtGN4+oW8koBuFjCGP76nPXGDS3XxGEmkaTLpGlzX2palEZ4bIHBCKfmJbp7CgDu6Kgs5pLizgmmgaCSSNWeJjkoSOQfpXOeJ/Fd1oeq6fplnpou7m/SRoi0uxVKDJB4PagDqqK4jRfHd1qksSzaJJbrdWr3FkfPVjNsHzLgfd56ZqfQPFuo6rc6rYXOkpBf2MSyrEk+5XDjKqTgYPGD2oA7Ciua0PxJdaydNP2ARLcQzNc5fmB0YLs6c8k/lUnjK5vLPQ0nsp2hmW7twWGOVaVVYcjuCaAOhork7q6iTxXqVsgu0um0sS+Z537sDLAbV7NkdaoeFPF8t7oMNy6mazs7RmvLp5AZPMXPyhQOeB14oA7uiub8L+IdQ17zZLvSJrK3ZFltpHORIrevocYP410lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVx2p+P7PRtVuLHUY0tmhniQF5eXjfP7wADoMHNN1K91a/0qzvrcQo0eqosYSQqJod+3k+5NAGvN4Zt5/F9v4ka4nFzBbNbLGNuwoTk54znPvUWp+FLbVL+/u5bu6SS8svsRCFcImSSVyOpyetOuta1OPSmmh0sfa1nMLxvJlIwATvJHJXAHTnmsn/AISvU9X8I2GqaLbwLPcXKwyCZjtUBsNt474OM0AaMvhIGKyW21e/tHtYlhLwFMyqvQNlT+mK33jZ4GjEjKSu3eMZHHX0qnq93eWehXN1bRxG7jiLIkhOzd6EjtXO6nd6qL3w9eLZtLeMspktoropEf3ZOTxzyOMigDc8O6FH4c0oWEV1PcoJHk3zkFssdx6AdyT+NR3/AIbgv/Euna491cRz2COkcaEbGDfe3cZPbv2rMm8XXs+jaZcaXpBnv78uot3kwsRQHcGb2Ix9TXRafcyX+mxTz20lrJInzwyEbkPcZFAFHUvDsN7frqFvdT2N8FVGuLfbudAchWDAgjJq7ptlLYWvkzX1xeOXLebPt3c9vlAGBXmWh2bajr95DJbeI5o01KWL7VHfssEaqxwNu7OBjHSr3ivTxpXinwtDBeX5j1HUGjuFe7chl25x1oA6qXworXuq3cGqXtvLqJjL+Xswmzptyp685znrV/QtFg0HTFsbeWaSMOz5lbJBY5IHYD2FczcwC58VW3hRdQu4LGGza6dVnYSzMXwBv+9gc8Z9K6PSdCi0e4u3hurqWO4Iby55mkEZGfu56DmgDH1DwHb6jLrDy6rqAOqGMyhGQBBGcqF+X2HXPSnXPgHT7m+knN3eJDcbDd2yOPLuWXGGfjOeB0I6VAdf1GbxN4n0p2hW2sbJZISgIkBZCc56VX8GeI9RnTSdL1G3VjcacLmK4EpZnAwDuyOpNAHQaj4X0PWriO5vLOOd44Wt1OeNjcEcf5FX9L0200fToNPsYRDbQLtjQdhXKLrcui+ELS5sNMjgae9EHkSyEiMu5Gff1pt/4lkuPAl/qOoRyWbWlyYZ/s7HOEcZK9+RQBv3/h2G/wBctdUa7uYnhheBoo2ASVGxkNxnsOhFZujeA7LRdWOowX187/ZzarHJINqRZyqjA7c4J55qKTxNq1z4QOtadaQymVx5aBWZoo9xBZ1zksByVH0rodGvm1HSILsyQyNIud8QIU/geR9DQBl2ng6z042n9n3V3ai2R4/kkB8xWyQGyDnBORVWTwIk+jz6fPrmqy+bdLdCcyIJEcHPBCjg1D4c8Qare6yYdRmtZIrnzDFHbI2INmAV39H+tVNP1LVPDqK12YZ7GTU3tnC5Mis7fKQScED0oAtaj4IkGgalZ2V3JdzX0qSyrevhJCCMglRxkADODWr4csdYt5LmbVWt4Q+1IbO0bMMSqOoJAOST9OBWZbeI9XXVNPluzZnTtSuJLa3jiRvMQqGwzMTj+E5GKXRvFGp6nd6aklvAsUtxd21w65+9EcKRz3wTQBe1Twhb6nqct8dQvoGk8sskLqF3Icq3IJz2rdubf7TZyW5kkQOhUuhww9wfWsLwnqmp6mdYj1JoGezv5LeNoVKjaMEZz9as6ldapD4i0qC1a3FlMJPPDqS5IAxigChZeA9MtIbWJri8nFrFJDF5kvRHzuHGPWr+l+GrTSoUignuGSO2+yqHfomcjt1HTNYaajNoOsXJEavaXWpx253MzOGcYBHOABT7LxF4g1DxZLDb6fAdGgne2lkLjeGAU7v1xjFAGvD4Xsrfw8ujW8txHBGQ0Mm/c8TA5BUnPQ0ug+G4tCnvZxfXd3PesrzSXLAksqhc8AdgKqePZXh8KyFJ5od1zboXhfa4DTIDg9uDUGtazren6jcpaCyNnaWa3j+armRkBbcuc4zhetAGxeeHrC+1M386yGVrc2rqHIV4ySSCPxNQWfhaxtUkjkea6QxmGNZ2BEUZ/gXjpx9axfEus6re6TM2iS28EI043cskyFmZSDhVA6HjrVFfE2oaW3hbTbZYni1DT3dnlBJV1TcDnPIoA6OLwjaKt9511dXEl3A1t5srAtHEf4F46d+c07RfCkGh3UU1re3ZRbZLd4WZdkm0YVyAPvY4yKwLfxjrMulaPfS29tDazweddXjqTGCGxsAByuR3ORWvbanqz+KNchIhNja2sTwZB++wYkZz7c/hQBoa7oEOupbCS5uLd7eQukkDANgjDKcg8EGs608DabY+H7LSIbi6WKyuBcQSlwXRsk9cdOSKgsfEWu3vgr+30sLQySQpPFAHb7mMtk+uM4qFnk8faVewwyxx6etzF5E8e4GQLgtyD65FAHUavpiavo9zp0k0sSXEZjZ4yNwB9Mg1j2ng63tppvM1C9ubaW1W0NtMylNijA6AHPXv3qLRte1C48T3ek3yW9ssRPkQEN5jxjo4bOGB9Oorpbp3jtJnj++qEr9cUAY2j+FbXStQk1CS5ub69aPyUnu2DPHFnOwEAcZ/GrFt4Y0W0mglt9Ohjkt5JJYio+4z/eI+tciPGGvaV4M0G/1CO1ub/VLuG2+4UCCQHlgD1BHarvifxNreiTl4fsLxW0UUk8OxmeTcwUkHOEAJ4znNAHbMoZSrAEEYIPesaTwtpZ0SXSbaE2lvI2/MB2sGzndnvz61ieINR1XV11XS9Ie3tzaWwe4edWJfem4BCCMY9ap6n4o8RWD6Zp2iaKb9ktYZbqQMM7SBwASMfXmgDc/4QqzfRb/S5r29mgvJRK5eQblbjoQO5GTV/U9BTU7nT53vbuE2MglRYnAVyOPmGOeMj8at3V1JFpUt0kYWVYTIEk7HGcHFcfoPirXrq60I6jDY+RrVo0sIgDBomVQ3zEnkEGgDUHgbTf7UF0811JbrcG6jsmceSkxOS4GM5ySeTjmnL4KsV1Vb37VebY7g3UVv5v7uOU/eYcZ5z0JIrJsvGurS+HotXudPtEjupUt7VUkJJkZiuX9BxTr7xjqWmafqcUkdrNqWmPEJiFZY3EmMFecjGfXtQB0Fh4dhsdZuNVe7urm5lXy185gRGmc7RgDjPrmrOs6Pb63Y/ZbhpE2ussckZw0bqcqw9wRXDW3jrW/7TuLWeCyYWOpRWFwUVh5vm9GXnjGffNXpPFmqtfRahEtuNH/tEaabcqfNZy4Tfu6AAnpjpQB0Nv4fhtPEV1rjXtw8k9slu8cjLsCpyD0znlj17mszSvAVlpepxX0epX8yxxPCsM0isnlsc7Txkjn1rLt9c1a78N+LpNXjsruOyuZYEjTKKYwqkgn6H65zWhr/AIh1HTNPnu9PS1Fvp1slxcJKpLSKRnamDxx3NAGpZeFbaymjcXl7LHCW8mGSXKRqwwVA9MetGkeFNP0W6Mtq0+xWYwwtISkG77wUe/vmuP1b4h6uNSddKtrX7NFpkeoutwG3MrHlQQeDzXpFrMbizgnIwZI1fHpkZoAo63okOuQW0Us00Jt7iO5R4iAdyHI6g8VkQeBLGG8+1PeXkrjUG1BQ7LhZGXaR0+7jism48batZ2niG4uba2jfT7eWaG2dWVyEOA2c4ZSMHI6VKfGeq6doz6rqVnBNBJpq38CW2VZfu5Q5Jz98HNAGrp/gfTtN1KK6gmuPIgd5LazLDyoHf7zKMZ5yepPWrOneFLDTGgNtNdKIJXlRTMSMv97Psa5KHxZ4xs/C0t5qOlQrcfa4o4pJSF3RyNjcUU/w5A681bh8Y6zDb6jZXsFsdTh1BLCCWNSI2LrlXYEk4FAG/a+HF0uae6gvbqbBaS3t7ibEUJPUDAzjnvmk8NaFJYXOoarepCmo6i6vMkDlo0CjACkgfU/Wua0ue5hl8Yyak0d9e2sUcbgZRJFCE/d/hz7Vdu9d1dE0Kx0OOxiF5pxuVM6swQIqkKMHphutAHaXMAuraSBndVkUqShwQPY1zd14GtLnT7TT01HUIrG3QRmASBlkUHIDbgT+IwawdU8cam2geHbu3e30+XU0MrSSRNMm4AYiCjn5s5z2213mmS3E+l2s12qrcPErSBRgBiOcZoAllt99o1vHI8WU2K6feXjGRnvXBat8P9Q+zW0Wl6pK8zagl3c3dw6rKAox8m1MZ+orb1rV9Yh8U2Wkab9jC3FrLLuuFY4ZenQjis2Lxdq1/ZaCtnFax3WpSSwSPKrFY3jByQAeQdp/OgDTl8EWc+mG3mvr6S7My3AvzIPPEi/dIIGOBxjGOTV1/DdvPb6fHd3V3cSWUwuElkl+ZpACMtjjoTx05rCvdZ8RWvi+2UTWr6YZ4rSa2SIlwXUnzN/bkY21ce91+61+Q2d3p6WVrdLBJaufmkUqCWLdQwyMAde9AE6+E7W00O4shqF3FvuXvDdb1EiSMxYkHGO56itaxspLeWaVtQuLlZdpVZSpVMD+HAHXrXGNreo3fgzxRdarDZ3cFrNcRJCVKh1RyNrEewrQurzXr21tLfw7JZWbRW8UzrcIWDKQPkU9uO/NAHZVlR6FAniKfWvOmaeaAW5Qt8gQHIwPrn864658XeKLjxoLDS9MjbTbS4S3vpJCNuSASwbIIxnpitrw/qupy+ItTtNWu0Q7ma1tGh2MI1bG8MPvAgjPcGgC23g3Rxok2lW8DW9vJMbhTExDRy5yHU+oPIqKLwXZDS9Qs7m7u7ua/wBpnupmHmErjb0AHGBjjtXTUUAVEsI100WMzvcReX5bGU5ZxjBzWdofhq30NCkd3d3KhSkQuJdwjjJzsHt9cmuR1jxPdQ+LrDU4tSkXRYbhrS5iERMW08eYWHH3uK1vE+u63b69bafo0lmkbWUl5JJOhYkIRwuD3BoA3LXw3plnpd3p0EBW2und5VDHJLdcHt7elULvwZFfaDLpdxquoyGWRHe5aRTIQrblXpjAOO1QyeLZotM0PV5ooYdO1ERiVnJ3Qs65BJzjGcD8a3NEk1CXSoJdTMJupBvIhXCgHkDqeQKAM7xNo91rOnwaUkFrPZSsoumndldVBByuByeParOp+HoL+2jjhuJ7KWOPyo57YgOqenIIx+FZUGqa3q/iCdtOmt4bHT7s2lzbTLlpcdXDdR1GBWfc+KtVsNX0u7neJtN1O7NnHaqnzRdcOW6knHIoA1G8B6bnSvLmnjXTY5EiVdvzFwQzNkdeTSWvgSystJ0+zgvrxJrDcsF2rKJVRjllzjGD9KxF8X+I7uey+zw6dHFeXc1iu5XLI6Zwx55HHSr95r+vf2ZoMFubOPUdRmktZZXQsiOiv8wGemU6e9AHY21utpbRwI0jLGoUNI5Zj7knkms3VfDljrF/Z31wZlubMOIXikK4DjDZ9a4y98V68+hSRLfWllqVlcTwTSrF5huDCm4lEPTI5PpWhrOva/cWnhj+xri0tpdV/wBY08RcA7N3HNAF6z8BWVoLBRf30kdnby2yI7rgpJ1yQM59CKsaH4Qh8P3095b395cSSW624S4cMoVfu9ADx0rMtvFerSeDrTWZIbffDc+VqGM42K21mT09ea6Hw/eXt/YSXN6qqHmfyMLjMWflJ579aAKXhXQbnTPt19qQg/tO/m3zi2LeUAOFCg9OOT7mtLW9JGtaY9kbu4tQzK3m25AYYOR1BHasfx1q+p6FpVrqVhJElvFdxi93pk+SWwSPTGQc+lZXhPxXfeIdUNn9vgd7W4kknCQFRLbsP3RGehOQfoKAN8+Fom1p9UbULtpnsvsRUldu3+9jH3skn8ar6d4L0rR7EQ+bM8IgMMxkIHnJz9/AGcA8Vyvg3WtR0tbUXflzWepXd2QcsZQyMTuJJxjAxgVteHPFOo6y1nqkjQjTdRleKK1K4eLbnBz/ABZxz6UAbPhvRLHTLcSWN5cXVuV2QebJuWKPP3V9vrk+9b9IAFGAAB6CloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMbVfDWjatNLNqFrHJJNbtauzcExsckVZGkWq6faWKq6wWpjMahv7mNufXoK4nxTf3WvaLrEtrcJBDpV2qGMqd5KEMzBgeMg8fSrXiLxBrFnHrd7ZXEUUWlW8ckcMsefOLDJJOemBge+aAOhuvDVtcI4W4uY3a7F5uEhOHAxgD+7jtVaDwda2/h+TR47u6WNpzOkobDxsW3fL7ZrLOveJLrxHPBZQ2JsLa4hil3yKG2sgZicnIPzDAxzUUnibXYrjxHHK1tE9lbyTWsUkDAkLkht3RlIGOO9AHZ3Folzp0lncOzI8ZR3zgnjGfrWXB4ahW30pWvrqeTTmLRTO+WYEFcN6jBxWF4d1fWdWvzpOuPaSx3mmLdq9srIVDHBU5+vWpvLvtF8TeHvD9hfstgLSZnEyeYz7SMZOfegDQuPBlk+l21pbXd5ZvayvNFPBLhwzMWbPqCSeK1dJ02HStKisraWSSNN2JJH3sSSSST9SavOoZGU9CCDXnvw81f7ZZJpljOsS2XnCWG5y0jkyMFZT/cyD/KgDrtD0OPQ4bmOO4km+0XD3DmTH3nOTj2zT9S0Kw1a+068u42abT5vOtyGxtbGMn1rlNL1/xNFr+n22rS6dNa3s88Ci3jZWXy+jZPr6VW0zxTrkt1pOo3FzbPZanevZ/Y1jwYgCQrBs8njnigDrtW8N2eqaha6iXlt9QtAyw3ELYZQ3UH1HsauadYNYxyB7qe5kkbczytn8AOw9q4G48f6jp3iCOwvfs/kQSTR38wjO2FsAwDOeN2QOepzXoOmtdPpls17sF00SmUIMAMRyBQBnN4XsG1681cNOtxeQCCdRIdjqBgZHrg1BB4Z0fTr7TpUlljntbdrW1Vp/4D1AHc1zer+PNQ8P67c2WoRK0NvcrLJJFAxVbNxgMWzwQ3B9aPEn2vUY/Cd9E0Ud9LqIMEssZOxGViAR9MUAdIngzS000WBe7aEXIuhvnJIkByOfTPappvCunXFheWMpuHt7ubzpUMp+9nPHoOBxWHJq+s3Pha3e31C2N+s7xXDwplnKZyqKTjPTrTo9T1bVvCOh3iagtldT3KLO6IrAjcVIIzge/NAGwfCWnCW8kie6hN1Otw4inKgSL0Kjt059au6ZY2Okw/2dauM5aVkeTc5LMSWPfkk1B4nluofDd9LYz+RcJHuWUAHbgjP6ZrnPE1teW+qW2o6Zd20N9Hpk++5kj3tIqbGC4zjBOfzNAF6z+HOhafqEN5am9ieGRpI41uW2KWOSAvofStKPwvp8WrvqQa4aR5TMYnlJjDkY3BegNYF34j1XUNK0w6fcWVndXNkLpzO2FJ9Ae4GDn2rY1rXLiy8CXet2b2008NoZlYEtGxA5xjqKAHWfg/SrG/S8j+0M0czzxxvMWRHfO5gvbqarx+AdDi15dZjS5W5WdrhUE7CMSMME7enNcrpfxF1mx0DUb/xFa20zw2MN9AtlkZSQkBTnvmrFn4n8b3Ph7VbqXSoLa4tkW4tnlXiWLGWXaD1AHB70Adtp2g2Wlajf3tr5okvpPNmVpCV3eoHapb/SrfUJ7SaYyh7WTzIzG5Xn0PqPauF034h3eral9ksTa3BkvY1t/LBzJbFcu/8AwE/KT0yK9AvpJobCeW2VHmSNmRXOFJA4zQBi3HgrSrp2eZrtma7W8z554kHQj29qf/wh2ix+Im14QOl4W3tiUiMtjG4r0zjvXOz+KPE0PhRdcePTVSSaERojF/kLbXyemfSqmr67qOqeGvHlpehYzpjGO3eIFGKldwJ5oA7jXtBsvEmmmwvzMbZmVmWKQpuIORkj3ANVLzwhpl/dS3E7XRkltPsT4nIBj9Mevv7muf1nxV4gtNcstO0TR5L2CCCKW9fA5DnAAJIwcBj+VXNJ8Q6zd+ObvTL77La2qbzDbujCWRBtw6t0YcnOOlAF298CaNfWNrZyG7SK2g+zqY7hlZo/RiPvUXvgXRL7R9P02ZJ1t9PUrAyTFXUEYILdelX/ABNrDaHokt5HHvl3LHGD03McAn2ya47X9b1xPDXiPS7qe3GpWVskpuYFKoUc9ADyDjPNAG7a+B9AWzt4bKS4W2hga2CxXJKshOSG7HmtQ+G7H+1p9SU3Czz24t3CykKVAwDt6ZHrTPDGgWOgaWsVhEYkmCyvHvLKGIGSuemaz5dT1p/iF/Y8b2i6YtkLltynzGyxUgHoOcUATtpE+heF00zw4u/YwSMXD7wiE89eo9qv+HtFh8P6Jb6dBysYJJxjLE5PH1rzvwX4ovdJudN0i6gR7G9+2SQyiVnl3RyMTuz0GOBW34O8Xa/4m1g3EmleRoUsbNDM2NwYHGMg85/SgDpbXwzp9nqn9oJ57Tb3kUPKWVC33sDtWwyhlKkZBGDXI+OfEGpaJDaLp02n2zzF8z37ER5VchRjnJrH17xZ4l0fQ7C+LaZ5wtknuYSGLSbiM7QOVAB6nvQB0Q8D6N9igtHW4kht7xb2JXmJ2SL0x7D0pNd8C6N4ivXu70XSyPGsT+TOyB1U5GQOuDWL4w8Z6xpWtT6XpVvab4dKfUjLcFiCEbDIAPUd6ZD451LT11ObVobeaOKwiv7dbXOdsjFQhJ6kHv6UAdBq3grStZZTcNdxt5QhYwTtHvUdA2OtJdeB9Hu5LKSQXIe0hECFJ2Uug/hfH3hxUfg3Vtf1W2uTrunC1ZWBgkXgSIRnp7dKteK9Q1DSdKW+sfI8uGQNdGUE4i/iK470Aa1zbCawltkIQPGYwfTjFcj4W8FaP4a0+0WS9a5uViaCOaSclRng+WD90ngcVF4V1/Vtfmitp5Tb3Fn5j3YMXEiMf3Jz2BU5/A1W1uUXHhXR5JhameLW4Y2aBQqgi4wSB2zjJoA6m08N6VbeH/7CiVns4zgK0m5kOdw56gg8io5/DejtYTabcu7fbXDO0k37yRlwRz1OMCptHijh1XWxGMbrpXPOeTEma5H4iQXM3jHwWLWf7PJ9qlAnKbgh2enegDo5PA+iyteM0Uwe8uY7qZhKQTJH90j06VKfB+kNrf8AajRymXzBL5XmHyvMHR9nTd71zN34n12aWx0ayuLFb+SGaRrxztjk8s4+Uenr9DXcafdie1t1luIJLpoVd/Kbg+rD2zQBkzeCtHmh1eJluFi1Y7rpFmIUnuQO2cc0l54J0m/W2E7XbCCAW+PPI8xAc4f+90707xdqGo2FnY/2bc21tJc3kdu0lwhYAPkcAd84xXP2eseItP1fTIdQ1K1vILi8nsWVYdh+QMVfOevy8igDb1XwHoWr3kt1cRTLJLbC1byZSgMY6DArobW2jtLSG2i3eXEgRdxycAYHNcV4f1vV5PFSabe30VzFPYfaRJGgCh9xGEPUj61Jompa5ceIYtLub2GZrJ5Tf7FAO1uYuP8ACgCbW/AVhf6bqKx3EyXNxazQJLPKXWESctgemadovhnQ7DRPJnvFvlFmllPJNPvTaB90f3QSf5VZ+IUrw/D3XpI3KutlKQQcEfKa5zVbm38N/CGPWLLTbMzPa2jvHJHlHPyAEjuRn9KAN4/D7Qm0eXTP9LME0qSs5uGLkr935vQelSN4Q0KztdSE8kqx6ht895rg9QMAgnofesPVtf15dcu4rK6hjt7JLOUxeUCXWRsOCc9qg8b6lJqeleJbSaVLeDToo2WMgEzA4O7nt24oA6Cx8BaJaWWoQwPeMmpIFuJGuWZnUDjDfSpZPCOjw21gZJbiNNNheGGQ3BBWNhggnuMAVtaY0b6TZvEVMZgQqV6Y2iuJuGu7qDxzDfal9rtoo2SK1dABEDFu69e9AE+q+Ara403RrHT44Z7CwZikV1IxADDhgw5OMnj3ro9A0tfD3h+3sJLoyiBTmWQ+pzjnsM4FcLb+KNa8PaHcw3DWly0GiQ3tqI1KrH/BtY857HPtWnbX2tXGhaw17f6VdYgSaGNDvABXJDdOD2oA2Na8K/234istRku5Ire3t5IikDlHYv7jtirQ8J6SraSUieP+yiWttjkYJGDn1zWHfa7rbeMtJ0HTZLKCKex+0ymWMuRggELg1pePbq+sfBOo3Wn3bWt1EgZZVUEjkZ4NABqngbSNW1X+0J2vEnLK5ENwyKWXo2B3qd/B2iv4mTxB9mcago5YSEKxxjcV6E471i6te+Iv7c0fRtL1S2Q3NlJLLPPDuJKFMkYPU7jSL4g1JPG/2FZpJbVrw27gxAIg8rfgHOS2RnOMc4oA1J/CWhxx6nFLJLFFqxInjNwVVmY5O0diT6UX/gXRtRjsFn+1j7DGI4jHcMpKjoGx97p3rmNV1CTVmttQuhDIlnr32aO1Yc4VmQMp9e5+laMWteIr7xK7QXmmw6ba3zW81vK2JWXHH0Ynke1AG3c+C9Gutdi1h4ZRdRkN8spCOw6Fl6Majl8DaNPLfSS/ane8Vkcm4bKBmDEJ/dyQOlaev3FxaaBfXFpKkU8cRZHddwBHqK5iC98RWE2oR3Wr2l7usDdQyJBhYWBHBAOSDnj6UAdrDEsEEcKZ2IoUZOTgCiWMSxPGxIV1Kkg4ODXI2974kFhp63d7p5m1GVAkkUZURoULNwTy3GBWJP451mPTYkhEAuF1xtLeWRMgpk4YAHk4xn3zQB1x8H6Q3hV/DbJM2muCpQyHdgnP3uvWo4fBOkQ3drdYuXltrVrSMyTlv3bDBB9frXMWureKrLWNL/tDVbW4gm1CSxkhSALuABIYHPX2rTtfEeoPb2GpStk3l79mNgq5aNdxXPrkY3H2oA0Lrw+1ro9lo9m1quiwrsnF2SziMHPynoOMjJ6V0q7do24244x0xXnsGr6qfh94lvri4gvZrae6CJPFldiMflIHUEDFWJvEeo3Oo6haWzLZLpmnQ3isyfJMWBJX/dwuOO+aAOgk8J6TL4iXXWikF6AAdshCMR0JUcE+9RW3gzRrXWX1RIpWnaQyqjyFkjc9WVTwDXNeI/EevQXmptp99bQRWGnw3hikg3byxOVznpxXf2cxuLK3mbG6SNXOOmSM0Ac+fAujFLZc3Y+zXD3MRE5BEj/eNUr3wTY39rpem2t7Itrp1y00hE5MwLK3AYdPvHrVG61XxRbyXeoi/tZrO11EQLZxQfvJUJUEE54PPFU/D929nrnjdmnS1Z9UgjViM8MoHA9Tnj3oA6mfwLoVzY2dpLbyGO0Z2RvMO5i4w249Wz3zSxeCNHhg0qGP7SE0tma1/ft8pbrn1rlbfxfr03gPVLyR4odStdUFnGzqDhTKigsAcZw3OKvR6zrqW3iS1N4txcWF1Gtu6IFdkZVbaM8FuTigDY/4RJNP0KbSNIfbbXUxa4Fyxk+Rvv7c9Ca6CytI7Gxt7SHIigjWNMnPAGBWb4b1GW+0e2kvLhXupAcqU8txg9CvYjvW1QBHNDFcQvDNGskbjDIwyCPcVHHZW0JkaGCONpAFZkUAkAYHI9BViigDmLTwHotkdPMIuf8AQJnmgDTkgM/3s+uas2HhDSNM1dtStoXWY7tqFyY489Sq9Bmt6igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAMS78O6DqM92lxaRSSXAX7TGHI8wdiyg8/U1Jc+GtGvJBJPYRuQixkZIVlX7oYZwwHvmuW8QLd6RqeveINMmWOe2ht3lhMYYXCjdlD3GfUc1V8X+M9Y0e21+S0aNGsraymiDIDgySFXBz1GBQB2dz4e0WS+OpT2UAnXDNKcgHb0LDODj1PSnHQtKnSdjBvS5jMb/vWIZD1A5wAfbFch4o1DVNc0fxNZWc0NrHp9r84kjDGfdFubr0XB4I5yD6VQ1HxLrml6bpdnp+ISNOimtsR+abqTgGMjHygDnORQB3tp4c0qxu4rq2tSk8UXko/mucJ/d5PSrc+nWlzeW93NCGuLfPlSAkFc9Rx1Hsa4bXde8UXV69jojQ2lxYxwS3DTlAr7xlgd3QdcY5zVxLvWpfGOvLDfpstdPiaG3ZQI/McNyW69RQB2skayxtG2drAg4JHH1FZdn4a0jT5IZLSyETwq6xsrtkBjlh15yeao+DLrU7jSJBrF0819HLskWSFYyhwMgbeGGc4PcV0E7mKCWRduVUsNxwOB3oAyk8KaLHcw3C2r+bC5kjYzyHax6kZbv3qa28PaTaXIuYLCJJQxdcAkIx6lR0Un1AFcT4U8Wa3qPjr+zryRpbK4sTdAeSqpEwbGI3HLoexPXFS+H/EGu3N9pNzd36TW2oy3MZt/KVBGEyVIPU9KAO2uNP0tpHNxa2pe4dd29FzIy8rnPUjtV+vPLG4vPEV/oOrXl1GIHvpRFaKmChjEi5DZyc7ckGuv8R3VxY+GtTu7Q4uYbWSSI4z8wUkcd+aALU+n2dy0rT2sMrSx+VIXQHenXac9RyeKc9nbSCEPBGwgIaLKj5CBjI9OK5awvtbtJ7yK+v47gNp32yJTEqvC/wA2VIHVeBjPvU8j60LK2jGqAS6gwCz+Qv8Ao/y5wB0OfegDYOhaX5QiWxhRBL5wCLt+fu3HemL4c0hdJGlCxjFiG3iHJwDnORzkc81wb+OdQs/Cd1Jqd3JavbX7WTaiIFLOP4XCHAOTxxmrtvrHiMeHfDTSanG13qd4YpZzAhwh3FcAcZwo/M0Ad9NbQXFq9rLGrwOhRkI4K4xiqh0LSmEYbT7dhHGY03IDhT1H0riNcvPEFtrdikWvK6WNzaxXMUaonmrK2GaTPfHQL9aTxlq2sQ61qYtdaksLPTLCK9MccKMZWLuCCSM4O0cUAdrc+HtHu7a3tp9MtZIbf/UoYxiP/d9KnvtLtNQ0mbTJ4h9kmiMTxr8vykYwMdK800/VvEsl94q0iHVpLu6igt7i2ncIjJ5gBZVGNo4zj3ru/CU8lx4et3lvbi8lBKvJcRhJAQeVYDjIoAqW/hPw5a6hJCF3zTWS2zW0sxYGBeB8h9PWtHR/Dmm6HA0VnE5DKEZppGkYqM4XLE8DJ4rmPFl1d/8ACXRQ2OpJp8ttpk1zJMI0clQyjad3Qe/tWZ458R3UNtZS2evfZZ0ht5jHE6qHEkiqWYn7wxnAAHc5oA76y8P6Tp0sElnYxQvBEYYio+6hOSB+PNXbq3S7tZbeRnVJFKsUbBwfQ9q5LxFq2qabqNnJbX0f2O/tzb2wKgp9qP3GJAJwRnvjisDxXqHiRdUttNs/FGnac9lEks8l04R7gnGTtxgr1GBQB20HhPSYPDg0DyZJNPHRJJWLDnPDZz1qKHwXocOmXlgttK0V6ALlnndnlx3Zic5q7qU08Xhq5mikzcLasyvGOrbeo/GvNfCGoarJ4U8P2k3iByNYaQz3bunmQOAT5SejHB65xQB3974P0i/lglmjnDRRrEfLndPNReivg/MBz19TUenaFog8Q3Go2txJNfW7OjobgusJfBYbc/LnAOKpfDrVr7VfD90L+WSaS0v57VJ5PvSojYVj2J7Z9q5y9W+svEOravpesmBzq8MMun+WpWYlUU5OM525P4UAek31jBqVlLZ3Sb4ZRhgDg/UEdDWTb+DtGg0+6snhmuI7sATvcTu7uB0BYnOB6Vy9pqOv3nj9pm8QadHpsd09t/Z3mfvCBxymM7sjOc12HifVW0XQLm9VSSgA3DomTjcfYZzQBpW1tHZ2sdvFu8uJQq7mLHA9SeTWdd+HrC61yLWZfOW7hiMQZJmVSnJwQODyc81y8d5d2Vtrf2HxI+ox22nedG5MchSXB5yB7dDSeEPEmq6nrNraXt7BPHJokV2zR7cGVmwTwAR9KAL+g+FfC80Om6lpfnTx2TzG2kaZzgsSH69ec1o6domhaJrLfY8w3VzvkW3ErFB/eKpnC5+lcfZ+JLzUbDRrC+1VdOS7a5eS+i2xZMUhUICeBkHPrxR4l1i/0m90e0tpjqUxs5nlvkCiVIiQPMCjg460AdR4n0NdW1CwaWe2IQsIra4LAM+PvKVIOQO1Vl+H2n3emQ2+r3F1dzrG0ckqzum9SxYKeeQucDPpVe+2jW/BOy8e8XdLi4cgtJ+6PzHHGafpuqaldeI9S0Ka9mE9reJMrvGqFrYjPy4GGG4bT9aAN288L6TqDpJc27SSpbNa+YZG3GJhhlPPOf50kfhfRbdG/wBCRlNqLRvMYsDCOikE4xW1XGeHrr+0b8Xx8SvPLLvE2mjYUix/DjG5SvTJ60AbXh3TtIsrLzNHkMttKflfz2lXA7KSTgD0Fas0MdxC8M0ayRuMMrDII9CK838K3N54fv7DTG1FJNOudPlukjeJR5TKxJwRy1HhXW7+Txbf6dJrU17DLYfakZwmEYn+EDlQB2OaAPRIrK1gZzFbxIZFVXKqBuCjAB+gqsug6SluLddNtRCJfOEflDG/+9j1964bwzdaza+IrOGbX5tUS802efy5ggVZEkAGNo46kGs7Rdf1W7mvdaTWZZpbS0nM2nvKhja4XoI1X5jGADz9KAPVo4Io5ZJUjVZJMb2A5bAwM/hWbeW+h63etY3S2t1d2mJDGSDJDu6Hjlc1xOhaprdvpmq3N14nsdQgkWGSGWHDNbbyAxI6ADOQD0xSeEc2HxO8TQ3OqyXiRWdttuLl1zhueowMZPFAHfPoelSW8Vu2nWphhyI0MQwmeuPSootEt4teGqKEVlthbRosQXauc9RyR047Vq0UAQXNpb3kapcwRzKrh1DqCAw6H6ioDo+ml0kNjbl45DKjeWMq56sPc+tXqKAM2LQtLt7n7Tb6fbRXIB2ypEAwzUek6KNOmuLqef7VfXBAluDGEJUfdXA7DNa1FAEVxbw3dvJb3ESSwyKVeN1yrA9iO9RS6dZXFiLGe0hktAAogdAUwOgx04wKtUUAZ8+h6XcyySTafbSPIAHZowSwHTPrikutC0q9x9q062mwmz95ED8vp9K0aKAI4oo4YkiiRUjQBVVRgADsKpHRNMa6u7lrKEy3iCO4YrnzVHQEdDWjRQBSj0jTojmOxt1/dCHiMf6sdF+ntUcWg6TDayWsWm2qQSY3xrEArY6ZFaNFAFVdPs1ukultYRcRx+UkuwblT+6D6e1SXNtBeWz29zCk0LjDxyLkMPcGpqKAKUek6fDNDNFZQJLApSJwgyinqAewqN9D0qS++2vp1s11u3+cYxu3YxnPrgCtGigDKm8OaLcXRuZtMtZJiwcs0YPzD+L6+/WnnQNJOoHUDp1sbskEy+WNxI6E+/vWlRQBT1SwXVdLubGSRo0nQozKASAfrxVay0DTrOx+yi0gYPGscreUq+YB6gfyrVooApPpVjJYxWT2yG3iAEaf3MdNp6gj1FMXRdMS3igFhAY4pPNRWQNtf+9z/F79a0KKAM8aLpgKEWFvmOQyofLHyuerD396WLR9Ogv2vorKFLpzkyhcHPQmr9FAGfBoumW0d3HFZQrHeOXuE25WRj1JB45pbnR9PvHR7i0jcooUA9CB0BHQgehq/RQBSuNJ066aRrixt5TLGI3LRg7kHRT6j2q1HGkMaxxqERRhVAwAPSn0UAczo/g+20zUNQvbic3kt3dfaRvXaI2+gODjAwSM1qyaHpcq3Qawg/0ogzkIAZCOhYjqRWjRQBmJ4f0eO1e1TTLRbd3EjRiIbWYfxEevvUjaNprfaP8AQoAbghpSEALkdCSOcj1q/RQBlxeH9Mt57SeG1WOS13CNhncN3XJ6nPvWpRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZt1oWm3t59qubVZJflyT0O3kZHfFQ6r4X0XWnd9QsIpzIoV9w+8FOQD64NbFFAGLfeFdG1Ft11ZK+YhCwyQHQdA3rj3rmfEnw+k1O+ga0+xPaJALdIbqMsLZQPvR4I59jWP4w8UahYePbK7hluYtP0+VIJ4RGSk6SfflLdAFJUfUGvVYpEmiWSNw6MMqwOQRQBzv8Awg+iz2trHf2/2uaGJImmkJDSBegbHUD0Nasmi6fJcSTtap5kkXku395OwPrXC/8ACa+IJtalhhjsBbwar/ZroAxYlh8rk9sdxUN9461m00eGUS2rXVvrQ068Oz5WUkYYf3ev6UAdffeFLaeOxS0P2b7NdpcllJ3NtGMZz/Ot50WSNo3G5WBUg9xXFXHiHXItC1CaOOGS4h1FrcSIu4RwYBEhUfeIB6Cqx8U6ndax4XsrbUbL/iYJM8rxRFklCEcDPKnGfxoA6ex8K6LptytxZ2SRSrH5SsueE/u/TmnW/hjRrVrQw2MaG0dngx/AzfeI+tW9VluYNJu5bNA90kTNEpHVgOBXnlz471u38PaetqsF/q17cvAWEflCEquSCrd+3vQB2UPg/RIL5buOzAmWUyx/OcRsepUdBnnp61f1nTxq2i3mnGZoRcwtEZFAJUMMEjNcVqHijxJbWmjzzx2+nCWNmu2ljMkasGACll+7kEnNWdI17WbjxdqGl6rLapAEmeC1ERDvGGAVw/QjBOe9AHQWHhrSLewaKKFZVmhWGSUtkyIOgz6dfzq2+jWEmnx2LQA28ZBRMn5SOmDXMJe6lc+H9EsNFmttOlurUyCZk3JGE2/Ko/Gsu58U+IdVstAXTLuzsJtSjnEjzR7grRjqPY0AdF4o8G2+vaNb6fClqiQSCRY7iHzIz9RTLXw7onhzQ7GLUXiMVnP5sMjjascjHA2gdBzx9a1vDV/Pqfhyyu7k5neP94QuAWBwSB6HFV/F88troDzxTLD5csZZmjDjbuGePpQBna/o/gyXXLeXWbO2fUbt0WNnQlmI4XOOnoM1sX3hnRtSlmlvNPhleaAW8hYfejByFPtms238uX4iahGzuzJZQSbSoKj5nGPrnBrf1C3e70+4gineCSRCElQ4KNjgj8aAKT+GNGaeeb7BEJZ0WOV1GC4X7ufpV6ysbbTrYW9pCsUQJO1fU9TXCaBr2vT6TqAuLe5jl0q2+zyPP8xlnBO5x6gDBo1i+1exg1CLTbu6uTJozXayk7ikwIxt9M+lAHXX3hvR9Tuprm90+GaaaEQSO4yWjBztPtmq9z4M8OXdvBBcaPaSx28ZiiVowdinqBXNeCfEV1qviFbee9ecNo9vPIpPCyn73Hr0zXReK7mKG1tIbudrewuZvKuJlfaVBU4Ge2SAKAL9m2lalaLHaCCaC0kCKoXiJ16DB6EU3UvDuj6xcwXOoadb3M1uwaKSRASp+tecaNfvZaZewaLJJNa3PiL7O84JZhCyj5t3vjGa2ri/uotKNvp+rSGGLVY7b7Q7Zfy/4lyepzxQB2t/f2Wm26vfTxwQuwiBkOAWPAH41mHwZ4cNhLY/2Ra/Z5JjO0ezjef4vY1laVptv4gstS0zVLqTUYLTUSY2kPzLtIKgnvg0zwuyRePPFVu95M8pkikSGRyQEK8kD0z/ADoA7Czs7ewtI7W0hSGCMYREGABVRNC02PVJNSW0jF1IwZ5MdWAwD9cDGazvF2pXWiWttq8czCztpQLyFU3GSNvlyP8AdJB+gNYOlatq95Z6k99PcW1xpVrMJiFyrOwLowH8RVNp+poA6+PQNKi1mTWEsIF1CRdr3AQbyPrV6aGK5heGaNZIpFKsrDIIPY15z4U1a7I1mP8AtV7n/QFuYo2k3vE5U5JPbJGcdqvaJqkct9EiavJcz3umF2iZ84kXjKjsetAGtpXgzTdF1iS701Et7SW28h7ONAEb5s7j6ntVuw8J6BpcMsNlpdtAsqNG+xMEqeoz1xWL8LZJJPBNv5807zrJIsiTtlkYO2RVaa6uYfHXiZre5kN3HpcTWdszfI74kOcdzkD86AOg/wCEN8Pf2ONJOk2xsBJ5ogKZUNnOanmGhQ6ta20yWq37wlLdWQbzGOoX29q5/wAOyX6avpnl3Vxd2t5YGa8aR94SYbcY/u5y3HtVrxZ9j/tnRRd3D2wfz1E6DBX5R/F2oA2n8P6U8li5sot1gS1rx/qie4qe0tp4ZJXubgTuzfIfLC7F9OOtcOuvXR0+0gvdTaxRjKLe8fpcheEJI9uffFd3YSGbT7eQy+aWjUmTGN/H3se/WgCzWdbaHplne3V5bWMEVzd/6+REAMn1/OuLsdYhuvEFyn/CRXUWqR3s0T2bRkqY1DFQF6Yxg7vrTfCPiBbrxZLYHWHu47nToptzZBabLByAfu8AcdqAOzXw7pCXFvOthCJLZGjhYL9xW+8B7GqUfhLw1paz3UWl2tuDC0crqmMxnkg47Vx+g+Kdbm17wzp81yzpcwXBug6fMWViFye1XPDniO/1fxRd2Uk2IoIpVuIpHB3yA/K0Y7LjrQB0mk6J4cl0+C60a3tlhKuIJ4ByA2Q20/nWZofw8sdIvbO6M4na0jeJCIUUyBhgmQgfMcetU/BF1cwWmlwy3eIrpLkC3KBQhWUhdv4Vs+C5IDp91At7JcXUNzKtwkkhYxnzHwOenFAGhZeGNE060u7Wz0y2hguyTPGiACTPXNYX2HwNpF+dIFtZw3N0UjaMRnLEYKgnH0xzTLi+v5LvWbya6ubdrC9SC2t0PyyKQuMjvu3GtLR4oX8Ra35sgeUSRv5bKD5fyDBFAGimv6Y2sjR0uQb3aWEe0/w9eenFalc74Wjg8q/2zC5kjvZf3rYLc471H461G50nwxNqFtP5QgdGlxwzpuG5FPZiOAaAOmorzzTPEGpy+C7bVpdQTLamqys2GKQGTaFbHQ7SMmpI/EbX1hebdQZIYdVa0Eu7G9NpK/N2HTmgDv6rX19babZy3l5KIreJdzuQcKPXiuLttdm1DwtpEg1sRzyXa209xGAcnnI579OayvGV5vl1fRtav5bKzWw/0GTzMNcPj5icdecDFAHptvcRXdtFcQOHilQOjjowIyDUtYnhAg+DNFx/z4wj/wAcFcV4t8R+I/D+q3FvbLPeRQypqJKgLi1zh489yGxj2NAHo1zqFtaXNrbzSbZbpykS4J3EDJ/Si91C0060lurydIYIhmSRjwo9647UNT1PSIPC8l9dZubu82XEagMMOCcA9gvArj72USaR8UYJbid7vzXKW7kkCPAwVHpQB7PDNHcQpNE4eORQysvQg9DVJde0p9YbSFv4DqCjJt93zgYz0+lcr4Bvb5JzpNzctNBDp1rPDvTDJuXlc9wMVuv4V0mHVrzW4bQLqk6HdcKfm+7tGPTigDeoryzwx4rkuNZ8MQXWrytLLYTRXkEhP/HwrKBuGPvfe/KqXhjWdXk8R6LNPqdyy3l3eW1xDM5YMEY7CB/CB0oA9gorzjxF4h8RaHqvlQWd1ewWs32maVMBWt24247sDWzfTeZZWFnrF/NbLdRO7SI2wu3UJkdMDn8KAOuqrBqFpdXdzawXEck9sQJoweUJGRn6ivO7fxFq99c+FtMlnubM35ulklUDMkceQjZPQt8p/Ormr6rFpvjCWJJTHD5dqb64gOJFwz4Lf7JyuT6EUAehVVt9Rs7q6uLaC4jkntiFmjU8oT0zXAeJ/EN3pviTzbbVGCLc2sX2djhNjj5jj+LIOc9q0NZWJNe1GaDVDp0xtopQY8ASkHA3eoPSgDr01Gzl1CWwS4RruJA8kQPzKp6E0+5u7ezjWS4lWJGdUBY9WY4A/EmvPr++ntfFer3KMIr8aArjYm4hwcnA749KTwG0Or/areXxB/a8DRxXDRGNgY5cg7st0OR93tQB6Fa3dvfW63FrMssLZCuhyDg4P6ipsj1qvZWVvp9pHaWsYjhjGFUdq4nVp47T4vaY9zqE8ED6eypFuIjeTfgD0J/woA7+ivLodVvh4F1zWZddvSY7iaFGUbiiiTAKj1xxmqmkeL72Dwfrh06Vr2azugsQZy7RQNty5J+9jJNAHqVvf2l3cXEFvOkktswWZFPKEjIBq1XAjVbTT5PEh0vUhPdrYxzozfOcgPluBzjI/Op/At2st1qEUWvx6nCQkoRFY+UzZ3fM3qRnHagDt6K4zxHI0HinTp/tk5RDGht4ZthXcxyxXoyngH6VztvqE0WpapcR6pdyX0WstDb2ZkwJEJGV2+mMn8KAPVaK830/V7rUfGkclxrS2MkdxLAdLIYtIg+6SOg9c1n6Nq+of8JDpF5LrdxO15qN1ZS2rn5PLTftYDseF596APTbnULS0ubW2nmCTXTlIVP8bAZIH4Clt9Qtrq6uraGTdNasEmXBG0kAj9CK8sF7p9z428P3U2qy3GqjUp4poXJCwqFkVVC9B2575rautauopPHA+2yZszH5CphTGCinIPfkkfhQB6HRXnC3esWaeIYoNZkuHXTo7qAzMGMTlfm+g9BSfC/Wv7Va7b7dIUkjR0s7ifzJYz/G3spJ6UAekUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIRkYNeVa3qU7X2v3Ca5dQ32n3K/2fYecoMj7OhjxllJPA710NlqVxqXjvUbVtUkSKxs7eX7NCVxvO/eGGCew4yO1AHRf2Fp/9jT6R5JNlMHV4yxOQ5JPJ57mpdK0y20bTINOswy28C7I1ZtxA9M15n4f8VSza5LLpmpNfi402a8e3uJAXeZWYIioCdmAuCB7d60bbUYNQ03VdXsvE8818dOkkuLCOVSsLhf4RjKEEEUAb+o6J4a0si7uYWj+03iyboyx3TngMcd60ZfC2hz2V1ZSadE1vdS+dMhz87/3uuc1yen6imjeCfDaw62ZlnuYkluJpEZsNyy5x2z9aSa9s9V8XIJPFVzY6tb3HlxabCRtZOD8yEfNuGPm7UAdNB4M0O0svstpatbp5iy7o5WDb14DZJ60o8H6Ko0zFqVOmu0luyuQwLHLZPfJ5Ncjo2qXl3rOrX6eIrIOIJxJayM4NsycLuQ8BVxksMZ3Vo+BNYhkW7hutcku7nzUjKyzI6bym7MTKBlWGcDqMGgDt7iBLm3kglBMcilWAOODWLJ4O0SfT5LK5tPtEckglZpXJfcOh3dRgVv0UAYU3hLSJYLe3EUscECGNYUlYKVJBIYd+RUsfhrSo7+W8W3PmyI8Zy5wA5BbHpnA/KtiigDFPhPQzZ21p9gUQWxYwqHYbN3XBznmifwrodytqsunRMLRDHAMkeWp6gYNbVFAFWwsLXS7KKzsoRDbxDakYJIUfjVh0WRSrqGU9QRkU6igBgjRZGkCKHbgsByfxps8Xn28kW903qV3ocMue4PrUtFAFSysIbG1+zx7mUklmc5Lk9SfXNTiGJfuxoMjbwB09KkooAgitLaBi0NvFGxGCUQA/pT5YYp02SxpIno6gj9akooAhjtreFSsUEaKTkhUAGaPs1vt2eTHt3bsbBjPr9amooAjjhih3eXGibjltqgZPvQIYhKZRGgkIwWCjJH1qSigBrIrqVdQynggjINJ5UeG+Rfn+9x1+vrT6KAII7O1i3eVbQpuGG2oBke9JHY2kTh47WBHHRljAIqxRQBHHDFFu8uNE3HJ2qBk+ppDbwtN5xhjMoGN5UZx9alooAiighh/1USRg/wB1QKJbeG4UCaGOQDoHUHH51LRQBC9rbyRrG9vEyL91WQED6CpQoUAAAAdAKWigCEW0AmMwhjEp/wCWmwbvzpEs7aKTzI7aFJP7yoAfzqeigCH7LAJPMEMYfn5gozz15rE0rwjZ6TqL3kdzdTMSxSOVlKx564wAfzJroaKAIfs0G5G8mPcmdp2jK/T0pyQxRFmjiRGc5YqoGT7+tSUUARmGMksY0JJBJKjqOlAijWRpBGodhhmxyfqakooAiighgz5USR7jk7FAyfwqnrOjWmu2P2S8D+WHWRSjYIZTkH860aKAMjRvD9po1hJZo8lysrmSRrjaxc4A5wAOgHbtV8WNoIzGLWERk5K+WME/SrFFAEAs7UIEFtCEB3BfLGAfWlmtLa4IM1vFKR0LoGx+dTUUANRFjQIihVHQKMAU1oY3JLxqxI2ncAcj0qSigCN4YpdvmRI+05XcoOD7U020DM7GCMs4wxKDLD0PrU1FAEawxI+9Y0VsbchQDj0+lSUUUAVxZWiyeYLaESZzvEYzn1zSi1twVYQRblJKnYOCe4qeigBpRTnKg54PHWmS28E6hZoY5AOgdQcfnUtFAERghZkYxIWj+4Soyv09Ka1pbO7O1vEWcYYlBlh7+tT0UAV5LG0lbdJawu2MZaME4pz2tvIQXgiYgYG5AcCpqKAI/Ih8wy+UnmEYLbRkj0zSQ28MAIhhjjz12KBn8qlooAKikt4ZXV5IY3ZfullBI+lS0UAQi1txG0YgjEbcsmwYP1FJHZ2sSsI7aFAwwwVAMj3qeigCvHZ2sJJitoYyRglEAyPSnxW8FuCIYY4weSEUDP5VLRQBE8EMkiyPDGzr91mUEj6GqVhoWn6bPcT29uvnXEzTSSMMsWPU5rSooAhNtbmbzjBGZf7+wbvzpq2VqpDLbQqQcgiMcH1qxRQBB9jtjL5xtofNznfsG7P1pTa27b8wRHzPv5QfN9fWpqKAKN5pVnfWk9tLCoSdNjlBtYj0yKp6X4X0vR7+S+tYm+1SRCEyOcnYDnFbVFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBlR+HNIj1KXUfsML3ksgkM0i7mDAYG0np+FWodNsbe6luobSCO4l/wBZKkYDP9T1NW6KAM+DQ9Jtrv7VBplnFcZJ81IFD5PXkDNSW+l2Fo8rW1lbwtN/rTHEql/rjrVyigDOfQtJkijhfS7NooiWjRoFIU+oGOKmTTLCO9N6llbrdEYM4jAcj03dat0UAVBplgJp5hZ2/mzrtmfyxmQejHuPrTLfR9MtECW2n2sKh/MAjhVQGxjdwOuO9XqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDznxf8R9S8P+LovD+m+H31S4lgEyiN8MRznj2xW94U1/XNXiuJNc0FtHSNVaMySA785zn0xgfnXnPj0wah8atMsp9ZbRBb2DOLxGCsxbPy5PHauq0CTQLvQ9bhuPGT67YeWBdNLKo8hcEdV6Zx+lAHoKSJIgdHVlPQqcg0+vn/AOFt3b3vjD7Bc6rfR6ZZmR9FtpiUE6lzli38WPQ+tSW0XiLxDquqakl4ttdwan8sk+omNbeNWxt8ruCPXrQB72WC9SB25pC6hgu4bjyBnk15IzW3iP4ma3pfiHVpEt7O3RrOBZmhXJGWcEEZxSRQ26fFHwpFDrUsthb6ZK8cry8T4JHJzg//AFqAPVLvUbOws57u6uYoreAZlkZuEHvWXrevT2vhltW0OyOruQrRQwt/rFJ6ivFp1h1PSfimXnllSG5WWMLIdgI3DjB575HsK19ettP0D4HzvououLoxWzXDwXLEqxIPAz8ucnigD2e2uhJbRPOFhmaMO8TMMrxz+VT71Cbiw24znPFeFrYQax8Vfsd3Ldy2kegRyeSs7LvwinBwe9VLWXWL74IFbK6kQtqzxSCW42nyt+Nm9jwMcdaAPflljdVZHVlboQcg1wvj74hXHg/VtI0210v7dPqbFYx5m3DZUAfjurC+G/hkxeKr3VQJ7fTY41FjZyXfm7CRhmADEY6/nWX8aIHufH3gqCO6a1keZljnVNxR96bTjvzigDqdJ+JN83jO38M+INAfS7q6j3wP5oZW68foa9AWeF/uyo2Tt4YHn0ritK+HjL4gtdf8QaxNq+p2iFLd2QRpGMnkAdTya858BaM9zoniXxFFc3kl5YXU5sIPMJVHA+9t/iPNAHvoljL7A6l8Z255rhNV8fX6eOW8LaPpMd3cwxCeaSWcINvovqa8sn8qy8HaDrum6tdS+Kbq9VZnMpLqWb5kMeeg9MV1en6Jp8/x/wBSluwz3MFhHcrgkBpOAW4PH0oA6rTvH1zZafq1/wCLrAaRbWl2IYXB3CVSSB+PH612kV7azWy3CTxmFgCH3DHNfNl1Cmq/DfxXfzyskUviBQqOxYW4DYLc+zfpXceI4/Cuh+B9OsdNto7/AE66v1jeX7WwjilK4LswPT26UAena3q39meHb7VLdVuGt4WkVQ2QxA6ZFUvBniI+JfCum6pcCGK5uovMaFGzt5PQda8h8K3J00fESxtLsy6fa22YERyyLnIJXdms3Q7HSINN8A3Ok3cq67c3SLcrDMzHZk53LnAFAHq/g3xzeeJPFfiLSrm0ht4dLk2xsrElhnGT2rtoriGbPlSxyY67WBxXza+p3cE3xNutLhaN2lWI7G5RS+1mGPx/Ouu+GemWVh4rtby012yK3ljj+z7NpJN2OSzlvukHt9aAO9+Iniq68HeEpdWs7VLmZZUjCOSFG49TiuRX4keLtDNre+LPDUNtpE7rGbi2l3FC3QkelaHx0cL8NZkKAmS5iQEn7pyeaswfDptUsNLj13XbvUrO2CSi0dFRGYDjOOTigDulvLcojefGA6hgCwBwehp0lzBEQJJo0J6bmAzXkd5oEHiX45z2l8JEs7DTo3SGOUgSc4GcdMelczrwsdUbxxP4ilmi1ex/d6XA8zLtQKdmwDhsnB/GgD6DaWNCoeRFLfdBYDP0pv2q32F/Pi2A4LbxgH0rwfXYL3VLf4W2mrzXCy3JKzbHKOV+TGSOc4xzU8fg7Tv7f8e6cr3A03TrVJobXzmwJfKLB856g/zoA9zM0Qj80yII/wC+WGPzqC51G1tLCa+lmT7PCpZ3VgQAK+doJp7nwb4At9SnlGhzXMiXjmVlB+Y4DH0roooNNisfHtvoJuLvQbeyCLbFmZGnx8xRjz+VAHpLeLk1TwLceIfDkX2x/JZ4IX+Usw42kdulaujanJd6DY3uoxJZXE8StJE7j5GxyM1454cttLtP2eNWl06bN5JZyNdYc7lfnAxniqGlwW+ra74d0vxVdvFo1toaTxpLKY1aVuD83figD6C8+LyvN81PL/vbhj86RbiF3MaSxs46qGBI/Cvm/wC13kHwl1SJJZW0q51tbew+c7kj3ZLBupHFdrY6DaeH/jBpi6fJNBbjR3uLgNIzmUg4JOe9AHrf2iAS+V50fmdNu4Z/Kpa+e9ClWH4mWE91BBqY1DUDJb6jFdnzEycgNH2AxjBFfQlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwXxC8Yaz4d1LQdN0S1tZ7nVJzEPtBIAIIx09c1X0fxv4ktvF1n4e8U6FDbS32/7NcWsu5G2jJzmsD4sML34ieB9L8yWEvclvNiO11yyjg461F4Zsf7J+MepWGv3Nxe36W/m6NcXEm4iP5sgY43YP6GgD2Nrq3STy2niV/7pcA/lXL3/iW5s/iXp+hNJClhPYSXDl8A71bA5r5/ublJ/D+p6rfXNxL40bVlEMJZlkjA5BCdCOPTvXeeJJtHvPiL4fTxdkRx6MWnL5XEh5529O9AHt3nw+V5vmx+X/f3DH50i3ELoZFmjZF6sGBA/Gvm24uNRf4OvHpk0g0qbW3RpGDExwZ+XnrjOK0v7Pi8PeFfGYtvEFhOk+nKy2dpK7rGSdobc3c88e9AHtHiLxbo/hjSZNS1G5XyEIXEeGYk9OBWrZXkF/ZxXVtIskMihlYHsRXz34h8N6bYfASy1KO0lmvb77O01xI7OYzz83sMZGPcV7L4DfRm8KWi6HJFJaooVniztZwBuPPvQBzniHxnr9540n8LeFvsMFxawiWe4vTwSeiqO/1rpvCN94in06dPFNlBa3kD7fMhbMcq4+8PSuI8XWngTxT4qurDUr19H1+22qt0H8suo5GD0P8AOsLwvrGp6XpHjSzu7uXxBoGmQkQSMxBlY9VD9emaAPco7m3lbbHPE7dcK4JpRPCUZxKhVeGO4YH1r588IR20fxP8LvpE1tBHd2sks8NvI8gUFSdjFj1wPzq34ii1DR/E2reBLRJIrfxJdQzWsqvu8uM/608/7vSgD3c3dsOtxEOM/fHT1oe5gjIDzRqTyAXAzXhk/g201X42poM1xcDTrHTIiYlkYeaFVRgnPvn8KoatpVtq/jPxTBr+qJpCWaotk87uWjjHRo+QD06daAPoiisvw6wfw5p5W7a7XyFAuGXaZBjqQelalABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYmq+EfD2t3f2vU9ItbufaF8yVMnA6Co7fwX4atbK5s4NFtI7a62+fGqYEm05Gfoa36KAMq58N6NeGyNxptvIbHH2bK/6rGPu+nQVT1Pw74Wn1OK81LT7A3szhUeYANIw6Af3jXQ15P8YbaeTV/CMsV/dWudQ8tfIAJUnHzAHqe1AHSeKh4SbxHpGn63pEd1fX5MVs5iBCgdicjArZuvCXh+9gtYLnSbWWK0XbArJxGPQV558RY7+Hxx4It7W+QXrM8Qup4w3JGC20DGfSp4PFet+H7fxvbXeof2k+hwrJayTIqudy5+bHXBoA9At/DGh2kV5Db6VaRRXoxcokYCyjnqPxNYet6T4O8J+GruS50SBdOmkjWeKKLO9t2FyM9ia5H4a+IfGV/q9k2oJeXej6hA073E8aKIpTzhCDnZxgD1NdD8ZnaP4bXjxqGdZoSoPc7xigDS1+98MeFEi1q7sk+1XCLaxCFAZpVIwEUZ5GMVHq3g211fwlDp2l28Wmxeatz9mmh3Rs3UrIoPfvzXnejT6tZfEHT9b+IcEKW97ahdPcnMNq/GEIPRvf8AWvdFYMAykEEZBHegDznwv8OLnR/GKa/LJY2apAYfsemq4jkznltx4x7V3F7ommaje2t5eWME9zanMEki5MZ9vyFedm/8Waz4v8XWFlr62VlpoQxIIFZwxTIwSPu5HPWuXuvFHiyLwV4e8ZTa+7Tz3q25s4kVYWjJYHeO7Hb17ZoA98qjpukafo8UkWnWcVskjmR1jXAZj1JrxX4g+NNRj1/VZ9A1nVJG0qNC8FqqC3gbgMZSeXycjGOKteI9f8T6rf8Aga203WHsLjWbPM7IPk3EZLbfX0oA9Pj0HwvB4i+1R2OnprDZl3AKJT6tj+tSat/ZXh+K/wDEsthunjgzPLDGGkaNecfQV5HfeHr2L436LZzeIb9pxYb2ugwDfKOV5HQ985r2+8tkvbGe1kwUmjKNkZ4IxQBxl/qfgvTPh/NrkunRDRdQ2zSxRwgmVnIxkDvn+VTLrfhiL4bJrMOlqdE8tXjtBAuW+YBRt6E5xXn+izmc6F8O5XWWTTtUkF3GyjJhiPmI3PUNkfrVG3CXF9b+BGuJoXXxNJKttk4S2Qb1HsCelAHt9vpGlSCa6XToUe+hVJ8xgF0xwrD2FR6f4V0HSblbmw0iztp0TYskUQDBfTNcD8R9YddWNjpms6ut7Z2pmNlphRdpHO6Rm/hxjjmss+I/FOqfDHQ/FqXU4uLK63XkcXyrPCGwWYDGcDmgD1230jTrS4uJ7ext4pbkgzukYBkI9fWnWumafYyO9pY21u7/AHmiiVC31wOa8/8AhzrGo+LfEmveIjfzNook+zWVqW+QYwS2PX/GvS6AKWp6VYazafZNRtIrq33BvLkGRkdDVtVVEVVGFUYAHYU6igCuLK1W9a9W3jF0ybGmCjcV9M+lNm02xubhLieyt5Z4/uSPErMv0JGRVqigClc6VYXl3a3VxaQyz2hJgkdcmMnrj0oTSbBLm7uUtIhNeALcPt5lAGAG9eOKu0UAUY9G0yHTl05LC2Fkn3YDECg/A8VLbWNpZQGC1tYIITkmOKMKp/AcVZooAzF8PaOlrd2qaZapb3f/AB8RpGFWTjHIFF94f0jUrCOxvdNtri1jAVI5IwQoHTHpWnRQBS/srT/scVmbG2NtFjy4jEpRcdMA8VKbK1a7S6NvEbhEKLLtG4Keoz6e1WKKAMmx8NaJpuoTX9lpdrBdzZ8yaOMBjn3rWoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKV1pWn3t5bXd1aQzXFqS0Ejrkxk9x6UT6Vp9zqNvqE9pC95bZEMzKN6ZGDg1wXi29vNE+INprdvct9jtrPOoW28/NAXAMgGcfJnPrVO81ifUviTpOpiSR9FNncGwh3FRPKiht+BwQQcDPpQB6O2i6ZJqSai2n2xvUBC3BiG/n369qmnsLS5ZmntIJSy7GMkYYlfQ57e1cRoPjnUL+HxGt1DbPLpduLiCWFHSOVShYcNz1BGaj0nxrrsllM+pWunmd9L/tG3EBZFAyRtcsfxyKAO9WztVtTarbwrb42+UEATHpjpVOy8O6Np1o9pZ6VZw28gw8aQrhx78c/jXJ6R48vZdK1SS9s4rm7sbdLnNkGWN0cZGN/PHOT37VBbfEO+j0PVNUubO3vLe2SIW01kWCXEkhwF+bpglc/WgDvjZWptPshtoTbbdvk7Bsx6bemKdb2tvaQiG2gjhiXokaBVH4CuM0rxZ4ibw3cX2q6AIbyG6WFYi/lB42IAfktjk9K67TnvX0+F9RjhjuyuZEhYsoPsT1oAqat4Z0TXSh1XS7W7ZPutLGCR+PWrVlpdjptkLKys4ILYDAijQBfyq5RQBQTSLC3ANrZWsEiBvLeOBQUJHJGBXK6H4CvbTxHBrmu+IZtYubWJorUPCsaxhup46mu5ooAqDTbJdTbUVtYhesgjacKN5Uds+lNvNI07UXjkvbC2uHjIKNLErFT7EirtFACABVAUAAdAKWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnvFfg7SvGFtbQaoJtttJ5kZikKEN65FdDRQByw8AaL5uiykXDyaOxa2Z5mY5PdietTjwVo39s6rqjwvJNqsPkXSu5KMvHGO3SuiooA4zQfhvpXh3VYbyxur/AMq33GC1knLRxFgQ2B756ewrd8R+HrDxTos2k6krtbSkFgjFTwcjkVrUUAYWt+EdI8QeH00TUYDLaIFCfMQy7ehB65rS02xTTNOgsopJZI4ECK0rFmwOmSetW6KAOftPCGm2XiLVdai837TqcYjnBf5cD0HbpWc3w18PP4ZtfD5in+w2tx9pjAlO7fz1PfrXY0UAcLq/wm8L6zql5qFxDcpNeACcRTsiuR3IFayeB9FW90W68qQy6NF5VpmQ4UYxz6mukooA5PxJ8PNC8U6rBqeoLcLdQpsV4ZmTK5zg4rqIo1hhSJPuIoVeewqSigDl7TwHodl4xuPFUUMp1OcEM7SEqMgA4HToKsjwdow8YN4p+zt/ajReUX3HGMYzj1wMVv0UAclr/wAOfDfiPVv7Tv7WT7WU8t3ilZPMXGMNjrVDU9GvfC3hKLQPCehpfWsiSRus0+Cm4dcnrXeUUAcv8P8Aw0PCfgyw0tlxOqb5/wDro3J/w/CuooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDHu/Dlhfas+oXIeR5LVrR4y3yNGxyRj6gUyfwpo9wbLzLX/jyga3twHICRsu0gfhXlEkl0t/4weA3ET2+rQhL4OStoh27jjPIwTkV2HirxxqPh9NeMMdvN/Z9taTQlsjcZXKtn8sj60AdBpngvR9KF15KTubu3FtOZZmfegBAByfQ4pIPC/hy6037Pb20Utr9lNjhHJHlBslM59azrHxVqNx46n0WaGOG3VA8LOhHnLsUkq3QkMSCPSsf/hLr+20jRP7J0+ztTqOqyWjqclYxuPzcdScUAb//AAg1nY6dqUOjyPBcXsCwM87tKAqjAGCfQ4qh4e8AR6cl9ZXVvarpM8Cw/Y4izBmHO8ljwfQCqtv491O70GE2ttDNq0+oy2KKuQg8vJJOfYVJd+K/EenWOkDUYLSzurrzFmfa0kUbhgEBYfdBB60Ab1p4H0Sz0k6akUzwNKkzeZMzMzrjaSc54wPyqxd6A1z4p0/WUu5YhawvE8SscSg9AR04596ztN8Rajd+MbrSZoUgjgZsK6H94gC4dG6Hk8jtXW0AJketLXm9jpNlf3fjAXYki8i6zE8cpDRgJnKnPHPNU9F8Z+JL3w/pttYWa3WpG3ed2uDjdEGKoSem4nGaAPVKK4fWfF2o6Dq2lpf28a2V1ZMzNGpc/aQBiMY9SePXFR3mu+LU1eDTra0sZGgto572Xfgbmb7qg9tobn1FAHdblLFcjI6inV5vdanNo3jDxdrQHnrb2doiQbyAWYDHsBlutWNR8Xa5pNnq63EVpJeW9nFdW5QEJ87BSrH2JoA9Aorgz4n1/TY9Wj1OKykntdM+3RvAGC7u6nNYdv448XTafcXezSwItIXVFXDfMCT8vtwDQB6xRXBXvizXru6FtoVjDLLbxW8lz5zbV/eDccH2Wotd8WeIdM1fUTAlg+nWE1ukqsG80iULkjHHG6gD0KiuTt9R1Ob4iXViLpBYR2UUwhK85JIODXWUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNZdykZIyMcU6igDh7X4feGra/uLz7Xdzb5hNcxy3e6N37bx3+hq/rPgLw94i1RdS1C2kmcxLEUWVljdQcrlR1xnivM7S8fT/F3ip76zD+Gxqa/b5Il3Mp2fLuHZM8kj0r2uxu7O9s457CaGa2IGxoWBXHtigDNPhbTjrh1Ytc+cYzGIzKfLXKhchexwByKrReBPD0NrBbJYnyre4+1RKZXOyT+8Oa5Pxbreu2+v6rHbeIotPtrAWrohgRgfMbawYk8gde1VYde1C2t9YsL7xll4NShhW9WKMMEZclVHKrzxluKAOybwDobaLcaVsuFgnuWui6SlZFkY5JVhyKkufA+j3Wn2Ni32pbe0yFRJ2/eA9Q+fvZI71ytp4w1J/hr9vg1KGTUIbwW8ksiq5AMm0bgpAzir2tz6lZ+JvDFhe+JTbRSCZ5pkRI1uGBXamGyB1x60AdTb+G9Os9ZfVYhMJ2DZVpWZATjJAPQ8DpVqPVtOuZ2tob6B5uRtWQE5rM8ci5bwTqy2YlM5gIURZ3nkZxjnpmq9rceF7zTrC3s57KUwfvbaCGRd5dBzgdc8nP1oAZD8O/D8c8s0kVzPLLL5sjS3Lne3qQCAava14R0jXYLeG5ikiW3IKfZpDEcf3SV6r7VyPh3xJqWqX1nqh1CSQ3s8kMmkYT/AEVQSN5/i+XHOfWqJ8ReIn8CeKNefWo2mszNb26QQqFQqww+cnJxxQB6iLG1+zwQGBGjt9piVhnYV6EZ7is7U/C2k6vqVtqF5bFrm3wFdZGXcAchWAPzDPY1wdn4h8S6VYTy/wBoprqPpYvGkCKGtZSBhSF7EEnnn5TVpNd1TSYtfgg1o6ulrpf2yO9lVCsMuG/dnbgHIAIHXmgDtJvDOlT3l7dSW2XvYFguBk7XRenHYj1rG1LwLC3hjUtL0yd1uL5AjT3cjSEKDwPwHSsXxFrmqWXhzSGn8Rx2txfrI4njhRNx2gqoLEqAM8knmmatrV/eaD4O1D+3/sMV1cxx3kkBTa5I/vHIHI/WgDodE8I6DZ6de6Usj3cssaxXpluGkfGPu5PIHXipm8AeHTbzQrZuiy2n2NisrZ8rOQo5qpqmu3GnS+IfsTWlxd21tHKiIoDgHIy+Dk469q56XXNW0/T/ABDHD4lW/jt9NW9hvzGmI5ST8ny8YOOAeaAOyvPBmi315ZXU8EnmWqKi7JWUOF+6HA+9j3pJvBWh3Ml7JPbPK966POWlb5ipyvfgDtWD4G1bVzr17pGq6supk2kF7FLsVCgcHKYXsMDr616BQBjy+GdLl1y31loXF7BGI0dZGAKjoCM4P41sUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUxw5A2MAc9xnin0AFFFFABRRRQAUUUUAFFQyQb7iKbzZF8vPyK2FbPqO9TUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAZqaBpCJeIum2oW9z9pHljE2f73r+NTadpdhpFt9m02zgtINxby4UCrn1wKuUUAZ8mh6VLdS3UmnWrzzFTJI0SlnKjAye+BT5dI06eGSKSwtnjkwXUxKQ2OmeOau0UAZK+GdDj09rBNJs1tGk8xoRCoQt6kY61autMsb025urSCY2zh4TIgby2HQrnoauUUAFULfRdLtLyS8t9PtYrmU5eVIlDMfc1fooAzY9B0mLUJdQj021S8mUrJOsQDuD1BPU1T1DwjpF74evtFitks7a9QrL9mRUJz36YzW9RQBlaL4e0vQLBbTTrKCCPaquUjCmQgYy2Opp8eg6TFYTWEem2qWc5JlgWIBHJ65HQ1pUUAZk/h/R7q3tbe40y0lhtMfZ43iUrFj+6O3SnSaFpUlglg+nWrWiMHSAxDYrA5BA6A5rRooAqw6fZ28080NrCks/+tdUAL/U96hTRNLitJ7SPTrVbe4z50QiULJnrkd60KKAM610TSrG7F1a6fbQ3AiEIkjjAbYMYXI7DA4rRoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn5/FllAdTUxSl9OYJKuMb3IDKq+pIIOK1tPunvbGG5kt5LdpF3eVJ95frXmGoeG9cfxrretWEN0J4riO4tYZh/o1yFjVWHs/BwfpXomh6rcara+ZdaXd6fMuN0dwo6+xHBoAuz3trbMFuLmGInoJJAufzpUvLaTzNlxE3l/f2uDt+vpXG+K9FGoeKrSaTQvt8AsplaUrkRvj5cZOM1haD4f1CxDO2hSJ9p0R4p4x8oecNkK3PUjjNAHqENzBcR+ZBNHKn95GDD8xUN7qljp0BnvLuGGMOqFncABmOAK878G2WoW/9u28+gXljay6fF5dttCoZArBwmD1PHPXipdZ8Lif4dwLa6JM9889tPcW0uXkYowDZ3H0BoA9ISRJY1kjdXRhkMpyD+NZ1hqwmsPtN/Cunt5jJsmlXseDn39Kn03Ymk2/l2bWiCIYtyoBjGPu4FeRv4Yv5PDAivNH1W4ubbVZ7m2jKqyuG5UyKTyvagD2dWDKGBBBGQR3rB1Xxfpmm6RdalHJ9sitZlhmFuQxRiQOfpmtLSDI2jWXnWxtpPJQPCf4CBgivN5dAvrfwb4s0+20CYXV1qDPH5YA8+NpMgjnsM/nQB6jHcQzQ+bHKjRjOWVgQMdeaIZ4bhN8EqSp03IwYfmK8svtF1uTS/Eel6Jpd3YWcjwywrv2mUcecqE5wSQa63wHo9to2iSx2un31isszSNDeMC249SMcAUAdGbyAySRRzRyToCTErjd+Xaq9vqkRsYbi9Mdk8mf3csq8EHpnoa4bSdLutI8ZXlxbaPcvb3LTPNczxfvFOMjYwPzKT0B5FNt9Jll8IaLa6r4euLqaK/YyRvGGKIZCxY+xBoA9Clv7SCya8luYltVXcZi42AeuelZ9/4js7KGymjP2qK6uVtleBgwVm6EmvO9TtLq1+H93YXGnTxCPWQbWB0BSWMzblUDI+XHGKr6VYx3PheCPRNOvZXtvESzXMJjVfLIOXwAcBRnjk0AevG8thcC3NxEJz0jLjd+XWi7uDa2c1wI2l8pC+xerYGcCvM4vCMqfEdtTurXV55hdmaK6DJ5AUjgE/e4HGK9PmUvBIi9WUgflQBQ03XLLVYIzbyoLh4FnNuzDeit03DtTLLWANGS+1ZrazbcVfEwZAd2BhvyrkvDmmTRahbu/h6ayvLWOVbi82gLcKQwCjBJPJU8+lc3Zaff6T4C0q0v7Mw36arL5dvdBSswcOejHB4bgeooA9dOoWSwLO13AIWOFkMg2k+xzinPe2qQpM11CsT/AHXMgCt9D3rxK7WF/CPh200uyeZ7aa4gkt7qFcNj78gXOGIPTnua030m28TaNot4ml6jeaNDatarZwEI6yhiDIR0xjuDQB6wdRslvVszdwi5ZN4iLjcV9cU3T9VsNVSV7C7iuFikMbmNs7WHUGuGOgNbeOtOvLXRrlh5ccc084V0RQuMh87gwHUYwa0vAuly6LeeILWTTGtY5L9p4plQKkqMBjH0wfzoA66e4gtk8y4mjiTON0jBRn6mmi8tjtxcQncm8Yccr6/T3rmPGNnJNeafcSaG2s2KCRJrZCNys2NrhTwcYI9s1heItFuLZdKudK8P3JgXS7mxNvAVMkPmKuwHJ6DnvQB6BJqdjCYBJdwKbg4hy4+c+3rUcWr2M2p3WnR3CG7tUV5Y88qrdDXmI0LVrXwr4YjGiXc2pWlukTxMqPEMNnD5OVPfIrevNCv5/EfiKS2sWtptQ0+JEvgRtDAcr65oA7aC/s7qBp4LqGSJc7nRwQMep7U06nYKoY3tvtLhAfNX7x6Dr1rz4aJdCy1hrDRJrSzk0loBZBQhluCfvAd+B19652XwbfR/a3t/DsrtLoUQSOQYRbtcAkYP3/egD2W4v7S0mhhuLmKKSclYkdgC59B6077Za/aPs4uYfP8A+ee8bvy615le+HLvWdYsrnWtI1GeOSG3eBIZQotJUHzbyeRzjp1rqNJ0yIeMtVup9E8uUFDBfMo+cbQCAeucigDqmYKpY9AMmud8M+JLjxAbu4bTzb6cjkW1yZAfNCkq2R25B/CugmGYJBt3ZU/L68dK87j8O67J8JTpNjG1hqDSuwiZtpEZmLFcjplePxoA7y31OwubVrqC8gkt1JVpVkG0EcYJqeGeG5j8yCWOVDxuRgw/MV51daT9q8L68tt4ZvLSO7jjjFiqqrvICcuBnGMFRn2ruNCs7Wx0a2itLD7BEUDfZ9oBQnqDjvQBakvrSKURyXUKSZxsaQA5+lNbUbNLaS5N3D5Eed8gcFV+przHxR4du7/U/FFwnh+e4llNv9jmAGSVwGKnPHQ/nUw0i5s7fWLZPC872xvYrmGJPuyDA3cZ5I5yDxQB6QdQshbJcm7gED/dkMgCn6Gkg1KxubRbuG7ge3Y7VlVxtJzjGfrXmuh6Fdr8PJbDU9AuJpE1QyxW0qgt5bSA5AzgAAmr8Gh20Gh+KtO1K2XTdLN2ZLKSXCRp8q7WX0w6k/jQB6Es0TStEsqGRQCyBhkA9MimT3dtagG4uIoQ3TzHC5/Ouf8ABlpcnT31XUo7Y6leY8yWA5V0UbUIPoQM/jVHx3pbanf+Hy2jvqNvBeF5wqhgibccg+9AHVRalYzTiCK8t5Jiu8IkgJx64Hao7PWNN1GaaKzvreeSE4kWNwSp96818MaXPpGo2p/4RK7imF5cBrgIoCwsCFBOfu89KtaDpd9D49Fz/wAI5PZ2psZbWR1RFizvDAgg5bPPJ56UAejQ31pcSGOG6glcDJVJAxH4ClW8tWdEW5iLSfcAcZb6eteV+B/CWoaDdeHriXSHim829S8kXqFZgYy/qMDitS30+a08Q6Tbjw1dldPupdt6EXYEcnGDnOOaAOi0fxemt6tewWlmxsLSR4ZL0yDaHXqCvUD3rbstSstRgM9ldQ3EQOC8bggGuF8I6JqFho3imCbRxHPdXsskaSNtWdW6cjnGOKzvD+la3Fq3iEroc+n2d7aRiCMbVVXQYIwD1PagD0mXVbCK0lumvYPs8X+skEgIX6mpvtlqU3i5h2bd+7eMbfX6e9cMdGsr7wtrS23hW5sWmVc2cigecV5BABxnNS6pbvFHpt3beG7mS1eyltZrCONNyBipVWBPAGD09aAOzkvbWHy/MuYU8z7m6QDd9PWmtqFmt6LI3MIuiu4QlxuI9cVwL6NNe6l4PuL3w/NJDBayQTxuAfIb5drNz7Gq1j4RuB8RLu91HS7u4b7d9qs71ZwIoo9uAp75HTb0oA9IOoWSlw15bgx/fBkHy/XnipYZ4riMSQypJGejIwIP4ivLYPBdtJoniZ7vRL2O4vdQZh5IBlkiDArjJwRkE4rqvCsl7p9jbafPorwI8sgWSGMIqoAMM65+UtzwPSgDrKKKztcu7qy0e5msrWW6uQpEccX3tx4B/DrQA3T9dsdS1HULG2k3T2EgjmX0JGauR3VvLM0MdxE8qfeRXBZfqO1eaW/hvW/C3iTR9ZtVl1FZ4jb6jHFFsbnnzG5+YgnFamgaTLpXja+ntdKufIvZXee4uUAKHGQUYdVPTB5oA7W8vrXT4RNeXEUEZYKGkYKMnoOazl8R2n/CRPosv7qYQLPG7uNsqsSBt98g1m/EPS5NW8MrFFp5v3ju4JvIUAllWRS2M/7Oa5jxXoc+o67e3kfh25l8vRFhsJFAzFPuJAXngjK8+xoA9Mnu7e1MYnnjiMrbUDsBuPoPWodW1BNJ0q5v5I3kS3jMjInUgeleY6j4d1HUNahu9W0jVb2Kazt1t0hnVfs0qgbt2funPORXouqrJF4auUS1luZBblBAhDMxxjHPWgC1aajbXkMUkcqBpIll8ssNyqwyMjtRBqun3UMs0F7byRRNtkdZAQp9Ce1cDoGg6pbaTqFndWDNqV5aHZqJUIxG3Ajcg8EdOOMUuheE9GsPC2sxXWm3GjwXkCxXD3c6tyAV3DHAA4wT1oA9EWeKSQxpKjOACVDAkA9DiknuYLVN9xNHEnTdIwUfrXI/D/TJhaTa5ehPtd6qRDZ90RRDYhH+8Bu/GqXxYt4Z9J0YzQtOqapCfs6gEyg5BGO9AHV3XiCyg0yPUoZFubNpAhlicFVycZ/OrQ1SwOo/2cLyE3mzf5G8b9vriuKksLm28J339maFNAs10jw6eUGUAI3HbnABxmsXXdH1ibxUmpWfh+4hlj1CGb7RbhSZouNwZicjvwOOKAPU/t1oPM/0qD91/rP3g+T6+lKbq3E6wm4iErjKoXG5h6gVwOq6JHN46ezsBpzWuqIrapAR+8AjO7dj0bIU/UGnx+HQfHoutS0q+nkjuPMs72N18mGPZgKe4xzx70Ad2t3bNN5K3ERlGfkDjdx14pL24e1spp44HneNSyxIeXPoM1yXg/RfI1rXr+70lred7+RreeUDLRtj7p9OK2fGEF1c+EdTgsY5JLqSArEsX3ifagDQXUIEgie6ljtpHQOY5JFBX1/KrSOrqHVgykZDA5BFeX67o13qz6BJP4fuJhFpk0U29ATG5TCgjPXcM12/hFJ4vCOlQXVtLb3ENskUkUo+YMqgH+VAC6l4n02w0y/vUmS6+wgmaKBwXXB549s1pW95b3SZhmjcgAsFcErn19K4iXQ4tLPiqKz8PzGW+R5Y7iJFbzS6qCg992Tg1T/se5trrWotH0O8sZb7TUDXAICNKo5A5OGIOPrQB6LBcwXILQTRyhTglHDYPpxTJ7+0tZUinuoYpJDhFdwCx9hXG/DrQotGjujFpmp2PmKgl+2up81x1YAfzqS+0trjxZcR6j4e/tGCdo3tr0YxAF52sc5GDzx1oA7A3UHmtCs0TTD/AJZ7xu/KqVvrCR6dbXGrNBYzTtsEbTKRu54DdD0rn9D0AweOvEmpXOmYErxNa3J53Dy8MF9OazNa0k3/AIY0ZYfDl26WOprI1pOqmTy/m3HrjGSKAO6S8lbUprZ4VWFI1dJfNBLZ6/L1GPWlOqaesEs5vrfyov8AWOJVIX6+lcPrWgapd+LtYnsIriFbrSo4Y52OEDq+Sox0+Xj61FJpMB8O3T2ngqSOVpYhNbyABptvVwoODj360AdpqGuW9jaWt4oE9tcSpGJUcbRuOAc+mTWrXldhba5ZeBGtjol7czRaqssNvNGoIh3hsYBxgAGvUIXMsEcjI0bMoYo3VcjofegCSiiigAooooAKKKKACiiigAooooAKKKKACiiigDmF8XJH42k8OXdsLcmJZILgyZWUnOE6cNgE49qavjGF/Fl3o4twttZ2xnnvnk2oMHDKOOSMjPPes3xB4b1TXNU1IpbQW7RrFPpl+ZcslwmeSuOnzGm6jo+vrexQ2mnWU8R0ySCW4lI2tM2Gz5eOQWXucfN7UAdTZeINK1DTX1C3vo2tYzh5G+XYfcHkdvzpG8SaKtt9pOqWgh3Fd5lGMjqM1yGm6Vr0v/CSNqegwBb9o5oolvM5ZURcZAG0/LkHtxVS90LxRNpoZbHzNQieYWlwbpVeJSRtEgA2yZxzmgD0xXDxh4yGDDKkHg+lcz4c8ZRa5f6xYz2xs59Mk2vufKuv94HA4rdsRdJpduLkKbpYV8wLgAvjnH41wi+D9W1e5t7+dF0m7iuJEm2SiUXFs5yyHgAdqAN7w/4zttctr6/aOO102C4a3juJJhmUr3xjgenNa517SRYx3x1K1FrJkJMZVCsRnOD7YP5V5Xe+CPFF1b30R0y1a3XWDfw2puAEnjI27WIGQRwRXU2Xh+8tNH0SBPDdjGsV6009qk+UhUhhuBYHcfmz2oA6e48S6NapaSTajAqXZUQNuyH3dCCOx9aYviOwTV7jTbq4t7eeN0WNWlGZNwyMCsq/g16y8QuNN0qyvNMuljLtLJsMDLgcLjkYGe3NUNa07X3v9Zks9HguftBh8h5LkKPl6nG3I/OgDrn1nTI74WL39ut1kDyjIN2euMetRy+INHgvmspdStkuQyoYmkAYM33Rj1PauB1TQvFFx4rivotHge2jv4rsKt2EU4XDbht5bPf0HSn+JPD/AIn1Ztea1023ieW5tJrRzcDL+U+TnjjjkUAdX4n8Yaf4atz5jpNdZXFuGwxDMBnocde/WrsupPDqyRyzWcdobUzMHkxLkHk46bQO9cd4p0rxRcxataafpNrcRaiIZRK91taJ12ZUjHI+Tt61e1PRtYvvEFrcvpltLbjSZLaZXn+UyNzt6ZI96AN6XxFazaW97plzaXIR1DGScIqgnuex9PWp7zxHo2n3RtrzVLSCcKGMckoUhT0OD2rhbrw74jn8H6xpsNhGrSmL7HBJOCIgMZUNjlRjjPNXvEOneIdTju4o9Et3NxpTW3mtcAYlbBxjHQEetAHVaxqmi2cKJq1zapFKNyrOQQQO/PYcc1es1tRbq9msSwyDepiUBWz34ryHxbDrL3GhQS2SwTppjwXkeZGS4BKjyVZVPJ257HnrXqugvJJoGnvNbG1ka3QtAScxnaPl5546UANutf0myvksrnULeK4YgBHcA5PQexPaqGl+LrC/1W90yeWC2vbe5aBYWmBaXH8QHXvVGDT9YtPEl7btpdleaTeXAuBcuwDxN3BXHzYPQ5rnp/C+vPeahcrpFoZJtcivY5POAcxL1yce3SgDu7bxJpF5qp0y3vopbsA5RckcdRnpkenWopda8P398ulyXVpcXBdkEJAfDqOQewOPxrl9M0rxVa+J0knsLNrJL+WUTJPtAidSBiMLjPPJPU08aZ4istVvGttIt5IZNYW8WQ3O3dGUCscYOCMfrQBvT3fhMTRaNO2ml438pLZlX5GI+7jsSPzq42t6LYajBo32u2hunGIrcEDtnGBwOO1cXq+heIpNZ1K7tdKgmWXVLa5j33AGY40Ck9OCSKlg8HTW3jyXU30Szu0uLkXIv5ZT5luSOVCdDjoDQB12h61/bDagpg8lrO7e2b5twYrjn9a1iQBk9q4VLjxHoFrql2NGimludVDRxxtuzCxALHaOo6813LZ2nAyccUAZSeJ9Ck3bNWtG25ziUdjg/kaW78S6LYi1NxqVugu8eR84O8HuMdvfpXJWGja8+uaNPc6TBBDapdpIwuAxHmkFSBj2x+NY0/hbxVF4f02yj0mzuPL02SzmQ3ARg2/Ktu25K4AOBjkmgD0nUdf0nSWVb+/gt2Zd6q74JXuQPSpzqdirW6m7hDXKloBvH7wYzlfXiuP1LTtevLjTp20WCXbpksFxH9pACyMMbQdvI96hnj1OPwTpmm3kbWmvKRHbGGPzlyOOoGANvBzigDubG/tdTtVurOdJoGJAdDkEg4P6ioLrW9MsZ3hur+3hlRQ7I8gBCnoT7cVJpdhDpmmW9nBGI44kA2j17/rmuR8R6LrV74g1ae0sYpLe40V7KJ2mCkyFiemOBz1oA6aDxDpFzHdSQ6hA6WgzOQ/3Bjqfaiz8Q6VfaXJqVvfRNZx58yVjtCY67s9PxrlLTStdW1nh/sazjkk0uKIvLIsitNHn5WXHIOeD2wKj07RPEA0rxRFdabDHJqK7oFFyHyxQLtPA44oA7OHW9LuLeaeG/t5IoQGkdZAQoPQmhdY0+R5o4bqKWaKLzmjRwW2YyDj0Ncf4d8MavaeJL2/uoIYIJ9HgtFRJMgSqMHgDp70zRNL8T/8ACSG41DSrWC2Gl/YS6XO4sVPBAxxnHegDY0PxXJfaVLrl+bSDR3iSWCRXJdc9Ucf3unT1xWza67pd5pn9owXsTWmcGXOAD6HPQ+1c7p2katH8O7XS5LC3jv7RUVInlDhthBBDY+ViBwccHms/R9J8SWvh3UFk0uGO/XUHvrWJrnespZidrNgYwG60AdbN4l0eC3huG1CAxTS+Urq4I3enFTy61pkKTPLfW6LCVEhZwAhb7ufTNYMltrD6Ml2NEsotR+2LcPawzAB8cEs+OT+FZfjLS/Emore2+m6VbzR31tGrO9zsMTqckYx8w/KgDs5tZ0y3vVspr+3S6bbiFpAHO44HHXmqh17QL7UbjSHvLWa5gUvLA+CAB1PPBx39Kz7PTb9vGsmo3GmwxwvpyQm4WXcxkBzjbjoOeaxfDfhXUtG165abRtNmijMjR6kZD9onLbjgjoPvYNAHWDxJoMNg1wmp2Ytotqlo5AVXI+Uceo6CtG0vLe/tY7m0mSaCQZSRDkEfWuFsfDmo2fgCx019IgkvY5w0qCYKUwxIdWA5YZGM11PhiDUrbw7Zw6sym+RMSlccnPtxQBbvNWsNPmhivLyGCSY4jWRwC59vWmQ6xYXcKSWl3BP5qsYtkgIfb1x9KqeKNDk17ShbwXBtrqKVJ4JQAdrqcjOe1ZfhnwbN4fvtQmk1Oa7hlLG3ikx+63cvj6tQBoeGfFdh4l0+OWGWFLrZvltRKGeIZI5/KtCDWdMurw2cF/byXIUt5SSAtgdTiuF0jwnq1vb6JbTWUMHk295BdTRuCwEh+RhxzVrw94c1e31TQPtlpbwQaRZyQNLGwPnMxUDA7DC557mgDrNS8QaTpEqQ6hqEFvLIu5I3cBmHqB1NE/iHR7WO2efU7SNLo4gLygCT/d9a5nxDHep49tZ7HTvt0p014yrNsWPLHDbiCM+1UtH8Gahoup+HI/Jju7SzW4e4leQZR5OgUY5APegDtotQY397HMbZLe3VSJBMC3fduH8OOKrzeKtAt2cTaxZIUxuzMoxnpnmsC90XU5da8TXUNghivdOW3gzIB5ki7uvpncOfaufvfCOvXGnCAaZAH/4R9dP4mGPODA88dOM5oA9AuPE2i2upRadPqVul3JjbGz889AfQntnrUp1/SF1T+yzqVt9v/wCfbzBv/wC+eteW+IPCHi7UNaN1baZaCKS4tLridVZTGuGV/l+f2Pau40nTNQTx7q2qXNhFFaz28UcUokDMWXrxjigBbnxTe2OirfzWEE5F79mdLa5D7VLbQ2cdeRle1bzarp8clzG15Cr2oDTqXGYwehb0zXCjwrq0PhXUrK3s445rjWDdxRJNwI96nOfXg8Vo6rpo1nxbEum3fk7Cq6xGEIMkYG6NdxHrxwehNAHaggjIrLtvEmjXeoT2FvqMElzACZEVugHXnpx39K1a81g8M+IP7R1C0t7K30zTZ7edD5UwkWSRmyGCkZXIyDzQB1934jtF0m6vtNkhvzbYLxxSjOCfbNPt9dWfxD/ZIhYN9jF35meMFgNuPxrmtF0C9sPDOopH4ftbLUJYljEcd0XExUYB3EfKPatK003UoPGlvqL2q/ZX0xbaVhKMxyAg4x3HGM0AdFfXtvp1jPe3Ugjt4ELyOewHWsebxbYpFpV4rL/ZuoBiLp2KLHhS3zZHHQ9SK2ruIz2c0QAJdCuD0ORXLpa6vJa+HIJ9GhKW5JugZwwj2oyDAx82c57YoA3p9d0m1soL2fUrWK1nGYpXlAV+M8HvxTZNf0iJYXfUbYLMgeM+YPmU9CPauGg8La0NF8NW0+mQPJp+pPNMrTghYjuAxxg8MOPatzUtL1Wz1jUbjTrOO8hv7VYVVpAgt2UY4Hp3470AdFNrGnW7zpNfQI0EYllVnAKIejH0HvVDWfEHh60ijttWvLUQ3aZCS/MjIe57Bfc8VyPiHw14jgMg0m3h1E3WkiwleebyyjAj5unNY3ie31BTZW0kKWzJpIttSBZl89RtxHG21gT97sDzQB6JJ4isNKvhZ3T2tnY/Z0kt52mVUcE42gdscfnV7Wr2207RbnU54RPFaxGcLgHOBnjP865PXNAvtUYmDSoWt/7De2i85wXSViMLyOMAcn2rWn0jUrn4anSZtr6m+niFstwZNuDz9aAJdL168/s+TUNcis7OyKLJDPHPuDqwzgggEGr9t4h0m60z+0o7+H7Ju2mRztwfQg8g+1Y91puqXXh7R5TbBL7T2jlazEwKSFRjBbH49Kyv+EZ1PzG1X7IftDaut6bLzgRsC7evTOOce1AHWvfaNbL/AGm09mnnYj+0ZUF/Rd3f6VF4a15PEWltfJEI1WeWHAfcDscrkH0OM1ytjoniDTIJdQj061nupNWlu/sfm7AsbIUGGwRu7n8a3PBFlqNhpd1DqVitpI95NOqrMJAQ7FuuB0zigDVvdd0zTryC0u72KKeYgIjHk56Z9PxpbzXdK0+5FteahbwTFdwSSQA46Zx6Vy/jrTtfv1lttJ0y2uYZ1hZpGlEbqySbuTg5BAAHpVfxHoOt6zfzzR2MaLJo7WwzMDiUtu29OnbNAHW6zrlpo2nS3M00W5Yy6RtIF34GeKn0m/Gq6PZagsZjF1AkwQnJXcoOP1rjNQ03xLGqzWumxXX2nTBZyQPchDbuO4O07gf6Cuo8LWl5Y+FNLs7+NI7q3tkikVG3AFRjg/QUAVdY8V2umX9rYwtDPdTTJE0Rl2lQxxnOCCR6davv4g0ePVf7LfU7Rb//AJ9jKPM6Z+716Vxk+jeJNJe/tbDTIdSiudTGoJczXQQr8ykqV29tpGc1saToV3D4/wBb1e6tI/s91FAIJC4YhlGG47daAN+LWtMnMAiv7d/tDMkO2QHeV6gepFMi17SZr4WMWo2z3RJURLICxI6jHtXG/wBjeIF8TaeiaPbpptnqUtws6XABMbj+5jg/jWD4RmuI/HP2OeBZrVLueS0iWX57bdnLlSu7B56nHPFAHsVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGTda7Ba3awC3uZ1EgjklhTcsTHoG79xWRa+LDD4h1TT9RyIYryK2t5UT5QXQMA57ZJwDVhtD1W21qebTNRht9PuZFmnhaLc+/I3EN2yABUT+GLsXeq3UdzAXvb2C5VXQlVEYXg+520Aaia/avqz6d5c6yJJ5XmMmEZ9u7AOeePaq7eILaC71gySzvHp0aySxiEDYMZO0/xcc1UudB1O519b0yWqwxXSzxHLb9vl7WX0HU/pUt9oF9dza7i6hWDUrYRRqUOYzt2kk9+O1ACweMrCWxu7yS3u7eK2hWfMseN6N90rgnrV3Qta/tu1klNlc2jxttaOdQO2QQRwRismLw5q0Nm9ul5aA/YUtUcxFsFe5B4Iq14U8PXHh63u4JLpZIZZfMiiTO2EY5AzzgnmgB+reLdP0e9ntZ4buSSC2+1SmGLcEjzgnOf5U3WPGWlaNawXE7vIkyLKBGBkRkgBsEjjmoNZ8NXmp6pqFzHdxJFdaY9gqMpJUsclqz7jwdrCXNncafqlrEyWSWlwk1v5itt6Oueh5NAGlqHjnRtN1S30+WSR5JpEiLRqCqM4yoPOf0qHUPFUw1uytNPtZprZrwW1xdBQY1bup7gioP+ER1S38SzX9jqdrFZ3LxyXEUlsHcsoAJVj93OKR/COq2YaDSNRt4bVtQ+3YmiLtknLL9M0AdpXM2njSznsr+7ntbm3htLprXLqD5rhgoC4PUk4xXSjOBnr3rjl8GXB0zUbKS+QibUv7RtWVP9W4cOFb1GQKAOh0rVk1OOQGCS2uIW2y28uN6ZGRnB7jBrPbWJ7LXtTS+niGm21qs4Ow7kyTnJHUYFWtK0l7O+vtQuWja8vCnmGPIUBF2qBn/ADzVK/8ADdxf6tqVw12scF5ZC1AVcuhBJ3c8d+lACQeOdGuLa4niadvIaNWjEfzHf90gZ6H/APXUh8YaWPD11rbeeLW1kaOUeX84ZTggDPPJrPTwxrUukT2d3qNoWZY0Xy7faHVeu89SWHp0qNfBdx/wiWoaH51rCLmbzYjCjBU5Bxg/SgDSvfFcNtp1jdjStQke8lMUEBiCvuwTzk8Zwa1tLv11PTortYpId+Q0cn3kYHBB+hBqnrGl3WoyaZJFJAjWlwJ23qTkhSMD06mn+H9OutL0+SC7lildp5JQYlIADMWxz9aAKet+IP7C1SD7QZHtJIJHMcUW5wUwSfpg0698V2kNpbTWcE9/JcxCdIYAN/ld3wewqbWNIudRn3RTRIhtZYCGBJy4xn8KyI/Cd/aQ6Y9pd24vLSxayeR0JVlPQgdiDzQBo3PiyztreCb7Ndus9ubiPagG4AZI5PBA7VJpPia11q/NvaQzFPssd0Jio2FXJAGQevy5xVW88HWuraFpenanLJKbIqxeMlPMYKQc47HJ4q54b8OWnhnT5LKyXEJlZ1BOSAegz7UARz+JBb+LV0OSzlCGzN0brI2KASCD6dOtOsfE1ve6jHafZbmETqXtpZFGydQBkgg8de9Q6n4clv8AxENRWaPyHsWspomByVYkkgjvzUejeHtRsJ9PW6voprXT4WihVIyGYnjLH6AdKANDV9ci0uWG2WGa5vLgExW8IG5gOp544rEi8bw2fhq31DUY5pLieeSCOGOP5mZWbjHbha0dc0K7vtX0/VdPvEgurIOoWRNyOrDBz3rGg8Ha1DotpEmswJqFreSXKSrb5jcPncrKf940AbEnjDTVtra4jW4mWeNZQIo9zKpbbkjOevpmp4tWgiuNWaS7klW1dA0ZiA8rcqkKD/FnIPPrWNrPhHU9V06G3N/bC4jQFLlYijxSBt25NvboMH0qW60LULe28SymWOddRiOxY1O9SIwmfc4GfrQBZHjWwWw1O7ntryEaaVFyjRgspIBGMHngirei+I7fWri4gW3ntp4ArmOdQGKMMq3HrXn3hPwtrVz4V1nS5Z9sd6qhLm5tTFIHXA5U8sMAc13WkaBdafr91qU9zFIs9rDBtVSCCgxn8aAL+sazb6LbRzTrI7SyLDFHGMs7t0HoPxqGfxDawaOupeTcSRGQRFI0DMrbtuCM9jx1pviPSLnWLOCC3njj2TrJIsi5WRR1U455rPh8OagnhttMae03m585WRGChfM34x9eKAL7eJLeLSpL6e2uoSkohMDJmQuSAAAD3yKj8Oa3eaxNqQu7CayNvMqJFMBuAKg544NZk3g+9u49W8/UQk11eR3lu8QP7l0VQBz1B28/U1paFpet2eqahdanqFtcR3RVkjiiKlCBjr34FAFzVtdstGEYumYvJkqiEbiB1PJFZ2q+N9J0abT4rpLstqEe+28uHdv4zt/3uelO8R6FqGo3lpeaXeW9tcQhkf7RD5qOh7Y9Qec1V17wrqGtWlnH/aSxT2cYeCdUwVuBjD4HbGePegCxrXjXTdD1G1sLiO5e4nVZGVEz5aMdoJ/HsM96t3XiFLfVIbNbK6mjZxHJcRLlImIyA3f/AArOvtA1yfV7bULXVLSJ/s6Q3SvbB9xUk7kJ5U/ManGh6vB4ikurTWBHpk7CSa1aIM28Dna3YHvQBah8TWM93JbIlxviu/skhKDCyYyM89D61Eniuz8zVftEE9vDppImnkA2HAzxzmstvCurw6teXNpqFqsFzfpelJIiWGBgrmtG58OSTyaqqzRLBfqG5TLJIBjd6EUAS+HPFeneJ0uvsPmq9qyrKki4I3DKnjg5FXNT1eLS3tUe3uZ3uXMcawIGOQCeckY4Bqt4f0zUdOgl/tK8t7mVyuPItxEox9OpNM1+HUpb3SG02NC8dwzSPIMoqeWw5xz1IoAgl8caJDp0d7LNIqyXRsxH5eXEwzlCB34qe+8U2NlcvbbJp5okWWdIlyYY26M3NYV94CnvLazP2yFLuLVv7TmcR4V2yflA+mBn2rQvPC1wdc1LU9PuIYn1K3SC48xCSAvGV/CgC7qEuoXt/bQ6ddvbRlBMZRErq4z0OeRkelJda5DpcOt3U9y1yunoJngSPaY12k4B/izg1Yg0ye31eGdJYzbR2ot9pB3cEYPp2rHufCV3eXXiQS30YtdYgESqEO6IhSoOe/U0AWtR8a6ZpNnDc3sd1GskH2hh5efLTIGW5x1I6ZNVtT8VyaZ4ojtWiknsH043eIItzghsE/TFVPEHgzUNf023tJ7iwYR2/kkPExUNkYYfgMYPrVrU/DWrXGr22pafqFtbyx6e1k6PEWU5Odw+npQBPF4iaXxXBbRyRnTp9N+2ByuGHzY/LFWNE8YaT4hv7iy0+SR5YEDsSmFKk4BBqmvhW7XVLOX7bG1pFp5spUKYd89WB7das+GNE1HRY5Yr6/gukHywmO3EbBR03EdTQBqavqlvoumS6hd+Z5EWC+xdxAJxnFZknjLSYI75rlpoDZQrPKskeG8ts4YDuOKs+J4Jrnw7eRW8BnmZPkQDOWzxWLf+FLvXINUnvbiCO6vrFbSIpGR5K5LHOeSSSPyoA15fEtqtvbvHBczTXG4w26piR1U/MwBxwMj86rS+MbNbS2uILO+uBcxNIixRAkBfvA88EelOu9CvJrvS9RhuIU1CxieE7lJjdXAz79VFUrTwrqOnJpIs76BTaGVrhXQlZTJ1x6UAaemeK9M1VUaFpY0eA3CPMmwOgOCR9O9Ot/EVhPJiNJVeWFp4dyAGdFHJXnnqOuOtZI8I3ck1h591D5MFtPbyxxqRv8zPI9MZqfSfC9xbGwfULmKeWwtGtLd41I+VsDLZ74UCgBtv4pi1PSdE1MSz6dHfXCokTxBzLkHC57A9c+1WrvxfYWeoG3kin+zrMLeS7C5iSU4whPXPOPasm38G6nB4c0TS21C2d9Lu1nR/LIDKoICkevzHmn6p4Jn1GO9sftcSadeXqXkiBSHVgQzAH3YZ/GgDTm8ZaVb309rKZ1ME628svl/Irt90E+9W7PxDY3+pS2Nt5sjxO0buF+VWXqpPUH8Kwb7wVc3A1JYr2JEvL6G6XcpJUIBx75xVq18M30fihdXmvIRh3JEMZVpUIwqP2IB5z1oA6K8ulsbOa6dJHWJC7LGuWIHoKxX8TWl7E6Wc7xOI4ZllKKwKyNhSBnnng+ldAyhlKsMgjBFcXYfC/QNM1W01G0E8c9vM8hxIcSBiSFYeikjH0oA0115LTU9Ttri/S5lsbRJ5LaKEiRRgktnoc44FZ914rvJdO0LW7CB0027mC3EMsWZdjA4K4PXira+EyPF2s6010NmpWaWvlBeU2gjOfxpkPhi/g0rQrFL2EDTJ1kY7D+9Vc4HseaALtnc3et2yahp2peXaS52RyW4DLg4IOec5Fcf/AMJxqM3ifWvDUT20+qwzLHZo8YVVUqCZHJPPJxgc13Gg6fd6ZaTQ3dxHNuneSMouNqschT9K5Sf4bC71PX9QmuohdX8yXFnOiEPaSIuFIPf3oA7mzW4SziW7kSS4CjzGRcAn2FZGreL9K0fUJLG5aVriO3+1SLGmdkWcFj7Vf0eHUrfTo4tVuIbm5QYMsSlQw9SD3rnNd8ESax4hv9UW9WMXWltYBCudpJzuoA0R400rffoftKvZRpNIpiOWR/usvqDmrNt4n0y502+vjI8UNizLc+YvMZAyc4z2PaufvPBWqXJ1BotUihe50+KzRljOUKHk+4NWNH8I3+naZrFnLd2jrfDMaLCdsZ2hTnPUcZoAnk8eab/ZFrqdvbXs8F1eLaR4hKsWY4DYbHy+9dQpyoOCMjoa5/VvD1xqGg6bZR3EUc9lNbzbyp2sYyDjHvite2ivEublp5keFyphRVwU+UBgT355oAt0UUUAFFFFABRRRQAVGIYxIZBGgkIwWAGcfWpKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5ePV9QbxfrNo0qGzsLSOZIlj+Z2cNwWz22/rUXgee/1bT1167vLgrfxqwtJEASEjuh64PvUo8O6knijVtVj1G3EF/arAsJgJZGUEK27dzyxyMelXPCejXegeHbbS7u7jumtxsSSOMp8vbIyeaAJ9b1uHQ4YJ7iGRoZJRE0i4xHngFs9s1Ql8XRRMyfYLlpnuja20a7SbhgMkrzwoHUmrXimL7ToU9o2mTailx+6eGJlBAP8WWI6deuazpvCLjQ9Jt7G9MF9pjCSG4lTzMtghg4yMggkHmgC1D4usJIbZ5I54nmvTYFCuTHMM/KccduvSr+j61aa3bzzWhfbDO8D71wQynBrCuPB11caIkR1XGqpfDUBdeSNnmjjGzP3ccYzn3q94U0C80C2vI7zUFvXubl7kusPl4LnJ7mgCDxH40g8N3qQzafdzx7FklmiA2RqzbRnJ5OewqTUfGVnYazFpK2V/dXcsSyqtvAWGwnGSegFU/E/hC+1/VDcRalBFbG2EXkT2/mhXDZDrkgA9s4zU7+G9SPizTtZj1G3WK2tvs80X2c7pR3+bdxz044oAbD4/wBFn8X/APCNxO73WSu8DKbwMlfrj8K3dV1ODSLB7qfnBCIgIBkcnCqM9ySBWJYeGtS0/X3uIdUhOmvM0xga2HmgsOVEn93PPTPvWn4g0SPXdNFuz7JYpUngkxkLIh3KSO4yOR6UAc7pnim+gufEl3rcUlvaWLReTAyrvXcBxwSDkkYNS6z4je48Na3vh1HS57OJXLxIrybTghk5wf8A9dSjwjeXcOrx6rqUU/8AaKRZMFv5ZR0Awc5JIyo4+tPPha+udH1K2v8AVVlu76IQtKkAVI0HGFXOenqaAFvfGNtpMVlbta315cTWQuVEUWSyADLE9Aal1XxjbWFnYz2lnc6ibyIzxpb4yIwMliSQAKp3vhLUZdStLm21OBI7fTmsdskBJbcMbshv0rD1rwtq1vpPh7TkjuL1LCJ0kltEQBzjADK7jgg+poA9B0y+TVNLtb+NWRLmJZVViMgMM4OK47TPFl3Y6jrMWpx3Nzaw6o0AuwqrHboQm0Hn1bH411ehG8Oi2v2+BYLjaQ0SgAIMnaMAkDjHQ1jTeEnk1K7VbuI6Vezi6urZ4su0gKkYbPC/KvGD3oAW/wDHFrYS3ySWF2wsrmOCdlAwofG1+vK8j3qaz8Ww6j4hvdHtrK5Y2jFJZxtwrbc9M557HGM1m6v4IvNR1XUJYdUigsdQaF54TBufMe3G1twwPl9Kur4c1MeKW1Y3tkIlV1iVbUrJgjADuG+YA89KAKumeJFtPDsNxBDqepu95JbkSBRKrgng9BjjAqzJ43t4NAXU7mwuoJGnaAWkm0SBlJznnGMAnOaj0nwlf6fpkNtJqkTypfNePItvgEsSdoG7jmp5/C1xLanbqrpdpctcwTLEAEZgQQy5wykEjFAFS1+IdheHS44rG8NxfxmRYWQBkUNtOc9SD2HbmtPT/E8Wpa7d6bBZ3G21dopLggbA69RjOR7HHNZ2o+FdY1KKyE2sW++PJnf7ICwJbO6Js5Qgcd6msPDOoWvik6pNf2skADgBLbZM4OMeY4OGxj0oA6k5AOBmuQtfH9tcajbWcmnXMDz3UtpmRk+V413HIznBHSuwrl9S8A6Dqt1c3M9syz3DpI0kbbSrL3X0J6H1FAEN1rMU+veGC97eWT3olaOzVAyTgJn52HTA5GKg1Lxdcz+HNeurazubBtNkMfnyorByrYbaAf8AOa0NV8OXV7ruhXdpdW9vaaW5cQGDLNlSmA2eBtPpVK+8G3k+l+IdPttRiih1Wbz4y8JYxMxBfPIyCRx0x70AamgeJYNbmuLX7Nc211bBGeO4TaWVhlWHsa5jxZrNx4d8ZJe3WqXK2M1ntt7RSBGZ923LHHA5zkkV0ekeH7vT/EN3qk17HKtxbRQmNYiuCgxnOT1qW+0GXUdYa5uLqN7JoPIa0eAMGUnJySev4UAO8MWWrWelINY1MX9y+GLqgCr7Ajr9aPEHia08PGzjnimmnvZTDbxQrku+M49B071S8KaBrPh5Xs7rVor3TlZzAjRMJYwTkKXLHIA46U7xV4YuPEF5ot1bXiW0mmXf2gb494fjGOox1oAqaZ8Q7HUtWs7H7Bew/bI5GgkkQYdozh1AznIOfyq7pPi1NS1ObT5NOurWeO2Fzsl27ihYgcA5B46GsOw8Aajay6I8mrwP/Z0tw7FLbaziUkkA5ypGataB4M1PRdcOoPq0E4+ym2I+zEOwDEqzNu5PPJ70AWb3x1DaaPqOoHR9VUWUe8rNbNHv5xhS3BroNKvZNR0yC7ltJrN5V3GCbG5Prisu/wBD1HWfCl5pOp38LXNwConhhKqozkfKSc/nTbRfEtrq2m29xJaXNl5D/a5kiMeHH3dvzHrxx7HmgC1r2vDQ4BKbG5uRseRzEAFRUUsSzHgdOPWsm+8e29tZ6HPa6Ze3p1ld1tHCFB+6G5yR2NaviHSLzV7eKK0vUtwCyyrLCJEkjZSGGMjnng5rFg8BsLPwzHc6lul0GQtCyQ4Ei7doBGfTvQBor4ws59GtL+0t555bvcILRQBI5X7w544p3g3UrzVdDa6vnzObiRShABiAPCHHGRWTaeCr+x0uxjg1KD7fp80r2szQEoFfqGXOSfcEVr+EtCvdA0+5t769iupZrl7jfFEYwC3UYJNADdW8VxaPcXsM9lOxtrU3SkFQJkBAbbk9sjOaYfFnmJO9npV5dpEYQGh2lXMgzwc4woIyat654asdfntJLzfi3ZsopwJFYYKsO46HHtVA+DYbPwpDoejXktosEiyRyOTJuIbO1+RlexHpQA5PGtmfC0uuvaXSRwzGCSAqC6uH2EccfeoPiyV/D2oajFpN2l1Ztta0lwHY8Ywc4wQc1nW3gnUIfBl7ocuoWrzXN01wJVtyqJlxJjbu/ve9aX9gam66vHJqFuY71V8nEBBiYADJ+b5hx7UAbdhdS3mnQ3MtpLbSOm4wSEblPoccVy+jeOmvNMvLzUdMmtBFetaQgEN577tqqvuTjrxzXUadFdw6fDHfTRzXKriSSJCisfYEnH51zEPgu4isL6za/ikRr031lmEgwy7t438/MN3bjigDoNH1ZdWtnc201rPE/ly28ww8bYB5xweCDketc/pGu6xrPijUraF7WOy029NvLGyMWdNvDBumc449K1/D+kXOnLc3WozxT6leMrXEkKlYyVG1QqknHA/GqXhvw7eaLrviK8mlikg1K7+0QqjHK8YwQRjt2oAdaeJrW00ZLvUL9bjfdPbpJBExy+4gJj14xVi38W6XcaINV3TJA0xgVHiIkMmcbQvXOa56HwfrcWhw2TS2LSRav9vXDsBs3E7c7evPpV2fw7rMkSyxPZR3NvqJvIE3sY3U9Vfjg+hGeaAJfBviq58SX2uwzwLEmn3Qhi+UqxUrn5gehrY1nxBZaGkf2kySTTZ8qCFC8kmOpCjkgZ5rI8I+HdR0XVdfvb5rYjU7lbhFhdm2YXGDkCr2tabqE+p2F/p32VngSWKVLjIyjgfdYA4OVHbpmgBX8XaNHbwzi63xzWr3cZRCd0a/eIx6ZHFQSeMLNm0WSztrq8tdWyY54IiQigZ3N6Cubj+Huo6fomlWdjdW8slrZ3VtN57MATOOWUgHoe2OlaOmeGde0jQfDNna3Fl5+lgx3G8tskjIwdvGc0AbXi/V7vQfC97qdlDHLNbqH2ythdueT+VJZeLtFvLC7uU1CJhZIGusH/V5GeR6elP8WaVda34ZvdNs3iSa4TYGlJ2gZ56e1ZD+ErxtT1y4VrVEv7SCKM8k+ZHnlxjoc+vagDQTxpo/2C+vJ3ntkscGdZ4WR1U9G2kZ2n1pw8ZaNuuAZ3Ag8rcTGcHzfuY9c1DB4euL3Wb3UNZjtStxaLZrbxEupUEkltwGTk8ccYrK0DwHc6RrNre3Gofa1ELJcJJyHZT+6IGMfKuRQB1Gua1b6Bo82p3STPBFgsIkLNycdPxqlqHi7TdOjt2lW5dpYxKyRQszRR/33A5Vfc1b8R6ZLrPh690+B40lmTCNIMqDkHn8qxbjQNY/tH+0bc2Rnl00WUiSO21GyDuHy/MOOnFAHUrcRPai5Rw0LIJA46FcZz+VYOl+ONF1V5hFNLEscJud88TIrQ/89ATwV68+1adtZvYaBFZZ854bYR5P8RC4rx/wHoOuXFvqunXEkFzDcWMkEczwSobNuqxZdRlcseBnpQB6PN4/0SLQNS1hXmkgsADKixneQfukA9jkYPSug06+j1LT4L2JXWOZA6iRdrAEdxXEyeDdXv8Awnquj3Q0e2e7to4la1iIDOuNzOcDgkcAdK7TSoJrbS7WC4WNZYolRhGxZeBjgkA0AYt1470Oz1BrKaWcSLL5DN5LbRL2TOPvHsKlg8ZaTPpK6gryqHlaFbdoyJmkXqgTqW9q53U/BGr3l9NcxT2aZ1iPUEDMxyijBU/L14qRPAt8Lq3u2ltzPZarLf24DnbIsgOVbj5SOORmgDopPGGhwafDez3yQxTSmFRICreYOqY67hjpUGqeOND0kWhubls3IRlVEJKqxwrMP4Rnjmsy78L6xcQWcnmWLTx6sdQkRwfLVeQFX5ck4Oc8c1NrnhnUb/xN/aEEWkT2stusTpfQl2jZWJDLxzwenFAHXghlBB4IyDXAad4ubRb7U4NVe+urdNTNv9tZF8uHcBtXjnHPWu+jXZGi8cADgYH5Vx954IlvNQvFOohdIvbhbq5thH+8ZxjgPnhTgcYz70AXrXxek/iKPRrjTLu0lmMogklC4kEfUgA5AI5BNQ2njVbnW109tF1KGN7iS2F08Y8vzEzxnOcEDINUrPwXqtpr8eqHVraQx3ckw32mZDE+coX3Z4B47e1Wh4a1tbkOmsWwi/tFrwobYkhSMBQd3XBPNAFmTxaq6zDp8enXMiSXTWn2hWTarqMnIzkDg9q1tau57DRL27t4TPNDCzpGDgsQOlcVZ6HqNl4uvLu3tLxTc35maSVImgCkfMynO8ZAA9c13GqW017pd1bW8qxSyxsiSMu4KSOuO9AHLaNPcaHoi6vf6jqF79vEXk2VyFDpI/RFPHUnvWg/i+KOzuZW067M9pdJaz2yANIhYja3B5ByOlOk8PXd34ZtLC9vIpdQtCkkNysRCeYhyrFc8jjkZqrD4TvIbC7f+00bVby6iuZ7kw5QmMgqqpngYHrQB0tlPJdWcU8tvJbO4yYpMbl9jisRvFsI1LUbAWc5uLKaKIoCuZPM6Moz0x/I10QyFGTk9zXJnSX1Tx1FqkthPaJp6sgkLrtuyeFbCnkKM43DvQBZn8XQw6mtt/Z921uboWZuwo2CQjp6kdsjipIvFMMkoQ2syn7ebFuVOGwCG4PTkVR/4RG9/tt5TqxOlNeC9+ytFl1l9A+eFz2x+NWG8NXp19r1dUCWRuFuRbrAN28DDAtnoR7ZoAsWniZL3xNeaLDYXRNmVWa5wPLUldwGc5rerA0zw0NN8V6xraXbONSWPfAy8IyDAIP0rfoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4rWvGWsadrGp2dnoEd3Dp8C3EkrXewlGz0G088HvVweJNVvL+0j0zR4rizntorlp5Lry2VXz/DtOSAPWqOreDNR1rxXd3Fzqrw6Fc28cM1lD1n2nkMewIJHHNdHBoVra6hDd27TReVbi2EKufLKDoCvTigDFi8aPJdW039n/APEqurtrKK5835/NGRymOBlWGc9h61i3HxJ1WDU0tB4ciYTX8mnwv9txulT1GzgVvweC4INXS4+2ztp8U7XMOnkL5ccrdWBxnqWOM4+Y01PAun/aYLiaeeWWDUZNRjJIGJH6g46igCrZ+PTeWelounhdU1GWSOO2aX5F2HDEvt6celQ3fjTU3ttJNrZQJcT6qLC7jaQssZHUBtvfjnHetAeBLKKySG2vLuGaG4e4tpw+WgZ/vAZ4wfQ1Jd+C7O40e1sEu7qJre6W7Fwj/vHkByST70AULjxNbaP4k8RT3kM6w6fZwzSuLguGBzjbH0HQ5NWX8W30OlX19NpcYEVn9ttlW4z50YGTn5flI/GpX8FWlxqur3V7dT3NvqdslrLbSY2hV6HPUnk8n1qOHwNCNMu7K61S9uPtEAtfMLBWjhH8C4HHB5PU0AR6R4wv703MN7pMVrdJZLewot0GWRGyBlio28io38RXer+FdeeOI2t1ZxkI9vIzZO3IKkqP04q5H4Iso5nmF5el2sBYfNLkBB0P1zzmkh8EwRWl9atqmpSR3tusEm+ckjAxuB7HHFAG1ossk+hadNMxaWS2jZ2PUsVBJrmfEmt31/p2rw6EBnT2VJ5xOYnRxhmAG05AXH1zXU6ZY/2bplvZCZ5hAgjV5MZIHAzj2rB1TwRb6jqU91HqeoWUV0P9Kt7WbYk7YA3N74GKAE1bxXdafLqQtdPjuYdMhjluWafa3zDJ2rg5wvP6VT1y9mh03xJeWlzOpOnCeIlz8hKnlc9K09R8G2Oo6kLwzXMPmIsd0kchAuVX7of6U6bwjZ3N5fzXF1eyQ3sPkSW5mIjC+gA6UAc7beMtQ0nwbpN3LZreD+zluJ5pbgKzHgYAwST74xW1qfim+gv9DttO0pLr+1IzIGkuPL8sBdx/hOeM1Uv/AIb6dex2MS39/BFa2rWgSKXAeM9j9K1V8KWwu9FuWu7syaTGY4f3nDgrtJYd+KAN5twQ7QC2OATxmuK0K0ktNO1DxPPaltWKTBk+1uyuqsxC88DGMDArtJE8yJ03Mu4EblOCPcVj6d4bgsNFn0tru9uYZ2Ys00xL4bqA3UDr+ZoAoDxPqUMFsL3SY4Lm9lEVnGtzvVyVySzbfl79jVG78d3UOms8GkpLfxagunz2xucKjt90htvIP0FbeoeGLe+0i3shc3MUtqwe2ulfMsTDoQT1445qr/whOnmwgt2uLoyR3a3sk/mfPNKOjOe/0oAyNI8e6rfX1jFd6DDbW11evZeal5vKyKCT8u0cfKe9dpqERn064jUMWaMgBXKEnHHzDkfWsOz8DaTZTpNGbgsl++oKDKcCVhg/h7V0FzALm2lgLvGJFK7422sM9wexoA80+Huvt4gGnWt3qd9FeWsRllhnZgbok/eVs4ZBjoB3r09iQp2jJxwK4xvhppJ07TrVbq+STTnLW10k2JkB6ru649q6+CEwWyReY8hRQu9zlj7k+tAHEr4x8SySukfhm1KrdG1BOo9WH/AOKnl8bXT+HodSgsI0cmVJlkkLKjxkgqAo3OSRwQPerKeBLSN98ep6mjG7N45W4I3yH19qlbwNpamA2019beVK8g8q5YZL8sDz0JoAi1DxZe28GgNZaSlzLq6HajXHl+W3l7wCdpyMA8+1TQa5qz+Ml0iawt0tjZLctItxllJJBGMc8jH4e9Fv4NtoYtIR9QvpjpcxlgeSXJOQV2n2CnGKt3fh2K68Sw619quYpY7VrYxxvtV1JyCfcEnFAG3XmXiK/n07WNZt1u9SVQkP2aQXJWKGR8/fO7hc/wCyRXeaLZXVhpUNte3kl5OmczSfeIzxk96o/wDCJaa97qNzcGa4bUE2TrNIWUqPugA8DHagCa61C/tLfT7eK3hub+4AVgZSiDC5Zs4P4cVxfiTxbqDXXhubTo5BdPqMlnc2S3BRGkVT8pbbyAcHOK6uTwux06O2j1i/SeF98N0XDSJxjGSORjsag1XwPY6po9pZ/arqG5tJDNBexviVZT1cnuTk9fWgCpL42vkSCzi0N5dakaUNZpOu1QmMkOcZ6r27+1T3HiXXFvtMtLfw8hkvITJIs94qNEVI3DABz161M/gfS2trZVe5jvIHaRb2OUrMWb75Lf7Xer8HhrT7bUrW/jWUTWsJhi/eHaFJyeO5NAFfTNW1i78Q31jdaXBDZ2+Ns6XG5myMjK7f60zxauqmztzp0T3EQkP2m3im8qWSPB+4/Yg4OO9XYtE8nxJPq631ztmiWNrXd+6yOjY9cVHr/h9dcS2dL65sbu1cvBcW7YKkgg5B4IwehoA5+08UPbeGjf6b52pQRyTmX7c5jlg2jPlEbSzEdO/1rTTxVcT2Gg6jBphax1MKZpWlCm2DLkEjHPPFQw+ANNhtERbi8W4MrS3FzHKUednxv3Y7NgcU7UfCsh8LxeGtNMX9nMhhmN0zO6R9thz1HvQAyTxfew2OlTvoxMmpTmGKMXA+U87STjuB+FMvPF+rR+IodJsfDFzdhVRrydZlVIN3YE/eI/CtS78M214+kM9xcINMZXhVGwrMBjLDvxTrjw3DNryatFeXdtJx50UMpVJ8fd3jvigDWnUtbyKFySpAG7bnj17VxC+JJPDfh7SEj0hljlkmilL3DyLAysfvSbSTk5+Y4HrXcyJ5kbLuK7hjKnBFYU/hS3m0FdJW+1CKMbt0qXDB33HLbj3ySfzoA2/MZrfzFALFcgZ46eteeQeKdT1fwDNrs8P2eSO6xCsFwU3gPtwxwMDt3r0CztIrGxhtItxihjEa7zk4Axye9YMfgjTYtEudHjknSynuftHlhuEO7dtX0GRQBTXxzs0a8nudPK6jbXYsjZxSh8ytjYN2Bwc9cVvaFf6hqOn+dqWmNp1yHKmBpVk47HI9azbjwTpl1b6pE73AGoTrcswkwYpVHDJ6EYFa+laXFpNp5Mck0zsd0k0zlnkbAGST9KAOYfxvfwT3UtxoqrptpemznuEugzKSQFbZgdSy554z3q1pnizUNU8TTWEWg3C6Ym4LqLvhXZfRcdCc857VT0vwXqC65qN3qep77Ce+a7SwiUeW5wApfIySNoOM4yK2rLwzHY6zNfRX959nfJSyMp8mNzncyj1OaAMyTxdqsOkSanNoQW2UDBS4Mhzuwcqq5wPUZPtSf8JhqMlnFNa6Tb3L+Q9xMIrzKqinA2nbyx9MDFakHhhLbRJNLi1PUVV5C4mE58xMnOAfT2qk/gPTo9PS3sri6tJVVkNwkmXdWOXDZ4OTQBkXvxLnI0t9J0RrqO/sZL0Gebytip95funJ612uk339p6PZX+zy/tMCTbM527lBxn8awrjwHpcsVlDDJc20NnaSWkSQyYARxhj9fet3StOj0nSrXT4XkeK2jWJGkbLbQMDJoA5y98TalY+N5rCe0iXSbfTmvHmEmXYAnJ249iMZpfD/AI0k1q705ZLBYINSt3uLSQS7mKqf4hgYOOeprautAsrvW49Vl8zz0t2tmUOdkkZOcMvQ9T+dU9H8H6dot+t1bvcP5aGO3ilkLJboeqoOwoAZ4i17UdJ1jRLKysIblb+dopGklKFAFzxwewqtB4vvLrxO+nQ6BdtpyS+Q1+DwH7nbj7oPGc59q2NY0K21mSyllkmims5vOhkhcqQcYI+hHFVYPC8Nr4hfVYL27jicl2slkIhMhGC+31xQBz0F3fyW0bQahdO1t4haCZnkzui3Ebfpytd85YIxUZbBwCcZNc2PBdmlhPaRXt/H598b55EmIfzM54Pp049q6UDAAznHrQBx+l+Npb6aK2nsIra7WaZLqA3G5oUj/j+7znsP1p9h4ynutQtI5NNVLPUN/wBguFn3GXaCfmXA25APc1f0jQmg1PUNVvre0F9d4jYwA4aMcDOT1x1qPT/CFrYalHc/abieKDcbS3lbKW5bO7b36HHPSgDK0vx/Jf6roNjLpgiOqi5G4TbvKMJII6c5xXQeKbiaz8Jaxc28himis5XjdeqsEJBFZOlfD3R9K1hdTSS7lmimkltlkmJWDzPvhR6E9a6LVNPj1bSrrT5mdYrmJonKHB2kYOPwoA4rSviNHb6VqJ1yzltrjTLOK6kVXEjSRuBtbsAc9RWtb+J9Ultbt5NGjSVLUXdsgucrMh9Tt+U/gacvgLRWmvXuEluBe2cdnOsj8NGg+X8fer2ieHINGZ3+03N1IyCJXuH3FIx0QegoA522+JEd3dSQw2kD74I5bQrdZM7MwBTG3IIJOevSuk8U3Bs/Cup3W2Y+TbvIRDL5b8DPDdjS2vhbRbK5guLfT4Y5YHkkjYDlWf7x/Greq6dFq+lXWnzM6xXMZicocHaRg4oAwIfEV6viHRdHt9PWS2urD7S9xJP86AbR0xyeR9c+1auu61/ZEdqkcPnXd5MILeMttVnwTy3OBgHtVaXwrA+p6RfJeXUUumxGEeW+POQ4+V/UZUGrWvaBZeIbJLe73q0TiWGWNirxSDoyn1FAGNqXirWNL0VL670SCKRWk86NrwHaq9CuFJYn0xU8/ii+ktNKutN0pbqHUIGkUvceWUYLuCkYPHB5qaTwhZTWdvby3V8xiLl5ftDB5d4w249806LwrDb22mW0F7dxw6crLGu/O4MCMMT1wDigC7oGrLruh2upJGYhOpJQnO0gkEZ78g1zWr6tr2keLNSls7P7dYrYRzGKW68tYypk3soweSAtdHoGhw+HtLXT7eeeWFHZl85txXcckD2yT+dVdY8LQ6tqKXq3l1aSFPKuBA+BcR8kI3tkn8zQBRk8X3lxe2sej6LJqNtJFHLPNHMq+UHGQMN14we1dU0gSEyMCAF3EdxWRL4Zsnv7e7hkntjEoRo4JCiSqv3QwHXFbDIrIyMMqwwR7UAcB/b2s3njfRY7iE2OmSJPKnlXO/7QFUkbl2jHrjJrXtPFV3fC1uoNOjOn3hdbaUz4dmGcBl28ZKnnJxUFl8P7Oz1m01H+09Rn+yNIYIJpt0aK4OVA9Oat6Z4LstN1H7StzdTQxSGS0tZJCYrUkEHYPfcfzoAz9F8b6hfXtrHqOhraW91JNDFNFdCX95HncGGBj7px16Ve8P8Aiq8165WSPRZo9KmUtBeGVTuAPGVzkZH1q/beGNMtDbeXHKfs8sksYeVmAZ87jyfc/nVOz8F6bp0sr2UlzCu1xbxrKdlsW+8Y16Ak80AdLRUFpbm1tIoDLJMY1C+ZK25m9yfWp6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorl9Z8d6PoXiSx0O9My3V5jy2CHYMnAy3Qc1oap4jsdK1bS9MmErXWpOyQLGhb7oyxPoAKANiisex8Q2moa/qWjQJL9o0/Z57FcJlxkAHvxWjeXUVjZz3c7bYYYzI5xnAAyaAJ6KyvDuv2XifRYNW08ubabOwuuDwcdK1aACiiuS8P/ABD0PxN4gvdG05pmuLTd5hdNqnBwcZ680AdbRXKeKviDoXhC+s7LUpZDc3X3I4kLEAnGT6DNdSjiSNXHRgCKAHUUVh3nirT7PxVY+HHErX95G0qBU+UKM5JP4GgDcoopksscMTSyuqRqMszHAAoAfRWVq2v2Oj6BPrUrNLaQp5haEbyw9sdatabfxappltfwBxDcRiRA4wcH1FAFuiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK43xF8SNH8N68ujXMF7PeNEJgltAZPlOfT6VpeGPGWkeLLeR9OmYTRMVlt5l2SIR6qeaAOgooooAKKKw/FHinT/COlLqOpeZ5DSrEPLXcdzdKANyioZLhIrVrhg2xULkAZOAM9KyvC/ijT/F2kf2lpvmeR5jR/vF2nKnB4oA26Kwl8V6c3jF/C48z+0FgFwfl+Xb9a3aACiiigAoqOWRYYnlc4RFLMfYVl+GvElh4q0n+0tNMht/NeLMi7TlTg8UAbFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAIRuUjPUdqRV2qFyTgY5606igAooooAKKKKACiiigAooooAKKKKAPOvE+h2viHxxc6TOQjXeiOqyBclWEikN9RXO22tS33iLwhFqkbxavpWoy6fN/tqYyFfB5wwAOfrXqx0e3bXk1jMguVgNvgN8pQkHkfUCsnVPAmjat4qsfEdys/2+z2mMrIQvynIyPxoA4/VvG154d1Lx/dFElTT1tvs6LGqkO6YyxxlucdfStnSbHX5vCc19qviH7dHeaYzPC1ugCOVJypGMjnoa3J/Bmj3M+tzTwtKdZREulc5XCjClR2I/nWdpPw30vRWiFrqGqmKFGSOGS7Zo1DDB+U8UAecaNda9oXwc07WdN1nyEt5gn2YQKVkUyYO4nJz9Ks+NfG3iLUPGkvh7RG1CB7O0EyiyiV2mlKgjOeic16YngjSU8JDw0vn/YA277/zE7t3X61X8QfDzRfEOoQX9w13b3cMXlCa1nMbMvoSOtAGj4SvNTv/AApYXGs20lvqLRYuI5F2ncDgnHbOM/jXi+iSw6Faw+KrWNJX03XLi1vtnylopWABzj5scGvdNG0mHRNKh06CWeWKIEB55C7nJJ5Y9etY9n4B0Sz0TU9IEcktnqUrSzJK+7DN1K+nqPegDyzxkYvE/wDwkHiFk4sLy3061U8kBXBZgR6k10XjfW7+PWI9M0zWNSNwtmsv9n6dCm9BjO93fjHsOa661+H2h2fhVfDsC3CWQlE2RKd5bOclqr678M9C8Qax/alxJfQXfkiFntrgx7lAwAcUAcHqvj7xVL4O8F6jp91FDe6nc+RMjRjbIQSBnPTpzil8fa9eeBvE/hLVNUJ1S+gtLsO0SBA7NjHHYDIH0Fd//wAK40L+y9G0/Fx5OjzefbfvOd2SfmPfrWvfeHNP1HXrDWLlGa5skkjiGflw4w2R3oA8t1HxZruj/DmPxFH4iOp3eqzRwQ+TCvl2pLEnAxksBxz3pY7jxbqfgnxXZ6y+oQWcVv5lpd3MSJLIoHzKVHY+td1B8ONBt9P1SwjSf7FqL+Y8HmfJE2c5jH8PPpTNO+G2jabHeotzqU4u7c27/aLpnwh64z0oA5DTTqPhT4CSahaas1xILNZbfdGhWDPYcc/jQvifxLqHiPwhpNtrMdnHqWmedcO1upy2Mkr23eg6V1dh8NNLs/Dd1oUt/qV1ZXEQhZZrjIRQcjaOi1ZT4eaHHrOkaqouPtOlQrBbfveAq9Mjv1oA4KPxx4sXwj4zW3mW8vtFvPJiuWjUN5WSCxA4JAGaseDZNZ1bxZbx2nirU77RorZbuWZ41wZicGFjjpjnFdJrngNLXwx4lh8PxF77WH86VZ3yGbOTtP8ACeTg+uK57wj4N8Q6J4o064tf7Vt7NUK3wv7xJVlGP4QM4O7H4CgD1+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxnxE+rR/H6N9FS2e8XRyVS4JCsPm44703wVq8sn/CUfEHVSg1G2ia1n023iCmEIc8knkn1NemN4V01/F6eJyJf7RS3+zg7/l2c9vXmorPwbo9hrupavbxSLPqKbLlC5Mb++08ZoA82j8a+J9L0/wt4iu9RjvbbW5xFLY+WqLEHYbSpAzkA85NQ3viXxNcXPjzyNdmtodDlMlsiRIT1+6SR0rtNL+EnhnS762uU+2zi2fzIYZ7hmjRs5yF6VojwFobnXyvnE62SLzEvf29KAOO1TxZr174X8LXFnqz2l/qEBkkgtrTzpbggdEBG0epyRXEa94q1bxN8KLldZybqx1iOAuyBXbk/eA4BHTivYb74a6Je2Gk2hlvYV0pCls8E5R1B9SKq/8ACpfDh0W60p3vpILm4W5lZ7gly69Dn8aAMm71rWvEPjfVfDlhqj6Xa6Zp6yMyQq7TOyg87uwz2p3wGyPh3gnJF3Nk+vzVtav8O/D2tXkdxJd3cNzBbLbu9tdFGZF6b8dfxrX8KeHdJ8J6MunaTIxtTIzAvLvJY8nmgDiYjj9pC4z/ANAofyFT/GPxXrHhax0WTR7v7O1zeeVKdituXHTkVua98NtF8Q682tXM9/BetGIi9tcGP5R24p1z8N9DvfDSaFdveXEEc3nxyyzlpUb2Y80Ac7ceLdVj+MR0FtQaOx/swzxwCNTvl2seTjI6Z/CuOsfGHjSL4ZyeMpvEIk8i9Ea2hgTEq7/mDNjI69uwr07T/hjolh4iGvG41C51AI0fm3FwX+UqVxz7Gkj+F3hyPwjP4aEdybCabz23SksG46Ht0oAx5db8TeJvGf8AY2manb6VbW1jFdTP5IkeUyLnbg8YBrldJ8T3/hD4NST2R3382rTWyyiPIUmQ5bb6+gr0bWPhpoOsXsF47XltdRQLB5trcNGzoBgBiOtSWfw50Gz8LXHh3bcTWE8hlIllLMrE53KexzzQBl/DrVPFV1f6la6/FeSWiKr2l1dW6wu/94bRxXoVcz4a8Gab4Yu5pbS8vp5ZYwhF1cmXauc8A9K6agAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACio55o7eB5pWCxopZmPYDqacrB1DKcgjINADqKKKACiiigAooooAKKKKACiiigAooooA8yvprjSPGTXusG5uLKa7Vba/tJzstclR5MqZxgnv710Wm+K7vWtblh0zTvN0y3uZLWe7Z8bXRecDvzgVDL4V0D+3JVk1K4827nF09i118jupU52fVRWrB4W0611iTUrcTQvISzxRyFYi5yC5Xpu560AZ3h/xPqOrz2xnsoIrad7iMMjksrRNt6ehrnbDxnBpurarZ22k7Ly41v7EW8xmR5CuS5z93jsK6PTPBul2txDNaalfyG1uHl2/atyh2xuBHp3xUsXgTRYY78Is/mXs/2mSUykusvZlPY0AQ6h4j1y301ntNKtri8jvBayRmcqpzjDA49xxXR2D3kllG1/FFFckfOkTblU+x71iP4LsW0uGwF5qCrHP9oMq3BEkj+rN3rcN3aw3Edo9zGJ2Hyxs43MB7UAeb+II08I+Mbh7SwE6+JYDAm7kfac8hj1ClTn8K1tX0jTfC3hTS7eLTUmhhv4GZRIU2yM2C4x15PSuvvtMs9Se2e6hWRrWYTQk9UcAgEfmazNW0nS/GNpFE17K0NvOGP2Wfb86kEBsehHSgBP7W1WfU5ltLW0ayt5/JmMkxV8Y5I7D6HrVHRfEutaprCrJoqw6TK8ixXJmG87SQDt75weO1W38K6TPrz6gZ52myrS24nPlswGAzJ61NYeFNL03UnvbdZQSzOsTSExxs33mVexNACeNIVm8GawG3DbaSOpViCGVSQQR7iuL8NWesaJbPrtvBcRaXHo/mPZTXBka4uAu7eOuARxXoOtaTDrukz6bcyTRwTja5hfYxHcZ96gsdMsoNFfQYbuaSOGIwsWl3SIrA4yexx0oA5dfH2ox+H9Hv59JT7TrDgWdvDJu4I3fMTjnHarOp+Ldd01dJa50eO2S5z9qkkLOkBzgKSvTPr0rV/4Q3Sj4dtNFYTNDaAfZ5jJ+9iI6FW6g9qW58I2dza2lub3UEFuMbluDulGc/P/AHuaAM6XVYbDxbq0zWEZuItNWfz1kP7xN3CkHgc96fbSTadr91qeomNVfTjNJ5LMVAUjsT2BPI61oXXhzSl1O71m7kk/fWn2aZZJf3XlD27VX0zw9oWm30KQ3Es00ls6QxzTlx5JK5AB7fdoAh03xLrd9ot5qMuh/ZlS38+3E0mPM6naQM44A596raV4zvtRtroyWUMUiaUmoxbXJHzBsKfptq9D4X0nQtHvkkvbtbSSFkeSe4J8mM9QpP3RU2k+EdL0y8W+tJLh82aWYV5dyGJR8vH+epoAn8JXt9qXhbT73UTEbmeIOxjBA56da26zNE0W20DTxZWjzNCGLKJZCxXJzgeg9q06ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEIDAggEHqDQBgYFLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5lcCHRvEV3qYay1TTZNQQXBIAubKYlANp6svQ4qW38Y6lP4xsLKK8t57CbUbi0mKR4C7ULKuSc7gRycYro7y08Iafqz3N4umW9+zCdmldVckdHOT29avL4d0KS6F+umWbTtL9oE4jG4vj72fXFAHBy6rcaVY6xDo97bwzXPiBoHuJFOy3D8nI9eMA9KtajrOtaNodnLNrNvdCDeLy9iZRsw3DFDy4A4IHNdlDHo9++o6ctnAwjkC3UZgAV2Kg5PGG4I5pZ/DWiXNpbWs+l2kkFt/qY2iBCfSgC7BdRy6dHdpJ5kTRCQOBjcMZzivFry7t7rxCnirzVhTVSq2O9hIba5jJVDIP4VIycZxkDNe3qiJGI1UBAMBQOAPTFcxep4S0CeW3fT7Zbi/4lgt7bzHdT3ZVBIX36UAdBYLOthAtzcJczBBvmRdqufUDtXkmi6rN4T8Q6zcQwSTWWq6rPANi/JBOGITgdm/pXp8Wo6PpsWn2VvJFHFO5t7WOIZGVBJUY6YwavR2VrDnyraGPL7zsjAy3r9fegDyiyvZvDUuti0u4vtNxrMUD3V2xYKHXLDI6DPA7CtjUte1yC20+1tdcsHuptU+yzTxw70jRh8oOSMketdsuhaStrNajTbUQTEmRPKGHPqfWnx6PpkVpDaJp9qLeHmOPylKp9BjigDlbvWLsa7d6Vc62unyWdrDNHM0YxcEk7yVPUDAGAe9Z11JqNl461y9sdTt7e2T7CbiF4w3mbiVPORtOP6V3tzpdjeTwT3NnBNLbkmJ5EDFCfTPSo73RNL1GOaO80+2mWbHm74x8+OmT3xQBzmra7e2XiWFIbkSWpuYoZYlQYiVkzkknLZPp0rM8Va1rVne6xNY63DHFpwgkW2EIJO8gFXOehB4xXZv4e0eS5NxJplq8xVV3tECcL90c+lZNxrXhgaxLaNbLPPIQlxLHZmSMEdBI4UqCPc8UAYPi+8utStfEVjPeG1trfTllhRduZywJYnPUDGMD1rVtL2S3vvCkKywLHc2DKVMYLsRGpADdQOOldNNpunXe15rK1mwoVWeJW+X0GR0pz6dZSNAzWkBaD/UnyxmP/d9PwoA4C417WT4U8Rf2jPbx6jaQmZIZIFkjKjOOQcMGx06g1a1LWtZOsWdtZajb21u+jtelfIDfOvpz0rqoPDeiW0M8MOl2qxXDh5U8sEOwOQSO9WV0ywUIBZW/wAkflL+7HCf3fp7UAcd4q8T3Wnroqw3jRPfQuYzFFv8yYKCAR2X8a7DSZZ59JtJLpo2uGiUyGM5UtjnBrJ17wjb60lqsdw1ituCqiGGNlwe2GUgfhWppGl2+i6Xb6daAiCBdq7jz1yT+ZoAv0VVmvoYLy3tX3+bcbvLwhK/KMnJ6Dj1q1QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5x4ijOtfEcaNbXVhsn0qSO7SZN77C65C4PDYyeeOOlX5Ibm08Uab4bttcntLaPTAY0Xyy7mNlH8SnqBzXYrZ2yXBuFgiEx6yBRuP405reF51maJDKgwrlRkD2NAHm2seJ9RtH8TQC8lkhtr+CKR4VHmWtu8YLOuPQ9znvVbVdQKeG7SDQ/Gk8NpLdkf2re5cL8uQgkI5BPc56Yr1AWluGlYQRgy/6w7R8/19aa2n2bW4tzawmAHIjKDaD9KAKHhia6n8O2j3l9Dfz7cNdQxlFlx/EAf/ANVc5pVzaab8RvETanJ9muLoQ/ZJLhgqSRKvIQn0YnI967lEWNAiKFVRgADAAqKeztroqbiCOUr90uoOPpQB5143u7ObVPCA07UGtlur6XZPaFd3zIwZhkEEZPJx3qCDxDeeI9F0W1n1ZrW1upZornUbeQRsWjbCKGHClgM/hxXpf2G1PlZtov3XEfyD5Pp6U3+z7PyBB9lh8oNu2bBjPrigDzWXUL+90nTBN4jutPsjeTWhvRIitPGv3XLMuMn14qvcanfJa+HbW98Q3VjavqE9uuoCVQ1xEEOxmYgqcnvivRr/AMPafqNxYyzxnbZMXiiU4TJGOV6Gmap4Y0rWJtOku7cN/Z83nW6A4UNjHI6Ee1AHnc2patBoEMFzr7JpDao8f9sFmZvJC5QFhjgvhc9/WtKe7vFk8I6bB4uuXW/WdXuwiK84C7lbDKeeg969Ee0tnthbtBGYB/yzKjb+VBtLdnicwRlouIyVGU+npQAvlyJa7Fk3SqmA7jqcdTiuK8K+I9AsdCXTL+7tLK/jdo7m1mkAcyEnJweTnPvXd1UfTbGSfz3s4GmzneYwWz9aAOIvNWVdY1G3ub9rK8tXRdMtEmKCdMAg7P48nj/Cl0/7TqXxN1gHX71I9PSF0sY3HlHcrbgwx2479xXdPZ20s6TvBE0yfdcqCw+hpy28KyO6xIrv95gME/U0AeV+F7/ULltHvbfxNJfXr3EkNxpk0ylVi3NubAG4MAFIJ+netHTNSL67p8ljrM17fzXMianZvPuW2XBziP8AhCsAAffvXZ6N4f07QbYQWMAUAsQ7ct8xyRnr1NXY7K1hmeaK2iSV/vOqAE/U0AeVaTqdw3gvW/EGpeKNQn2TvbMYGVViRZMAqMfKcdzzV60v5tQ8IeLIYNYuAlpMxt545i0ix7AR8zZODz+tejixtFheFbaIROcsgQYY+4py20CBgsMahxhgFAyPegDk11a0tbvwyIvECyQ3ERiWNpUIufkOHzjJO4AcY5PSsbR/EV1daroqfb2fVLi5nTUrHdxDGobB2fw7SFAPfd3r0L+z7P8AdH7LD+5/1fyD5Pp6U9bW3W4adYIxMwwXCjcR9aAPONEvbeDV9HvpvFdzdm6lntTDLcgxswOQNo43AV6bVVdOsk27bSAbGLLiMcH1HvVqgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiubvPGVjYa++iz2t79sEJnRY4C4kjHVlx6HitTSdYsta0qPUrOQm2kBwXUqRg4IIPTFAGhRUS3EDxeas0Zj/vhhj86WKaOZN8UiuvqpyKAJKK53XvFkHh/VdLsJ7K6mbUpRDDJEAVDeh59Oa6EkAZJAHvQAtFR+bHtLb12jgnPAojnimUtHIjqOCVbIFAElFZ1nq8F7qd5Yxo4a1CEyHG1w2eh/CrsU8U4YxSJIFODtbODQBJRRUAurd9u2eM7mKrhhyR1FAE9FQSXKCOYxFZZIlJMasM5x0qK0vvN06C6uo/sjyIGaORhlD6E0AXKKiNxCIfOMqCIjO/cMY+tLFNHPGJIpFdD0ZTkUASUVktr9sniNdEdJVnaAziRlwhXOOD3NWZ7yaLUrW2S1eSKYMXmBGI8DIz9aALtFRxyxy58uRWwcHac4NDzRoyq8iqzfdBOCaAJKKbvXONwzTGuIUcI0qK5OACwBoAlophljDhC6hj0GeTSNKoJUMpcAnaDyaAJKKo2N80+mQ3d5CbN3GWilYZQ56E1aeaKNdzyIoxnLMBQBJRUUk8MSB5JUVD0YsADQ1xArIrTIC/3QWHzfSgCWiio2niWVYmlQSN0Unk/hQBJRVZL+1kv5bFJ0N1Egd4gfmVT0JFYvivxXH4UitJ57Ke5huJRAvkYLeY33Rg9c0AdHRWNoXiSx8QW08tv5kUlvKYZ4Zl2tE4/hNT3Go3EWsWNnFYSTW9wrmS6VhthKjgHuc0AaVFQLd27ymJZ42kXOVDDIx1p8c0cu7y5FfacHac4NAElFZ2raxbaPbLJOS0kjbIYUGXlfsqjuaxR4xntY5/7V0O9snitmueSrowXqAwOM+1AHV0VUsb+G+sYrpGUB41kK7gSmQDg/nUsV1BOCYpo3A67WBxQBNRUX2iEq7CVNqfeO4fL9aI54ZSwjlRyv3trA4oAloqFbmB0Z1mjKqcEhhgGnpIkqlo3VhnGVOeaAH0Vk+INaXQdM+1GB55HkWKKJSAXdjgDJ4H1NV/D3iCTV7a4a+sm0+eC5NuYpJFbcwAPBHB60Ab1FRC4hKswlQqp2k7hwfShZ4njLrKhQdWDDAoAloqIXEJi80SoY/wC9uGPzp6sroGUgqRkEd6AHUVyn/CYSxa9rGmXWmSW4sLU3UczyLtuEGeV/L8K0dI10XujWmoX8aae10A0cUsgzg9PxoA2qK5/U/Ey6b4m0jRjaSSDUg+24DDahUZwa2Rd2xKYnj+c4T5h8x9BQBPRTJJEhiaSR1RFGWZjgAVXttSsryz+1213DLbc/vUcFfzoAt0VDFcwToXimjdV6lWBArGsPFFtqPim60W3VZFgtxN9oSQMpO7BXA6EZoA36KzNe1u38P6TJfzpJKFIVIohl5GJwFUdyTWba+INX+12KajoL2kF0dpk89XMTYJAYDnnHXpzQB0tFQm5gVmUzRgqMsNw4HvTIr+0nhaaK6ieJDhnVwQPqaALNFVLbUrK7aVba7hlMXEgRwdv1rGs/FkF94sfRraJJolgaX7VFKrLlSAVIHIPzCgDpKKw/FmvT+G9Ck1OHT5L7y2UNFGwDYJxnn3Iqprnii80XTtJum0eWU3s0cMqLKo8hmxjJ79+npQB09FVW1GzjmWCS6hSZjgRlxuz6YqKO7ujrE1q9qgtViDpOJQST3BXqPrQBfoqtHf2cxlEd1C/lf6za4O360tve2t0zrb3EUrJjcEYHGfWgCxRVe9vbbT7Vri7njhiXq8jBRntya5/SvFc+saRbaha6YzLJdNbyL5y/uwpxuznkfSgDqKKh+0wed5PnR+b12bhn8qhh1XT7h50hvYHa3OJgsgPln39KALlFQPd26RvI88YRE3sxYYC+p9qgTV9OktY7pb63MEpwknmDax9jQBeoqF7qCORY3mjV3+6pYAn6VHDqNlcXc1pDdQyXEOPNiVwWT6jtQBaopDnBwMmsXQNe/tlLlZ7f7JcwXEkBhaQMW2HBYY6igDboqoNTsWv3sRdwm7Qbmh3jcB64qRby2fG24iOc4w45x1oAnoqOKaO4iWWF1kjboynINSUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWTP4h0+31+DRHkc3s0RlVFRmAUEDkgcde9SR67ps2oRWEd0GuJVZowFOGCnDYbGDg9eaAOJ8UaDqmsfEGOezguYI00t7db0HCCQtu2N3KsOCRyO1Wli1MeD7ayOjSWTWE6farWD51niUnd5ZzlgeDzzXbXF7bWjQrcTxxGd/LjDnG9vQe9VDr+l+dBCLyN5J5mgjCZbMi/eXjoR70Aed6l4c1bU/CfiGTTLOaBNQu4prWzYeUyopG47eNufSur8HaLNot7rKm2NvazzpLAmflHyANgdvmzWvB4j0i5vPskV9G0xDMo5AYL97aehx3xVK68WWU2halfaLc299LZwtJt3HacZ4Jx7HpQBj+OrK/u/EHhe4tLC4uIrG++0TtGuQq7SPxPtS+Mota8R+EL+HTbC4gnSeNoFZwkkqqQzd+O4HrXSaNrltq9tCUcfaDbxzSxqCRGXUHGemeenWrF5qtnp9xbQXM2yW5LLCu0ksVGT0HpQBwEGg6qfDPieK602Y/2jcia2gDjdtIXI+98p4Oeafc+HdWW38RwabYyW8d5ZwC3CSBPnUAOODwT69/Wu3tdc0+8jt5IJmZLgMYiY2XcF6nkdPesez8UpY6D/aOuXlq6vdNDFJYo7ow3YUdCc+vagChptlI6azNpWkXFibmwjSMyKIy8ihhjBOQR64x35qpoVzB4T0bUdR/4R7VraDfEjxPtd3YHaWVVONo4+bqa3rnxfZWHiNtP1C5srS1a2SWGWWba0jMcYCntit68ktYrOWa8MYt418x2f7qhecn6YzQBKjh0VxnDDIyMGvNNI8N6tp+sTQPo/mxLrjX8d15yhEjYH7gyDnnkYrtF8WaC2nJfpqlvJbOxVHRt25gMkADkkDnAqM+L9ILaUIJnuF1QkWzwxlgQOpPoBQBzFhYS/8ACU6pCNOu5NPaCUSySwGNw7H7quCBID69R60raFdalpHhZJdJmRbK7JuIZnziMbhyM/NnIPeuvh8RaTcamNOivEe6bcFUA4Yr94BsYJHcZrLn8QXlvp+uXqz6ZcQ2cu232SHjAG5ZPRs+lAGNeW81t4IsrWGzitfK1DEdvelQpjEjMBhmAPy8gE9q2vA9zZSaLNbWMMkcdrcvEwIUKWJ3HZtJG3LYHPar+s32ipafZdbe2eOTYJIpV3rycAkc4Ge5pkWvaBY6lFoEFzDDcqoCW0cZAUYOOgwBhTQBzfirQDrXjBZ59NuZ7a302RY5EZlHmk5UAqQT/KtCWxupdZ8PaitrdhYLZ4bhd2MblwAwz1z37Vv2Guadqd1PbWdyJJoADIm0qQD0IyOQfUU3WtbtdBs47q8EpSSZIVEaFjuY4HAoA5/wtYanZ+I78y2Yj09olCSyDbJv3H5cA4YDruwCc1V1zQb678ZSXVxa315p8sMKQC3mRBFIrMzFskEA/LyOvSuouvEWk2bKtxdiMnbnKN8m7hd3Hy598VfubmGztpLi4lSKGNSzu5wFA7k0AcLremag/jK11m3sLqW0geOK5tlcr5p5xKBnnb0x3zWR4g0mz1vxB4gtobO4m1WQwrbzpuCwMFB5bOF78/hXX2Xi6K98SX9iGhSys7VZ3mcOjLkn7wZQAMDOc1Yi17w3bRX+px3FtEqSKt3MIyp3HG3dxk5BGDQBy15o+qt4oVZdLu7ggwtbXcdyFhUIBuD/AMQ78d61PDfhu707xF4k1bUYd7XFwWs2Em5hEV5AGeMkdK6eTV7CLzvMuVUQIryEg4Ab7vPfNYWqeLT/AGZ9t0FIb/ybxLa5ifcjoWIGAuM5+YdaAMDULa6h0rR5p9I1K4sbR50lt4jmVCxwj7DneACR7Zz2pNY8PXd5/ZcJ0q4lhj0m5iaOSTzAJCB5YZs8ng89s13s2rWUF4tpJOBMSBtwSBnpk9BntnrVGfxfoNtevZzajGk8c627qVb5ZGGVUnGOaAOT03S9WsfDWhR6lpM+pRrYC2uLIFS0ch/iJY+nGc5GKqar4SuTrkUz6Lez2ZtYYbWG1vQPszK2SGZjkDodwr1Oso+ItKGoJY/awZ3lMKgIxXeP4dwGAfbNAGlGCI1BBBAGcnNebeJtL1a78SObOwuGaO/tbhZFOMxjAdlkPQDkFB15PeuzuPFWhWt8tlPqcCXBlEOwt0cjIU9gT71V8WeKoPDeiXt2m2a6gUYhwxG5j8oYgHaD6mgCGy0+6tfH+p30lkWgvLeFYrhdp27AQwPOR1FZ/wATdJv9Y03SYLC2mmePUoppDFjKIp5bmu0t2ke2ieUKJGQFgpyAcc4rLtfFOiXuqHTbe/jkuhG0uxQcFVOCQcYOD70AYuseFrG20NbSCxu7xJr9LidUkIkfJG4kgjtUWo6Fcw+MfDbaXDcx6fZQzpLtYmNQ64XOTljnHr3rp4dc024uPIgukkfyjNlASoQHGd3T9aq2virRtQljgsdQhmmmRngAyBJt67TjBx3xQBx8Phy8u7I2p8Pm31W2tLi3/tF5VRZGkU/MNpJbJwTnpzWr4G0KTSpZpX0y7smaFIpftF0JN7rxlQO2P4jya1tG8Qtc+HLXUtUg+yzzMyeVGrPkhmA2gDJyFz06Uy914vc6I+n31itrezskgn3CSQAdIx/eB65oATxJpdzPqWj6tbJ5zabM7PDgEujLglckcjHFQalcX3ifQL61stNmihuLV1V7seUxc8ABTzj3OK1tO1221PVNRsIEl8ywkEcrMuFLEZwDU+oavY6W0C3k/ltcPsiXaWLtjOAAKAOMsfB13Y3GpC1tI4IbnR47cgSYWS4AwxxnjjAzSa5ZywaTrOoQ6c2m2yaPJFJGgVS7jngqc8DIB75re1XxEv2PSrrTNQsEhu7tIy1zu/eJnDKgHO/PGDV+61zTIb2GwuJCXuGMS5jJQt/dLYwCfQ0AeaXenPLpOraxp1nNZ6QdCa3ZZSytNKP4tp64H8XfNbtnoZuNM+1aPYXFpu0tYD+88vz24xjnqBn5j61raD4usdSnuNMvZLKC4F3NawWyvuLqhxyOmcc49K2Ite0j+0E0yO7iFwcrHGAQGK9Qp6Ej0FAHJ2vhn7R4Y1a3/sS7he6WPEVxcJudlGM/KQFx9ea6Fbmw8NXGlaPb2DQw3zuqeXyEfG47u/PPNaep6rZaPZ/ar+fyYN6pv2k8k4HQetZi+LvD00yD7YpkF19jXdC4KzH+DkcE0AP8WW0V5oUlvc6XJqVtIwE0MRw4Uc7l5HIIHTmuM0/TtfbwuwFrNc2lnqKTafFdL/pRtlPQ7sYb0zg4ruo/EekzalHp8d4rXEjOqKFOGZPvANjBI7jNQ3HibTmN1a2V9bSX0EcjGMklUKjJDkfd/GgDj7iyks/Dmr3Oraa8MN3qq3MVuzpuKswwOGwD7ZqLUfDusTwa3eW9tdJY3FzA6abG6xyNGn39vUAn0712Ola7aalp0Avnga5ECzzhEJjj4znceBxzyc0p8Y6G1rfzxXglFjD58yqjZCdiMjnPbFAHGf8ACOzzeGbK2j0O9ht5dYS4e3lm3P5BI3lwD8ueflFemW1vFZ2sNtboEhhQJGo/hUDAH5Vgv4iee80EQS21vFqALvBd7lnZduQEX1B65q1D4q0W41AWEN8HuGma3ChGx5ijLLnGMgDNAGT4x8NX+s6ppF3YOoWN2hvVJA327EEjnryo/M1W8e6HeanbW9tYaYkyCCSISKFJiJX5QFYgAH+91FdH/wAJHpZ1RdOE7tdF2QKsTkEr94bsY4zzzWtQB53baHrVzqHgmeS3mjg06BxeLNIpKts2joef8Kqf8I7q41WG3TRS0dtro1BLnzECrCQMhOc54ORiu7vfEGlafdra3d4kcxKgrgnbuOF3EdMnpmmt4k0lLm+t2vEEths+0Jg5Td93tzn2oAj8V2VxqPhfULS1t47ieWLCRSHCucg4PIrlNK8M6p/wjXiqzu7LB1BC1tG/lgE+UFxtU4X5hXV3PirRrTV4NLmvVF3PJ5SIFJ+fGQpI4Bxzg0W/irRrm9FnFdkzNM0ABidQZF+8u4jGR9aAMSx8OXVvY3cENikBuNMjiYhwqvKFwQQOnpnFQ+GdLvrfxPHqB0I6fanThauN0fEisDnAOSDjg9a7uuQ0rxFqmueIbwWsUMGk6fcNb3BnRt8hC53I3TGcZFAFrxlpGo6pp9pLpLRfbrG7ju4klOFk29VJ7ZBPNUdVttd1XV9FuILG7sRDMPtjfao9pixkrgE7vmC8+mfWt6HxDps989oszLKIzKoeNlDoMZZSRhgMjp60/R9d0/X7QXemTme3PSTy2VW7cEgZ6HpQByyeG72Pw34jhfSre6vby7neJJZABNGz5UFgcgY7ZHSs/wALeF9X0r/hKPtemjyb9FNtBvjwTs24wDgc12mreJdJ0OZItQuvKkeNpVURsx2L95vlBwBUV74q0qys4LrzJbiKdFkjNvE0mUJwG4GAPrQByFj4Q1aO3ulWxgtHuNE+xny3UATA99vqO9XPDuhalaeItHuZdDisILXS2tZ3jkjO6QlOcKckfIeT611V3r1tZ6pY2DxXLPeKzRvHEWRcf3iOlQQa5BHNq73V/C8FlKqMqQsDFlQdrHncxz29RQBY8Q2dzqHh++tbNlFxJERHuOAW6gE9gen41j6lYarr1lo9rdWX2Vo5orm6cSK6oyfwLzk5PfFXP+Ez0NNOlvp7treOGRYpUmjZXjZjhQVxkZ7VLa+KtJu7O4u1neOOCc27iWNlbzOyhSMkntQByWueEtQvL7xLdW+lxtPePbfZZtyBsJjcc5yvSta60XVbnxFq91EjQRXWlrbxTh1JEgJOMZ/WpvE3itrDwPf65pKeZNB8qpPGww24AgqcGujs5pLjT7ed1AkkiV2HQAkZoA4e28PXkk/nxaUtqkejSWUsJ2r5sx2/gw+U/MfWtDwnodzoz2CyaYkDDTIbe4ljKcyJnOcHJ69aND8d212RDqpjtLqS+ks4giuY2ZWwBvIxuOM4rXj8VaLMlxJHeho7aVoZX2NtR1IBUnGM5IHvmgCDxDp97c6hpl1BbreW0DuLi0bbhwwGGG7gkEfrXO6f4c1GHwstlc6Q3nR6m1zFHHOg2oX3A5DAdO1dJaeMdEu9Pvb1bl0jsTtulkiZXhPoy4z3qSy8V6Rem7CzvF9lQSS+fG0eEPRhuHQ0Ac5f+H9Qm8R/arSwIEhl3vOyEJuQgMjD5hzgFTVQ+FNQ1PQJbO50G0sbw6U9q9xHccvIRgAAZyD1y3Nb1t4yS48SXFn5JTTYLP7S91IjoQdwHcYIIOQRW1pes2esCU2jSZhbbIskbIVJ5HBA6jmgDhtL8O61DHfJdaTmN9HtbRVNwgLyRZyBgnAOeCfSor7w9q01tAlzoYlNq8hspVMe5CyjAljU7SCcjcORweK9Prm/Gms6h4f0UajYLavslRJEuMgMGIUfMD8uCc55oA5e78HajqHiI32pad9pVxbvD5V2EW2ZOqnuQDzkda2PDOlXum6zMW0o20TvKZJGdHB3NkFWHzHOBkHgVZ8NeI9S1TVLizvYbF0jj3C40+VpYg2cFGYgfN3xWnD4ksJ9UNgnn79pZZTCwjfb1Ct0JGDQBsV5tp3g+/tfFsesnTlSQ6tcTSy+apYwOmF79M9q6jSPGmia5exWthPJI0yO8TmFlSQIcNtJHODV3xDqDaVoV1epPBA8ajbJcAlASQOcc0AcnpXhXVLOaBJ4YzNHqkly9+u1mliO7CtuO7+IDHtUGp+BNXl1O7bSry3s7bzvPtcRDKtJxLng9umK7NdctP7Ui0wmVrl0DEpExRSRkAtjAJHIqTWNasdCsftd/N5ce4IoClmdj0UAckmgCTS9Oh0nTLawtwfKgjCLnqcd/wAauVnaPrNnrtkbqyZyiuY3WRCjIw6qQeh5rRoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOavdJvR4zt9Wt4o5beS0azmy+1owWDbh69MY96y7Hw7rCapocMsUEdlo7yOLgSbnnDK6hcYGOCCa6d9d06PWv7IefF75Jn8sqfuDvnpWbqXjrw9pFraXN5fiOK7XfCdpOVyBux2HPWgC34n0eTW9EltreRYbxGWW2mYZ8uVTlW/p9DWN4d8Fy6Pd3T3N+1zFKhKhh8wlcfvXz7np6Vu3XiLSbK6itri9jSaUoETud+dv54NQ/8ACV6KLUXJvB5RuvsYO0/63ONuPwoA5uy8Laq02l2k0EFva6Qsoim8ze1wXUjpgbevPWpNC8K6ppPw4uPD7pbPeMksaSK5CsHJOTxkYzXdEgDJOBXPWXjfQNQ1DULG2vQ89gpeYY42jqV/vAe1AFLwPo+r+HrU6ZexwtaLEjRzK+XD4AZW/vDjIPpx2rR8WaFN4g0U21rc/ZbyORZYLgDJRgf6jI/GjRfGGieIGkXTbvzikfmn5CMr6jI5qjafEXw5daLcat9reK1t5PLcyRkHOSBgd84NADPC3gxvDt5eXEl7Ne5ytoJnLeUh5Yc+rZ59MVn6D4V1jQ/CzWknkz3MWpNexxo+FkUvu2kkcVvR+NdAl0iy1QX6i0vM+S2CSSBkrgdD7VG3jbSU8TpoTtKs726zq7RnaQ3Tn6UAZ+s6Hq+qSayTZae32i3iitPNO7aRndnjjrx9K3dcsbrVfCd9YRKiXN1aNCA7fKrMuOT7ZpukeJ9M8Qx3f9l3O82/DMyEAZzgjPUcHn2qvL4o07RvDlpqOq6nFKkpEX2iJDtlk54UD6GgDH1vwneXFh4fktbOxnl0vPm2cwwku5QrYPYjBOcVpHw9cpc6DcQwWcf9nvJvhiUoqq4A+X6Y/Gmah4qsb7wtDrGla1b2tu86KLiWMsD82ChHYnpTr3x9oOnasNLuJpjdb0jbZCxUFuhLdAPegDMg0DVovE9rqB0+LEFzIC6XO1TG4+/5YGN361Zg8OapFF4ojMdqU1OYy243fdJUL83HtmtbWvF2ieH5li1K8ETsu7AQtgepx0raikSaFJUOUdQyn1B6UAcXe+F76TxJNqaWGnXS3sUSy/assbd07r/eGO3HIBrZTT73+3tRuntbRreW3WOIlvmLLnrxwDmmWXjTRL/xDNocM8n26J2Ta0ZCuVGW2t0OO9Q2/j7w/c+IjoUVzIb0StDgxMFLqMld3TOKAKfgrSNW0u7vRdW7WtiVVYLd7nzypBOSrYBC+1afi7SrzVtNtlsVjae3vIrkJI20MEbJGe1Vdd8ZWem38WnQXCfbDMiOjxsRhj2YcA/WunlkWGJ5XOFRSxPsKAOI8Q+GdX1q11LTgtsltqbxM8och4NuNw6fN0GOlbviTRJdX8Ly6VbTKkmI9jScg7GVsH67cfjWN4a165vYr7X7vWopNFG8CF7fyzCVbj5u424/E1p2njfQ7vT7u8NxJbx2aCWdbiMoyIfusQexxxQBjnw5rOq3Gs3N3Fa2TahYRWyIH80IyFjkjAyDnpVrR/DktxpV/Z6tpWn2kdzEIXS2XmQgY3kjHsQO1XW8d+HViglN/hJ5WhiOxvmdRkgcVas/FWj38VtJbXYdLnzPLIU87PvZ9MUAc7J4EvLjwcdMub6OW/M6StMVOyUIflRh3G3irK6Nq9ppk5g03TFme7jnEFsfLG1CDhmx8zHHXFaek+MtG1lb1raaRfsal5hNGUIX+8M9QcdaSy8beH9Q0qfU7a/D2kON8mxh16Y45/CgDm9a8KazfLqWjQxp/Z2qXcd29552JLfBUsuMfN9zjkYzTLWx1C88S+JLK2sYmtJL2BmupiRs2Rx52rj5jwec9a6fw54jj8QXWom3kWS2gdFjYIynkEnINT6x4k0/QrzT7a880SX8vlRlIywB9yOnagDZAwAPSuM1rwxqN9rVldW5gEdtqCXed5Xco6rtHBPuamtPGtqviTU9J1GaGF4bpILYKCSwZQct6cnFaB1WO38S39vPqkTRxWiz/YwnzxAHlye4PpQBzuqeEtVvLjW/Kjtdl5fW91E7vyBHtyDx3waveJND1fULDWNNs4LZodRAcTSS4KNhQRjHI+WtTSfGGh69cNbaZfJNOIfOC4IyvTIz15qh4d8a22pRWlrfOqancPMBDEpIISRkznt93vQB0wiMlkIZPlLR7G2npxg4Ncj4W8K3vhxxGbXTJFgidI7pE2zS5OQGPYevrVyDxHaaLot3f6xrUdzBFdvEZ1i2iPnhCB3HTNW9N8X6NqujT6rbXJ+zQErJ5iFWUjttPOT29aAMjSPD2q6NdaqR9naw1CN5nQEl4ZiDkKe6+1ZHgzSNS1C38P3M9rHaWukQyrEc/PO7AocggFAOfXPFdroHiTTfE1k91pkrvGjbHDoVZW9CD3qBPFukv4hl0NHla7hBMhWIlEO3dgt0zjnFAFC30XVrb+ybtBE1zZpJC9uZT5bq3O4HHDAgfgTWZ/whuqrJoUu62eS21KXULokkYMm7Kpx0G79K2dN8e6Bq+qpp9ncSNLIhZHaJlRsdgx4z3xRYeP8Aw9qMuppDdso04M07uhVdoJBZT3GQaAJPD+l32na5r0lxHH9mvLkTwyK+ScqAQR2xil8SaXqOo3ukyWIiCWlz50pdyCRgjaOPen2niey1rSb+fS5T59tGxaOZCrIduVyPQ9aks/EVpIYbaWUtOLQXE0ir+7QYGct0B9qAOdHhPVh4R0vStlq1xa363TuXOAom8zA46kHFX4NH8RWWsSxW09g2kzXf2otKjNKuTllGTj6HtViw8eaDqNjqF7FcOsNgR55eMjAPQj1B9a19J1a01uwW9smdoGYqC6FTkHHQ0AchB4O1GCawYC1P2fWZ75n3YJjfdgdOvzfpSeHvBeo6NeWkbppkkNtcSS/a2hzPIjEkD/ZPPJ7139FAHP8AjHSL3W/D72Vg0azmWNw0jEABWBPTvWTqXh7V7+VisFpGDqcF7nzDyEK5HTqdv6121FAHBx+FNUj8VWmqbLYrBdSudsrKnlPu6R9A/IJPfmr9l4dvrew8TxOlv5upzzSQFW6B12jdxXW0UAefaJ4FvtN0ebRGmiGnXtptuCHZpVn7kMeqn07U+y8Han/wjOraZcJpMEtzB9niktICpYD7rOc8/Su+ooA5O70TVLu78MTvFbKdNk33BDn/AJ5lCF498/hWdb+EtWh1mG9BtQsetS3xG48xPHsx/vDrXe0UAeWRJPafE9p4zLcCW7cLYNHIBArDDTK33MErn1+au+0K8v72ylfULZYJUneNducOoOA2D0zWpgZzgZ9aWgDjNS8LahN4tfUbaPS5rW4WPzPtcJeSIp3U+/p2q9f+Eba+8UW2rltiqFaeIZ/fOhzGx/3ct9c10tFAHCW3g2/svGNxfxDTJrC4ujdmSeDdcRsRgqrenoe3SrMfhzVrK5ja3+xyq2qvfSE7l2qwOQAc5PPWuyooAK5jRvDtzbaXrNjfNHsv7mWVTGTlVcYwT+FdPRQBxlt4Tv5NR0u6vbiJRpljJZxiLP73cFG4+gwvStXwb4ebwr4UstGe4Fw1sGBkVdobLE9PxreooA5vV/D1xqWvpfxzRJGthNabXUnJfv8Ahise98E6hJo+m6bFd28sFtZm2ljlDqjns2FIz9DXeUUAc4+j6uZNGnivLWGS0Ty7iPyiyOpGDt5yD9az5vB97Imtn7ZAXvb6K+thsIEbptwG5+YHYP1rs6KAOD1DwNd63batJfXEEVzqM9vKFRSVh8nGOf4iefzrVufD2oFNSWyu7W3N1PHMjeSSQVADBue+Oowa6eigDh5fB2q3XhzVtIuL+zVbybzomihYeWxYMQcnnpXZwI0dvHGxBZVAJHQkCpaKAOKg8HXIWOyuJoWs49UOpCVBhyd+9UwffGT6VPB4V1C08M6tpltqMMdxeXctxDP5X+rDvuIIzyeSM/SuuooA4C28CamsPiWOfUbQjWgG/dwMPLcADJyeRxVi58F3t1Nfb76Hy7zS0snIQgq69GHt7V29FAHD2Xh7xM12s99caYqrp5s/KSN2VjxhmBPPTpV7RdE1nRw6QXFssEt0jmFgzCOMLhghJzzgYB6V1VFABWH4p0aXX9JXTkZER5o3kd+cKrBsY75xityigDmtK8LHRNVujYXCppN3l5bMr9yQ8ZQ/wj1FRW/h/UHvNO+2S27W+nNI0JQEGQspVcj2B59a6qigDi9A8E3GjXGjzG8hf7D9q3qkRUMJm3fLzxjGK3PE+kS674cvNLhmSJ7hAokdSwXkHoPpWxRQBzr6FcPrtnfgwoYVAaSPKs4C4KsOjDuM9KteItMvNV09IbG7S2mSVZNzpuDAH7p7jPtWxRQBznhHQb3w/Z3sN7dQXD3N29yDBEUClsZGCT6V0dFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz/ifw4dfht1ju5LVo5P3jRHBkiPDpnqMgn8ay9f8AC99JeWsmkWmlzwx2v2Vor8MQir93aRnPuD6Cu0ooAwLfTLtfEQuZ7aza1W0jhRx98MpJyBjgfMe/aseys49T8f3syJM2n2ZDbJItsYuuhZT/ABHHf1NReNF8S6bHNqdl4i8i3e5ghithaI2wOyoSWPJOSTV/Uf7a0PSLSZtVm1CdLkeYq26K06t0QDOB9aAOpniE9vJETgOpXPpkYrh/DXhLVNCjlt3t9IZIYJIre4jRhLKSeN5x8o55xmrmr+JDP4KvtREOoafLA/lzIioZoSGGep2nr2NPm8XTw+LLLQIdNMwmijka4edUO09SqnlsY5xQBBoOg67pM2io62YtrSze2nCOSWLMpBXI6Db+tUIPCXiCLw6NOZNKle0vWuLUSlmSRWZywfjg4fjGa6bxdqJ0rw3c3wa5QRFGZrYKXA3DON3H19qoWnjJr3xtceHLfT3xaqrTXEkqqfmXIKp1YdAT6mgCE+HtWistGjtYNKge2vPtFxFCpSMKc8JxyeepxVq+0XVB4xGr2RtHtprT7LOkxIZRnIK4GD+Namu6s+jaabtLOW6IYLsjwNuf4mJ6KO5ql4N8UReLtB/tOKAwATPCU3hhlTgkHuKAMfw7onijT9aee+Gm/ZJLfyXEMrlsrkqQCoA64x6VC3hTX5dD0KzeayE+n6p9qd+Spi3MdoGOuGx+FXvEXjsaDqctuulzXdvaojXc0ciqYt5woCsRuzg9K0p/Ec6a22mw6JfT7DGXnQxhFV8/Ny2cDB7Z4oA5lvB+uL4Q1HRUj00Pd6g9yhDsFjQyCQAcdeoqx4g8PeJdVTUreBdMWC4jiSNnkfcNjA88e1aOneMZ9Ru9SCaFfraW0LSW9w0ZxdYJ4QY74GPXNU9L+IaahpGuXUmnmK40hSZolnWRW4yAGHf1GOKAMDxzaa02qW8iSRJbLbILm0y4F24P3QQpLY9OK9PsmZ7C3Z4vKdolJj/uHA4/Cs3wvrr+I9AttUewmsvPUMscpBJB6EEHpVGPxep1vUrNrPFrYA+dcLOpKYXd8yfeAPQGgDMl8P8AiV/GdhqeNNNnaTylTvYO0cgAPyhcZA/M1Xbwl4gXVHvY208ldaOoRqztzGY9hB4645q1ZeP7u80vVNQbwzqFtBaxLLA1xiMTqT1yeFx1PXA5qSfxzcxaPpl4NJRp75nCxG9jCkKR9x+jEg5A4zQBW1Pw54nFlfabpkti9rPdC5jnuZG8xCXDsCACDzwPau3IlNoQQhmKYwSdpbH8s1zzeIUsdZ1f7Xcz+Va2Ud0bcxKFjBz91hyxJFV4vG8ghujd6Lc200dm19BCXVmmiH+6Tg+1AEf/AAjWrah4EuNEvntLe7LloXgZnQfNvXOQD14+lVL7wrr+q2WvTXbWEeoajYx2SJG7GMBSxLEkZ/jPHtV/wj45/wCEmu2tLnS5tNufs6XcSSyK3mRN0YY966XUrprLS7u6RQzQwvIAehIUmgDF1rw5LrfhNNP3R2t/GEeGaPnyZV/iBx9fzqr4c8E/8I9PfOL6W4SVNtukvIhyMv8AXLEms7wr4lvv+ENtvEWr3U9w9+FS3tDEinzCTgKR2bHGelak/jb7Fot3e3uj3sNxaypFJaDYXJfG0g52kHI70AZ2i+HPEdrq+oXN+mmvFdWf2clJHLMVztJBUDHPOKn03wrqUHgjTtMuDbLf6bMs0AidvKco25Q3GcduldVpl5NfWKXE9jNZSNnMExUsv12kj9awo/GIuPE7aVbaVez28cnkS3qRkxxy4zg8dMY59xQBc0W21hNV1G71OOzjScRiJbd2YjaDndkD1qbXrXULiG0k0wW7XNvcCXbcMVUjawPIBOfmrJtfHVvc6kbD+zruO4GoGx2vszkKX39fu7RmpNO8bWuq69NptlY3c0USO32tVHlMVOCvXIOcjkc4NAFXUtB1m5/tpoLXTPMvJIXhLOw+5jJYge1T/wBhakfFVzqxgsAtzpwtpHDN5nmD8Mbc/jS2/jKW40a+1P8A4R/Uo7e1QyL5nlgzBeu35vbvipv+EzsEtZrqaG5igjhhl3lMhjIMqgx/FQBgeHvBOr6Xrui6hcyWjLZafJaSrGzZJZiQRkVN4X8Ia14bvluo7q3dbiWT7XbsxKhWdnDIcZ3c4I6cZrUk8aC10XUdRvdGv7VrFQ7W0mwyOp6EYYjH40+18aWslhqNxe2d3Yy6eiyT28qhn2sDtI2kg5wRjNAGNrfhPXNc8Navpsn2CGW5vUuYTG7bdoYEhuOvH61Bq+halp+meIXeCGZb6aKW2aPczQyBQu5hjoMZzXSeFPFkPim3uHSxurOWB9rR3C4yDypBHByPyq/4iupLHw7f3UcssTwws4eJA7LjngHg/jQBzHw4S/t01O2vlSd/NEpv4pC63BYc8kDkY5wKvR6FqNv4qutSi8iC3ml3yGFzumUJgB1IwWB6EEUy88atp76bax6Tf6hLd2Yug8Plr8oAyTlhg806/wDGz2evaFpsOkT3C6tF5qyLIoMYxk5UnnA6/wBaAM3RdK1XxBY6cmqW0VpZWU7yxbS6zMQGVdysBjhifypdO8KeIrLTb7TBLpK2yWrW9jIIN0jnPytLkdgB6881paR44TW9fvLCz0q9a0t96i+2fu5JF6qD0+hz2NQWHxDtbnRLrWbzTL7T7CHhJbgJ++bcV2qAxJOR9KAK3hzwvrthNrs9+tgsmowKqiCR2HmBdpJyOAevFS6d4R1O20e50WSe2XT7qzKPtyWjmIwdueq/U5qQfES0fRINQi0q/Z5bg2/2dlVGVvdmIXB7c81afxZdp4q03SG0adY7y1Nw8pkUmLHUEA9vYmgDM0nwvr9j4XvtOcaOkzQeRbpbRFFbtvdsZzjtXVoNWMmnl/sqIEP21VyfmwMbD6Zz1rH0zxk19PqP2jRdQsrS1QyR3E8ZVZgCQcent60zQtX1i88UXcGpWs1lA1sssFtKY2xzgkFTnPTIPQ+tAHW0VXvZGhsbiRd+5Y2I8tdzZx2Hc+1clL43TS9H0JzaX2pXOp5WJVEaSMQMnILAD8KAO1orM0HWItf0W21OGKSFJwSI5MblIJBBxx1FUrfWo7W416W/1KJ7ewYOyLAym3TbnBP8WcE5FAHQUVzDePvD6zvCbmbfEY/NBtpB5Yf7hbK8A5GPrUt/400TTZ7mK5mnBtSv2grbSMsQboSQMY96AOiorG/4SjSTq/8AZS3Dte+WJfLWFzhD0YnGAPeoLHxfpOoXAjhkcpIXWGXYSsxT7wXHcf8A6qAOgorDsPFmjam1stpdM7XLSLEPKcFin3uo4x71naT4ptI9Huby81X7dGl9JbiSG0cFDu4jZQCcjIGe9AHW0Vzy+MtJbSv7QDT7ftH2XyTCwl87+5txnPBrR0fV7XXNPW8tC/llirLIpVkYHBUg9CKANCiuV13xFe6Z4y0HSo44vsd/5vnSMDldq54PSrFj400fUdQW1t5ZSshYQ3DRkQzFRlgj9GIAP5GgDoqK5k+O9CQuXuJEjFublJTE22WMHBZTjnBx+dJJ4vtp9F1W6sUcXdhbGdoLhCnG0sv4ECgDp6KqaZdtfaXa3bKFaaJZCo6AkZrI1TxtoukXk9rcyz+bbhWn8u3dhErdGYgYxQB0VFc3/wAJtpf9n3d2Uu1a1dUe3a3YSkscJhTzhj0NTSeLdMttB/ti9aa0t1fy5FliYtG2cYYKDj/64oA3qK4+/wDGkMN7os8E0aaTeCczSzxsjAIAcjdjA59K1bvxTpVnBaySTPm6VnhjEbbnVRknBHAA5yaANuiudTxdaXN9pUVhBPeW2pRvJHcwrlFC/wB7PSorLXYdOs9bvNW1lJ7ezumDsLcp9nXAIQjGW6jn3oA6eiuft/GWi3NjfXaXLrHYgGcSRMjLu+7wRk7uMfUVc0fXbTWo5TbrPHJEQJIp4mjdCRkZBHpQBqUVla3rA0mCERxCa7uZBFbwltvmOe2cccc1h3fjr7Dp880mlzz3MF+LB4bZ1b942NuC23g5AoA7GiqmnXU13p0Nzc2klnK65eCQgsnsSOK4W58TapqXiHwtc2aPbaRdXs8JIkB89VVtpZccAlSRg/WgD0WiuVsPFt1qPiN9Pg0S6+xKZAL5gQjFce2ME5xz2pdM8XnUhDGLIJciZ47yAyjdaherEEDP4UAdTRXF/wDCV3ep2uqRx6deWUa20klte7G2ttz6rgHuOtM0/wAYSJpXh+zSB73Vb3TRdEO3lghVBYk46knjigDt6K4iXx3ezXNrDpegS3v2mx+1r/pCIVwcMrA8jB4zzk1HbeLrfXL/AMK31tJqEMGoGZRCqrsLqOVkPXjBxigDu6K4aD4gzv4iNhPoFzFYi9Nj9u81WXzew2jnBqzaeOPtusw2sNgfsst/LYiYyEMHRdxO3HTt1oA7CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorlNej1ZNfSTQzCLyWzdSblm8sYZcHaOp5NZGo+MPENzZWcOgaWLjUfLeS6yPkXY5QqMkH5mBwewoA6fxNoLeItNSyF7JaIJUlLxorElTuXr/tAH8Kl1DQ01SGwS5up99nMk4dNq73UY+YY6cnisiPW9Zn8cWenpDDFYvpoupo5P8AWKxYjHHcEYrMi8Ua9baFezXRsZ7t71rOx8hScybiAGGcHAHagDZuPBdtcaZqNg+o3/kX83nSgOoIOckD5eAcUXHg2K61uy1GbUryRbR0ljgbYVDKMAg4yB6gHmqdr4g8S2/h3T5NS0eManNdC2lXftRcn5X4zx7V1lobk2kZvBGLjH7wRZ259s0AUfEGkSa5phskvpbNWdWd4lUsyg528g47c1TXww3/AAkseryancyrGvy28ioVVtu3IOMgY6jOM1i6z4t13Tjql+LG2XS9IuNtwWYl549in5PQjd+lXbbxTf3+u3UFtaQDT7S3iuJJJGPmMroWGB0B470AaviPw9F4j09LSW7ubXZIJVkt2AOR0zkEEVH4W8MWvhTTGsLO4uJomkMmZ2BIY9cYA6msbSNe125u7C9ma2l0vVkdraMR7XgOMqGOfmyOtYcHjDxlem0eG30tV1ISxWyfN+7kjyST6g46UAWfEfhbX9S8T3mo2qmN8RR2ksVyFUKPvGRSpORnt1rsLTQEttY1DUmup5HvkVJIm27AFGBjjPc9+9c7H4u1TWLPSrfToYbTUbyCWeQyjzFTym2soA6kn8qI/EniK+8ReH7e2gs4re8sWubqKXJZSrIGAI9N3FAGnpvg2Cwtbq0TV9TltpI/Jijaf/j2X/YwOD9ap2Xw5srI6tjVNRmGpwGKdZnU5OMbuAOaS01c2o12LTtOgguhqn2ZSWO2SRlVvMb8+ntWXJ441iG01Gx220uq6fqMNm8u0rHKH6HHUUAdn4c0U+HtDt9MN7NeCAbRLNjdjsOOMCsr/hCkm1qe/vdUurmORZESBgqhVcYILAZYegJ4rMTxXr0fh3VWntYJNTsLwWzvAjMgU879vUgA8iuu0S8k1DRra6leF3kTJeE5Rueo9Pp26UAZFh4alsNPurE+ItQuLmcfu5bh1d4lB4AUjBHrkc1Ub4e202nQ2U+sao0aOZJFWVVWRi28nbjA5PGMYo1TVBbfErSrAWEMk9zYTmG5ZjuQrglcdMHj3qromv8AidvEFjBrK6d9jvROka224Mrxt1OeoxQBrr4SQ63qWozX08q31utsYCBtRF+7g9c55qvH4GhmsruLUtUvb24uLc2v2hyqtHEf4VAGB7nGa29avLiy0x3tVQ3Dssce/wC6Cxxk+wrFiv8AxKtqdPuUtU1KSdoYLrb+7dQuTIUzx9M0AXdJ8J2Wjakl7bTXDOlmlkqOwK+WnTt19609UszqGlXVkJ2g+0RNF5qgEruGMjPHeuFbxvrN7p9hDpUVmdQk1KTTZnnDbA6KSWAHrirX9uS6h8MtQv8AWrSK5mszMlxFGxRZDE5BKnt93IoA2E8KL/wilnosl67vZ7DBdeWoZGT7rYxjOOKgm8GedYTxNq10Lu5uFuJrpQoZmXG0YxgKMdKbeeIdVtLe6kgsYJ1glt9qKW3GKTAJP+0M/kKxvE/jLxDp3iO+tNOgsPsdhax3cpmLeY6k4IGOhoA9DRSqKGbcQAC3r71hWvhWKz1+bU4tRvxFI5lNn537neRgtj8OmcVUu9R1zUtSjg0WaztkhijmuPtC7y4fnAA6YGeantJddn8VanDPcWh0mGNDFEkZEjbgerZ9qANKLRrNNYudVG5p7iNY2ycqAueR6E55+grH0fwb/Yd3dPZazqC2cissFmzho7ctySuRk4PTNZ0OrX1tpuh6Ho1rDa3l4sxDyuZEgSJvm68sTnH404+JPEOsaVp50SGwiurhp4pWudxVHibaSoB5BOetAG7baZc6H4YNjZs2ozxIdgu3A8wk9CQOB17VRsvCMT+EG0m8LJNOxlkdX3mOTdkbSR/DwB9K1vDt/caloNpdXaoLlkxLsBC7hwcZ7VmeKNW1XR7zT57YQf2e5dLlpB91iPk57AnigBt94TuL3TLu3OtXEdxdshmnWNT8qjhVBGAKbD4OO/V3l1e5kGqbWfaqKUZQArKQMjAUVS8N+Kda1+BXuNOto4ltZGutrEFJg2BH1OMjnms+41vVLXwt4Pl8Owx2sV7cxwvDcEuApViFLde3WgDrvD2hvodo8U2p3eo3LnLz3L5YjsABwB9Ks63p0+q6VNZQXZtTKNplCByB7A8V57rXiK98KeMdf1KK3intFFktyjuQw3ArlO2frXoWqX09po0t7axJJIqB1SRsA/jQBhXngyW8nmmOrzI8unfYCUiXgf3h6GnHwYxuNBuTq9ytxpMZh3oqjz4zjKsMeijpUWr634jt9KtorSyt31S8ZvL8v5kjQDOSCRk1VXXPE8/ifw7ZGG3s4ri1knvoZRuclCoIBHA65FAGxpXhUaTqk9zFqt+9s+4xWbyDyoSxJJUY9+M9KG8MWtz4WOix39wyI2YrkMpeJg2QQQMcHisnRfEesT+Nzpd5NaT2U9vNNF5EZBiKOF27ujcMMn1rOkuZJ/CtxNb232WS114qIrTjfifac89+c0Abr+DbmXRIdOn1+8uWVmM0lyqSCYMMYKkY46jHQ0f8ILbr4h03Vo9RvEaztPsrRBsrMn+0TzVP/hKdeu/F8trp+lmXS7OcW9y3GSSMlsk8Yz0xzUyeItfurrxALaztmi0wvFEi5Z5n2gr/ADoAu2vg+NLXULO91XUL60uhsWGeQYhXsFwAePWn6X4SXTdXXUW1nVbuVYzHtuZgykH2AFTeE7+91HQkn1C4imutxEnlxmPYcDKlT0IrdoArX1t9tsJ7XzGi86MoXXGQCMHGa54eBrJ10bzry7kfSA4t33KCSwxk4HXFdVRQBm6Fo0GgaRDpttLLJDDna0pBbk55IA7msXUfDOp39lrtr/aFsqaoCv8Ax7nMYI29d3PH611lFAHn7/Du5mvtXuJdSixqMVpHhISNhgKkH73OcU2y8J6jc6v4oguAbfS9SuUYs/zPKoVd2wg/KCQRyM16FRQBgW3h1rfXLvUPtCGO4t1thF5fKKvA+brVLSvCNxY6np1xcambmHTkkWBTEFY7+u4jg47YFdZRQBzukeE7bRtT1HUIZTLPduzRCRflgDYLKoHYkAmsq08D3cGm2tm+pQjytWbUpGit8b8sWC8n1PX0Art6KAPNfFnhS6h0EQW0U1zHJq326Y2SKkkYJJ4BPzdcHkcV0fgi01Kx0ma2vrWG3hSZvsqogR2j7FwCQGP1rp6KAOb1vwu2seJdI1X7X5aWAlBi25371x1zxis6y8BeVaWNhe6gbizsPN+zhYwjkOrKQxHXAY4wBXa0UAcPZeBtRh0STSbnxDNJbpbG2tSkQRo1yCCxz8zDGO3FWbXwZNa6Vrdmt7CW1SLaWFuFCNs2E4B54569a6+igCnpdo9hpVpZyOJHgiWMuowDgYziuX1jwTea++rw32qoljfNEyRwwYeMxtkZYk5z9K7SigDlLvwd9qt9Vja+3fbpo5cPECq7AMKQMbgcc/jRP4Rmk0GHSlvowkd8l0SIAo2rJvKAA+vH0rq6KAOb8TeDrTxTNZNeTOkdoHMaoB99gAGz6jAIqC88IXNxNp15HrEi39lbvb+c0SsJVbqWX1+ldXRQBzcHhaW3vtLvE1OZpbKBoGMiBvNDEEk+h47Uy+8JvqOiatps9+23UJPM8xYgDGePz+6K6eigDhNR8HT2WkeJJLLdf3msCPfE5ChCoCkr745HPXFXvB1jqOmyXNtLZ+VYhEKTSgCaWT+IthmyOnJOa62igDP1bSYdYsxBK8kTqweKaIgSRN6qSODWVc+C7G50uCxe6vAYrlbp51kAkmkU5DOcc9vyrpaKAEIyMGuSg+H2m2+t2epLe6iy2Ury21q8+6KIsCCACM456ZrrqKAMLSvC9ppGpT3dtcXhSRmZLZ5iYYi3XYvQVeh0bTre6u7qKzhSe8/4+HCjMnGOav0UAc9B4QsoNOubJbu+McyPGhackwo38KDoAO3FVpvAmny2On2y3moRGyh+zrLFPteSLpsc4wRXVUUAcTe+BnvPFMN5FeSWOnQWAtFSzkKSOA2drHH3cfjWpJ4N0x9U0q+jM0H9loyW0ETARjcMEkY610VFAHJweBLSC8tbltV1OZra6a7QSTAgu3XPHIqppfhvXrTWPtM1zCsb3z3MzRTud6EYC7CMA8DJrt6KACiiigAqNpolOGkQH0LCpKoz6NptzM009jBJI3VmQEmgC2ssbnCOrY9Dmn1UtdNsrFma1tYoWYYJRQMirdABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBn6hpFtqMsU0rSxyxAhZIpCjYPUcdqoX/hDSdRW1EyTIbZPLjaKZkJXjgkdeRmt+igDIk8OWMmtWmrDzkuraHyEKSEBkznDDvzUMvhHSJbe8t3hcxXUxuHXeflkJyWX+6ee1btFAGHF4W06HTobGI3KwxS+cD5zFi/qT3rbAwAKWigDk7PwrNJrmtXOqSiWyvJ0lht1c7cBQpDr0P3Qa2rfRLK11O71CJGE92ipLlsqVUYAx24rSooAxrPw1p1jNHJAsoEQYRRmQlIt3XaO1VrbwVo1r9i8mKYfYpXmg/en5Xf7xroqKAOcTwVo0UdqsSTxtamTypEmIYBzlhn0J5qefwppM8unSmF0k04bbd0kKkDIOD6gkCtyigDBHhHSvLvkKzsL6VZpsynO8Yww9DwPypZPCOjyWklu1u372ZZ5Jd53vIv3WLdyK3aKAMRfC2nJHeIhuFN3MJ5nWYhi475rQ07T7fSrGOztVKwx5wCcnkkn9Sat0UAZN34d0+91y21mZZPtttG0cTq5AVW68e9VLTwbpFlcWU8S3BeykkkgLzFtrP9765roaKAKmo6fb6rYS2V0haGUYYA4P4HtWbD4U0yDTUsY/tCosvnCTzmMgb13da3aKAMRvCuktBbRLA0YtpzcxtGxDeYQQWJ7k5NZuo+Eivhq40HRzHDaXrSC4aZmZlD/eZffr19a62igDnr/wdpepSiW4a5EnlLEximZAwXpkCm3ngnRr67uLq4jnaa4txbSt5p+aMdB+ldHRQBg3vhHSb6e2nljlEtuiorxylSyjoGx1H1q8dHszqTagEdblofJLK5A29uPUetaFFAGEfCemmG2TNyGtnd4ZBMd6lvvDPofSnR+FtNhhsIoVmiWx3eTskIOW+8T6k1t0UAUdK0u30eyFpamTygxYeY5YjJyeTT9R0601W0a0vYRLCSGKn1ByKt0UAZ1toljZvfPbReU1826cocZOMZHpxWe3gzR30S30lo5ja20wniHmncjjPIPXua6GigDn9T8G6Nq5vPtkMj/bDGZsSEbvL+7+Val3p0N5pxsZGkEJUKdj4bA96uUUAYup+GNN1eytba8WZltTmJ1lKuvGPvDnpTn8NaW8+nT+Swl09Stu4c5APUH1Bx3rYooA5zTvBOi6XqsepWsMq3MfmbC0rEAP94Y9Kf8A8IdpP9n3NkFnWG5uTdS4lIJkJznP15roKKAMGXwjpE2rJqTRSi4UhjtlYK5HQsBwTU9t4c0+zXUVgWVf7QcyTnzDksRjIPateigDEtfC2nWTxSQ+eJI5jNuMzEu20LlvXgCtuiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACoDd2wODcRA+7ip6oNommO5ZrC3LE5JKDmgC0lzBI21J42b0DgmpapQaVYW0olgs4Y5B0ZUAIq7QAUUVTvdMtNQKm5jZ9vTEjL/IigC5ketFZh0DTWcOYH3DGP3z9vxrSAwMUALRRRQAUUUUAFFFFABRRRQAUUUUAc74s8Y6Z4Ms7a51NbhluJfJjEMe9i2M9PwrO0z4m6BqGsQ6TKl9YXs5AhivbZo/MJ9D0rnfjXG81v4YjjuFtnbVkCzOm8IdpwSvesbxxpWr6R4o8Kax4h1OPWbSC6EIhgiFvIrNjDAA5bkAn6e9AHt1FeVWni7W5vjbq3h43ZOmQWRlig8teG2Ic5xnqTWbpfijxfqPwruPEEWoM+o6feSNLGYV/fRK2ChAHHHcc0AewXd1FZWk11MSIokLuQMnAGapeH9ds/EmjQarYiT7NNnZ5i7W4OOlcToPiXWPEXi/VpFufJ0qysI2W3UKwaVlzknGcD0zXKXfjPxUPC/g68ttYjtpNQvZLa4b7OjbvnO07cdABjjFAHutFeQ6P4o8W2PibxhpF1dprM2l2gntl8pYgWIBxx259e1Y2jeKvFOu6v4ZtrHxNcTvfh5dSjS0jUWoHO0ZXp2ySc0Aez61q8GhaRcalcpM8MC7nWGMu2PYCvPf+F9+EAwUpqW49B9m5/nXqAX5NrfNxg5715J4ha2t/2gPDiyIoWS0dAAuQWOcUAeieGfEtj4r0ddU08TLAzlAJk2tkdePxrZrzH4ueJdd8MwaGvh6dIJru88plMasHyOAc+9YniHxF4z0jX9G8KvrTNeXULXM95bWSO3JOEVCQMDB560Ae00V4R4j8b+NtJ8JeHpJ7o2ep3N/JbzF4EyyAqFLLyAcHPFa1j4s8TaD4117S9V1NdUgstL+2xhoVj+bAIHyj3oA9L1vxDZaALM3nmf6XcLbxbFz8zdM+1a1fP9xceItd0vwl4j1TXVuLW91SNksVt1UQnccfMOTj3rb+IHjTXtE8aPZSald6VpJgBt7qCzSZfM77884HtzQB7LXK23j7R73xK+h2S3dzPHKYZpooCYonAPys3QHg1r6HcvqHhyxuXulnkntkYzxrtDkr94A9M9cV5D8P7u70FviDqn2yS5Wwup2Nu6KBI4JO8sBnPHQcUAe40V4ZD4y8X6XpnhzxTfa1FeWGrXCxyaf9mVPLDHjaw5OK2tI1vxhrnxW1vSrbVYYdH06dGeN4VL7OPlU47+poA9Xd1jQu7BVAySTgCsrVvEemaN4en124uA9hCu8yQ/PuGcDGOvNN8VQXFx4V1OK2umtpTbvtlChscehrxnwrps8/7O2ry3N+8trJbytFbsigRMjk5B6nJA60Ae4aNq1rrukWuqWLFra5jEkZYYOD6ir9eCeGtU8UaBpngEx6zE+lakwgNn9nUbF/3uSTz14qxceN/Guu65rM+gyzRwabdLbx2Mdqsqy4OGLOcFfWgD2+aWOCF5pXCRopZmPQAdTXEWXxY8OahrFvY24vGhuJzbRXnkkQPJ/dDV1V1BJqWgSwMQstxbFTjsxX/Gvm7xK1/oPwz0/wvqmiXFvdW2pfubtsFHGScqQeuOMUAe8eIvH2keG9RGnzx3lzdeSZ3jtIDIY4x/E2Og4P5VI/jrRF8OafrqSyS2V/PHbwsiZO9zgAjtggg1zmkyL/AMLX1eF4iWbQ4GDuBwATkD2OfzFUfg9ZQa38O4IdSiE0VnqUklurcBWViQffljQB6uDkZoryP4meMNY8PeJ7eD7Ze6bpMkAC3dtAkyiTPJcMM4A7AivSPDt0174esbl72O9aWIMbmNNiy/7QHb6UAalFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF5cx2VlPdS58uFDI2Bk4Ayax/CPi3T/GejHVNNWVYBK0REq4ORj/ABFWvEciDw9qMbSIrtbSBQzAZ+U+teBeF/E+peFPgVJcaYrrczaq0IuFAIhyFJJByDnGPxoA+iNQu00/Trq8dSyW8TSsq9SFBOB+VZ/hbxHbeLPD1trFnHJHDODhJANwIOCOK83e41fRNdvtCuNfuNWsb/QZ7sfaSGeJ1XHBHY9cVx+h6trHhL4ZaBrFtr0qi5vhClmYx5flbvmHQ8989aAPpKivHp73xH4h+Jeu6TY+JrjT7G3sUnCRRq2CR0BPTr1rqvhXr9/4j8ExXmp3IuLuOeSGSTaFJ2njIHHQ0AS+KfiLpnhnU4NJW3udR1WcjbZ2iZcA5wTnjtVrwz4yHiC9ubC40jUNLvYEWTybyPaWQ9GBHHWuO0eSDTfj54j/ALQmhgN3aRNbea4G/AUcZ75BrR0Lx/q17421Dw1q+mW1nLFbyXEVzBLv/djG0kc5POev4UAekUV88p4v8Q/2hYanp2uapd2cupC0nmuRGkLgnGEiGSPrW9L/AG/4g+JPi3R4/EuoWdlZ2wlijiI4PGAPQZ9OtAHtFYHi/wAVWvg7w/JrF5DNNBG6oVhGT8xxn0ryW38QeLNf+E9ndC5mvp/7QeK6jglWGeaFQOFbtz1PWq2u3yXnwL1pY7i/YQ3saG3vzultjlSUL/xDJyD70Ae+Wtwl3aQ3MedkqB1z1wRmpq8H1298Tar4gOi6XeXqwWemW88MVrNHDiVkBBdmwWXI6VqeIrzxJoFh4X8Z6i0m+zAg1a3jmBV1PG7A+U/gKAPZKK87+Fxn1Uax4knlu5IdQum+yedISvkjphc4HNeiUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBz3izwdpnjG0trbUzMFtpfOjMMhQhsY6j61naf8ADPw9Y6zHqzrdXl3EweJ7q4aTy29QCfxrsqKAOL1r4b6Xq/ilPECXV5Y3jJ5Vx9lk2faE4G1j16ADiov7FufAnh0af4V0ZtVjmmkeSKafbsDc9T1Hau5ooA4r4d+EJPDfhm4gvokjvb+V5rhI2yqbuig+gHFTf8K40A6fpNk8UrQ6VcG4t8yHO4knk9xk119FAHKTeDorbWtc1/TnJ1HUrPyPKlwYtwHyk/kM15xp3hHx3ayWMdlc6razRSJ5hmu4zbBQfmAVVyR6CvcqKAGru2jdy2OfrWFf+ENK1LxRYeIbiOT7fYqViZXIGPcd636KAMLxL4S0vxZDaRapHI6Wswnj2OV+YeuO1R+IvBuj+Jmt5b2FkurZg0F1CxSWPBzww5xXQ0UAcZcfDDw3dWFnaTQTutrc/ahI0zF3kOMlj3zgVpDwZow8SXOu/Zybu5t/s0wLZR06cj6V0NFAHBW/wm0C3j8gTXxtVuxdw2/2hgkLDsoHatLW/h/ouvak99dNdq8qCOdIp2VJlHZhXV0UAQWlpBYWcNpbRiOCFBHGi9FUDAFYul+DNG0pNWSK3MiatM012srbg5bqMHt7V0NFAHCWHwq0Oy1O3uWmu7i0tHMlnYTybobdj1Kit3SvCen6P4i1XW7Yy/adTIMwZsqCPQdq3qKAI5oknheGRQyOpVge4NcZY/C3w/p+h6lpEBuvsl/GUdHmLBATnKg8Ag8129FAHHr8PbBdL8O2H2u52aHKJYGyMuQOjU6/+HeiXmpz38X2qykuhtuls5jEs4zn5wOtddRQBDBbxW1rHbQrsijQIqjsBxXB23wi0RPER1a9u76/VZTNDa3Mu6OJic5A78+tehUUAcl4k8CW2v6pFqlvqN7peoJH5L3Fk+1pI+u1vbNbWhaHY+HNHg0vToylvDnAJySSckk+5NadFAHK+IPAOj+JL9ry8a6SSSMRSiKdlWVB/CwHFdDYWFtpdhBY2cSxW0CBI416KB2qzRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAct4s8A6H4yMT6pHN5sQ2pJFKyEDuOKmsfA/h/T/AAu3h2LTo20x+Xik+bef7xJ78DmoLi71LWvEt3pVhemys7GJPtEqoDI8jcgLnoAByfennVL3w9FbWWozf2nf3dw0VmsaiNnQLn5j0yACSfpQAmlfD/w1opuTZacFa5hMEjs7M3lkYKgk8DHpRN8PfDM+i2ejyacDY2chlgi3t8rHvnNQSePITpNle2mkajeS3fmKtvDHllZDhlb0waoXnxPgstYurF9D1Ax2Yja7uABst1YZy3pigDp7fw1pNrq9xqkNoqXlzCIJZAT8yDoDT9C8P6b4bsGsdKtxBbtI0pTcT8x6nn6Vh6j8QdOsXaaO3mudNiKLPfREeXGX6D36jOOmakPju2bxPdaHb6bf3L2mwzzwx7kQMu4E0AXvEPg7QPFIiOr6fHcPF9yTlXX2DDnFVND+Hnhjw7qD32m6d5Vw8bRM5kZsqeo5PtTdE8bQ63dzWiWM8NwlqLtEkI+dD0yex9qzLb4jkeFLfVrzTG+1XUzRW9pBKGabaTkj0xjmgC5b/C3wdbTieHR0WQTCZW3t8rA5yOeK2YvC+kQ6tf6pHaAXeoR+Vcybj86+mKsaHqq63pEGoJbT2wlGfKnXa6/UVy+ra5eaZ4l1C1N7P9nh05r2NEi3tv3YxjuPagDT/wCEA8Mf2FHo39lRfYo3aREycqzdSD1zT5PA3huTQZtE/suJNPmcPJEmV3sMYJI5J4FUbTxr5R8PWd9B5l5qtpJcGSFhsQou5h/nvSWPj6K/0vQ9TTTLhbLVZTD5rOuIGyQN31K0AXdY8B+G9eW3GoaakjQIERlYq20DABIOSOKw/GXhrXrnQP8AhGvDVnpUejzQ+VIZ2YPFz1UdDxV/UviDbafaxSLp9zcTTtL5EMXJkjQ43+wPb61BqfxGFhf6NZQ6BqN1capCJkjQBTGM8gg9x3oA6Xw7osPh7w9Y6TBzHaxBM4xk9z+dalNU5UEjGR09KdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBzuoeHrttXl1TSNT+w3M0YjmVohIkmM7WIyDkZNRah4YvL2306ddXZdVst+27eEMrbxhhszwPTnIrO8T3s+peNdJ8KCea1tbmGS6mlt32u4THyZ7A5571Dc69o/hDXby2S51adreyEstod0scaDOJNzc8/d4NAGnpngmHSRo32XULhf7NEgIPInMhyxb3yM1jTeCtU1LxH4iae7FtpWoyRBo9isZkUDcM5yuelWrXxj4gOjahd3vhzyJoZY1tw0xRJlcgA7mAOQTzx9KZH48vLDR9Uk1rT411GyuUtlgtXLrKzjKgHGenXigC23gKEXLW8NyE0OWRZptOMeQZFxgq2cgcDI9qvweEoIL7XrtbuUSawgSQqAPKAUqNp+hqhD4w1X/hHYNRuPDk4uJboW/kI/YnCuNwB2knuAaNd8T6zp2oQxQ6faxwxiOS4a4m5dWbawjA6leCSeORQA7wx4GHhyaeV9WuL15rZbb96ijai524xz3qofh01vpOnW+n63c219pxYW12Y1YqjfeUr0P161oJJMvxQli+0SmBtJWTyi3yK3mEZA9cAVq+JY3k8N6iIpZIZRA5jkjYqVbHByPegCxpVjJp2nRWst5NeSIPmnnPzOfU4rC1Pwdc3/iCXV4NevLOSSEQGOFFxsznHPv3rlv+Es1xfAd5YSSxf8JJaB4ZWJI+QLnzR3PGOfWl07xvrNv4c8PQWNhNq1+9kl1dAgl3jLbThhwG788UAdFqXgC2ujpTWGo3OnPpsMkETQhWLK+N2c9zj9aivfChtvCeleFYLRtQsllRZZnlERiRW3BuOSe3FacfiG+udek0+30vbDBFDNPNNJtKq4YkBQDkjb61S0XX9U8QXm4WK/2DeJKsN1G5SWJkYoQ4PrgkEdKALureFRfS2M2n6jcaZPZxmJJIADlDj5TntxUx8Nq3iGx1dr2V5LS3MAjdQQ2erZ6g1geFvFtw8ljpd7bMRLZtJbz+d5kkxjOG3DHB9Oam8LeLNS1bUr2xvYrXzY7YXMXk7gACSNrE9+Oo4oA7akyB3rgvC/izxBqUkV1qtpYQ6fNFMyfZ3ZpA0ZIOc8YwKwL3XNb1XxT4L1CWWCHS768dreKEsJCm048znB45xQB62GDZwQccHBpSQCASMnpXnNz4mu9Ng8RPpOiiKe01KOGSVy8qSBgCzkLyMA5IFdB/aJuJPDdzcLaStchszJIwAcqD8gPXOD19KAOnorhrfxH4kOsW8c8OmfYzqDWUwiZmkX+63oOPWq2o+NNbh8VxafaW9k1t/aC2kkRDtOEIyZcAYC+/IoA9ByKWsKaaa98Ww2ixMLaxi+0SS7iA0jZVVx343H8BW7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBia34YsNcubS7mMsN7Ztut7mB9rof5EcdDxVZ/BemXV/eXt+Zru4vLQWc7O2A8YOcYXGOfSsb4lWKbNH1GK2lnvE1CCJI0mKeYrOMr6c1jaObiD4tape3dhNakaP9q+yicyfPuwSO2SBigDr7fwRYW2nXNkl7qTJPsDPJdM7KF+6qk9B9KJ/Auk3KX4mku3e8dJXkMxDJIgwrqR0Yetc/Y+L/ABR9gv7vVINHtY1EclsVnLkoWw2VBJJ6AepqrF4juPFPhfWzdoUl0e/RVlAMbSAEHJXscHpQB2cfhiKPT0tG1DUJNs4nMsk252YYxkkdOOlV9Z8E6brd3c3NzPeo1zAtvMsUxUMinIGO3NUm1K/v/GGr6YbiIabFp0cnklfnLODyCK5n4U65qsdhommXTQzWd5FcvE5LGVTHJ/EScEc/pQB6ImhWia1Dq++b7VFa/Zcl/lZM55HQnPerF5bQ6tp0luJ2EMy7S8LDJHfBrA8f3Dv4ffRrUn+0NVVoLUbtoLAbjk9uB+tYHwru/wDQXsbOSJrKF3+0FvldLgnJjRc42r696AOyTwzpayz3Bg3Xc9uLaW5bl2QDGM/Ssqb4daJLbWkIkvojaxeQskNyyM0ec7Wx1GazvjFvX4fTyRlxKk8RTY5UklsYyPWsDTdVuvB39tym1SFrfTEu0shcmVGJIG5mPIPOMUAekW2gWlnrc2qwvMs08KQSJvyhVM7fl9Rk81RtfBem2OrzajazXsUkrO4iW4bykdx8zKnQGuWs/FXij/hHZ5tSn0y3mNzEkU8LLIwjkPXYDjOcAe2TWxJ4rvIPClpqO+3ef+0EtJ92AMGbyycA/KcYNAF6z8D6ZZXljcxzXjPZI8cQeXI2ucsD6im6Z4E03SdUbULa71HzTEYdr3TMgQ/wgegzx6VQ8QeIr7/hE/EE9jdRwXVhciFJlAIA3L+uGq1qWuatpMmkzO9nLpk8Xlz3LHbiYr8h642k8UAS6f4F07Tbmymgu9QIs94ija4JTDHLBh/ECfWkj8AaLFq9vqMf2oPbXBuIIvPbyo3IwdqdADW9pbXraZbtqIiF4UzKIfuA+grjviNq0jW8Og2ktxHNdgvLLbRGR4kXpwOhLYGT2zQBsyeEdMiOo3BurqFr25S6mkE5Xa6/dx2A6DHeln8J6bKmmO9xdKmmyedEROQCx6sx79T+dYjeJItc+Feo301vbzXVrbOt3aTnIWSPqrgcjpmq+u6peaxFcaJa3trYW66Ql27FA5lVgwKrk8AbeooA2h4B0syvOLzUfMkuxel1u2H7z144x7Vg6l8Ory78Wy6tBcyQySXaz/aFu3G1BjK+VjaTx1zjnpUuua/qOnPoxtr2ODS0hieWaHbKWJIXDrnOz3HevRAcgEd6AM7SdOmsTeSXNx581zcNKWC4Cr0VQPYAVpUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYniG00VoYtQ1qRY4bN1lV5JNqqwOQfrmqeiXXhbW9UfVNKuYLm9aMq7qx37CRwQe2ayPFy/wDFdeHpNWiD6AqyAl1zGLgj5C46euM8VZW7dfHr2OlwaatqNOMsk8UX71W3YAyOD0BwfSgDUg8EeHLexubOLS4VguTmVeecHI57YPNOTwZoUdjeWUViI7e9kEtwqsR5jDua4qbV9WfwHp+rXWsTF9QuYo50VRH5echlVv4ORyTU9t4n1S88HaNLHfiGe41L7DLKAHbZkjOemeBzQB2//CN6SNUj1IWi/bI4Ps4lyc7MYwfWqmjaJ4diFu2lQQ/8S15YYyhP7pmwXH6iuTtde1SbRxYX19KsaarJYT6iuFdIwMqTjgFicZrf8DCzthrVha3zXZgv2LM5ywBRMZPfoeaALHiSTwveanpuka68LXkkgls4nJDFhxkEVDZ6P4P0nxYsdnDbW+syRlxFGSCV7tt6d+tReMGitPEHhjUbhIBbwXUiyzzDiLdGcc9uRVkT2c/iLVrq18qSeCwQeaqglT85xu+mKAN6/wBPtNTtWtr63juIGIJjkGQcdKyNIsPDOpW91PpttazRSbrWdgud208oc+hrjfh7rOuXd3pT3+oXF0uoW88s6yqMIyNhduBxxTG1rU5bCO1SZItPk1uW2vbqJREYoOxBHAJPGaAO4g8G+HrbS302LSrdbSRxI8eOCwOQfwqceGdGXS7jTV06BbS4JMsSrgMfX68da4A63qOoaRaINQvLe2j177H9rTAMluBwSSOenWuq8B3Ty6XfWj3k139ivprdJZvvFA2Vye/B60AGqw+DvDuly6dqCWttbXwxJCQSZfcgcn606HT9L8SWOnrYXME2hWxANqI8q7J93k8jHpWdHLY2PxR1N9UURyXVvCtjJMpKkBfnCk8A561X8UapBHfaVZxSmy8P3rSvd31sfLxIOg3Dpk/nQB6EAAAAMAVXSwtY76S9SBFuZVCPKB8zAdAa8um1XUbvQ/D8Q1a8torjU3tUnjHzzW+CAzEjr70l9dXUfjDxBpU3iO7tLex06CaBi4yZF/iPrnuO9AHo58O6OY7uP+zoNl4++4XZxK3q3rUc/hfQ7oxtPpdu5jiEKEr0Qfw/SuH1jUdRuDdy319NZ3NrYwz6dFC+xLiVl+bPHzDfgY7VYi/tHXvHVvFd6nf6esGnwXZsoiAvmZO5WPft+dAHXt4V0FhEDpdsREgSMbfuqDkD6ZrRu7uCwtHubh9kMYyzY6CvLvBWt2z+Jo421jUJ57lpkeO7Y9d3y4UDC+3NXrK7l0Xwl4rUanJNqFrdSn983mBCeUUA+o7UAekqwdQw6MMinV5vrFwL6eOS9127s/L0yOe1igOwSykHcxOPmwQo2+9Zni65uItU1O6l1W/guLfR4bq1t4nKoZtzA5GOedvFAHrdFVdOuBd6ba3Ibd5sSvnGM5FWqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAZLHHNG0cqK6MMFWGQR7io4LS2tFItreKEHkiNAufyqeigCJoIXQxtDGyFtxUqCM5znHrmmGxtGRENrCVRtygxjCn1HoasUUAVvsFn5ckX2SDy5DudfLGGPqRjmpIoIbdSsMSRqTkhFAH6VLRQBHLFHPGY5o0kjbgq4BB/A0kVvDDF5UUSRx/wBxFAH5CpaKAI44Iov9XEif7qgUeTEYjF5aeWeCu0YP4VJRQAxURUCKoCgYAA4FOAA6DFLRQBFNbw3Mflzwxyof4XUMPyNDQRSReU8SNH/cKgr+VS0UAIFAAGBx0rMHh/SxrM2rGzja9lRUeRhnIU5Xg9CPUVqUUARtFG7o7RozpnaxAJXPXHpT8DOcUtFACbR1wKYsMSFisaKXOWwoG4+p9akooATaDjIHHSggHqBS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFMkRZI2jb7rAg/Q15rp8uqTfD+3jtttw8+oSQzG4lYZj8xhjI56CgD0wEEZBpap6Zp0Gl6fFZ26lIox8qli232BPasXW/Ed3o+rm3a2hNtJaPJbyMxBkmX/lmewzQB01FcNf+L9bgjuYoNLtTd6dZrd6gJJSFUMpO1Mck/K1SX3jO8he/wDs1lC8cOkLqcJdyCwOcq3p900AdrRVXTro3um210yhTNErlQemRmuN1fx1daJqL2V7HYRSJcqCWkYZtyOZfw70Ad5RXDv4x1YaLa3yadbj7Q8xRmdseWudh2/eJbH0AqWTxLr17o+gX+jabZyf2mgLpcSlfLJQtxjqMKf0oA7OiuFXxVruqeHdG1HSrK1Wa6ujBcpM52pgsDt9RlT+ldbqNxPaaPc3MaI08ULSBSSFLAZx9KALtFcFp3izxBNoGkmSyspNW1Qk26B2EewDcxY9jjtXQ+Fdbm17Rzc3VutvdRTSQTRo25Q6HBwe46UAblFcIPHlyNR1S0azhJstVt7AFWPKykfMfcZ/Sna54r8QaPqt4BptjJptqYS0nnMJCsj7BgdMg0AdzRXn3jTxBqU9jrdjpEUSrY2yvczvIVdGYBgEx7d6sXvi3VLW5stN0vTft0yWUdxcu5I2qcD8+poA7miuUTxDrE/jeTR7extW0+K1S5e4Mh34bIAA6ZyKxH8a+IpNF1eZdOsbW8sYRJ5Vw7Lt+ZgSQe2FBB6HNAHo1Fcbf+J9a0wW32iysWb7Oks6pKSSzNtwg9Pc1D4n8Xa3pGrPbWGn2U0Mdh9tdp5SrbQcEDHGeKAO4pAQRkHIrjda13UL7SGSwt4YxNpbXUrzMQyArwFA6n3qf4ZyPL8NtBeR2d2tgSzHJPJ70AdXmlrzbx/c6la+PvB50vY07G5PlSyFY32x/wAWPQE1uWHi2bVtP0QW0McN/qlu1wEkyURVA3cj3YUAdbRXGXXjK6sNN0++u7WCOCSd7a8lDFkgcZAII6qSMVY8KeLm8TyOkUKqbbcl3lGXY+flC565HNAHV0VzGq6pqcXjXSNMtRCLWeGWWRnJyduOMD65FVP+Es1AXNnctaRrYXWptp6oxxIMbhvP4qePSgDsqK5zxL4gn02W30zTLNrzVrxGaCLdsUKuNzM3bGR+Nc9oXjO407wLp11qaXF9ql1JJHHCnLuyk5GemAO9AHolFcTe+PLi3m0iKPRZg9+oZhcSCLYehQE9W9vSmweI9P03VvF9z5l/K+n+U1xE53IpKZAjHYetAHcUVw2n+O7u88P6zqJ0qMyaam7ZDciRZPlLHDD0GK0fCXie812S9ttR00WN3bbH2LJvBjddynPrjrQB1FFc/wCMvEn/AAimgHUxbG5PnRxCMNjJZsday5PG93YaRqN3qWiSxT2JUtDHKG3I/wB1g3T6igDtKK4+78UayPsllbaNGmr3KPP5FxONiQqQCxYd/mHFZup/Ei4t9H0u7sdJWeW7gkmdZJgir5ZAdVJ+82c4HfFAHoVFcsni2eTU9P06PR52uLuzW7bMgVY1JAIyepGaqHxpeW/imz02801YbS/nktrVw+ZN6dSw6BT2oA7SivOpviDrceqXUI8OL9lt7r7CZjcDLTt9wAf3eRk9qlbx/qEfhaLU5NJjW5W+e0uEMhEabCcsG9DjAz3NAHoFJkZxnmmQSedbxy4xvUNjPTIrzfQCdS8b+KNU1O4mI0W8K27CQgJEEyyFehHegD0yiuKsvFusG5tnv9OtY7K/idrF45iXZgMhWB6ZHerHgXxPqvirTpL++0qKytyxWFkm3lyCQ2R2oA62iuT1vW9atPHGhaTY29u9jeLI9w8jYYBQM4/A1z2h+KL7SfEs2lXFvJPp93rNxbJdSTbmjbaGVAvp1/OgD02iuN0vxZq2qeJmgg0fdoXmSRLfhudyHByPQkMPwrT8ZNfp4XvDpokM+AD5X3wmRuK++M4oA36K8c/tmWODxDpmmapfR2sUtoEknz5sJkIDrzz0rQs4NW1LXdW8LWWozxW+kahbXAneQmQxMNzJnuOOPrQB6nRXJ6N4n1DUPF+o6PdWlvBDbAmM7yJXAbAbaeoPXIrodSMi6XdtDIY5RC5RwM7Tg4NAE7zRRMiySIjOcIGYAsfQetNuLmC0jElxKsaFgu5jgZJwBXmTXGoXvhDwZc3V+lxfzajEwnkUDBO7qB1rRbxbfL4Rnvr02Qns9UFnMzgbHUOBu9jg/pQB6FUE91BbGITzJGZnEcYY43NgnA9+DXJx3moHx/8A6RqzixdjDb2sCq0b/u9x3nqrDkj1GK0fFF+LK40JTDDJ9o1JIsyjJTKOdy+/H60AdFRXHeHtR1SbxTqcGo3+6JpZPstukalAinGQ453dMg96k8eR3JstNkg1iXTY1voxK0ag7wT0Oe1AHTpcQyTSQpMjSx43oGyVz0z6VNXnHiG+vbDxbqcthfQWX2fT47mZ5Iwwlw+Np9M561H4k8S65J4me1sL+x06zsEiuDJcSBRdbuq8/wAP09RQB6XRXL+MbzVI/CXmaTcQw3szRoJN4GAxGdhbjd6Zrjda8Wal/Zml2Frq6We6BzLqd04jJnjO0xntnPX1oA9aqOaaO3heaVwkaAszHoAO9ecx6rrLeMLKa71Yf2e1vDtitJBs3sDlpFPO0noan0DVtR+w6tbajq8d3dCGWeMMism0EgFSOqjgEHvQB30E8VzBHPBIskUihkdTkMD0IqWvL4/EF/rF9o+nC+OkWDaMmoG5hwu9xgFOeNoznAqxr9/q97DYyWviCTT2udJluRDFGpO9ArZyecEEigD0iqOpatY6Pbfab+4EEOQNzAnn8Kh8OX76p4b02+lZWknt0dyvQsRzWLrrRt440SCbUhFFLDKps2VSs/1zQB1iOsiK6EFWAII7inV5p4i1i+GqawLbVn099HSL7LZoQFui3ZgeoyAvHrV+xvtU1H4mXVmdYeG0sreGZ7EIuGd1YFSeuBwaAO8orN161vLzQ7uGwupba7MZMUseNwYcgc+uMfjXCnX9Zn8P6x4gt7meOzleGC3SUcwAEJM+OxB3flmgD0yivLn1G/s7PxCkHiC7vLbT1huor3cGOT96MkcEY5q7ofjKyPiHXrm414TaXGkDRhjlYmbhse2cUAeiUUgYMAQcgjIrF8Uaw2j6M8kDRi9mIhtVkOA0rHAGaANKzv7TUI2ks7iOdFcozIcgMOoqzXl/hi+l8NeKrrw3eQfYIb61+2wEuGIlxiTBHHJBbFafw+v7i5utShuNS+3PFtxIku9GHPzf7LeooA72ivOfiNfXdhLLcWN7Kl5HZl4oSSFUBhudcfeYDsa9AtpBNawyqwZXQMGHcEdaAJqKKKACiiigAooooAKKKKACiiigAooooAKKKKAELBRliAPU1HHPFNu8qRHwcHac4Nct4zIl1Pw5YTSlbO6vis6btokCozKCf94Cp9fGmeHIbnxHHbgXltauRHHJsEq8E5Xoee+KAOjmjMsLxh2jLKQHTque4965228EadbaN/Za3F6YBdG6VvOw6uSTwfTJ6VV/trVtMi1ZL2a2u5rew+3wFIjGMfNlG5PdeD71mav4j8TQaT4fe3Nms2sXPlNKIWKQKy5XvyR698UAegIuyNVyWwMZPU1gazoV3rWvaa80kA0uykFyE25kaZTwM9AvrXPQeItdBXw/dXEa6ibv7J/aaQ/J93du2HjPbGetMv8AxPrdtHb2FteWzXUOqxWE93PB8koYZyADwexoA6TWvCGn63dm5klubd5I/JuPs77ftEf91/b/ABpNY8E6PrawrcLPEIoPsw+zylN0f91sdR/jXK+K/E/iPRb5lS7tc2FqlxNFFFu+0ZbDbgTlFHY5Jya6C+m1aLxhbzRakV04WTzyWfkghiuP4s5Gc0AdJYWUOm2EFlBu8mBBGm9snA6ZPeqmp6BpOrCZr6zikaWA27yEfN5Z6rmuQ8F614q1nXft98bdNCvIGlt4TIjSoc8D5ecY65rb+IkkkXgPVXiJEixgrhsHO4d+1AEureDdJ1qGyile5iNinlRPbzlGCYAKkj1AqODwLpVtaaZbRTXyx6aSYMXB6n19eOPpXN6fe3ieNNYt52bTr260yOWFIn85DtHMhyMAjpjvWtpmrapqOuy2K6gnlzaLDcxMIwfLlYkFvfkZxQBpxeDNLh0I6NG92tr53nKRMQ6NnPyt25J/Ot0QJ9n8hgXj27CG5yMY5rgvDni2+v7aS3uLiV9S0iCZ9RiMAAkcFgoB7fdJ47EVS0jxJ4pt9D1a91O702adLU3NtEJFZlx6hf4fqc0AdOvgbTYtMjsYbm+jEUpmhlWf54ieynHA9q1LGz0/wzo3lCURW0W6SSaZuSScszH1NR+HH1SbSkuNVubeaS4AlQQRlAisAdvJOfrWF49iuLi98NQRXXlRS6kqSxlA6yDaxwwPUcdKAJ7nwN4d1zUTrQaYvcPHOWt7giORk+62BwSMdam1HwHo+q3V5cXTXjNd7RKBcEDCnK4HbBqvrC3WnKmlaFdW+lW9naPchFhD7wp+6ATwPU1lrrHinWtZ0AWF9aWVteaal7MjwF8tuXcoORjINAG3rHgLRdbujcXJuo2eIQzCCcoJlHTfjriiXwr4fL2CSzSeZZxeWhNyQzx5+6/94fWtXxBPc2vhzUJ7VC9xHbuyKDjnHauN83RovhTFqNlpyavbLbh5BLIFkPOXJcjIIOaAOutfDmnWmtTatAsi3E0C27DedgRegA7Vnp4D0dbPUrVjdSpqEPkymWcuQvOApPTGa5pNZ8Q6l4+03SNM1CGwsF0qG9kheISlgWwV3cdsc1b0HxFq0nim1tLq+S7t7qS8jOyMKiNEw27eNxwDg570Aa+o/D/R9TtILeea+Agt/s6ulwQzJnPzHvzUl/4K0e+dWuZLnzDbCz3eeQWj/u++a5GHxV4hsfEafbdShuLWXWn0z7OsARVG0EMCMnPbFSHWb+/1DTdavNRiFmNXa0TT0iUlSNyht5Oe2SPegDpLn4faFNp1rayPeJFaRtGjrcsG2HqrHuK19A03S9F0iLT9KYfZIBgDzN+3v1q/dr5lnOgXdujYY9eK4bRDbQfCWdJDHHJHbTJODhWVwW4b0I4oA6y/0HT9T1TT9TuYy1zY7/IYNgDeMN9eKyX8I6DbabZaQZp4QrsLVhOVlHcqrdce3tWJPPr8H/CK6PZ6ktgZtMZrhnhErBo0Tpk9ck/rV/Ttevr7SPCeqTy2ypeMEuFMeWZmRsFT/DyOeKAOlttE0210uPTEtUa0jwRG43AnOcnPU55q3FbQwNIYYUjMjbnKKBuPqfWuLt9W1druO8uNVhXzNSNt/ZoVTtTkbc9d3GayLTXdeh1tLm51oT2x1o6aLMwqoKEj5tw5yM0Ad9qmh2mrT2k1wZkktJPMjeJyhz3BI6j2rOPh3QofEYv3kb7Y8nmpbvOdgkxjeqdM9efc1vxzwzM6xSo7Rna4Vgdp9D6VxXi64t4PGfhKSOGOab7c8T7ACy7omwT34zmgDf1fw5DquoWeordXNre2gZYpYGA+VuqkHgjgflWJZeB9ObSra0tNYvHewunmhuUkUvE5+8ucYx7VUsPE+rXUU2pOsyvHqpsv7N2rkJu27um7OPm+lVjf6ho/igXFtqdv/ZdzrBtJLIRqNpZfvb+ucjp70AbWo+AbfUoFhn1S+dcAP5jByxDbtwz91uMZFLqHg4ww+I7nSZ2+3axCEcTN8gIXaCPTjNZkOp60viPUJp9fjGn2upx232YwoBsbHVuo610/i0ak/hPUho5P24wN5JGM5x2z3oA4LwfoOlaRaap4Y/4SCNIbyLyvsQuVkkjc5DkHAxxgV3uk+HINJ1K4v4rm4kluIIoZBIQQfLGA31xXL3Go6VZ+A7S50qDTLmZYYVaK4bDndhTkgFt2T+hp99rOr2PiezifUbcQNdIlzHuVQiNGCqgNyeedw9cUAbPjzw7deKfDR02zljim+0RS75OgCtk/jTJ/Bltc6TqNrd6hdu18VaecsMqF6BewHFcz4h1zWbTV/EFzBrmy30prcw2/lpsbzNu5XPU9eOlaq67NH4ve1u9Shltrg+XAkUqnaxTPlsnUHvuoA27jR7HXorK+tb+TfBG8Ud3AwJdSNrAnoeR+Yrj/ABf8NjqR0G3sIJJLHTIzHHGtz5TI+RhySOenOOaq2Oq3Fl4S8PWNtqkOmRXNxdJJM6ZGQ7kLu/g/+tW3eavf6Voui62+sC9tQjW1zJDHiOZn+WOTHUYYAEjjnNAG1pvhmWK/0zVb2/mfULayW1kAYFH7semck96x5vBejR+L7CZ9avkvEnkvbWzaUFQT98gYzj8a67R1vV0e0/tFw975QMxGMbsc4xxXOeIdSnsvGWlwR30MUVxa3G9XjUmMquQwPX8O+KALU3gmynup5jeXaia/S/aMMNvmKOB06dDUEPhKw0+zfSE1a6Vr24muCsjgtJuU71AxjHOai+H91ql1b3ralc/acFNky3CypJwcsuACueODW1qd2LfXtIjNzFGJnkRo3C7m+QkEE8jkDp60AaVnapZWUFrGWZIY1jUuckgDAyfWsrS/C9ppWq6tfQzSv/acnmzxSYK7sY4/CuQsdW1iLU9Ka71Z5Gl1q5s5Yfk2+UFcoDjv8gIPvXV+MbuSz0ISQ3bWzmeNQVwN+T93ceFB/vdqAILDwVa2N8blr++uFSNo4IZZAUgDddgx19zWl4d0C28NaPHplrJLJDGzMGlOW+Y5Nc58MtY1HVtH1AalOZZre+kiXcwJVQeBkAZ+tM8aazJpH9qRx6jLBcSac09suf40YZ2cdcdqAOj1Tw7Bqms6XqjXNxDPp7M0YibAcNjKt6g4rnLjwtoljrdhBcatere3WpSahbJvGWkC4ZRgfd29qxfEmv38mv6VFb6vPbWk+iTXe6Mhd0iqCrcj9K2H1m6nbwNP9pVprxS06AKTJmBmJ6ZHzDtQBuWvg7TrLX5NVhlulD5YWnmnyFcnJYL6k/zrenjaWF0SRo2YYDr1FeUaD4inuNZ8Pyz6rcDUr67mjv7N2IWNVDFU2H7uOMHgnrT38UXqeLLHSl1C485dclhlgc8tBjK9vu+9AHZnwRpLaLdaa/nN9ql86e43/vXkByGLex6Cruh+HrXQluGikknubl989zMQXkPbJ9AOgrhtC1e/uvG8QuPELtK1xNFNpq2zDYo+6GzwuAMhu+a7zxJLLB4Z1OaGVopY7WR0dOqkKSCKAKlv4Xht9fm1l7y6uLlkdIVlYFYFcgkLxnGQOuaXwrod3ouivZ6jqMmozPK7tJKc4DH7v4CvO7LVdYls0u/DurXt/NLon2m5SXEm2fKhSo6Bsb/lHoPWrLSXcCXEGkeIJotOmsUkuL2cmRobln7913Dgj+HFAHe6hFoGkW1ml3bwRQ/aAtuvl5Cyt0wB0NWptE0hrOaCWwt2t3fzpIymQzddxHrXAarqerxeFdKeze5NwurxQyuHE+UzyVYD7p9etdBbT2lh4q8RQi8uPtr263CxSSMyhdp5UHgc46UAbtjZ6RKY9VtbaENIAyzbdpPG0Hn24q5c2FreNC1zBHKYX3xlhnY3qPevMbnUhqWieHLfxLeTxaXd2Uj3c5JiJnQqUDOMbT144zS2lxf6lH4UtrzVNQgS7S6E6K/ls0KEmNycbgcbee+aAPS7fTbK0nknt7WKOWUlnZVwWJ5J/GnXdna38P2e7gjnjyG2SAEZB4OKoeF7r7Z4bsZTcNcP5QDyN1Zh1z71y+pqIfifLK1zdRzNpRazjEjBJJATkbeh7cGgDsp9J066acz2cEpmQRy7kB3qOgPtUdxoWkXRtvtOnWsptxtg8yMNsHoM/QVwngu4mfUtKuUur24vb2KRtUS5kbEZXOPkxhTnAA44rV+IzwwJoVzcTXMNsmoKs0kBbKoVbn5ffA/GgDr7qxtb63Fvc28csIIIR1yAR0P4VzF3qXgmTSWW7Wxeytbz7KVkiBVJyeVxjrmuaGqO/wAQik/iDU4p1uI1tbBbR2jkgKjJz0IOclj0rLitWi8EeMjc2z5OvtLGGjJJxKh3KMc8Z6UAesnR9MluY7s2Nu0yqAsmwZwOn5UkGh6XbiQQ2ECCRSj7UxkHkj6GrcDBrSNwTtKA9O2K83EzXd7ZzLrOoKlxqMto2CwHlbeBggbef4qAO8m0TSZbSK2msLZoIhtjRkGFHoPb2qSTStOe4W5ktIDKkRiDsoyEPVfpXlF27XPhS2i1nUNRlht7y6tUcbxkqG8p3KDcxGBjsc5NW9Td/Eel+BoZr+/NvcF4L4RmSIyERc78AfxgdfWgD1O1t7ayto7e1jjhhUYREAAA9hVLVLXSN0Wp6hbQSSW3+qlZAzKfRe+fpXE6ZqcFr4F8P3t/Jcyiwulhlfy3LqAGXlcZI6dqydPvLS48CqZ5r+OO31ktHuSQHbvyu3jJGD+FAHo0MWh6+sOqNZwyujbUknh2upB6fNzwa0FsrOG6ku1t4UuJMB5QoDN2GT1rz/4nS2zQ6eJjdDdDK9vMnmFUlC5UsqcknoM+tU9Z1eC90rQH8Qpqk1reaeCPsSOHF18oJIUZBGTjPGaAPQ9Yt4NUtJdJOoS2k06ZDQSBZQoIyR/L8adYaRY2Ojx6XEgktVTZtl+feO+71zXAW1ikPxWtHvLa6O/RY47KacsWEgzuDEcbsdc9657wze6paa/4S0W5fUBdWVxdxXy7XK4JOzLdGHpQB7Ja6Zp1ham0tbO3hgbkxJGAp+o700aZpflOq2Vp5b8MBEuD7HivP7WxF1o3ia8sbvVZtRgaa2iZmcskZOfkDYDHGcGuYlgiT4W6jHYTa/NGtzEweZTC7vuG4IBls4654oA9z8yMAfOoB4HNJJBFMFEsSSBSGAdQcEd+a8t8U2Fp4d07w6bC2u7lIy3lWkolcyF2VuZB9xgeRu46ivVEJKAkYJHT0oAyDqej3HiR9JdY31K3hWY7owdqsSBhj/KtGK3tLMnyYYIC552KF3fl1rzDx9pEmp+JdRu4LO/eWy02LyZLZXG6bzd2Bt+8Qp6Vc8QpKdR869tLuZ57ONNMKRuRFPjnfjgHPPNAHoskcDtulSNiBjLAHAPanpsA2JtAUAbR2FcFr/hvWr+FEjdjPqVklteuGwsEijd5o9TkEAD1rc8IaXfWdnNfauiLql4VM4RiQAq7VHXGeCePWgDpKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM3WbDSdTto7PVo7eSOSQeWkpAJcdNvfP0qNfDum+TPFLC06Tx+U4ncv8n90Z6DmuV+JMtxFqvg8WrRrPJqyxo0ibgpZGGcd8VN/wkmr2tvbC4ntJZF1tbCaSJflaNsHPswzg+4oA6KDw3psFvcwmOSZbmIQzNNIzs6DICkk5xyfzqp4g8PWN7a6aJ7trKy02ZZQiNtU4G1cnqMZ4pmoXOvW2gX91Bc2k1xBOZI9iZBgByVI/v7c/jisy/8AEz33gnVdbtVWS2QhYUuohscBgCw9Qe2aAOmbQ9Om037E0RaAt5md53buu7dnOffNRSeGNHltLe1lskkht5RPGrknEn94nPJ+tYGrazrCap9m06/soETS/tgiliySw4xn+7VTW/FOsr/ZiWUkMD3tgbiEookDzgAlCD0Xk80AdHq/gvw/rtzLcajpsc00qCN3JIJUdBwe2auTaBplxc2VxLaI0tiNtuxJygxjFWNMe5k0q0e92/amhUzbegcjkD8a5bxRr+taJcXMFsiXEtyqvp0ax8nbgyhj06cigDV/snw34bup9aMFrZSzNtkuGOMlj09sn0q7fLpWrQXGlXjQTo8W6aBnGdh7kdhXMTanqOteEL3UmislgaVZLJbqMMrxDHJHqeSKWCOC5+Il6HRMT6InmAdwW/woA3tH0HQbGKabSraDZcja8kb794HGN2TVLRvDXhjTL25fQILOC/jj8p3ibeYwTwCM8cjp7VB8NIo4PAtnDEMRxyTIgznAErAVz90LzS/FPi690q6jtGgit7loPKVvtBCyEjnnJ9u9AHdaZpJs1umuphdT3UheaQxhQwxgDA7AACqtp4N8P2FneWlppcEMF4MXCJkBx6GsaTXtRuNZd4tTtLOG2miWaxuEAdkdRk56kknjH410uu6i+k6BfahFGJHt4WkVDnBIFAE9qtlZLFp1u0UflRgJAGGQo6cdcVDqehabrEltJf2qzvav5kLEkFG9RjvXCafdzSeNdN1Oe8hvJbjR5JlESKuOQQoxyfTmrdn4k1MaloTveGeLVlmMkHlL/o5VSV6cjBGDmgDrtS0HS9XmimvrNJpI1ZVY5BCnqvHUH0psnhzSJdWttUaxi+22yeXDKMgovPA7Y5ri/DviXWpr7Qpr3Uo7mHVRchoBEi+WYi2NpHJzgdam8P69qF74rjmn1i3e2uhLF/Z2cyRMrEjKj7pA4JPWgDur69tNPs5Lq+njgtkHzySHCgHjmsf/AIQ3w3cB5V02Ix3DiZlRiEduobaDj9Kf4yn+y+EdSuPLhkMUW8JOgZDgjqDXM+INY1me6sbPStTh09P7Ja/crGrbmXGFGei0Adn/AGHpn9spq4s4xfxxeSs4HIT+79Oazm8MeGNM1J9fextba5jZpGuWO0KW4J64Gc1e8O38uq+G9N1Cbb5tzbpK+zpkjJxXB6i0994R8fx3d60/lzzJFHORiMCNCuPTk/pQB2Mfg/w8LhbuPTYfMNwbsOCeZT/H160y78C+Gb/UTqFzo9vJdFxIXIIy3rjpmsiPXb/TtF1aK41K0e5srOKeOTysBFZerKOoyDVvwNeX00F5DfazBqbB1kjaM7iisM4JAx16DsKAOla9tIbyGxaeJLmRS0cO4bmUdSB6Cuam0jwVH4nDyx2S6xLMHwX+ZpMccZxnA6e1N1gRL8TPDrkIJDbXC5PUjb0rmfEGmz6ZdXdhDPaSarq2rRXOmsFzJCRt3M/ooAPPuaAOzvYvC+o+JYbe7ezl1mKFkjiMn7xUYHcAM9xmq6aH4PmubTRkt7VptMfzILcMcwscNke/IP41ylzpV5okyacrR3es6rrX2mG7T78MQ2s+49gFBX6NU++5kstPUuqawfELfadmPM2AyYyO42bfwxQB2FhpvhvUdXfXbGC0nvkYxPcx8kMOCD71O/hbQnUKdKteJfODCMBt+c7s9c+9cr4r06LQLFv7Jv5NO3vNeTx2zhJJm65GeGx/d711+jajBe2VuiXPnTi3jkfcMNhlyGI7ZoATS9DtdJu9QubcEPfTedKMYG7GOKVNA0pNbbWVsYhqLrtacD5iOn8gK06KAM3+wdL/ALa/tj7FF/aG3b5+OcYx/KobjwtoV0YjLpdt+6n+0LtQL+8/v8dT71sUUAYY8IeHxd3dy2lWzy3bB5zIm4Ow5BIPGa2lRY0VFUKqjAAHAFOooAyYvDWiQao2pRaXaR3r/emWIBjznP1561YvNI07Uc/bLG3nJKkmSMEnacjn2NXqKAM99E0qV5nk060ZpiDKWhUlyOmeOcVKul2C3a3a2VuLlV2iURjeB6Z64q3RQBWnsLO5tzbz2sMkJOTG6AqT64rO1Tw/Hqt3ZtLdTJZQffskwIpiCCu4exFbVFACAY4FRtBC8gkeJGcDAYqCalooAhhtbe2LGCGOIuctsUDJ98U54IpHV3jRmX7rFckfSpKKAIRbQA5EMed27O0dfX60+SNJUKSIrKeoYZFPooAjjhjiz5capnrtGM0SQRSkGSJHI6blBxUlFAELWsD7d8MbbRgZUcD0pRbwqyFYkBQYUhR8o9qlooAytQ8P6fqd/ZXtzE3n2cnmxMjlfmxjJx149a0TDEZPMMa7/wC9jmpKKAGCKNXZ1RQ7dWA5NNubeK7tpbedA8UqFHU9wRgipaKAKWmaZaaPp8NlZReXBCoRRnJwOmSeTVryo8MNi4b7wx1p9FADEjSNAiIqqOgAwKXYu/ftG7GM45xTqKAGPFHImx0Vl9CMigxoWDFFJAwDjt6U+igBAAowAAPak2KXDlRuAwGxzTqKAGhVBJAAJ68UMoYYYAj3p1FADNibw5UbgMBsc4p2B6ClooAKTA9BS0UAJgegowPQUtFACYHTAquJyZNn2aXG8rnAx9evSrNFAFC71BraTYNOu5x/eiVSP1YVYtpjcwLIYJISf4JQAw/IkVPRQAmBRgZzgZpaKAIpJVh25DfOwUbVJ5Prj+dSYHTApaKAEwD1paKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM/VtGsdbtPs19AJEB3IwOGRv7ynqD71UuvCukXfh86HLbf6CSCVViGJBzu3dc5HWtuigDHk0drHSJrbQPIsp3xtd03qCMDkd+BUb6Npf9gW+h6oIJoHUR+XIdokYc8D+lbleaeOjq2o6sJNP0l7tdIAuLaeOVAFnHLBwTkfLxQB3Mug6VPJA8tjE7QJ5cRI5VcYx9K5rW/DP9qalH/Yeo2ttNZQtBJbyQ+YkavyCB/C3FdJoGs2+v6LbajbOrJMgLBTna3cfga4TVr2a38cXtpa3c1pbPPbPd3VvtYxsQwAYHopwATQB3+jWD6Xo1pYvMZ3hjCtIRjce5xVt4Y5HR3jVnTO0kZIz1xXmmo6lqtz48ktj4og0uHT3hWG0lTm7VsZY/3snjjpV7WLfWYPEU2mR63cxJrM0b2cgXItxGN0qjjuOn1oA7eXTrOe1W2lto2gXpGV4H4VG2kae14l2bSP7QqeWJAMHbjGPpVmT5LZ8y7NqHMh7cda8r03VrqFNagbxS7zxWQl+3M6yWyAvjeMDIbHBBGKAPULKxtdOtEtbOFIYEztRBgDPJqvc6Hpl3qMWoXFnFJdRDCSkcgf1rho724l8Ko1p4mGprFcMDNDKEeYbSdiuRgsDz+lOuNcMd7oup/2vcy2Fy9rEkURG8F1IHmJjoxIJIPagDsYLfR9XuRqaWsUs8LGJZnjwwKnHfrz0rVZVdSrKGU8EEZBrzODXtQvfD9wrauSkOtSW95eoVVoLdWbafQZwoz71Df6xqL+HLv7Nq86QR61HbW16rAs0ROD83RucjNAHe2nhjRLK8S8ttNgiuEztkUcjJycUjadomhLe6kbeC2EgLzy46+v0/CsbwLdXLSa5p9xqcmoCxvjFHLKQX2kA4OKf8TAD4A1PLFRtXLDqBuHNAF/RR4f1izhu9NtYjHbyMsZMRQxt1OAelakOmWNvdy3cNnBHcS8vKqAM31NYOvXq2Wk6SIrx0sbi4jjnvFkAYIVJDFv9ohQT71xt3q2q3Wm2cEev3FpZXGtvbW+ohRue3KEryeCN3APsKAPVri2hu4HguIllicYZGGQRVb+x9Nyp+xQ5WMxD5eiH+H6U6xt5LHTIbeW6lupIowrTyAbnIHU4715doPi8v400q2bXTJBcCeGeKaQbzICdmUx8h7AZoA9Yt7eG1gSCCNY4kGFRRgAe1V5dJ0+dpjLZwuZxiXK/fHHX16CvMNK164ttS06WbW7pnl1y4spop2GzywDtAGOx28+9dDt1aDxc2htLfGzuJFvIbvfnEajDxE44+bb+DUAdcNKsFeRxZw7pIxE52D5kAwFPtT7LT7PTozHZ20UCMckRqBk158+q6idWh8rVpDqZ1kwzaeuCFtsnHy9cbQG3e9Zmga5ftqsc17rUuU12a0kjdxtMeDsXGPpQB6rNp9pcXUVzNbxvPF/q5CPmX6GlFlbLdNdC3j89uDJtG786880HVr248WGPUtXu0vxdSL/AGWsPBi/hY56KBzur0a4h8+3ki3um9Su5Dgj3FAEFvpllaXE1xBbRpNMxeR8ckn3qolxoz+JHtlWE6skIkbCfMEPGc153FfeLhcC3WG/dgz6TvkbAEmdy3JwD8uzH41J4vkeDxtIY9Smt5LPw7I7PHIAxdWJXORzz/OgD067sLS+VVureOYKcgOoOKVkt7OOScRqm1PmKryQBwK821HWkuodPuNT1GaK3n0cSWzxsUElyc9COrdOK7W0kux4Mjlv5WiuhZ7pJAcFW29eR1oA0NM1GDVtOhvbcSCKUZUSKVYc9welXK8iTxIz+HtCvLjXPMmktCWt5HMbysHxvRgMGQdAp45r1WVk+wu8jsieWSz5wVGOTQBP05oVgygqQQehFeX215fy/DSW/W+1Gac3RE7xjfIsSyHouBxsxn2quLiGz8Hm9tdYneySd3tTe7rdHBX7qHk8HO3PBNAHrNNLKuMkDJwMnrXj0OoLca+r6pq2oQ29xo0UtpE821zKG9F6kmtKeHUJ3lXxDcTfbDYQtphgDgibB3EKOr528H3oA9OaRFwGZRk45NLuXdtyM4zjPNeb63pGp3uqzXc1tdS3MGgq9uU3bBeKWPQcFgcYFSSpKnjHS7u7km+1z+SjROzRniMk7AOGGSdwPQ0AdLdeMdPstNur+4hvI4La6FqxMByWJxkeq571e1nXLTQ9JOpXQka3UqCY13EbjjOPTmuF1CHUL3wt4uth9ruUN2GtQcsxj3KSV9RwakvNNW58Ma9FpsV89pLHE0S7Wfe45bYDz9aAPRjIo25YAt0BPWn15N4k0nUtT8ZLdzHXkt4Ft5LOOziypJPzDOflI757V6yOlAGDq3iqx0nUU07y57m9aMTNDAm5kjLBdx9sn9K2vOj3KpdQzDIUnk/hXEtpt1/wuldSa0m+x/2R5S3AU7N+8naT0ziq+q6XLJqV3NBZXf8AbpvF+y3hV2jSIkHqPlAC5BzQB3/mJv2b13emeaHkSNdzsqj1JwK4fwpo10vjnxRqWo20+RdKLGWUtt8sp82wZxjNX/Hem/2np9nFidlS4EhRI2dXwp4cLyAfUd8UAdSZEUqGdQW+7k9fpXPS+NdJig1qb/SGXR5RFdBYySDx09RzXCaxpmr3XiHTJr+y1g6ZHBbtaQ2KlvKcY3B2JypBwST1Ax1q9e2N35Xj+OLSrpTeFWgCwsfPIRQSp7kkGgDv11UPqlvZrbTGOa388XGBsH+yferVve2t2zrb3MMrRnDiNwxU++K4hrWZ/HXhy9WzvljXTZI7gmNtikqNqt2DdaxvCOh3Gma7pc66ZdWayve/aH8pl+Vj8m/+maAPUo7q3lleKOeN5E4ZFcEr9RTppo7eF5ppFjjQZZ2OAB7mvKfCFlBbeMob1tPnt1aW4iivPMDfbCSeXG7OeDjivUb+1ivdPuLWeJZYpY2Ro2GQwI6UARjV9OayS8F9bm2fhZfMG0/jVqORJY1kjcOjDIZTkEV5TaWU0Hh/w9Nc+FLn7DbRzwXOmRwbmMhACybfQ4PP+1Xb+CLC70zwpaW17G0Ug3FYWOTEhOVQ/QcUAXdK8Q6brMTPaXKFlZlMbEBhtOCcdcZFXYr60n8vyrmF/Mzs2uDux1x64ry7wr4b+ya5E83hueDVI7+Zpb05CPAxJBz0bIOMVNHbaja+KdLtLLwteLa6VfzSG4XasbRyqw+TJ5GWBI9qAPSU1CzkJCXULYk8o4ccP/d+vtTvttr9qNr9oi+0AbjFvG7HrjrXA2+j6fc/EC6srC4hMEdyuqXUcX3o7gLsCnsM53evWqXh/wAPSWXjWR9T0O/utQWSWRtXMn7kxvnCjueMDHagD0v7daEORdQkJ94+YPl+tOguYbqIS28qSxnoyMCD+IrzDR/CcNt4I1OK60G9iv5JmSRojuldd+5WUE4IHpXSeDHvbHTbazk0Oa3jllkJm2iPA4w7pnKlvQUAdjRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUhIUZJAA7mgBaKimuYbeISzSpGmcbmOBUceoWs2zy50be5RcHqR1FAFmiiigAooooAKKixL9o6r5O3p/Fu/wpJ0mkVRBMIiGBJKbsj060ATUVBbwtCjK8zyksW3PjIB7cdqnoAKQEEZByKayBmUkcqcjmlVFRQqgBR0AoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXWztkEwW3iUTktKAg+cnqT61YooArWen2enxGKytYLaMnJSGMIM/QUxtLsHknkayty9wNszGIZkHox7/jVyigCnLpenzTQzS2NtJLB/qnaJS0f+6ccVXi0WKPWpdUe5uZpGXakUjAxw9M7BjIzgZ5rUooAQgEYPSqMOi6XbJOkGm2kSz/64JCoEn+9gc/jV+igCidG0z7GlmdOtPs0Z3JD5K7FPqBjApW0nTmmimawtjLEAI3MS5QDpg44xV2igCnHplhFbSW0djbJBLnzI1iUK+euRjBofS9PkslsnsrZrVcbYDEuwY6fLjFXKKAKtpp1lYtK1paQQNKcyGKMLvPqcdankjSWNkkRXRhgqwyD+FPooAgktLaa1NrLbxPbldpiZAVx6Y6YprWFm1qlq1pAbdMbIjGNi46YHQYqzRQAg44FVV06xSYzJZW6ylt5cRLu3eucdat0UAQm2gPWGM855QdfWqFjoVrYapeaiklxJcXTZbzpSyoOPlQHhRx2rVooAriytReG8FtCLorsM2wbyvpu64p32aD/AJ4R9d33B19amooAZ5UfmeZsXfjG7HOPrT6KKAEAAzgDnrTGgidizRIWIwSVBJHpUlFAEZghKqpiQqn3RtGB9KeQGBBAIPUGlooAh+zQYUeTHhPujYPl+npU1FFADQqgYCgD0xTWgieMRvEjIOilQQPwqSigCl/ZNgNT/tL7Mn2zyxH5vOdo6D0q4QDjIHHSlooAKaVUsGKgkdDjpTqKACiiigAooooAKKKKACiiigAooooAKicSmZNpTysHeCOT6YqWigClDpOnW9x9ogsLaObJPmJEobJ684q7RRQAUUUUAFFFFAEEFna2ryvBbxRPM2+RkQKXb1OOpqeiigAooooAKKKKACiiigAooooAKKKKAI5XZFysbOemBSxM7xKzpscjlc5xT6KAI4zKWfzFQDd8m1icj344NIgl82TeyGPjYAORxzmnu6xozuwVVGST0Arg7T4veGLzUIbVft0cc0xgju5LcrAzDPAfPfFAHdSxmSJkWRoywwHTGR7jPFQC0k2Qq17cN5YIY/LmT/ewP5YrgPEfxZXR9bu7DT9BvdSi0/8A4/7iL5UhHtxyfyqzqHxB1d5bCTw/4Vn1axvIFlS6EwjVd3Y5BxigDu2gjcxlgxMZyp3HrjHPr+NPlijmiaKVFeNhhlYZBFcT4E8Yax4lg1S81fT7WxsbSVoo5I5C24r97noQPUVzXhzx/rGu/FqWzWR18OyQSPao0a/vQgxvBxnBINAHq8kUS24j8hXjQALGFBA9MCpflQFuFHftXgUviPxZfaJqnj228TSRWVjftDHp3kgRvGHAGefRvTNbvxZ1bxLqHhyRNJsFOjRwRXdzeb+ZASDtQe3egD2BnVFLMwVRySTxUNtfWl5E0ttcwzRqSGaNwwBHXkVxuraMPiF4F0lItQ+yWUoinn2gt5iAcrkEYHXmvP8AQdPtLfxH4ul8Jxyw6Bbaa8D7nZo5pwDkqxJ6e3pQB6zYeN/Dmp67Jotnq0E1/GCTEp6464PQ/gar658Q/C3hzUDYapqscNyFDMgRn2g9M7QcfjXjq2Gl6f8ACrwZ4ksImivLXUI/MmRB5j5chxkckccVctF1rUPEfjyz0e00qUi6aa4GoKWaaPHyoB2HBOfegD0XxJ8U9H8PXkdmtpf39zLEs0S2kO4SKe4NTeAvH6+O/wC0JYNLuLO3tXEavMwy57jA6EfWuYTxxAvwRuNd03TI7CWCNrZIUUFY2ztyPauz+H2ix6F4J062R/MZ4xNJJtALM3JPH1oA6iiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCOeFLiCSGUbo5FKsPUHrXkGt2+l6trdl4D8OW9va2Ol3aXeoTEgLFg7gqZ7k5zXsRGQR615k3wN8LS3ElxJPqRnlYtI4uSCzHqaAMjT9StNF8c+N9H16eKzs9Tj+028suNsildpIPfjHFHh/VbzRf2fLu6kkkj8qOVbOVGyxQthCPSu/1LwF4d1ew0+01GwW6SxVUhaQ5bAHQnv0rc/s2y+wLY/ZYfsiqFEOwbQB2xQBw9loupS/Bq103RJVF9cWakSSNt3F+WyR65PNcRbWPiXQviV4Ps5LHTrVxaPbBbfc6CIckMx/iIzz6mvdo40ijWONQiKMKqjAAoMcbOHKKXXoxHIoA8N1HSfEVh4e8ReDYfDFxdLqV/JPbXkZXyVR2BGR2xivStU8Nzy/DOfw9akGf7AIEzwCwA/wAK6uigDzn+wPE8PwbstA0tYINX+yrby+bJgIP4sEd8VF4Q8H+L9FWxsLy+0qPRoo2W4tLW32mUlcZLdznvXpdFAHk9r8HJ4NTgt5PEd3L4bt5hcRacegcNuA9MdfetzxJ8L9P1/WZdUt9RvdLubiLybo2bBROvHDZ9hiu8ooA5i58CaJceDF8KiF49NVQNsbYY4Oc59Sa6CztY7GyhtYs+XCgRcnJwBgVPRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARSSiN40KsTI20EKSBxnn0qWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k="
ffmh0041
3
{"lines_data": [{"Word": "SPAR/Burgoyne's 13th Annual Industry Conference", "Confidence": 0.9844, "X1": 0.20202, "Y1": 0.0502, "X2": 0.76894, "Y2": 0.05, "X3": 0.76894, "Y3": 0.0718, "X4": 0.20202, "Y4": 0.0718, "page": 0}, {"Word": "Hudson River Conference Center", "Confidence": 0.996, "X1": 0.30808, "Y1": 0.0712, "X2": 0.66162, "Y2": 0.071, "X3": 0.66162, "Y3": 0.0888, "X4": 0.30808, "Y4": 0.0888, "page": 0}, {"Word": "Ossining, New York", "Confidence": 0.99433, "X1": 0.375, "Y1": 0.0892, "X2": 0.5947, "Y2": 0.089, "X3": 0.5947, "Y3": 0.1078, "X4": 0.375, "Y4": 0.1078, "page": 0}, {"Word": "June 14 & 15, 1990", "Confidence": 0.9886, "X1": 0.37879, "Y1": 0.1072, "X2": 0.59343, "Y2": 0.107, "X3": 0.5947, "Y3": 0.1268, "X4": 0.37879, "Y4": 0.1278, "page": 0}, {"Word": "REGISTRATION INFORMATION", "Confidence": 0.992, "X1": 0.29924, "Y1": 0.1622, "X2": 0.68182, "Y2": 0.162, "X3": 0.68182, "Y3": 0.1828, "X4": 0.29924, "Y4": 0.1838, "page": 0}, {"Word": "Please Return Form", "Confidence": 0.99333, "X1": 0.37753, "Y1": 0.1832, "X2": 0.5947, "Y2": 0.183, "X3": 0.5947, "Y3": 0.2008, "X4": 0.37753, "Y4": 0.1998, "page": 0}, {"Word": "Complete and return this form todayto SPAR/Burgoyne Seminar Services or register", "Confidence": 0.98827, "X1": 0.11364, "Y1": 0.2242, "X2": 0.85732, "Y2": 0.224, "X3": 0.85732, "Y3": 0.2408, "X4": 0.11364, "Y4": 0.2418, "page": 0}, {"Word": "by phone 914-332-4100 or hy fax914-332-0741.", "Confidence": 0.91867, "X1": 0.11616, "Y1": 0.2442, "X2": 0.51263, "Y2": 0.244, "X3": 0.51263, "Y3": 0.2618, "X4": 0.11616, "Y4": 0.2618, "page": 0}, {"Word": "YES, I'm interested in learning from these industry experts.", "Confidence": 0.99289, "X1": 0.15025, "Y1": 0.2832, "X2": 0.67551, "Y2": 0.283, "X3": 0.67551, "Y3": 0.2998, "X4": 0.15025, "Y4": 0.2988, "page": 0}, {"Word": "PLEASE REGISTER ME for the 13th Annual Industry Conference.", "Confidence": 0.99422, "X1": 0.14899, "Y1": 0.3012, "X2": 0.7298, "Y2": 0.301, "X3": 0.7298, "Y3": 0.3178, "X4": 0.14899, "Y4": 0.3168, "page": 0}, {"Word": "Name", "Confidence": 0.944, "X1": 0.11364, "Y1": 0.3412, "X2": 0.16288, "Y2": 0.341, "X3": 0.16162, "Y3": 0.3528, "X4": 0.11364, "Y4": 0.3528, "page": 0}, {"Word": "Title", "Confidence": 0.996, "X1": 0.11237, "Y1": 0.3602, "X2": 0.15783, "Y2": 0.36, "X3": 0.15783, "Y3": 0.3728, "X4": 0.11237, "Y4": 0.3728, "page": 0}, {"Word": "Phone", "Confidence": 0.998, "X1": 0.5404, "Y1": 0.3592, "X2": 0.59848, "Y2": 0.359, "X3": 0.59848, "Y3": 0.3728, "X4": 0.5404, "Y4": 0.3738, "page": 0}, {"Word": "Company", "Confidence": 0.996, "X1": 0.11364, "Y1": 0.3802, "X2": 0.19318, "Y2": 0.38, "X3": 0.19318, "Y3": 0.3928, "X4": 0.11364, "Y4": 0.3928, "page": 0}, {"Word": "Address", "Confidence": 0.995, "X1": 0.11364, "Y1": 0.3982, "X2": 0.18056, "Y2": 0.398, "X3": 0.18056, "Y3": 0.4108, "X4": 0.11364, "Y4": 0.4118, "page": 0}, {"Word": "City", "Confidence": 0.195, "X1": 0.1149, "Y1": 0.4172, "X2": 0.14646, "Y2": 0.417, "X3": 0.1452, "Y3": 0.4308, "X4": 0.11364, "Y4": 0.4298, "page": 0}, {"Word": "State", "Confidence": 0.996, "X1": 0.49116, "Y1": 0.4172, "X2": 0.53535, "Y2": 0.417, "X3": 0.53535, "Y3": 0.4318, "X4": 0.49116, "Y4": 0.4298, "page": 0}, {"Word": "Zip", "Confidence": 0.998, "X1": 0.66793, "Y1": 0.4162, "X2": 0.69823, "Y2": 0.416, "X3": 0.69697, "Y3": 0.4308, "X4": 0.66667, "Y4": 0.4298, "page": 0}, {"Word": "Fax", "Confidence": 0.991, "X1": 0.11364, "Y1": 0.4372, "X2": 0.14899, "Y2": 0.437, "X3": 0.14899, "Y3": 0.4488, "X4": 0.11364, "Y4": 0.4488, "page": 0}, {"Word": "Name for Badge", "Confidence": 0.99367, "X1": 0.48359, "Y1": 0.4362, "X2": 0.62753, "Y2": 0.436, "X3": 0.62753, "Y3": 0.4508, "X4": 0.48359, "Y4": 0.4498, "page": 0}, {"Word": "FREE REGISTRATION- Register 3 other people from your company and you", "Confidence": 0.99127, "X1": 0.11742, "Y1": 0.4722, "X2": 0.85732, "Y2": 0.472, "X3": 0.85732, "Y3": 0.4898, "X4": 0.11742, "Y4": 0.4878, "page": 0}, {"Word": "attend FREE.", "Confidence": 0.886, "X1": 0.10985, "Y1": 0.4912, "X2": 0.23106, "Y2": 0.491, "X3": 0.23106, "Y3": 0.5068, "X4": 0.10985, "Y4": 0.5078, "page": 0}, {"Word": "Name", "Confidence": 0.991, "X1": 0.14015, "Y1": 0.5322, "X2": 0.19066, "Y2": 0.532, "X3": 0.19066, "Y3": 0.5438, "X4": 0.14015, "Y4": 0.5428, "page": 0}, {"Word": "Name", "Confidence": 0.472, "X1": 0.13889, "Y1": 0.5512, "X2": 0.18813, "Y2": 0.551, "X3": 0.18687, "Y3": 0.5638, "X4": 0.13763, "Y4": 0.5628, "page": 0}, {"Word": "Name", "Confidence": 0.985, "X1": 0.13889, "Y1": 0.5682, "X2": 0.18939, "Y2": 0.568, "X3": 0.18939, "Y3": 0.5828, "X4": 0.13889, "Y4": 0.5818, "page": 0}, {"Word": "REGISTRATION FEE: $975.00", "Confidence": 0.96067, "X1": 0.11364, "Y1": 0.6042, "X2": 0.38889, "Y2": 0.604, "X3": 0.38889, "Y3": 0.6198, "X4": 0.11364, "Y4": 0.6198, "page": 0}, {"Word": "$100 DISCOUNT IF PAYMENT IF RECEIVED BY MAY 15, 1990.", "Confidence": 0.989, "X1": 0.11616, "Y1": 0.6222, "X2": 0.68813, "Y2": 0.622, "X3": 0.68813, "Y3": 0.6398, "X4": 0.11616, "Y4": 0.6408, "page": 0}, {"Word": "Please check", "Confidence": 0.9615, "X1": 0.70328, "Y1": 0.6612, "X2": 0.81187, "Y2": 0.661, "X3": 0.81187, "Y3": 0.6758, "X4": 0.70328, "Y4": 0.6768, "page": 0}, {"Word": "Please make a hotel reservation for me the night of June 13th", "Confidence": 0.92758, "X1": 0.13889, "Y1": 0.6802, "X2": 0.67929, "Y2": 0.68, "X3": 0.67929, "Y3": 0.6968, "X4": 0.13889, "Y4": 0.6958, "page": 0}, {"Word": "Please make a hotel reservation for me the night of June 14th", "Confidence": 0.99267, "X1": 0.14015, "Y1": 0.6982, "X2": 0.67803, "Y2": 0.698, "X3": 0.67803, "Y3": 0.7148, "X4": 0.14015, "Y4": 0.7158, "page": 0}, {"Word": "I will not be staying overnight", "Confidence": 0.9385, "X1": 0.14015, "Y1": 0.7182, "X2": 0.40783, "Y2": 0.718, "X3": 0.40783, "Y3": 0.7338, "X4": 0.14015, "Y4": 0.7328, "page": 0}, {"Word": "I will be attending Casino Night on June 14th", "Confidence": 0.93244, "X1": 0.14015, "Y1": 0.7372, "X2": 0.5404, "Y2": 0.737, "X3": 0.5404, "Y3": 0.7538, "X4": 0.14015, "Y4": 0.7528, "page": 0}, {"Word": "Hotel accommodations and meals package billed separately.", "Confidence": 0.94157, "X1": 0.13258, "Y1": 0.7742, "X2": 0.65783, "Y2": 0.774, "X3": 0.65783, "Y3": 0.7908, "X4": 0.13258, "Y4": 0.7898, "page": 0}, {"Word": "SPECIAL EVENTS: Gct-Acquainted First Night Barbecue, Casino Night, Golf, and", "Confidence": 0.9272, "X1": 0.11742, "Y1": 0.7922, "X2": 0.84722, "Y2": 0.792, "X3": 0.84722, "Y3": 0.8098, "X4": 0.11742, "Y4": 0.8098, "page": 0}, {"Word": "Speaker/Registrants Cocktail Party.", "Confidence": 0.984, "X1": 0.11869, "Y1": 0.8132, "X2": 0.43434, "Y2": 0.813, "X3": 0.43434, "Y3": 0.8298, "X4": 0.11869, "Y4": 0.8298, "page": 0}, {"Word": "RETURN FORM TO: SPAR/Burgoyne Seminar Services", "Confidence": 0.8935, "X1": 0.24242, "Y1": 0.8702, "X2": 0.73232, "Y2": 0.87, "X3": 0.73232, "Y3": 0.8858, "X4": 0.24242, "Y4": 0.8848, "page": 0}, {"Word": "580 White Plains Road", "Confidence": 0.99225, "X1": 0.48232, "Y1": 0.8882, "X2": 0.67677, "Y2": 0.888, "X3": 0.67677, "Y3": 0.9038, "X4": 0.48232, "Y4": 0.9028, "page": 0}, {"Word": "Tarrytown, New York 10591-5193", "Confidence": 0.993, "X1": 0.43056, "Y1": 0.9092, "X2": 0.72222, "Y2": 0.909, "X3": 0.72222, "Y3": 0.9268, "X4": 0.43056, "Y4": 0.9288, "page": 0}, {"Word": "2074012069", "Confidence": 0.994, "X1": 0.95581, "Y1": 0.9492, "X2": 0.98106, "Y2": 0.949, "X3": 0.95707, "Y3": 0.9518, "X4": 0.93182, "Y4": 0.8428, "page": 0}], "words_data": [{"Word": "SPAR/Burgoyne's", "Confidence": 0.981, "X1": 0.20202, "Y1": 0.0522, "X2": 0.40278, "Y2": 0.052, "X3": 0.40278, "Y3": 0.0718, "X4": 0.20202, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "13th", "Confidence": 0.988, "X1": 0.40783, "Y1": 0.0522, "X2": 0.45833, "Y2": 0.052, "X3": 0.45833, "Y3": 0.0718, "X4": 0.40783, "Y4": 0.0718, "page": 0, "Index": 1}, {"Word": "Annual", "Confidence": 0.994, "X1": 0.46338, "Y1": 0.0522, "X2": 0.54167, "Y2": 0.052, "X3": 0.54167, "Y3": 0.0718, "X4": 0.46338, "Y4": 0.0718, "page": 0, "Index": 2}, {"Word": "Industry", "Confidence": 0.964, "X1": 0.54672, "Y1": 0.0522, "X2": 0.63889, "Y2": 0.052, "X3": 0.63889, "Y3": 0.0718, "X4": 0.54672, "Y4": 0.0718, "page": 0, "Index": 3}, {"Word": "Conference", "Confidence": 0.995, "X1": 0.64394, "Y1": 0.0522, "X2": 0.76641, "Y2": 0.052, "X3": 0.76641, "Y3": 0.0718, "X4": 0.64394, "Y4": 0.0718, "page": 0, "Index": 4}, {"Word": "Hudson", "Confidence": 0.994, "X1": 0.30808, "Y1": 0.0722, "X2": 0.39015, "Y2": 0.072, "X3": 0.39141, "Y3": 0.0888, "X4": 0.30934, "Y4": 0.0888, "page": 0, "Index": 5}, {"Word": "River", "Confidence": 0.998, "X1": 0.39646, "Y1": 0.0712, "X2": 0.45581, "Y2": 0.071, "X3": 0.45707, "Y3": 0.0888, "X4": 0.39773, "Y4": 0.0888, "page": 0, "Index": 6}, {"Word": "Conference", "Confidence": 0.995, "X1": 0.46086, "Y1": 0.0722, "X2": 0.58207, "Y2": 0.072, "X3": 0.58333, "Y3": 0.0898, "X4": 0.46212, "Y4": 0.0888, "page": 0, "Index": 7}, {"Word": "Center", "Confidence": 0.997, "X1": 0.58712, "Y1": 0.0722, "X2": 0.66288, "Y2": 0.072, "X3": 0.66288, "Y3": 0.0898, "X4": 0.58712, "Y4": 0.0898, "page": 0, "Index": 8}, {"Word": "York", "Confidence": 0.991, "X1": 0.53914, "Y1": 0.0902, "X2": 0.58965, "Y2": 0.09, "X3": 0.58965, "Y3": 0.1078, "X4": 0.5404, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "Ossining,", "Confidence": 0.994, "X1": 0.375, "Y1": 0.0902, "X2": 0.47601, "Y2": 0.09, "X3": 0.47727, "Y3": 0.1088, "X4": 0.37626, "Y4": 0.1088, "page": 0, "Index": 10}, {"Word": "New", "Confidence": 0.998, "X1": 0.48106, "Y1": 0.0902, "X2": 0.52525, "Y2": 0.09, "X3": 0.52525, "Y3": 0.1088, "X4": 0.48106, "Y4": 0.1088, "page": 0, "Index": 11}, {"Word": "June", "Confidence": 0.988, "X1": 0.38131, "Y1": 0.1082, "X2": 0.43182, "Y2": 0.108, "X3": 0.43056, "Y3": 0.1268, "X4": 0.38005, "Y4": 0.1278, "page": 0, "Index": 12}, {"Word": "14", "Confidence": 0.998, "X1": 0.43687, "Y1": 0.1082, "X2": 0.46338, "Y2": 0.108, "X3": 0.46212, "Y3": 0.1268, "X4": 0.43561, "Y4": 0.1268, "page": 0, "Index": 13}, {"Word": "&", "Confidence": 0.996, "X1": 0.47096, "Y1": 0.1082, "X2": 0.48485, "Y2": 0.108, "X3": 0.48359, "Y3": 0.1268, "X4": 0.4697, "Y4": 0.1268, "page": 0, "Index": 14}, {"Word": "15,", "Confidence": 0.982, "X1": 0.49621, "Y1": 0.1082, "X2": 0.53283, "Y2": 0.108, "X3": 0.53157, "Y3": 0.1268, "X4": 0.49495, "Y4": 0.1268, "page": 0, "Index": 15}, {"Word": "1990", "Confidence": 0.979, "X1": 0.53788, "Y1": 0.1072, "X2": 0.59217, "Y2": 0.107, "X3": 0.59091, "Y3": 0.1278, "X4": 0.53662, "Y4": 0.1268, "page": 0, "Index": 16}, {"Word": "REGISTRATION", "Confidence": 0.991, "X1": 0.29924, "Y1": 0.1642, "X2": 0.4798, "Y2": 0.164, "X3": 0.48106, "Y3": 0.1828, "X4": 0.29924, "Y4": 0.1848, "page": 0, "Index": 17}, {"Word": "INFORMATION", "Confidence": 0.993, "X1": 0.49495, "Y1": 0.1632, "X2": 0.67172, "Y2": 0.163, "X3": 0.67172, "Y3": 0.1838, "X4": 0.49621, "Y4": 0.1828, "page": 0, "Index": 18}, {"Word": "Please", "Confidence": 0.995, "X1": 0.37879, "Y1": 0.1832, "X2": 0.44823, "Y2": 0.183, "X3": 0.44823, "Y3": 0.2008, "X4": 0.37879, "Y4": 0.2008, "page": 0, "Index": 19}, {"Word": "Return", "Confidence": 0.994, "X1": 0.45328, "Y1": 0.1832, "X2": 0.52778, "Y2": 0.183, "X3": 0.52778, "Y3": 0.2008, "X4": 0.45328, "Y4": 0.2008, "page": 0, "Index": 20}, {"Word": "Form", "Confidence": 0.991, "X1": 0.53409, "Y1": 0.1842, "X2": 0.58333, "Y2": 0.184, "X3": 0.58333, "Y3": 0.2008, "X4": 0.53409, "Y4": 0.2008, "page": 0, "Index": 21}, {"Word": "Complete", "Confidence": 0.994, "X1": 0.11364, "Y1": 0.2262, "X2": 0.19318, "Y2": 0.226, "X3": 0.19192, "Y3": 0.2428, "X4": 0.11364, "Y4": 0.2428, "page": 0, "Index": 22}, {"Word": "and", "Confidence": 0.973, "X1": 0.19697, "Y1": 0.2262, "X2": 0.2298, "Y2": 0.226, "X3": 0.2298, "Y3": 0.2428, "X4": 0.19697, "Y4": 0.2428, "page": 0, "Index": 23}, {"Word": "return", "Confidence": 0.954, "X1": 0.23864, "Y1": 0.2262, "X2": 0.29419, "Y2": 0.226, "X3": 0.29293, "Y3": 0.2418, "X4": 0.23864, "Y4": 0.2428, "page": 0, "Index": 24}, {"Word": "this", "Confidence": 0.991, "X1": 0.29924, "Y1": 0.2262, "X2": 0.3346, "Y2": 0.226, "X3": 0.3346, "Y3": 0.2418, "X4": 0.29924, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "form", "Confidence": 0.991, "X1": 0.33838, "Y1": 0.2262, "X2": 0.37753, "Y2": 0.226, "X3": 0.37753, "Y3": 0.2418, "X4": 0.33838, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "todayto", "Confidence": 0.996, "X1": 0.3851, "Y1": 0.2262, "X2": 0.45202, "Y2": 0.226, "X3": 0.45076, "Y3": 0.2418, "X4": 0.3851, "Y4": 0.2418, "page": 0, "Index": 27}, {"Word": "SPAR/Burgoyne", "Confidence": 0.991, "X1": 0.45581, "Y1": 0.2262, "X2": 0.59722, "Y2": 0.226, "X3": 0.59722, "Y3": 0.2418, "X4": 0.45581, "Y4": 0.2418, "page": 0, "Index": 28}, {"Word": "Seminar", "Confidence": 0.995, "X1": 0.60101, "Y1": 0.2262, "X2": 0.67424, "Y2": 0.226, "X3": 0.67298, "Y3": 0.2418, "X4": 0.60101, "Y4": 0.2418, "page": 0, "Index": 29}, {"Word": "Services", "Confidence": 0.994, "X1": 0.67803, "Y1": 0.2252, "X2": 0.75253, "Y2": 0.225, "X3": 0.75126, "Y3": 0.2418, "X4": 0.67803, "Y4": 0.2418, "page": 0, "Index": 30}, {"Word": "or", "Confidence": 0.996, "X1": 0.76136, "Y1": 0.2252, "X2": 0.78157, "Y2": 0.225, "X3": 0.78157, "Y3": 0.2418, "X4": 0.76136, "Y4": 0.2418, "page": 0, "Index": 31}, {"Word": "register", "Confidence": 0.996, "X1": 0.78535, "Y1": 0.2252, "X2": 0.8548, "Y2": 0.225, "X3": 0.85354, "Y3": 0.2418, "X4": 0.78535, "Y4": 0.2418, "page": 0, "Index": 32}, {"Word": "by", "Confidence": 0.661, "X1": 0.11742, "Y1": 0.2452, "X2": 0.13636, "Y2": 0.245, "X3": 0.13636, "Y3": 0.2618, "X4": 0.11742, "Y4": 0.2618, "page": 0, "Index": 33}, {"Word": "phone", "Confidence": 0.955, "X1": 0.14015, "Y1": 0.2452, "X2": 0.18813, "Y2": 0.245, "X3": 0.18813, "Y3": 0.2618, "X4": 0.14015, "Y4": 0.2618, "page": 0, "Index": 34}, {"Word": "914-332-4100", "Confidence": 0.991, "X1": 0.19318, "Y1": 0.2452, "X2": 0.30682, "Y2": 0.245, "X3": 0.30682, "Y3": 0.2618, "X4": 0.19318, "Y4": 0.2618, "page": 0, "Index": 35}, {"Word": "or", "Confidence": 0.998, "X1": 0.31566, "Y1": 0.2452, "X2": 0.33586, "Y2": 0.245, "X3": 0.33586, "Y3": 0.2618, "X4": 0.31566, "Y4": 0.2618, "page": 0, "Index": 36}, {"Word": "hy", "Confidence": 0.926, "X1": 0.33965, "Y1": 0.2452, "X2": 0.36111, "Y2": 0.245, "X3": 0.36111, "Y3": 0.2618, "X4": 0.33965, "Y4": 0.2618, "page": 0, "Index": 37}, {"Word": "fax914-332-0741.", "Confidence": 0.981, "X1": 0.3649, "Y1": 0.2462, "X2": 0.51263, "Y2": 0.246, "X3": 0.51263, "Y3": 0.2618, "X4": 0.3649, "Y4": 0.2618, "page": 0, "Index": 38}, {"Word": "YES,", "Confidence": 0.985, "X1": 0.15152, "Y1": 0.2832, "X2": 0.19444, "Y2": 0.283, "X3": 0.19318, "Y3": 0.2998, "X4": 0.15152, "Y4": 0.2998, "page": 0, "Index": 39}, {"Word": "I'm", "Confidence": 0.991, "X1": 0.19823, "Y1": 0.2832, "X2": 0.22222, "Y2": 0.283, "X3": 0.22096, "Y3": 0.2998, "X4": 0.19697, "Y4": 0.2998, "page": 0, "Index": 40}, {"Word": "interested", "Confidence": 0.991, "X1": 0.23232, "Y1": 0.2832, "X2": 0.31692, "Y2": 0.283, "X3": 0.31692, "Y3": 0.2998, "X4": 0.23106, "Y4": 0.2998, "page": 0, "Index": 41}, {"Word": "in", "Confidence": 0.998, "X1": 0.32576, "Y1": 0.2832, "X2": 0.3447, "Y2": 0.283, "X3": 0.34343, "Y3": 0.2998, "X4": 0.32449, "Y4": 0.2998, "page": 0, "Index": 42}, {"Word": "learning", "Confidence": 0.994, "X1": 0.34848, "Y1": 0.2832, "X2": 0.42172, "Y2": 0.283, "X3": 0.42172, "Y3": 0.2998, "X4": 0.34848, "Y4": 0.2998, "page": 0, "Index": 43}, {"Word": "from", "Confidence": 0.989, "X1": 0.42803, "Y1": 0.2832, "X2": 0.46717, "Y2": 0.283, "X3": 0.46591, "Y3": 0.2998, "X4": 0.42677, "Y4": 0.2998, "page": 0, "Index": 44}, {"Word": "these", "Confidence": 0.997, "X1": 0.47601, "Y1": 0.2842, "X2": 0.52273, "Y2": 0.284, "X3": 0.52273, "Y3": 0.2998, "X4": 0.47601, "Y4": 0.2998, "page": 0, "Index": 45}, {"Word": "industry", "Confidence": 0.996, "X1": 0.52652, "Y1": 0.2842, "X2": 0.59975, "Y2": 0.284, "X3": 0.59975, "Y3": 0.2998, "X4": 0.52652, "Y4": 0.2998, "page": 0, "Index": 46}, {"Word": "experts.", "Confidence": 0.995, "X1": 0.60606, "Y1": 0.2842, "X2": 0.67677, "Y2": 0.284, "X3": 0.67677, "Y3": 0.2998, "X4": 0.6048, "Y4": 0.2998, "page": 0, "Index": 47}, {"Word": "PLEASE", "Confidence": 0.996, "X1": 0.15025, "Y1": 0.3022, "X2": 0.22096, "Y2": 0.302, "X3": 0.22096, "Y3": 0.3178, "X4": 0.15025, "Y4": 0.3178, "page": 0, "Index": 48}, {"Word": "REGISTER", "Confidence": 0.995, "X1": 0.22854, "Y1": 0.3022, "X2": 0.32576, "Y2": 0.302, "X3": 0.32449, "Y3": 0.3178, "X4": 0.22854, "Y4": 0.3178, "page": 0, "Index": 49}, {"Word": "ME", "Confidence": 0.997, "X1": 0.33207, "Y1": 0.3022, "X2": 0.36111, "Y2": 0.302, "X3": 0.36111, "Y3": 0.3178, "X4": 0.33207, "Y4": 0.3178, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.998, "X1": 0.36742, "Y1": 0.3022, "X2": 0.39773, "Y2": 0.302, "X3": 0.39646, "Y3": 0.3178, "X4": 0.36616, "Y4": 0.3178, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.40152, "Y1": 0.3022, "X2": 0.43056, "Y2": 0.302, "X3": 0.43056, "Y3": 0.3178, "X4": 0.40025, "Y4": 0.3178, "page": 0, "Index": 52}, {"Word": "13th", "Confidence": 0.989, "X1": 0.43434, "Y1": 0.3022, "X2": 0.47096, "Y2": 0.302, "X3": 0.47096, "Y3": 0.3178, "X4": 0.43434, "Y4": 0.3178, "page": 0, "Index": 53}, {"Word": "Annual", "Confidence": 0.991, "X1": 0.47601, "Y1": 0.3022, "X2": 0.54167, "Y2": 0.302, "X3": 0.5404, "Y3": 0.3178, "X4": 0.47475, "Y4": 0.3178, "page": 0, "Index": 54}, {"Word": "Industry", "Confidence": 0.993, "X1": 0.54545, "Y1": 0.3022, "X2": 0.61869, "Y2": 0.302, "X3": 0.61869, "Y3": 0.3178, "X4": 0.54419, "Y4": 0.3178, "page": 0, "Index": 55}, {"Word": "Conference.", "Confidence": 0.991, "X1": 0.625, "Y1": 0.3022, "X2": 0.72854, "Y2": 0.302, "X3": 0.72854, "Y3": 0.3178, "X4": 0.62374, "Y4": 0.3178, "page": 0, "Index": 56}, {"Word": "Name", "Confidence": 0.944, "X1": 0.11364, "Y1": 0.3402, "X2": 0.16162, "Y2": 0.34, "X3": 0.16162, "Y3": 0.3538, "X4": 0.11364, "Y4": 0.3528, "page": 0, "Index": 57}, {"Word": "Title", "Confidence": 0.996, "X1": 0.1149, "Y1": 0.3592, "X2": 0.15657, "Y2": 0.359, "X3": 0.15657, "Y3": 0.3728, "X4": 0.11364, "Y4": 0.3728, "page": 0, "Index": 58}, {"Word": "Phone", "Confidence": 0.998, "X1": 0.54167, "Y1": 0.3602, "X2": 0.5947, "Y2": 0.36, "X3": 0.59596, "Y3": 0.3738, "X4": 0.54167, "Y4": 0.3738, "page": 0, "Index": 59}, {"Word": "Company", "Confidence": 0.996, "X1": 0.1149, "Y1": 0.3812, "X2": 0.19192, "Y2": 0.381, "X3": 0.19192, "Y3": 0.3938, "X4": 0.1149, "Y4": 0.3928, "page": 0, "Index": 60}, {"Word": "Address", "Confidence": 0.995, "X1": 0.11616, "Y1": 0.3982, "X2": 0.18056, "Y2": 0.398, "X3": 0.18056, "Y3": 0.4118, "X4": 0.1149, "Y4": 0.4118, "page": 0, "Index": 61}, {"Word": "City", "Confidence": 0.195, "X1": 0.11364, "Y1": 0.4162, "X2": 0.14646, "Y2": 0.416, "X3": 0.1452, "Y3": 0.4308, "X4": 0.11364, "Y4": 0.4288, "page": 0, "Index": 62}, {"Word": "State", "Confidence": 0.996, "X1": 0.49116, "Y1": 0.4172, "X2": 0.53535, "Y2": 0.417, "X3": 0.53409, "Y3": 0.4318, "X4": 0.49116, "Y4": 0.4298, "page": 0, "Index": 63}, {"Word": "Zip", "Confidence": 0.998, "X1": 0.66793, "Y1": 0.4162, "X2": 0.69697, "Y2": 0.416, "X3": 0.69697, "Y3": 0.4308, "X4": 0.66667, "Y4": 0.4298, "page": 0, "Index": 64}, {"Word": "Fax", "Confidence": 0.991, "X1": 0.11364, "Y1": 0.4362, "X2": 0.1452, "Y2": 0.436, "X3": 0.14394, "Y3": 0.4488, "X4": 0.11364, "Y4": 0.4478, "page": 0, "Index": 65}, {"Word": "Name", "Confidence": 0.988, "X1": 0.48359, "Y1": 0.4362, "X2": 0.53409, "Y2": 0.436, "X3": 0.53409, "Y3": 0.4498, "X4": 0.48359, "Y4": 0.4508, "page": 0, "Index": 66}, {"Word": "for", "Confidence": 0.998, "X1": 0.53914, "Y1": 0.4362, "X2": 0.56944, "Y2": 0.436, "X3": 0.56818, "Y3": 0.4508, "X4": 0.53914, "Y4": 0.4498, "page": 0, "Index": 67}, {"Word": "Badge", "Confidence": 0.995, "X1": 0.57323, "Y1": 0.4372, "X2": 0.62626, "Y2": 0.437, "X3": 0.62626, "Y3": 0.4508, "X4": 0.57323, "Y4": 0.4508, "page": 0, "Index": 68}, {"Word": "FREE", "Confidence": 0.984, "X1": 0.11869, "Y1": 0.4692, "X2": 0.17677, "Y2": 0.469, "X3": 0.17677, "Y3": 0.4888, "X4": 0.11742, "Y4": 0.4878, "page": 0, "Index": 69}, {"Word": "REGISTRATION-", "Confidence": 0.991, "X1": 0.18434, "Y1": 0.4712, "X2": 0.3851, "Y2": 0.471, "X3": 0.38384, "Y3": 0.4898, "X4": 0.18434, "Y4": 0.4888, "page": 0, "Index": 70}, {"Word": "Register", "Confidence": 0.994, "X1": 0.38889, "Y1": 0.4722, "X2": 0.46465, "Y2": 0.472, "X3": 0.46338, "Y3": 0.4898, "X4": 0.38889, "Y4": 0.4898, "page": 0, "Index": 71}, {"Word": "3", "Confidence": 0.996, "X1": 0.46843, "Y1": 0.4722, "X2": 0.47854, "Y2": 0.472, "X3": 0.47854, "Y3": 0.4898, "X4": 0.46843, "Y4": 0.4898, "page": 0, "Index": 72}, {"Word": "other", "Confidence": 0.997, "X1": 0.48359, "Y1": 0.4722, "X2": 0.52904, "Y2": 0.472, "X3": 0.52778, "Y3": 0.4898, "X4": 0.48232, "Y4": 0.4898, "page": 0, "Index": 73}, {"Word": "people", "Confidence": 0.981, "X1": 0.53283, "Y1": 0.4732, "X2": 0.59217, "Y2": 0.473, "X3": 0.59091, "Y3": 0.4898, "X4": 0.53283, "Y4": 0.4898, "page": 0, "Index": 74}, {"Word": "from", "Confidence": 0.981, "X1": 0.59722, "Y1": 0.4732, "X2": 0.63636, "Y2": 0.473, "X3": 0.6351, "Y3": 0.4898, "X4": 0.59596, "Y4": 0.4898, "page": 0, "Index": 75}, {"Word": "your", "Confidence": 0.991, "X1": 0.65278, "Y1": 0.4742, "X2": 0.69318, "Y2": 0.474, "X3": 0.69318, "Y3": 0.4898, "X4": 0.65152, "Y4": 0.4898, "page": 0, "Index": 76}, {"Word": "company", "Confidence": 0.993, "X1": 0.69823, "Y1": 0.4752, "X2": 0.77778, "Y2": 0.475, "X3": 0.77652, "Y3": 0.4898, "X4": 0.69823, "Y4": 0.4898, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.998, "X1": 0.78409, "Y1": 0.4752, "X2": 0.81818, "Y2": 0.475, "X3": 0.81818, "Y3": 0.4888, "X4": 0.78283, "Y4": 0.4898, "page": 0, "Index": 78}, {"Word": "you", "Confidence": 0.998, "X1": 0.82323, "Y1": 0.4752, "X2": 0.8548, "Y2": 0.475, "X3": 0.8548, "Y3": 0.4888, "X4": 0.82323, "Y4": 0.4888, "page": 0, "Index": 79}, {"Word": "attend", "Confidence": 0.802, "X1": 0.11237, "Y1": 0.4922, "X2": 0.16667, "Y2": 0.492, "X3": 0.1654, "Y3": 0.5068, "X4": 0.11111, "Y4": 0.5068, "page": 0, "Index": 80}, {"Word": "FREE.", "Confidence": 0.97, "X1": 0.17298, "Y1": 0.4922, "X2": 0.23106, "Y2": 0.492, "X3": 0.2298, "Y3": 0.5068, "X4": 0.17172, "Y4": 0.5068, "page": 0, "Index": 81}, {"Word": "Name", "Confidence": 0.991, "X1": 0.14015, "Y1": 0.5322, "X2": 0.18813, "Y2": 0.532, "X3": 0.18687, "Y3": 0.5448, "X4": 0.14015, "Y4": 0.5428, "page": 0, "Index": 82}, {"Word": "Name", "Confidence": 0.472, "X1": 0.13889, "Y1": 0.5502, "X2": 0.18687, "Y2": 0.55, "X3": 0.18687, "Y3": 0.5638, "X4": 0.13763, "Y4": 0.5618, "page": 0, "Index": 83}, {"Word": "Name", "Confidence": 0.985, "X1": 0.13889, "Y1": 0.5682, "X2": 0.18939, "Y2": 0.568, "X3": 0.18939, "Y3": 0.5828, "X4": 0.13889, "Y4": 0.5818, "page": 0, "Index": 84}, {"Word": "REGISTRATION", "Confidence": 0.905, "X1": 0.1149, "Y1": 0.6042, "X2": 0.25758, "Y2": 0.604, "X3": 0.25758, "Y3": 0.6198, "X4": 0.1149, "Y4": 0.6208, "page": 0, "Index": 85}, {"Word": "FEE:", "Confidence": 0.986, "X1": 0.26894, "Y1": 0.6052, "X2": 0.31818, "Y2": 0.605, "X3": 0.31818, "Y3": 0.6198, "X4": 0.26894, "Y4": 0.6198, "page": 0, "Index": 86}, {"Word": "$975.00", "Confidence": 0.991, "X1": 0.32323, "Y1": 0.6052, "X2": 0.38763, "Y2": 0.605, "X3": 0.38763, "Y3": 0.6208, "X4": 0.32323, "Y4": 0.6198, "page": 0, "Index": 87}, {"Word": "$100", "Confidence": 0.985, "X1": 0.11869, "Y1": 0.6242, "X2": 0.15909, "Y2": 0.624, "X3": 0.15909, "Y3": 0.6398, "X4": 0.11869, "Y4": 0.6398, "page": 0, "Index": 88}, {"Word": "DISCOUNT", "Confidence": 0.995, "X1": 0.16288, "Y1": 0.6242, "X2": 0.26641, "Y2": 0.624, "X3": 0.26641, "Y3": 0.6398, "X4": 0.16288, "Y4": 0.6398, "page": 0, "Index": 89}, {"Word": "IF", "Confidence": 0.996, "X1": 0.27146, "Y1": 0.6242, "X2": 0.29167, "Y2": 0.624, "X3": 0.29167, "Y3": 0.6398, "X4": 0.27146, "Y4": 0.6398, "page": 0, "Index": 90}, {"Word": "PAYMENT", "Confidence": 0.994, "X1": 0.29672, "Y1": 0.6242, "X2": 0.39141, "Y2": 0.624, "X3": 0.39141, "Y3": 0.6398, "X4": 0.29545, "Y4": 0.6398, "page": 0, "Index": 91}, {"Word": "IF", "Confidence": 0.997, "X1": 0.39773, "Y1": 0.6242, "X2": 0.41793, "Y2": 0.624, "X3": 0.41793, "Y3": 0.6398, "X4": 0.39773, "Y4": 0.6398, "page": 0, "Index": 92}, {"Word": "RECEIVED", "Confidence": 0.936, "X1": 0.42172, "Y1": 0.6232, "X2": 0.5202, "Y2": 0.623, "X3": 0.5202, "Y3": 0.6408, "X4": 0.42172, "Y4": 0.6398, "page": 0, "Index": 93}, {"Word": "BY", "Confidence": 0.997, "X1": 0.52904, "Y1": 0.6232, "X2": 0.55429, "Y2": 0.623, "X3": 0.55556, "Y3": 0.6408, "X4": 0.52904, "Y4": 0.6408, "page": 0, "Index": 94}, {"Word": "MAY", "Confidence": 0.998, "X1": 0.55934, "Y1": 0.6232, "X2": 0.60354, "Y2": 0.623, "X3": 0.60354, "Y3": 0.6408, "X4": 0.55934, "Y4": 0.6408, "page": 0, "Index": 95}, {"Word": "15,", "Confidence": 0.996, "X1": 0.61111, "Y1": 0.6232, "X2": 0.63636, "Y2": 0.623, "X3": 0.63763, "Y3": 0.6408, "X4": 0.61111, "Y4": 0.6408, "page": 0, "Index": 96}, {"Word": "1990.", "Confidence": 0.996, "X1": 0.64141, "Y1": 0.6232, "X2": 0.68687, "Y2": 0.623, "X3": 0.68813, "Y3": 0.6408, "X4": 0.64141, "Y4": 0.6408, "page": 0, "Index": 97}, {"Word": "Please", "Confidence": 0.99, "X1": 0.70328, "Y1": 0.6622, "X2": 0.75505, "Y2": 0.662, "X3": 0.75505, "Y3": 0.6768, "X4": 0.70328, "Y4": 0.6768, "page": 0, "Index": 98}, {"Word": "check", "Confidence": 0.933, "X1": 0.76136, "Y1": 0.6622, "X2": 0.80934, "Y2": 0.662, "X3": 0.80934, "Y3": 0.6768, "X4": 0.76136, "Y4": 0.6768, "page": 0, "Index": 99}, {"Word": "Please", "Confidence": 0.994, "X1": 0.14015, "Y1": 0.6802, "X2": 0.19444, "Y2": 0.68, "X3": 0.19318, "Y3": 0.6968, "X4": 0.13889, "Y4": 0.6958, "page": 0, "Index": 100}, {"Word": "make", "Confidence": 0.796, "X1": 0.19949, "Y1": 0.6802, "X2": 0.24747, "Y2": 0.68, "X3": 0.24621, "Y3": 0.6968, "X4": 0.19823, "Y4": 0.6968, "page": 0, "Index": 101}, {"Word": "a", "Confidence": 0.998, "X1": 0.25126, "Y1": 0.6812, "X2": 0.26389, "Y2": 0.681, "X3": 0.26263, "Y3": 0.6968, "X4": 0.25126, "Y4": 0.6968, "page": 0, "Index": 102}, {"Word": "hotel", "Confidence": 0.656, "X1": 0.26768, "Y1": 0.6812, "X2": 0.31187, "Y2": 0.681, "X3": 0.31061, "Y3": 0.6968, "X4": 0.26641, "Y4": 0.6968, "page": 0, "Index": 103}, {"Word": "reservation", "Confidence": 0.905, "X1": 0.31566, "Y1": 0.6812, "X2": 0.41035, "Y2": 0.681, "X3": 0.41035, "Y3": 0.6968, "X4": 0.31439, "Y4": 0.6968, "page": 0, "Index": 104}, {"Word": "for", "Confidence": 0.998, "X1": 0.41919, "Y1": 0.6812, "X2": 0.44823, "Y2": 0.681, "X3": 0.44823, "Y3": 0.6968, "X4": 0.41793, "Y4": 0.6968, "page": 0, "Index": 105}, {"Word": "me", "Confidence": 0.921, "X1": 0.45202, "Y1": 0.6812, "X2": 0.4798, "Y2": 0.681, "X3": 0.4798, "Y3": 0.6968, "X4": 0.45202, "Y4": 0.6968, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.48611, "Y1": 0.6812, "X2": 0.51263, "Y2": 0.681, "X3": 0.51136, "Y3": 0.6968, "X4": 0.48485, "Y4": 0.6968, "page": 0, "Index": 107}, {"Word": "night", "Confidence": 0.942, "X1": 0.51641, "Y1": 0.6812, "X2": 0.56313, "Y2": 0.681, "X3": 0.56187, "Y3": 0.6968, "X4": 0.51515, "Y4": 0.6968, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.56692, "Y1": 0.6812, "X2": 0.58838, "Y2": 0.681, "X3": 0.58712, "Y3": 0.6968, "X4": 0.56566, "Y4": 0.6968, "page": 0, "Index": 109}, {"Word": "June", "Confidence": 0.934, "X1": 0.59217, "Y1": 0.6812, "X2": 0.63384, "Y2": 0.681, "X3": 0.63384, "Y3": 0.6968, "X4": 0.59091, "Y4": 0.6968, "page": 0, "Index": 110}, {"Word": "13th", "Confidence": 0.991, "X1": 0.64141, "Y1": 0.6812, "X2": 0.67929, "Y2": 0.681, "X3": 0.67803, "Y3": 0.6968, "X4": 0.64015, "Y4": 0.6968, "page": 0, "Index": 111}, {"Word": "Please", "Confidence": 0.974, "X1": 0.14015, "Y1": 0.6992, "X2": 0.19318, "Y2": 0.699, "X3": 0.19318, "Y3": 0.7158, "X4": 0.14015, "Y4": 0.7158, "page": 0, "Index": 112}, {"Word": "make", "Confidence": 0.989, "X1": 0.19949, "Y1": 0.7002, "X2": 0.24747, "Y2": 0.7, "X3": 0.24621, "Y3": 0.7158, "X4": 0.19949, "Y4": 0.7158, "page": 0, "Index": 113}, {"Word": "a", "Confidence": 0.996, "X1": 0.25126, "Y1": 0.7002, "X2": 0.26263, "Y2": 0.7, "X3": 0.26263, "Y3": 0.7158, "X4": 0.25126, "Y4": 0.7158, "page": 0, "Index": 114}, {"Word": "hotel", "Confidence": 0.997, "X1": 0.26641, "Y1": 0.7002, "X2": 0.31061, "Y2": 0.7, "X3": 0.31061, "Y3": 0.7158, "X4": 0.26641, "Y4": 0.7158, "page": 0, "Index": 115}, {"Word": "reservation", "Confidence": 0.994, "X1": 0.31439, "Y1": 0.7002, "X2": 0.41162, "Y2": 0.7, "X3": 0.41162, "Y3": 0.7158, "X4": 0.31439, "Y4": 0.7158, "page": 0, "Index": 116}, {"Word": "for", "Confidence": 0.998, "X1": 0.41919, "Y1": 0.7002, "X2": 0.44823, "Y2": 0.7, "X3": 0.44823, "Y3": 0.7158, "X4": 0.41919, "Y4": 0.7158, "page": 0, "Index": 117}, {"Word": "me", "Confidence": 0.997, "X1": 0.45202, "Y1": 0.7002, "X2": 0.48106, "Y2": 0.7, "X3": 0.4798, "Y3": 0.7158, "X4": 0.45202, "Y4": 0.7158, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.48485, "Y1": 0.7002, "X2": 0.51263, "Y2": 0.7, "X3": 0.51263, "Y3": 0.7158, "X4": 0.48485, "Y4": 0.7158, "page": 0, "Index": 119}, {"Word": "night", "Confidence": 0.997, "X1": 0.51641, "Y1": 0.6992, "X2": 0.56187, "Y2": 0.699, "X3": 0.56187, "Y3": 0.7158, "X4": 0.51641, "Y4": 0.7158, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.992, "X1": 0.56566, "Y1": 0.6992, "X2": 0.58838, "Y2": 0.699, "X3": 0.58838, "Y3": 0.7158, "X4": 0.56566, "Y4": 0.7158, "page": 0, "Index": 121}, {"Word": "June", "Confidence": 0.991, "X1": 0.59217, "Y1": 0.6992, "X2": 0.6351, "Y2": 0.699, "X3": 0.63384, "Y3": 0.7158, "X4": 0.59217, "Y4": 0.7158, "page": 0, "Index": 122}, {"Word": "14th", "Confidence": 0.989, "X1": 0.64015, "Y1": 0.6982, "X2": 0.67803, "Y2": 0.698, "X3": 0.67803, "Y3": 0.7158, "X4": 0.64015, "Y4": 0.7158, "page": 0, "Index": 123}, {"Word": "I", "Confidence": 0.652, "X1": 0.14141, "Y1": 0.7182, "X2": 0.15025, "Y2": 0.718, "X3": 0.14899, "Y3": 0.7338, "X4": 0.14015, "Y4": 0.7338, "page": 0, "Index": 124}, {"Word": "will", "Confidence": 0.991, "X1": 0.15404, "Y1": 0.7182, "X2": 0.18813, "Y2": 0.718, "X3": 0.18813, "Y3": 0.7338, "X4": 0.15278, "Y4": 0.7338, "page": 0, "Index": 125}, {"Word": "not", "Confidence": 0.998, "X1": 0.19192, "Y1": 0.7182, "X2": 0.22348, "Y2": 0.718, "X3": 0.22222, "Y3": 0.7338, "X4": 0.19192, "Y4": 0.7338, "page": 0, "Index": 126}, {"Word": "be", "Confidence": 0.998, "X1": 0.22727, "Y1": 0.7182, "X2": 0.25, "Y2": 0.718, "X3": 0.24874, "Y3": 0.7338, "X4": 0.22601, "Y4": 0.7338, "page": 0, "Index": 127}, {"Word": "staying", "Confidence": 0.997, "X1": 0.25379, "Y1": 0.7192, "X2": 0.31692, "Y2": 0.719, "X3": 0.31566, "Y3": 0.7338, "X4": 0.25379, "Y4": 0.7338, "page": 0, "Index": 128}, {"Word": "overnight", "Confidence": 0.995, "X1": 0.32197, "Y1": 0.7192, "X2": 0.40783, "Y2": 0.719, "X3": 0.40783, "Y3": 0.7338, "X4": 0.32071, "Y4": 0.7338, "page": 0, "Index": 129}, {"Word": "I", "Confidence": 0.995, "X1": 0.14015, "Y1": 0.7362, "X2": 0.15025, "Y2": 0.736, "X3": 0.15025, "Y3": 0.7528, "X4": 0.14015, "Y4": 0.7528, "page": 0, "Index": 130}, {"Word": "will", "Confidence": 0.99, "X1": 0.15404, "Y1": 0.7362, "X2": 0.18813, "Y2": 0.736, "X3": 0.18813, "Y3": 0.7528, "X4": 0.15404, "Y4": 0.7528, "page": 0, "Index": 131}, {"Word": "be", "Confidence": 0.964, "X1": 0.19192, "Y1": 0.7362, "X2": 0.21591, "Y2": 0.736, "X3": 0.21465, "Y3": 0.7528, "X4": 0.19192, "Y4": 0.7528, "page": 0, "Index": 132}, {"Word": "attending", "Confidence": 0.818, "X1": 0.2197, "Y1": 0.7372, "X2": 0.30303, "Y2": 0.737, "X3": 0.30303, "Y3": 0.7528, "X4": 0.2197, "Y4": 0.7528, "page": 0, "Index": 133}, {"Word": "Casino", "Confidence": 0.995, "X1": 0.30682, "Y1": 0.7372, "X2": 0.36742, "Y2": 0.737, "X3": 0.36742, "Y3": 0.7538, "X4": 0.30682, "Y4": 0.7528, "page": 0, "Index": 134}, {"Word": "Night", "Confidence": 0.996, "X1": 0.37121, "Y1": 0.7372, "X2": 0.42045, "Y2": 0.737, "X3": 0.42045, "Y3": 0.7538, "X4": 0.37121, "Y4": 0.7538, "page": 0, "Index": 135}, {"Word": "on", "Confidence": 0.998, "X1": 0.42551, "Y1": 0.7372, "X2": 0.44697, "Y2": 0.737, "X3": 0.44697, "Y3": 0.7538, "X4": 0.42424, "Y4": 0.7538, "page": 0, "Index": 136}, {"Word": "June", "Confidence": 0.648, "X1": 0.45202, "Y1": 0.7372, "X2": 0.49621, "Y2": 0.737, "X3": 0.49495, "Y3": 0.7538, "X4": 0.45076, "Y4": 0.7538, "page": 0, "Index": 137}, {"Word": "14th", "Confidence": 0.988, "X1": 0.50126, "Y1": 0.7372, "X2": 0.5404, "Y2": 0.737, "X3": 0.53914, "Y3": 0.7548, "X4": 0.5, "Y4": 0.7538, "page": 0, "Index": 138}, {"Word": "Hotel", "Confidence": 0.748, "X1": 0.13384, "Y1": 0.7742, "X2": 0.18056, "Y2": 0.774, "X3": 0.18056, "Y3": 0.7908, "X4": 0.13384, "Y4": 0.7908, "page": 0, "Index": 139}, {"Word": "accommodations", "Confidence": 0.993, "X1": 0.18561, "Y1": 0.7752, "X2": 0.32828, "Y2": 0.775, "X3": 0.32828, "Y3": 0.7908, "X4": 0.18434, "Y4": 0.7908, "page": 0, "Index": 140}, {"Word": "and", "Confidence": 0.998, "X1": 0.3346, "Y1": 0.7752, "X2": 0.36742, "Y2": 0.775, "X3": 0.36742, "Y3": 0.7908, "X4": 0.33333, "Y4": 0.7908, "page": 0, "Index": 141}, {"Word": "meals", "Confidence": 0.991, "X1": 0.37374, "Y1": 0.7762, "X2": 0.42424, "Y2": 0.776, "X3": 0.42424, "Y3": 0.7908, "X4": 0.37247, "Y4": 0.7908, "page": 0, "Index": 142}, {"Word": "package", "Confidence": 0.881, "X1": 0.42929, "Y1": 0.7762, "X2": 0.5, "Y2": 0.776, "X3": 0.49874, "Y3": 0.7908, "X4": 0.42803, "Y4": 0.7908, "page": 0, "Index": 143}, {"Word": "billed", "Confidence": 0.997, "X1": 0.50505, "Y1": 0.7752, "X2": 0.55682, "Y2": 0.775, "X3": 0.55556, "Y3": 0.7908, "X4": 0.50505, "Y4": 0.7908, "page": 0, "Index": 144}, {"Word": "separately.", "Confidence": 0.983, "X1": 0.56313, "Y1": 0.7752, "X2": 0.65783, "Y2": 0.775, "X3": 0.65783, "Y3": 0.7908, "X4": 0.56313, "Y4": 0.7908, "page": 0, "Index": 145}, {"Word": "SPECIAL", "Confidence": 0.993, "X1": 0.11995, "Y1": 0.7932, "X2": 0.19949, "Y2": 0.793, "X3": 0.19823, "Y3": 0.8108, "X4": 0.11869, "Y4": 0.8108, "page": 0, "Index": 146}, {"Word": "EVENTS:", "Confidence": 0.995, "X1": 0.20707, "Y1": 0.7942, "X2": 0.29672, "Y2": 0.794, "X3": 0.29545, "Y3": 0.8108, "X4": 0.20581, "Y4": 0.8108, "page": 0, "Index": 147}, {"Word": "Gct-Acquainted", "Confidence": 0.426, "X1": 0.30051, "Y1": 0.7942, "X2": 0.43813, "Y2": 0.794, "X3": 0.43687, "Y3": 0.8108, "X4": 0.30051, "Y4": 0.8108, "page": 0, "Index": 148}, {"Word": "First", "Confidence": 0.996, "X1": 0.44571, "Y1": 0.7942, "X2": 0.48737, "Y2": 0.794, "X3": 0.48737, "Y3": 0.8108, "X4": 0.44444, "Y4": 0.8108, "page": 0, "Index": 149}, {"Word": "Night", "Confidence": 0.997, "X1": 0.49116, "Y1": 0.7942, "X2": 0.5404, "Y2": 0.794, "X3": 0.5404, "Y3": 0.8108, "X4": 0.49116, "Y4": 0.8108, "page": 0, "Index": 150}, {"Word": "Barbecue,", "Confidence": 0.991, "X1": 0.54545, "Y1": 0.7932, "X2": 0.63258, "Y2": 0.793, "X3": 0.63258, "Y3": 0.8108, "X4": 0.54419, "Y4": 0.8108, "page": 0, "Index": 151}, {"Word": "Casino", "Confidence": 0.995, "X1": 0.63763, "Y1": 0.7932, "X2": 0.69697, "Y2": 0.793, "X3": 0.69697, "Y3": 0.8098, "X4": 0.63763, "Y4": 0.8108, "page": 0, "Index": 152}, {"Word": "Night,", "Confidence": 0.996, "X1": 0.70076, "Y1": 0.7932, "X2": 0.75631, "Y2": 0.793, "X3": 0.75505, "Y3": 0.8098, "X4": 0.70076, "Y4": 0.8098, "page": 0, "Index": 153}, {"Word": "Golf,", "Confidence": 0.885, "X1": 0.7601, "Y1": 0.7932, "X2": 0.80682, "Y2": 0.793, "X3": 0.80682, "Y3": 0.8098, "X4": 0.7601, "Y4": 0.8098, "page": 0, "Index": 154}, {"Word": "and", "Confidence": 0.998, "X1": 0.81061, "Y1": 0.7922, "X2": 0.8447, "Y2": 0.792, "X3": 0.8447, "Y3": 0.8098, "X4": 0.81061, "Y4": 0.8098, "page": 0, "Index": 155}, {"Word": "Speaker/Registrants", "Confidence": 0.981, "X1": 0.12121, "Y1": 0.8142, "X2": 0.29672, "Y2": 0.814, "X3": 0.29545, "Y3": 0.8298, "X4": 0.11869, "Y4": 0.8308, "page": 0, "Index": 156}, {"Word": "Cocktail", "Confidence": 0.974, "X1": 0.30051, "Y1": 0.8142, "X2": 0.37374, "Y2": 0.814, "X3": 0.37247, "Y3": 0.8308, "X4": 0.29924, "Y4": 0.8298, "page": 0, "Index": 157}, {"Word": "Party.", "Confidence": 0.997, "X1": 0.37879, "Y1": 0.8142, "X2": 0.43561, "Y2": 0.814, "X3": 0.43434, "Y3": 0.8308, "X4": 0.37753, "Y4": 0.8308, "page": 0, "Index": 158}, {"Word": "RETURN", "Confidence": 0.994, "X1": 0.24369, "Y1": 0.8692, "X2": 0.32323, "Y2": 0.869, "X3": 0.32197, "Y3": 0.8858, "X4": 0.24369, "Y4": 0.8848, "page": 0, "Index": 159}, {"Word": "FORM", "Confidence": 0.988, "X1": 0.32955, "Y1": 0.8692, "X2": 0.38258, "Y2": 0.869, "X3": 0.38131, "Y3": 0.8858, "X4": 0.32955, "Y4": 0.8858, "page": 0, "Index": 160}, {"Word": "TO:", "Confidence": 0.991, "X1": 0.39141, "Y1": 0.8702, "X2": 0.43056, "Y2": 0.87, "X3": 0.43056, "Y3": 0.8858, "X4": 0.39141, "Y4": 0.8858, "page": 0, "Index": 161}, {"Word": "SPAR/Burgoyne", "Confidence": 0.909, "X1": 0.43434, "Y1": 0.8702, "X2": 0.57702, "Y2": 0.87, "X3": 0.57702, "Y3": 0.8858, "X4": 0.43434, "Y4": 0.8858, "page": 0, "Index": 162}, {"Word": "Seminar", "Confidence": 0.63, "X1": 0.58207, "Y1": 0.8702, "X2": 0.65404, "Y2": 0.87, "X3": 0.65404, "Y3": 0.8858, "X4": 0.58207, "Y4": 0.8858, "page": 0, "Index": 163}, {"Word": "Services", "Confidence": 0.849, "X1": 0.65783, "Y1": 0.8712, "X2": 0.73232, "Y2": 0.871, "X3": 0.73232, "Y3": 0.8858, "X4": 0.65783, "Y4": 0.8858, "page": 0, "Index": 164}, {"Word": "580", "Confidence": 0.994, "X1": 0.48359, "Y1": 0.8882, "X2": 0.51263, "Y2": 0.888, "X3": 0.51263, "Y3": 0.9038, "X4": 0.48232, "Y4": 0.9038, "page": 0, "Index": 165}, {"Word": "White", "Confidence": 0.991, "X1": 0.51768, "Y1": 0.8882, "X2": 0.56566, "Y2": 0.888, "X3": 0.56566, "Y3": 0.9038, "X4": 0.51768, "Y4": 0.9038, "page": 0, "Index": 166}, {"Word": "Plains", "Confidence": 0.996, "X1": 0.56944, "Y1": 0.8882, "X2": 0.625, "Y2": 0.888, "X3": 0.625, "Y3": 0.9038, "X4": 0.56944, "Y4": 0.9038, "page": 0, "Index": 167}, {"Word": "Road", "Confidence": 0.988, "X1": 0.63005, "Y1": 0.8892, "X2": 0.67424, "Y2": 0.889, "X3": 0.67424, "Y3": 0.9038, "X4": 0.62879, "Y4": 0.9038, "page": 0, "Index": 168}, {"Word": "Tarrytown,", "Confidence": 0.991, "X1": 0.43182, "Y1": 0.9112, "X2": 0.52652, "Y2": 0.911, "X3": 0.52652, "Y3": 0.9278, "X4": 0.43182, "Y4": 0.9288, "page": 0, "Index": 169}, {"Word": "New", "Confidence": 0.998, "X1": 0.5303, "Y1": 0.9112, "X2": 0.56692, "Y2": 0.911, "X3": 0.56692, "Y3": 0.9278, "X4": 0.5303, "Y4": 0.9278, "page": 0, "Index": 170}, {"Word": "York", "Confidence": 0.988, "X1": 0.57702, "Y1": 0.9112, "X2": 0.61869, "Y2": 0.911, "X3": 0.61869, "Y3": 0.9278, "X4": 0.57702, "Y4": 0.9278, "page": 0, "Index": 171}, {"Word": "10591-5193", "Confidence": 0.995, "X1": 0.625, "Y1": 0.9102, "X2": 0.72096, "Y2": 0.91, "X3": 0.72096, "Y3": 0.9278, "X4": 0.625, "Y4": 0.9278, "page": 0, "Index": 172}, {"Word": "2074012069", "Confidence": 0.994, "X1": 0.95707, "Y1": 0.9462, "X2": 0.9798, "Y2": 0.946, "X3": 0.95707, "Y3": 0.9478, "X4": 0.93308, "Y4": 0.8458, "page": 0, "Index": 173}]}
"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"
ffmh0041
0
{"lines_data": [{"Word": "HEAR STRAIGHT TALK FROM THE FOLLOWING", "Confidence": 0.99117, "X1": 0.18308, "Y1": 0.0582, "X2": 0.80303, "Y2": 0.058, "X3": 0.80303, "Y3": 0.0788, "X4": 0.18308, "Y4": 0.0788, "page": 0}, {"Word": "ORGANIZATIONS ON CRITICAL AND CONTROVERSIAL", "Confidence": 0.9948, "X1": 0.15783, "Y1": 0.0772, "X2": 0.82323, "Y2": 0.077, "X3": 0.82323, "Y3": 0.0958, "X4": 0.15783, "Y4": 0.0968, "page": 0}, {"Word": "ISSUES", "Confidence": 0.994, "X1": 0.44066, "Y1": 0.0952, "X2": 0.53662, "Y2": 0.095, "X3": 0.53662, "Y3": 0.1138, "X4": 0.44066, "Y4": 0.1138, "page": 0}, {"Word": "PRICE CHOPPER", "Confidence": 0.9945, "X1": 0.10985, "Y1": 0.1522, "X2": 0.27146, "Y2": 0.152, "X3": 0.27146, "Y3": 0.1678, "X4": 0.10985, "Y4": 0.1678, "page": 0}, {"Word": "FEDERAL TRADE COMMISSION", "Confidence": 0.99333, "X1": 0.36742, "Y1": 0.1522, "X2": 0.66414, "Y2": 0.152, "X3": 0.66414, "Y3": 0.1678, "X4": 0.36742, "Y4": 0.1688, "page": 0}, {"Word": "K MART", "Confidence": 0.9925, "X1": 0.75505, "Y1": 0.1532, "X2": 0.83712, "Y2": 0.153, "X3": 0.83712, "Y3": 0.1668, "X4": 0.75505, "Y4": 0.1668, "page": 0}, {"Word": "GRAND UNION", "Confidence": 0.9405, "X1": 0.10859, "Y1": 0.1702, "X2": 0.25379, "Y2": 0.17, "X3": 0.25379, "Y3": 0.1858, "X4": 0.10859, "Y4": 0.1868, "page": 0}, {"Word": "SPAR/BURGOYNE", "Confidence": 0.988, "X1": 0.41667, "Y1": 0.1712, "X2": 0.58965, "Y2": 0.171, "X3": 0.58965, "Y3": 0.1848, "X4": 0.41667, "Y4": 0.1858, "page": 0}, {"Word": "L.T. ACOSTA", "Confidence": 0.9895, "X1": 0.73864, "Y1": 0.1702, "X2": 0.86111, "Y2": 0.17, "X3": 0.86111, "Y3": 0.1858, "X4": 0.73864, "Y4": 0.1858, "page": 0}, {"Word": "SPECIAL SECTIONS ON:", "Confidence": 0.99433, "X1": 0.11111, "Y1": 0.2362, "X2": 0.4053, "Y2": 0.236, "X3": 0.4053, "Y3": 0.2568, "X4": 0.11111, "Y4": 0.2578, "page": 0}, {"Word": "Slotting Allowances", "Confidence": 0.975, "X1": 0.30808, "Y1": 0.2752, "X2": 0.50126, "Y2": 0.275, "X3": 0.5, "Y3": 0.2908, "X4": 0.30808, "Y4": 0.2888, "page": 0}, {"Word": "- Failure Fees", "Confidence": 0.92633, "X1": 0.30303, "Y1": 0.2902, "X2": 0.43056, "Y2": 0.29, "X3": 0.42929, "Y3": 0.3048, "X4": 0.30303, "Y4": 0.3028, "page": 0}, {"Word": "- Merchandising Strategies of the Future", "Confidence": 0.99367, "X1": 0.30429, "Y1": 0.3052, "X2": 0.67172, "Y2": 0.305, "X3": 0.67172, "Y3": 0.3198, "X4": 0.30429, "Y4": 0.3198, "page": 0}, {"Word": "- Effective Uses of Local Marketing Funds", "Confidence": 0.929, "X1": 0.30556, "Y1": 0.3202, "X2": 0.68308, "Y2": 0.32, "X3": 0.68308, "Y3": 0.3358, "X4": 0.30556, "Y4": 0.3348, "page": 0}, {"Word": "Designing & Executing Profitable Promotions", "Confidence": 0.9844, "X1": 0.32197, "Y1": 0.3372, "X2": 0.7197, "Y2": 0.337, "X3": 0.7197, "Y3": 0.3538, "X4": 0.32197, "Y4": 0.3538, "page": 0}, {"Word": "Improving Promotion Execution", "Confidence": 0.956, "X1": 0.32449, "Y1": 0.3552, "X2": 0.59848, "Y2": 0.355, "X3": 0.59848, "Y3": 0.3708, "X4": 0.32449, "Y4": 0.3708, "page": 0}, {"Word": "Maximizing Promotion Effectiveness", "Confidence": 0.916, "X1": 0.32576, "Y1": 0.3722, "X2": 0.63889, "Y2": 0.372, "X3": 0.63889, "Y3": 0.3888, "X4": 0.32576, "Y4": 0.3888, "page": 0}, {"Word": "New Item Introductions", "Confidence": 0.95267, "X1": 0.32576, "Y1": 0.3892, "X2": 0.52904, "Y2": 0.389, "X3": 0.52904, "Y3": 0.4038, "X4": 0.32576, "Y4": 0.4028, "page": 0}, {"Word": "- Saving Money on Single Source", "Confidence": 0.93567, "X1": 0.30556, "Y1": 0.4062, "X2": 0.59975, "Y2": 0.406, "X3": 0.59975, "Y3": 0.4228, "X4": 0.30429, "Y4": 0.4218, "page": 0}, {"Word": "- More Effective Promotions at K mart", "Confidence": 0.92514, "X1": 0.29924, "Y1": 0.4232, "X2": 0.65152, "Y2": 0.423, "X3": 0.65152, "Y3": 0.4398, "X4": 0.29924, "Y4": 0.4388, "page": 0}, {"Word": "And MUCH MORE !!", "Confidence": 0.99, "X1": 0.32828, "Y1": 0.4712, "X2": 0.57071, "Y2": 0.471, "X3": 0.57071, "Y3": 0.4908, "X4": 0.32828, "Y4": 0.4928, "page": 0}, {"Word": "SPECIAL SESSION:", "Confidence": 0.993, "X1": 0.11742, "Y1": 0.5242, "X2": 0.35101, "Y2": 0.524, "X3": 0.35101, "Y3": 0.5448, "X4": 0.11742, "Y4": 0.5438, "page": 0}, {"Word": "How to execute more Profitable Promotions with K mart.", "Confidence": 0.99344, "X1": 0.11742, "Y1": 0.5612, "X2": 0.74495, "Y2": 0.561, "X3": 0.74495, "Y3": 0.5828, "X4": 0.11742, "Y4": 0.5818, "page": 0}, {"Word": "Plan now to attend this 13th Annual Industry Conference", "Confidence": 0.98778, "X1": 0.17677, "Y1": 0.6342, "X2": 0.80556, "Y2": 0.634, "X3": 0.80556, "Y3": 0.6538, "X4": 0.17677, "Y4": 0.6538, "page": 0}, {"Word": "June 14 & 15", "Confidence": 0.99475, "X1": 0.41162, "Y1": 0.6512, "X2": 0.55682, "Y2": 0.651, "X3": 0.55682, "Y3": 0.6698, "X4": 0.41162, "Y4": 0.6708, "page": 0}, {"Word": "\"HOW TO MAKE PROMOTIONS MORE EFFECTIVE\"", "Confidence": 0.99167, "X1": 0.17298, "Y1": 0.6842, "X2": 0.82197, "Y2": 0.684, "X3": 0.82197, "Y3": 0.7068, "X4": 0.17298, "Y4": 0.7078, "page": 0}, {"Word": "SPAR/Burgoyne, Inc.", "Confidence": 0.9575, "X1": 0.11237, "Y1": 0.7602, "X2": 0.29924, "Y2": 0.76, "X3": 0.29924, "Y3": 0.7748, "X4": 0.11237, "Y4": 0.7728, "page": 0}, {"Word": "First Class", "Confidence": 0.9925, "X1": 0.86995, "Y1": 0.7672, "X2": 0.93687, "Y2": 0.767, "X3": 0.93687, "Y3": 0.7778, "X4": 0.86995, "Y4": 0.7778, "page": 0}, {"Word": "580 White Plains Road", "Confidence": 0.98475, "X1": 0.11237, "Y1": 0.7732, "X2": 0.30934, "Y2": 0.773, "X3": 0.30934, "Y3": 0.7888, "X4": 0.11237, "Y4": 0.7898, "page": 0}, {"Word": "ILS. POSTAGE", "Confidence": 0.6565, "X1": 0.85859, "Y1": 0.7792, "X2": 0.95202, "Y2": 0.779, "X3": 0.95202, "Y3": 0.7918, "X4": 0.85859, "Y4": 0.7908, "page": 0}, {"Word": "Tarrytown, New York 10591", "Confidence": 0.99375, "X1": 0.11364, "Y1": 0.7882, "X2": 0.36995, "Y2": 0.788, "X3": 0.36995, "Y3": 0.8048, "X4": 0.11364, "Y4": 0.8058, "page": 0}, {"Word": "PAID", "Confidence": 0.96, "X1": 0.8851, "Y1": 0.7932, "X2": 0.92172, "Y2": 0.793, "X3": 0.92045, "Y3": 0.8028, "X4": 0.8851, "Y4": 0.8038, "page": 0}, {"Word": "Permit No. 106", "Confidence": 0.948, "X1": 0.8548, "Y1": 0.8062, "X2": 0.94949, "Y2": 0.806, "X3": 0.94949, "Y3": 0.8188, "X4": 0.8548, "Y4": 0.8198, "page": 0}, {"Word": "Yorktown Hgt ., NY", "Confidence": 0.7845, "X1": 0.84596, "Y1": 0.8192, "X2": 0.96717, "Y2": 0.819, "X3": 0.96717, "Y3": 0.8318, "X4": 0.84596, "Y4": 0.8328, "page": 0}, {"Word": "attend this conference", "Confidence": 0.775, "X1": 0.03662, "Y1": 0.8232, "X2": 0.31944, "Y2": 0.823, "X3": 0.33207, "Y3": 0.8498, "X4": 0.04924, "Y4": 0.9278, "page": 0}, {"Word": "for FREE ALL", "Confidence": 0.84733, "X1": 0.06187, "Y1": 0.8702, "X2": 0.27525, "Y2": 0.87, "X3": 0.28788, "Y3": 0.8938, "X4": 0.07449, "Y4": 0.9588, "page": 0}, {"Word": "page 4.", "Confidence": 0.8785, "X1": 0.08712, "Y1": 0.9242, "X2": 0.20455, "Y2": 0.924, "X3": 0.21591, "Y3": 0.9468, "X4": 0.09975, "Y4": 0.9858, "page": 0}, {"Word": "2074012066", "Confidence": 0.995, "X1": 0.93813, "Y1": 0.9642, "X2": 0.94571, "Y2": 0.964, "X3": 0.92045, "Y3": 0.9648, "X4": 0.91288, "Y4": 0.8558, "page": 0}], "words_data": [{"Word": "HEAR", "Confidence": 0.991, "X1": 0.18434, "Y1": 0.0602, "X2": 0.25, "Y2": 0.06, "X3": 0.24874, "Y3": 0.0788, "X4": 0.18308, "Y4": 0.0788, "page": 0, "Index": 0}, {"Word": "STRAIGHT", "Confidence": 0.995, "X1": 0.26515, "Y1": 0.0602, "X2": 0.3952, "Y2": 0.06, "X3": 0.39394, "Y3": 0.0798, "X4": 0.26389, "Y4": 0.0788, "page": 0, "Index": 1}, {"Word": "TALK", "Confidence": 0.989, "X1": 0.41288, "Y1": 0.0602, "X2": 0.47601, "Y2": 0.06, "X3": 0.47475, "Y3": 0.0798, "X4": 0.41288, "Y4": 0.0798, "page": 0, "Index": 2}, {"Word": "FROM", "Confidence": 0.989, "X1": 0.49369, "Y1": 0.0602, "X2": 0.55934, "Y2": 0.06, "X3": 0.55934, "Y3": 0.0798, "X4": 0.49369, "Y4": 0.0798, "page": 0, "Index": 3}, {"Word": "THE", "Confidence": 0.991, "X1": 0.58333, "Y1": 0.0602, "X2": 0.63258, "Y2": 0.06, "X3": 0.63131, "Y3": 0.0798, "X4": 0.58333, "Y4": 0.0798, "page": 0, "Index": 4}, {"Word": "FOLLOWING", "Confidence": 0.992, "X1": 0.64773, "Y1": 0.0582, "X2": 0.79672, "Y2": 0.058, "X3": 0.79672, "Y3": 0.0788, "X4": 0.64773, "Y4": 0.0798, "page": 0, "Index": 5}, {"Word": "ORGANIZATIONS", "Confidence": 0.992, "X1": 0.16035, "Y1": 0.0782, "X2": 0.36742, "Y2": 0.078, "X3": 0.36616, "Y3": 0.0968, "X4": 0.15909, "Y4": 0.0968, "page": 0, "Index": 6}, {"Word": "ON", "Confidence": 0.998, "X1": 0.38005, "Y1": 0.0782, "X2": 0.41288, "Y2": 0.078, "X3": 0.41162, "Y3": 0.0968, "X4": 0.37879, "Y4": 0.0968, "page": 0, "Index": 7}, {"Word": "CRITICAL", "Confidence": 0.994, "X1": 0.42172, "Y1": 0.0782, "X2": 0.53914, "Y2": 0.078, "X3": 0.53788, "Y3": 0.0968, "X4": 0.42172, "Y4": 0.0968, "page": 0, "Index": 8}, {"Word": "AND", "Confidence": 0.998, "X1": 0.54672, "Y1": 0.0782, "X2": 0.59848, "Y2": 0.078, "X3": 0.59848, "Y3": 0.0968, "X4": 0.54672, "Y4": 0.0968, "page": 0, "Index": 9}, {"Word": "CONTROVERSIAL", "Confidence": 0.992, "X1": 0.60985, "Y1": 0.0782, "X2": 0.82323, "Y2": 0.078, "X3": 0.82323, "Y3": 0.0968, "X4": 0.60985, "Y4": 0.0968, "page": 0, "Index": 10}, {"Word": "ISSUES", "Confidence": 0.994, "X1": 0.44192, "Y1": 0.0972, "X2": 0.5303, "Y2": 0.097, "X3": 0.5303, "Y3": 0.1138, "X4": 0.44318, "Y4": 0.1148, "page": 0, "Index": 11}, {"Word": "FEDERAL", "Confidence": 0.993, "X1": 0.36869, "Y1": 0.1532, "X2": 0.45455, "Y2": 0.153, "X3": 0.45581, "Y3": 0.1678, "X4": 0.36869, "Y4": 0.1688, "page": 0, "Index": 12}, {"Word": "TRADE", "Confidence": 0.996, "X1": 0.46212, "Y1": 0.1532, "X2": 0.52652, "Y2": 0.153, "X3": 0.52652, "Y3": 0.1678, "X4": 0.46212, "Y4": 0.1678, "page": 0, "Index": 13}, {"Word": "K", "Confidence": 0.995, "X1": 0.75631, "Y1": 0.1542, "X2": 0.76641, "Y2": 0.154, "X3": 0.76641, "Y3": 0.1678, "X4": 0.75631, "Y4": 0.1678, "page": 0, "Index": 14}, {"Word": "MART", "Confidence": 0.99, "X1": 0.77525, "Y1": 0.1542, "X2": 0.83207, "Y2": 0.154, "X3": 0.83081, "Y3": 0.1678, "X4": 0.77525, "Y4": 0.1678, "page": 0, "Index": 15}, {"Word": "PRICE", "Confidence": 0.994, "X1": 0.10985, "Y1": 0.1522, "X2": 0.16793, "Y2": 0.152, "X3": 0.16793, "Y3": 0.1688, "X4": 0.10985, "Y4": 0.1688, "page": 0, "Index": 16}, {"Word": "CHOPPER", "Confidence": 0.995, "X1": 0.17298, "Y1": 0.1532, "X2": 0.26515, "Y2": 0.153, "X3": 0.26515, "Y3": 0.1688, "X4": 0.17298, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "COMMISSION", "Confidence": 0.991, "X1": 0.53283, "Y1": 0.1522, "X2": 0.65657, "Y2": 0.152, "X3": 0.65657, "Y3": 0.1688, "X4": 0.53283, "Y4": 0.1678, "page": 0, "Index": 18}, {"Word": "GRAND", "Confidence": 0.884, "X1": 0.10985, "Y1": 0.1712, "X2": 0.17677, "Y2": 0.171, "X3": 0.17677, "Y3": 0.1868, "X4": 0.10985, "Y4": 0.1878, "page": 0, "Index": 19}, {"Word": "UNION", "Confidence": 0.997, "X1": 0.18434, "Y1": 0.1702, "X2": 0.24874, "Y2": 0.17, "X3": 0.24874, "Y3": 0.1858, "X4": 0.18434, "Y4": 0.1868, "page": 0, "Index": 20}, {"Word": "SPAR/BURGOYNE", "Confidence": 0.988, "X1": 0.41667, "Y1": 0.1712, "X2": 0.58586, "Y2": 0.171, "X3": 0.5846, "Y3": 0.1848, "X4": 0.41667, "Y4": 0.1858, "page": 0, "Index": 21}, {"Word": "L.T.", "Confidence": 0.982, "X1": 0.73864, "Y1": 0.1712, "X2": 0.77525, "Y2": 0.171, "X3": 0.77525, "Y3": 0.1848, "X4": 0.73864, "Y4": 0.1858, "page": 0, "Index": 22}, {"Word": "ACOSTA", "Confidence": 0.997, "X1": 0.77904, "Y1": 0.1712, "X2": 0.85606, "Y2": 0.171, "X3": 0.8548, "Y3": 0.1868, "X4": 0.77904, "Y4": 0.1848, "page": 0, "Index": 23}, {"Word": "SPECIAL", "Confidence": 0.994, "X1": 0.11237, "Y1": 0.2372, "X2": 0.21717, "Y2": 0.237, "X3": 0.21591, "Y3": 0.2578, "X4": 0.11111, "Y4": 0.2578, "page": 0, "Index": 24}, {"Word": "SECTIONS", "Confidence": 0.994, "X1": 0.22222, "Y1": 0.2372, "X2": 0.34975, "Y2": 0.237, "X3": 0.34975, "Y3": 0.2578, "X4": 0.22096, "Y4": 0.2578, "page": 0, "Index": 25}, {"Word": "ON:", "Confidence": 0.995, "X1": 0.35606, "Y1": 0.2372, "X2": 0.4053, "Y2": 0.237, "X3": 0.4053, "Y3": 0.2578, "X4": 0.3548, "Y4": 0.2578, "page": 0, "Index": 26}, {"Word": "Slotting", "Confidence": 0.956, "X1": 0.32323, "Y1": 0.2752, "X2": 0.39268, "Y2": 0.275, "X3": 0.39141, "Y3": 0.2888, "X4": 0.32197, "Y4": 0.2898, "page": 0, "Index": 27}, {"Word": "Allowances", "Confidence": 0.994, "X1": 0.40278, "Y1": 0.2772, "X2": 0.5, "Y2": 0.277, "X3": 0.49874, "Y3": 0.2898, "X4": 0.40152, "Y4": 0.2888, "page": 0, "Index": 28}, {"Word": "-", "Confidence": 0.941, "X1": 0.30303, "Y1": 0.2892, "X2": 0.31313, "Y2": 0.289, "X3": 0.31439, "Y3": 0.3038, "X4": 0.30429, "Y4": 0.3038, "page": 0, "Index": 29}, {"Word": "Failure", "Confidence": 0.847, "X1": 0.32323, "Y1": 0.2902, "X2": 0.38763, "Y2": 0.29, "X3": 0.38636, "Y3": 0.3048, "X4": 0.32449, "Y4": 0.3038, "page": 0, "Index": 30}, {"Word": "Fees", "Confidence": 0.991, "X1": 0.39268, "Y1": 0.2912, "X2": 0.43056, "Y2": 0.291, "X3": 0.42929, "Y3": 0.3048, "X4": 0.39141, "Y4": 0.3048, "page": 0, "Index": 31}, {"Word": "-", "Confidence": 0.982, "X1": 0.30556, "Y1": 0.3052, "X2": 0.31692, "Y2": 0.305, "X3": 0.31692, "Y3": 0.3198, "X4": 0.30556, "Y4": 0.3198, "page": 0, "Index": 32}, {"Word": "Merchandising", "Confidence": 0.993, "X1": 0.32323, "Y1": 0.3052, "X2": 0.44949, "Y2": 0.305, "X3": 0.44949, "Y3": 0.3208, "X4": 0.32323, "Y4": 0.3198, "page": 0, "Index": 33}, {"Word": "Strategies", "Confidence": 0.994, "X1": 0.45581, "Y1": 0.3052, "X2": 0.54545, "Y2": 0.305, "X3": 0.54545, "Y3": 0.3208, "X4": 0.45581, "Y4": 0.3208, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.55051, "Y1": 0.3052, "X2": 0.57071, "Y2": 0.305, "X3": 0.57197, "Y3": 0.3208, "X4": 0.55177, "Y4": 0.3208, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.57449, "Y1": 0.3052, "X2": 0.6048, "Y2": 0.305, "X3": 0.60606, "Y3": 0.3208, "X4": 0.57576, "Y4": 0.3208, "page": 0, "Index": 36}, {"Word": "Future", "Confidence": 0.997, "X1": 0.60985, "Y1": 0.3052, "X2": 0.66919, "Y2": 0.305, "X3": 0.67045, "Y3": 0.3208, "X4": 0.60985, "Y4": 0.3208, "page": 0, "Index": 37}, {"Word": "-", "Confidence": 0.929, "X1": 0.30682, "Y1": 0.3202, "X2": 0.31692, "Y2": 0.32, "X3": 0.31692, "Y3": 0.3358, "X4": 0.30556, "Y4": 0.3358, "page": 0, "Index": 38}, {"Word": "Effective", "Confidence": 0.992, "X1": 0.32323, "Y1": 0.3202, "X2": 0.40404, "Y2": 0.32, "X3": 0.40404, "Y3": 0.3348, "X4": 0.32323, "Y4": 0.3358, "page": 0, "Index": 39}, {"Word": "Uses", "Confidence": 0.602, "X1": 0.41288, "Y1": 0.3202, "X2": 0.45455, "Y2": 0.32, "X3": 0.45455, "Y3": 0.3348, "X4": 0.41288, "Y4": 0.3348, "page": 0, "Index": 40}, {"Word": "of", "Confidence": 0.998, "X1": 0.45833, "Y1": 0.3202, "X2": 0.47854, "Y2": 0.32, "X3": 0.47854, "Y3": 0.3348, "X4": 0.45833, "Y4": 0.3348, "page": 0, "Index": 41}, {"Word": "Local", "Confidence": 0.993, "X1": 0.48232, "Y1": 0.3202, "X2": 0.5303, "Y2": 0.32, "X3": 0.5303, "Y3": 0.3348, "X4": 0.48232, "Y4": 0.3348, "page": 0, "Index": 42}, {"Word": "Marketing", "Confidence": 0.995, "X1": 0.53409, "Y1": 0.3202, "X2": 0.62374, "Y2": 0.32, "X3": 0.62374, "Y3": 0.3358, "X4": 0.53409, "Y4": 0.3348, "page": 0, "Index": 43}, {"Word": "Funds", "Confidence": 0.994, "X1": 0.63005, "Y1": 0.3202, "X2": 0.68308, "Y2": 0.32, "X3": 0.68308, "Y3": 0.3358, "X4": 0.63131, "Y4": 0.3358, "page": 0, "Index": 44}, {"Word": "Designing", "Confidence": 0.958, "X1": 0.32449, "Y1": 0.3372, "X2": 0.40909, "Y2": 0.337, "X3": 0.40909, "Y3": 0.3538, "X4": 0.32323, "Y4": 0.3538, "page": 0, "Index": 45}, {"Word": "&", "Confidence": 0.981, "X1": 0.4154, "Y1": 0.3372, "X2": 0.42803, "Y2": 0.337, "X3": 0.42803, "Y3": 0.3538, "X4": 0.4154, "Y4": 0.3538, "page": 0, "Index": 46}, {"Word": "Executing", "Confidence": 0.994, "X1": 0.43434, "Y1": 0.3372, "X2": 0.52146, "Y2": 0.337, "X3": 0.52146, "Y3": 0.3538, "X4": 0.43434, "Y4": 0.3538, "page": 0, "Index": 47}, {"Word": "Profitable", "Confidence": 0.995, "X1": 0.52652, "Y1": 0.3382, "X2": 0.6149, "Y2": 0.338, "X3": 0.6149, "Y3": 0.3538, "X4": 0.52652, "Y4": 0.3538, "page": 0, "Index": 48}, {"Word": "Promotions", "Confidence": 0.994, "X1": 0.61869, "Y1": 0.3382, "X2": 0.71843, "Y2": 0.338, "X3": 0.7197, "Y3": 0.3538, "X4": 0.61995, "Y4": 0.3538, "page": 0, "Index": 49}, {"Word": "Improving", "Confidence": 0.949, "X1": 0.32576, "Y1": 0.3552, "X2": 0.41162, "Y2": 0.355, "X3": 0.41162, "Y3": 0.3708, "X4": 0.32449, "Y4": 0.3718, "page": 0, "Index": 50}, {"Word": "Promotion", "Confidence": 0.994, "X1": 0.41667, "Y1": 0.3562, "X2": 0.50631, "Y2": 0.356, "X3": 0.50631, "Y3": 0.3708, "X4": 0.41667, "Y4": 0.3708, "page": 0, "Index": 51}, {"Word": "Execution", "Confidence": 0.925, "X1": 0.51136, "Y1": 0.3572, "X2": 0.59596, "Y2": 0.357, "X3": 0.5947, "Y3": 0.3708, "X4": 0.51136, "Y4": 0.3708, "page": 0, "Index": 52}, {"Word": "Maximizing", "Confidence": 0.991, "X1": 0.32702, "Y1": 0.3732, "X2": 0.42424, "Y2": 0.373, "X3": 0.42298, "Y3": 0.3878, "X4": 0.32702, "Y4": 0.3888, "page": 0, "Index": 53}, {"Word": "Promotion", "Confidence": 0.993, "X1": 0.42803, "Y1": 0.3732, "X2": 0.51768, "Y2": 0.373, "X3": 0.51641, "Y3": 0.3878, "X4": 0.42803, "Y4": 0.3878, "page": 0, "Index": 54}, {"Word": "Effectiveness", "Confidence": 0.764, "X1": 0.52273, "Y1": 0.3742, "X2": 0.63889, "Y2": 0.374, "X3": 0.63889, "Y3": 0.3898, "X4": 0.52273, "Y4": 0.3878, "page": 0, "Index": 55}, {"Word": "New", "Confidence": 0.998, "X1": 0.32576, "Y1": 0.3892, "X2": 0.35859, "Y2": 0.389, "X3": 0.35859, "Y3": 0.4038, "X4": 0.32576, "Y4": 0.4038, "page": 0, "Index": 56}, {"Word": "Item", "Confidence": 0.869, "X1": 0.36742, "Y1": 0.3892, "X2": 0.40278, "Y2": 0.389, "X3": 0.40278, "Y3": 0.4028, "X4": 0.36742, "Y4": 0.4038, "page": 0, "Index": 57}, {"Word": "Introductions", "Confidence": 0.991, "X1": 0.41414, "Y1": 0.3902, "X2": 0.52904, "Y2": 0.39, "X3": 0.52778, "Y3": 0.4038, "X4": 0.41414, "Y4": 0.4028, "page": 0, "Index": 58}, {"Word": "-", "Confidence": 0.961, "X1": 0.30682, "Y1": 0.4062, "X2": 0.31818, "Y2": 0.406, "X3": 0.31692, "Y3": 0.4218, "X4": 0.30556, "Y4": 0.4218, "page": 0, "Index": 59}, {"Word": "Saving", "Confidence": 0.996, "X1": 0.32323, "Y1": 0.4062, "X2": 0.38384, "Y2": 0.406, "X3": 0.38384, "Y3": 0.4228, "X4": 0.32323, "Y4": 0.4218, "page": 0, "Index": 60}, {"Word": "Money", "Confidence": 0.817, "X1": 0.38889, "Y1": 0.4062, "X2": 0.44697, "Y2": 0.406, "X3": 0.44571, "Y3": 0.4228, "X4": 0.38763, "Y4": 0.4228, "page": 0, "Index": 61}, {"Word": "on", "Confidence": 0.849, "X1": 0.45076, "Y1": 0.4062, "X2": 0.47348, "Y2": 0.406, "X3": 0.47222, "Y3": 0.4228, "X4": 0.44949, "Y4": 0.4228, "page": 0, "Index": 62}, {"Word": "Single", "Confidence": 0.995, "X1": 0.47854, "Y1": 0.4072, "X2": 0.53535, "Y2": 0.407, "X3": 0.53409, "Y3": 0.4228, "X4": 0.47727, "Y4": 0.4228, "page": 0, "Index": 63}, {"Word": "Source", "Confidence": 0.996, "X1": 0.53914, "Y1": 0.4082, "X2": 0.59975, "Y2": 0.408, "X3": 0.59848, "Y3": 0.4228, "X4": 0.53788, "Y4": 0.4228, "page": 0, "Index": 64}, {"Word": "-", "Confidence": 0.994, "X1": 0.30177, "Y1": 0.4242, "X2": 0.31313, "Y2": 0.424, "X3": 0.31187, "Y3": 0.4398, "X4": 0.30051, "Y4": 0.4398, "page": 0, "Index": 65}, {"Word": "More", "Confidence": 0.988, "X1": 0.32197, "Y1": 0.4232, "X2": 0.36742, "Y2": 0.423, "X3": 0.36616, "Y3": 0.4398, "X4": 0.32071, "Y4": 0.4398, "page": 0, "Index": 66}, {"Word": "Effective", "Confidence": 0.881, "X1": 0.37247, "Y1": 0.4232, "X2": 0.45328, "Y2": 0.423, "X3": 0.45202, "Y3": 0.4388, "X4": 0.37121, "Y4": 0.4398, "page": 0, "Index": 67}, {"Word": "Promotions", "Confidence": 0.631, "X1": 0.4596, "Y1": 0.4242, "X2": 0.55808, "Y2": 0.424, "X3": 0.55682, "Y3": 0.4388, "X4": 0.45833, "Y4": 0.4388, "page": 0, "Index": 68}, {"Word": "at", "Confidence": 0.998, "X1": 0.56187, "Y1": 0.4242, "X2": 0.58081, "Y2": 0.424, "X3": 0.58081, "Y3": 0.4398, "X4": 0.56061, "Y4": 0.4398, "page": 0, "Index": 69}, {"Word": "K", "Confidence": 0.996, "X1": 0.5846, "Y1": 0.4252, "X2": 0.59596, "Y2": 0.425, "X3": 0.59596, "Y3": 0.4398, "X4": 0.5846, "Y4": 0.4398, "page": 0, "Index": 70}, {"Word": "mart", "Confidence": 0.988, "X1": 0.60732, "Y1": 0.4252, "X2": 0.65152, "Y2": 0.425, "X3": 0.65025, "Y3": 0.4398, "X4": 0.60606, "Y4": 0.4398, "page": 0, "Index": 71}, {"Word": "And", "Confidence": 0.998, "X1": 0.32955, "Y1": 0.4722, "X2": 0.375, "Y2": 0.472, "X3": 0.37374, "Y3": 0.4928, "X4": 0.32828, "Y4": 0.4938, "page": 0, "Index": 72}, {"Word": "MUCH", "Confidence": 0.98, "X1": 0.38763, "Y1": 0.4722, "X2": 0.46212, "Y2": 0.472, "X3": 0.46212, "Y3": 0.4928, "X4": 0.38636, "Y4": 0.4928, "page": 0, "Index": 73}, {"Word": "MORE", "Confidence": 0.989, "X1": 0.47222, "Y1": 0.4722, "X2": 0.54167, "Y2": 0.472, "X3": 0.5404, "Y3": 0.4918, "X4": 0.47096, "Y4": 0.4928, "page": 0, "Index": 74}, {"Word": "!!", "Confidence": 0.993, "X1": 0.54672, "Y1": 0.4722, "X2": 0.57197, "Y2": 0.472, "X3": 0.57071, "Y3": 0.4918, "X4": 0.54672, "Y4": 0.4918, "page": 0, "Index": 75}, {"Word": "SPECIAL", "Confidence": 0.994, "X1": 0.11742, "Y1": 0.5242, "X2": 0.22348, "Y2": 0.524, "X3": 0.22222, "Y3": 0.5448, "X4": 0.11742, "Y4": 0.5448, "page": 0, "Index": 76}, {"Word": "SESSION:", "Confidence": 0.992, "X1": 0.22854, "Y1": 0.5252, "X2": 0.35101, "Y2": 0.525, "X3": 0.34975, "Y3": 0.5458, "X4": 0.22854, "Y4": 0.5448, "page": 0, "Index": 77}, {"Word": "How", "Confidence": 0.995, "X1": 0.11869, "Y1": 0.5622, "X2": 0.1654, "Y2": 0.562, "X3": 0.16414, "Y3": 0.5818, "X4": 0.11742, "Y4": 0.5818, "page": 0, "Index": 78}, {"Word": "to", "Confidence": 0.998, "X1": 0.17551, "Y1": 0.5622, "X2": 0.20202, "Y2": 0.562, "X3": 0.20076, "Y3": 0.5818, "X4": 0.17424, "Y4": 0.5818, "page": 0, "Index": 79}, {"Word": "execute", "Confidence": 0.995, "X1": 0.20707, "Y1": 0.5622, "X2": 0.2904, "Y2": 0.562, "X3": 0.28914, "Y3": 0.5828, "X4": 0.20581, "Y4": 0.5818, "page": 0, "Index": 80}, {"Word": "more", "Confidence": 0.988, "X1": 0.29545, "Y1": 0.5622, "X2": 0.35101, "Y2": 0.562, "X3": 0.35101, "Y3": 0.5828, "X4": 0.29419, "Y4": 0.5828, "page": 0, "Index": 81}, {"Word": "Profitable", "Confidence": 0.994, "X1": 0.35606, "Y1": 0.5622, "X2": 0.46591, "Y2": 0.562, "X3": 0.46591, "Y3": 0.5828, "X4": 0.35606, "Y4": 0.5828, "page": 0, "Index": 82}, {"Word": "Promotions", "Confidence": 0.994, "X1": 0.47096, "Y1": 0.5622, "X2": 0.59722, "Y2": 0.562, "X3": 0.59722, "Y3": 0.5828, "X4": 0.47096, "Y4": 0.5828, "page": 0, "Index": 83}, {"Word": "with", "Confidence": 0.988, "X1": 0.60354, "Y1": 0.5622, "X2": 0.65152, "Y2": 0.562, "X3": 0.65152, "Y3": 0.5828, "X4": 0.60354, "Y4": 0.5828, "page": 0, "Index": 84}, {"Word": "K", "Confidence": 0.994, "X1": 0.65657, "Y1": 0.5622, "X2": 0.67172, "Y2": 0.562, "X3": 0.67172, "Y3": 0.5828, "X4": 0.65657, "Y4": 0.5828, "page": 0, "Index": 85}, {"Word": "mart.", "Confidence": 0.995, "X1": 0.68308, "Y1": 0.5612, "X2": 0.74621, "Y2": 0.561, "X3": 0.74621, "Y3": 0.5828, "X4": 0.68308, "Y4": 0.5828, "page": 0, "Index": 86}, {"Word": "Plan", "Confidence": 0.981, "X1": 0.17803, "Y1": 0.6342, "X2": 0.22601, "Y2": 0.634, "X3": 0.22601, "Y3": 0.6538, "X4": 0.17803, "Y4": 0.6528, "page": 0, "Index": 87}, {"Word": "now", "Confidence": 0.998, "X1": 0.23106, "Y1": 0.6342, "X2": 0.27525, "Y2": 0.634, "X3": 0.27525, "Y3": 0.6538, "X4": 0.23232, "Y4": 0.6538, "page": 0, "Index": 88}, {"Word": "to", "Confidence": 0.998, "X1": 0.28409, "Y1": 0.6342, "X2": 0.30934, "Y2": 0.634, "X3": 0.30934, "Y3": 0.6538, "X4": 0.28409, "Y4": 0.6538, "page": 0, "Index": 89}, {"Word": "attend", "Confidence": 0.997, "X1": 0.31439, "Y1": 0.6342, "X2": 0.38763, "Y2": 0.634, "X3": 0.38763, "Y3": 0.6548, "X4": 0.31439, "Y4": 0.6538, "page": 0, "Index": 90}, {"Word": "this", "Confidence": 0.988, "X1": 0.39268, "Y1": 0.6342, "X2": 0.43687, "Y2": 0.634, "X3": 0.43687, "Y3": 0.6548, "X4": 0.39268, "Y4": 0.6548, "page": 0, "Index": 91}, {"Word": "13th", "Confidence": 0.988, "X1": 0.44192, "Y1": 0.6342, "X2": 0.49242, "Y2": 0.634, "X3": 0.49116, "Y3": 0.6548, "X4": 0.44192, "Y4": 0.6548, "page": 0, "Index": 92}, {"Word": "Annual", "Confidence": 0.996, "X1": 0.49747, "Y1": 0.6342, "X2": 0.57323, "Y2": 0.634, "X3": 0.57323, "Y3": 0.6548, "X4": 0.49747, "Y4": 0.6548, "page": 0, "Index": 93}, {"Word": "Industry", "Confidence": 0.949, "X1": 0.57828, "Y1": 0.6342, "X2": 0.67172, "Y2": 0.634, "X3": 0.67172, "Y3": 0.6548, "X4": 0.57828, "Y4": 0.6548, "page": 0, "Index": 94}, {"Word": "Conference", "Confidence": 0.995, "X1": 0.67677, "Y1": 0.6342, "X2": 0.80177, "Y2": 0.634, "X3": 0.80177, "Y3": 0.6548, "X4": 0.67677, "Y4": 0.6548, "page": 0, "Index": 95}, {"Word": "June", "Confidence": 0.985, "X1": 0.41288, "Y1": 0.6532, "X2": 0.46212, "Y2": 0.653, "X3": 0.46086, "Y3": 0.6708, "X4": 0.41162, "Y4": 0.6718, "page": 0, "Index": 96}, {"Word": "14", "Confidence": 0.998, "X1": 0.46591, "Y1": 0.6522, "X2": 0.49369, "Y2": 0.652, "X3": 0.49369, "Y3": 0.6708, "X4": 0.46591, "Y4": 0.6708, "page": 0, "Index": 97}, {"Word": "&", "Confidence": 0.998, "X1": 0.5, "Y1": 0.6522, "X2": 0.51389, "Y2": 0.652, "X3": 0.51389, "Y3": 0.6708, "X4": 0.5, "Y4": 0.6708, "page": 0, "Index": 98}, {"Word": "15", "Confidence": 0.998, "X1": 0.52652, "Y1": 0.6522, "X2": 0.55429, "Y2": 0.652, "X3": 0.55429, "Y3": 0.6708, "X4": 0.52652, "Y4": 0.6708, "page": 0, "Index": 99}, {"Word": "\"HOW", "Confidence": 0.991, "X1": 0.17298, "Y1": 0.6852, "X2": 0.23737, "Y2": 0.685, "X3": 0.23737, "Y3": 0.7068, "X4": 0.17298, "Y4": 0.7068, "page": 0, "Index": 100}, {"Word": "TO", "Confidence": 0.998, "X1": 0.26136, "Y1": 0.6852, "X2": 0.29419, "Y2": 0.685, "X3": 0.29419, "Y3": 0.7078, "X4": 0.26136, "Y4": 0.7078, "page": 0, "Index": 101}, {"Word": "MAKE", "Confidence": 0.988, "X1": 0.31061, "Y1": 0.6852, "X2": 0.38636, "Y2": 0.685, "X3": 0.38636, "Y3": 0.7078, "X4": 0.31061, "Y4": 0.7078, "page": 0, "Index": 102}, {"Word": "PROMOTIONS", "Confidence": 0.994, "X1": 0.39899, "Y1": 0.6852, "X2": 0.57449, "Y2": 0.685, "X3": 0.57449, "Y3": 0.7078, "X4": 0.39899, "Y4": 0.7078, "page": 0, "Index": 103}, {"Word": "MORE", "Confidence": 0.988, "X1": 0.57955, "Y1": 0.6852, "X2": 0.65657, "Y2": 0.685, "X3": 0.65657, "Y3": 0.7068, "X4": 0.57955, "Y4": 0.7078, "page": 0, "Index": 104}, {"Word": "EFFECTIVE\"", "Confidence": 0.991, "X1": 0.66667, "Y1": 0.6852, "X2": 0.82071, "Y2": 0.685, "X3": 0.82071, "Y3": 0.7058, "X4": 0.66667, "Y4": 0.7068, "page": 0, "Index": 105}, {"Word": "SPAR/Burgoyne,", "Confidence": 0.935, "X1": 0.11364, "Y1": 0.7612, "X2": 0.26136, "Y2": 0.761, "X3": 0.26136, "Y3": 0.7748, "X4": 0.11237, "Y4": 0.7738, "page": 0, "Index": 106}, {"Word": "Inc.", "Confidence": 0.98, "X1": 0.26515, "Y1": 0.7612, "X2": 0.29924, "Y2": 0.761, "X3": 0.29924, "Y3": 0.7748, "X4": 0.26515, "Y4": 0.7748, "page": 0, "Index": 107}, {"Word": "First", "Confidence": 0.991, "X1": 0.87247, "Y1": 0.7682, "X2": 0.89899, "Y2": 0.768, "X3": 0.89773, "Y3": 0.7778, "X4": 0.87121, "Y4": 0.7778, "page": 0, "Index": 108}, {"Word": "Class", "Confidence": 0.994, "X1": 0.90152, "Y1": 0.7682, "X2": 0.93561, "Y2": 0.768, "X3": 0.93434, "Y3": 0.7788, "X4": 0.90025, "Y4": 0.7778, "page": 0, "Index": 109}, {"Word": "580", "Confidence": 0.958, "X1": 0.11364, "Y1": 0.7742, "X2": 0.14268, "Y2": 0.774, "X3": 0.14268, "Y3": 0.7898, "X4": 0.11364, "Y4": 0.7898, "page": 0, "Index": 110}, {"Word": "White", "Confidence": 0.993, "X1": 0.14899, "Y1": 0.7742, "X2": 0.19697, "Y2": 0.774, "X3": 0.19697, "Y3": 0.7888, "X4": 0.14899, "Y4": 0.7898, "page": 0, "Index": 111}, {"Word": "Plains", "Confidence": 0.997, "X1": 0.20076, "Y1": 0.7742, "X2": 0.25631, "Y2": 0.774, "X3": 0.25631, "Y3": 0.7888, "X4": 0.20076, "Y4": 0.7888, "page": 0, "Index": 112}, {"Word": "Road", "Confidence": 0.991, "X1": 0.2601, "Y1": 0.7752, "X2": 0.30556, "Y2": 0.775, "X3": 0.30556, "Y3": 0.7888, "X4": 0.2601, "Y4": 0.7888, "page": 0, "Index": 113}, {"Word": "ILS.", "Confidence": 0.317, "X1": 0.85985, "Y1": 0.7802, "X2": 0.88131, "Y2": 0.78, "X3": 0.88131, "Y3": 0.7918, "X4": 0.85985, "Y4": 0.7918, "page": 0, "Index": 114}, {"Word": "POSTAGE", "Confidence": 0.996, "X1": 0.88384, "Y1": 0.7802, "X2": 0.94823, "Y2": 0.78, "X3": 0.94823, "Y3": 0.7918, "X4": 0.88384, "Y4": 0.7918, "page": 0, "Index": 115}, {"Word": "Tarrytown,", "Confidence": 0.991, "X1": 0.11616, "Y1": 0.7892, "X2": 0.21086, "Y2": 0.789, "X3": 0.21086, "Y3": 0.8058, "X4": 0.11616, "Y4": 0.8068, "page": 0, "Index": 116}, {"Word": "New", "Confidence": 0.998, "X1": 0.21465, "Y1": 0.7892, "X2": 0.25253, "Y2": 0.789, "X3": 0.25253, "Y3": 0.8058, "X4": 0.21591, "Y4": 0.8058, "page": 0, "Index": 117}, {"Word": "York", "Confidence": 0.989, "X1": 0.26263, "Y1": 0.7892, "X2": 0.30556, "Y2": 0.789, "X3": 0.30556, "Y3": 0.8048, "X4": 0.26263, "Y4": 0.8058, "page": 0, "Index": 118}, {"Word": "10591", "Confidence": 0.997, "X1": 0.31692, "Y1": 0.7892, "X2": 0.36869, "Y2": 0.789, "X3": 0.36869, "Y3": 0.8048, "X4": 0.31818, "Y4": 0.8048, "page": 0, "Index": 119}, {"Word": "PAID", "Confidence": 0.96, "X1": 0.88636, "Y1": 0.7932, "X2": 0.91667, "Y2": 0.793, "X3": 0.91793, "Y3": 0.8028, "X4": 0.88636, "Y4": 0.8038, "page": 0, "Index": 120}, {"Word": "Permit", "Confidence": 0.967, "X1": 0.85985, "Y1": 0.8072, "X2": 0.89899, "Y2": 0.807, "X3": 0.89773, "Y3": 0.8198, "X4": 0.85859, "Y4": 0.8198, "page": 0, "Index": 121}, {"Word": "No.", "Confidence": 0.886, "X1": 0.90152, "Y1": 0.8072, "X2": 0.92424, "Y2": 0.807, "X3": 0.92298, "Y3": 0.8198, "X4": 0.90025, "Y4": 0.8198, "page": 0, "Index": 122}, {"Word": "106", "Confidence": 0.991, "X1": 0.92677, "Y1": 0.8072, "X2": 0.94823, "Y2": 0.807, "X3": 0.94823, "Y3": 0.8188, "X4": 0.92551, "Y4": 0.8198, "page": 0, "Index": 123}, {"Word": "Yorktown", "Confidence": 0.863, "X1": 0.84596, "Y1": 0.8202, "X2": 0.90025, "Y2": 0.82, "X3": 0.89899, "Y3": 0.8328, "X4": 0.84596, "Y4": 0.8328, "page": 0, "Index": 124}, {"Word": "Hgt", "Confidence": 0.628, "X1": 0.90278, "Y1": 0.8202, "X2": 0.92803, "Y2": 0.82, "X3": 0.92803, "Y3": 0.8328, "X4": 0.90278, "Y4": 0.8328, "page": 0, "Index": 125}, {"Word": ".,", "Confidence": 0.651, "X1": 0.93182, "Y1": 0.8202, "X2": 0.93813, "Y2": 0.82, "X3": 0.93687, "Y3": 0.8328, "X4": 0.93056, "Y4": 0.8328, "page": 0, "Index": 126}, {"Word": "NY", "Confidence": 0.996, "X1": 0.94066, "Y1": 0.8202, "X2": 0.96212, "Y2": 0.82, "X3": 0.96086, "Y3": 0.8328, "X4": 0.94066, "Y4": 0.8328, "page": 0, "Index": 127}, {"Word": "conference", "Confidence": 0.746, "X1": 0.18182, "Y1": 0.8252, "X2": 0.31061, "Y2": 0.825, "X3": 0.32449, "Y3": 0.8508, "X4": 0.19571, "Y4": 0.8888, "page": 0, "Index": 128}, {"Word": "this", "Confidence": 0.938, "X1": 0.12121, "Y1": 0.8632, "X2": 0.17551, "Y2": 0.863, "X3": 0.18813, "Y3": 0.8908, "X4": 0.1351, "Y4": 0.9058, "page": 0, "Index": 129}, {"Word": "ALL", "Confidence": 0.595, "X1": 0.22096, "Y1": 0.8732, "X2": 0.26894, "Y2": 0.873, "X3": 0.27778, "Y3": 0.8958, "X4": 0.23106, "Y4": 0.9098, "page": 0, "Index": 130}, {"Word": "attend", "Confidence": 0.641, "X1": 0.03788, "Y1": 0.8802, "X2": 0.11111, "Y2": 0.88, "X3": 0.125, "Y3": 0.9078, "X4": 0.05051, "Y4": 0.9278, "page": 0, "Index": 131}, {"Word": "FREE", "Confidence": 0.989, "X1": 0.12374, "Y1": 0.8932, "X2": 0.19949, "Y2": 0.893, "X3": 0.21086, "Y3": 0.9168, "X4": 0.1351, "Y4": 0.9408, "page": 0, "Index": 132}, {"Word": "for", "Confidence": 0.958, "X1": 0.06313, "Y1": 0.9192, "X2": 0.11111, "Y2": 0.919, "X3": 0.12247, "Y3": 0.9438, "X4": 0.07576, "Y4": 0.9598, "page": 0, "Index": 133}, {"Word": "4.", "Confidence": 0.954, "X1": 0.17424, "Y1": 0.9262, "X2": 0.20076, "Y2": 0.926, "X3": 0.21465, "Y3": 0.9488, "X4": 0.18813, "Y4": 0.9578, "page": 0, "Index": 134}, {"Word": "page", "Confidence": 0.803, "X1": 0.09722, "Y1": 0.9392, "X2": 0.16288, "Y2": 0.939, "X3": 0.17551, "Y3": 0.9618, "X4": 0.10859, "Y4": 0.9838, "page": 0, "Index": 135}, {"Word": "2074012066", "Confidence": 0.995, "X1": 0.93939, "Y1": 0.9602, "X2": 0.94571, "Y2": 0.96, "X3": 0.92172, "Y3": 0.9618, "X4": 0.91288, "Y4": 0.8578, "page": 0, "Index": 136}]}
"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"
ffmh0041
2
{"lines_data": [{"Word": "The Store as Media", "Confidence": 0.998, "X1": 0.06818, "Y1": 0.0432, "X2": 0.28535, "Y2": 0.043, "X3": 0.28535, "Y3": 0.0638, "X4": 0.06818, "Y4": 0.0638, "page": 0}, {"Word": "Patrick Kelly, PhD", "Confidence": 0.99433, "X1": 0.5846, "Y1": 0.0422, "X2": 0.79419, "Y2": 0.042, "X3": 0.79419, "Y3": 0.0618, "X4": 0.5846, "Y4": 0.0618, "page": 0}, {"Word": "K mart Professor of", "Confidence": 0.9935, "X1": 0.58586, "Y1": 0.0662, "X2": 0.76515, "Y2": 0.066, "X3": 0.76515, "Y3": 0.0798, "X4": 0.58586, "Y4": 0.0798, "page": 0}, {"Word": "Merchandising", "Confidence": 0.991, "X1": 0.5846, "Y1": 0.0812, "X2": 0.71212, "Y2": 0.081, "X3": 0.71212, "Y3": 0.0938, "X4": 0.5846, "Y4": 0.0928, "page": 0}, {"Word": "Wayne State University", "Confidence": 0.995, "X1": 0.58712, "Y1": 0.0932, "X2": 0.78788, "Y2": 0.093, "X3": 0.78788, "Y3": 0.1088, "X4": 0.58712, "Y4": 0.1088, "page": 0}, {"Word": "Appointed to the K mart chair at Wayne State, Dr. Kelly has been in a unique position to", "Confidence": 0.97789, "X1": 0.08333, "Y1": 0.1222, "X2": 0.86742, "Y2": 0.122, "X3": 0.86742, "Y3": 0.1378, "X4": 0.08333, "Y4": 0.1388, "page": 0}, {"Word": "observe and participate in the emergence of the \"Store as the Media.\" He will discuss actual in", "Confidence": 0.93812, "X1": 0.06566, "Y1": 0.1352, "X2": 0.90783, "Y2": 0.135, "X3": 0.90783, "Y3": 0.1508, "X4": 0.06566, "Y4": 0.1528, "page": 0}, {"Word": "store media programs plus the major trends now taking place.", "Confidence": 0.9928, "X1": 0.06692, "Y1": 0.1522, "X2": 0.60354, "Y2": 0.152, "X3": 0.60354, "Y3": 0.1658, "X4": 0.06692, "Y4": 0.1668, "page": 0}, {"Word": "This is a must section for anyone allocating media or promotional dollars.", "Confidence": 0.92742, "X1": 0.08838, "Y1": 0.1652, "X2": 0.73106, "Y2": 0.165, "X3": 0.73106, "Y3": 0.1808, "X4": 0.08838, "Y4": 0.1808, "page": 0}, {"Word": "Marketing from the Middle", "Confidence": 0.99125, "X1": 0.06692, "Y1": 0.1932, "X2": 0.36364, "Y2": 0.193, "X3": 0.3649, "Y3": 0.2128, "X4": 0.06692, "Y4": 0.2128, "page": 0}, {"Word": "Pete Jones", "Confidence": 0.9915, "X1": 0.58207, "Y1": 0.1942, "X2": 0.70076, "Y2": 0.194, "X3": 0.70076, "Y3": 0.2118, "X4": 0.58207, "Y4": 0.2108, "page": 0}, {"Word": "(How Brokers Handle Marketing)", "Confidence": 0.9905, "X1": 0.10227, "Y1": 0.2112, "X2": 0.46843, "Y2": 0.211, "X3": 0.46843, "Y3": 0.2328, "X4": 0.10227, "Y4": 0.2308, "page": 0}, {"Word": "President", "Confidence": 0.952, "X1": 0.58333, "Y1": 0.2162, "X2": 0.6654, "Y2": 0.216, "X3": 0.6654, "Y3": 0.2298, "X4": 0.58333, "Y4": 0.2298, "page": 0}, {"Word": "L.T. Acosta & Co ., Inc.", "Confidence": 0.99233, "X1": 0.58081, "Y1": 0.2292, "X2": 0.78409, "Y2": 0.229, "X3": 0.78409, "Y3": 0.2458, "X4": 0.58081, "Y4": 0.2448, "page": 0}, {"Word": "With more money spent on Local Marketing Funds and a greater focus on account specific", "Confidence": 0.91973, "X1": 0.08712, "Y1": 0.2582, "X2": 0.87879, "Y2": 0.258, "X3": 0.87879, "Y3": 0.2738, "X4": 0.08712, "Y4": 0.2728, "page": 0}, {"Word": "promotional programs, the broker deals with both manufacturer and retailer issues. As President", "Confidence": 0.97185, "X1": 0.06692, "Y1": 0.2732, "X2": 0.9154, "Y2": 0.273, "X3": 0.9154, "Y3": 0.2868, "X4": 0.06692, "Y4": 0.2868, "page": 0}, {"Word": "of one of the premier brokers in the United States, Pete Jones is in the unique position to discuss", "Confidence": 0.98763, "X1": 0.06818, "Y1": 0.2872, "X2": 0.91414, "Y2": 0.287, "X3": 0.91414, "Y3": 0.3008, "X4": 0.06818, "Y4": 0.2998, "page": 0}, {"Word": "how brokers need to market manufacturer's products to retailers and how retailers need to market", "Confidence": 0.9696, "X1": 0.06818, "Y1": 0.3002, "X2": 0.92551, "Y2": 0.3, "X3": 0.92551, "Y3": 0.3148, "X4": 0.06818, "Y4": 0.3138, "page": 0}, {"Word": "to manufacturers. Ilis wide breadth of experience has enabled him to discuss how his brokerage", "Confidence": 0.95693, "X1": 0.06692, "Y1": 0.3152, "X2": 0.91162, "Y2": 0.315, "X3": 0.91162, "Y3": 0.3298, "X4": 0.06692, "Y4": 0.3288, "page": 0}, {"Word": "firm \"markets from the middle.\"", "Confidence": 0.8754, "X1": 0.06818, "Y1": 0.3282, "X2": 0.35227, "Y2": 0.328, "X3": 0.35227, "Y3": 0.3418, "X4": 0.06818, "Y4": 0.3418, "page": 0}, {"Word": "This is an outstanding session for any manufacturer selling through brokers. Whether you use", "Confidence": 0.99543, "X1": 0.08586, "Y1": 0.3422, "X2": 0.90783, "Y2": 0.342, "X3": 0.90783, "Y3": 0.3568, "X4": 0.08586, "Y4": 0.3568, "page": 0}, {"Word": "brokers or have a direct sales force, this session will provide understanding on how one of the", "Confidence": 0.97412, "X1": 0.06692, "Y1": 0.3562, "X2": 0.89773, "Y2": 0.356, "X3": 0.89773, "Y3": 0.3708, "X4": 0.06692, "Y4": 0.3708, "page": 0}, {"Word": "best local marketers in the world designs and markets products.", "Confidence": 0.9602, "X1": 0.07071, "Y1": 0.3712, "X2": 0.625, "Y2": 0.371, "X3": 0.625, "Y3": 0.3858, "X4": 0.07071, "Y4": 0.3858, "page": 0}, {"Word": "Walt Biscardi", "Confidence": 0.991, "X1": 0.58586, "Y1": 0.3982, "X2": 0.73737, "Y2": 0.398, "X3": 0.73737, "Y3": 0.4158, "X4": 0.58586, "Y4": 0.4148, "page": 0}, {"Word": "Motivating the Promotion Presenter", "Confidence": 0.9955, "X1": 0.07071, "Y1": 0.3982, "X2": 0.46591, "Y2": 0.398, "X3": 0.46591, "Y3": 0.4188, "X4": 0.07071, "Y4": 0.4168, "page": 0}, {"Word": "President", "Confidence": 0.995, "X1": 0.58586, "Y1": 0.4162, "X2": 0.66667, "Y2": 0.416, "X3": 0.66667, "Y3": 0.4308, "X4": 0.58586, "Y4": 0.4308, "page": 0}, {"Word": "Biscardi Enterprises", "Confidence": 0.8925, "X1": 0.58586, "Y1": 0.4312, "X2": 0.76136, "Y2": 0.431, "X3": 0.76136, "Y3": 0.4458, "X4": 0.58586, "Y4": 0.4448, "page": 0}, {"Word": "Walt Biscardi is recognized as one of the most inspirational and motivating speakers within our", "Confidence": 0.95093, "X1": 0.08838, "Y1": 0.4582, "X2": 0.92172, "Y2": 0.458, "X3": 0.92172, "Y3": 0.4738, "X4": 0.08838, "Y4": 0.4728, "page": 0}, {"Word": "industry. Anyone that has ever had the opportunity to hear Walt, will attest to that !", "Confidence": 0.97156, "X1": 0.06692, "Y1": 0.4722, "X2": 0.80556, "Y2": 0.472, "X3": 0.80556, "Y3": 0.4868, "X4": 0.06692, "Y4": 0.4858, "page": 0}, {"Word": "This will park", "Confidence": 0.60367, "X1": 0.74874, "Y1": 0.4642, "X2": 0.91793, "Y2": 0.464, "X3": 0.92424, "Y3": 0.4828, "X4": 0.75505, "Y4": 0.5248, "page": 0}, {"Word": "This is truly an inspirational start to an exciting conference.", "Confidence": 0.8308, "X1": 0.08838, "Y1": 0.4852, "X2": 0.61616, "Y2": 0.485, "X3": 0.61616, "Y3": 0.4978, "X4": 0.08838, "Y4": 0.4998, "page": 0}, {"Word": "you 20 times the", "Confidence": 0.7305, "X1": 0.74874, "Y1": 0.4792, "X2": 0.92929, "Y2": 0.479, "X3": 0.93939, "Y3": 0.4998, "X4": 0.75758, "Y4": 0.5508, "page": 0}, {"Word": "conference cose.", "Confidence": 0.441, "X1": 0.77273, "Y1": 0.4962, "X2": 0.93687, "Y2": 0.496, "X3": 0.94697, "Y3": 0.5148, "X4": 0.78157, "Y4": 0.5708, "page": 0}, {"Word": "Reducing Costs & Making", "Confidence": 0.96575, "X1": 0.07071, "Y1": 0.5262, "X2": 0.35732, "Y2": 0.526, "X3": 0.35732, "Y3": 0.5468, "X4": 0.07071, "Y4": 0.5458, "page": 0}, {"Word": "Robert Brown", "Confidence": 0.9965, "X1": 0.58333, "Y1": 0.5272, "X2": 0.74116, "Y2": 0.527, "X3": 0.74116, "Y3": 0.5458, "X4": 0.58333, "Y4": 0.5448, "page": 0}, {"Word": "Single Source Usable", "Confidence": 0.997, "X1": 0.09722, "Y1": 0.5452, "X2": 0.33333, "Y2": 0.545, "X3": 0.33333, "Y3": 0.5628, "X4": 0.09722, "Y4": 0.5618, "page": 0}, {"Word": "President/CEO", "Confidence": 0.882, "X1": 0.58333, "Y1": 0.5472, "X2": 0.71086, "Y2": 0.547, "X3": 0.71086, "Y3": 0.5628, "X4": 0.58333, "Y4": 0.5628, "page": 0}, {"Word": "6 Practical Programs to Gain", "Confidence": 0.9938, "X1": 0.06944, "Y1": 0.5612, "X2": 0.38889, "Y2": 0.561, "X3": 0.38889, "Y3": 0.5808, "X4": 0.06944, "Y4": 0.5798, "page": 0}, {"Word": "SPAR/Burgoyne, Inc.", "Confidence": 0.9915, "X1": 0.58712, "Y1": 0.5652, "X2": 0.77273, "Y2": 0.565, "X3": 0.77273, "Y3": 0.5808, "X4": 0.58712, "Y4": 0.5808, "page": 0}, {"Word": "a Competitive Promotion Edge", "Confidence": 0.99175, "X1": 0.1048, "Y1": 0.5802, "X2": 0.43939, "Y2": 0.58, "X3": 0.43939, "Y3": 0.5998, "X4": 0.1048, "Y4": 0.5988, "page": 0}, {"Word": "Instead of spending more on single source services, there is a way to spend less to get more", "Confidence": 0.99128, "X1": 0.08838, "Y1": 0.6152, "X2": 0.8952, "Y2": 0.615, "X3": 0.8952, "Y3": 0.6308, "X4": 0.08838, "Y4": 0.6308, "page": 0}, {"Word": "value. Robert Brown, an expert in using all forms of data to make actionable bottom line", "Confidence": 0.94837, "X1": 0.07071, "Y1": 0.6302, "X2": 0.85859, "Y2": 0.63, "X3": 0.85859, "Y3": 0.6438, "X4": 0.07071, "Y4": 0.6438, "page": 0}, {"Word": "decisions, will help you save money while getting more value from single source. Also, in a", "Confidence": 0.99006, "X1": 0.07071, "Y1": 0.6432, "X2": 0.88258, "Y2": 0.643, "X3": 0.88258, "Y3": 0.6588, "X4": 0.07071, "Y4": 0.6578, "page": 0}, {"Word": "second section he will present the 6 Most Important Programs he has scon around the world which", "Confidence": 0.92965, "X1": 0.06944, "Y1": 0.6572, "X2": 0.92677, "Y2": 0.657, "X3": 0.92551, "Y3": 0.6718, "X4": 0.06944, "Y4": 0.6718, "page": 0}, {"Word": "can maximize the effectiveness of your promotion spending.", "Confidence": 0.992, "X1": 0.07071, "Y1": 0.6722, "X2": 0.60101, "Y2": 0.672, "X3": 0.59975, "Y3": 0.6858, "X4": 0.07071, "Y4": 0.6848, "page": 0}, {"Word": "This session alone is worth attending the seminar if you want to learn ways of building", "Confidence": 0.99319, "X1": 0.09091, "Y1": 0.6842, "X2": 0.8548, "Y2": 0.684, "X3": 0.8548, "Y3": 0.6998, "X4": 0.09091, "Y4": 0.6998, "page": 0}, {"Word": "promotional programs to gain a long-term competitive edge.", "Confidence": 0.95163, "X1": 0.07071, "Y1": 0.6982, "X2": 0.59596, "Y2": 0.698, "X3": 0.59596, "Y3": 0.7138, "X4": 0.07071, "Y4": 0.7148, "page": 0}, {"Word": "WHAT YOU WILL LEARN FROM THIS SEMINAR.", "Confidence": 0.987, "X1": 0.2197, "Y1": 0.7382, "X2": 0.79419, "Y2": 0.738, "X3": 0.79419, "Y3": 0.7578, "X4": 0.2197, "Y4": 0.7588, "page": 0}, {"Word": "1. The FTC's new position on Slotting Allowances, Co-op, and other trade promotion spending.", "Confidence": 0.98593, "X1": 0.07576, "Y1": 0.7762, "X2": 0.90152, "Y2": 0.776, "X3": 0.90152, "Y3": 0.7918, "X4": 0.07576, "Y4": 0.7898, "page": 0}, {"Word": "2. What it takes to get better support from retailers.", "Confidence": 0.9507, "X1": 0.07323, "Y1": 0.7902, "X2": 0.54293, "Y2": 0.79, "X3": 0.54293, "Y3": 0.8048, "X4": 0.07323, "Y4": 0.8038, "page": 0}, {"Word": "3. How to save money on your single source data and to better use this information to evaluate", "Confidence": 0.98639, "X1": 0.07449, "Y1": 0.8032, "X2": 0.9053, "Y2": 0.803, "X3": 0.9053, "Y3": 0.8198, "X4": 0.07449, "Y4": 0.8188, "page": 0}, {"Word": "promotion profitability and forecast sales.", "Confidence": 0.962, "X1": 0.10732, "Y1": 0.8182, "X2": 0.47475, "Y2": 0.818, "X3": 0.47475, "Y3": 0.8328, "X4": 0.10732, "Y4": 0.8318, "page": 0}, {"Word": ". The \"MEGA\" changes at retail with actual examples of the \"Store As Media.\"", "Confidence": 0.98536, "X1": 0.08586, "Y1": 0.8302, "X2": 0.78283, "Y2": 0.83, "X3": 0.78283, "Y3": 0.8468, "X4": 0.08586, "Y4": 0.8468, "page": 0}, {"Word": "5. How to execute profitable and successful promotions with K mart.", "Confidence": 0.84918, "X1": 0.07323, "Y1": 0.8462, "X2": 0.67929, "Y2": 0.846, "X3": 0.67929, "Y3": 0.8608, "X4": 0.07323, "Y4": 0.8598, "page": 0}, {"Word": "6. How to work with local retailers to find niches that benefit both manufacturers and retailers.", "Confidence": 0.99225, "X1": 0.07576, "Y1": 0.8602, "X2": 0.92172, "Y2": 0.86, "X3": 0.92172, "Y3": 0.8748, "X4": 0.07576, "Y4": 0.8748, "page": 0}, {"Word": "7. The buying trends that will drive business forward in the 1990's.", "Confidence": 0.99483, "X1": 0.07576, "Y1": 0.8742, "X2": 0.66288, "Y2": 0.874, "X3": 0.66288, "Y3": 0.8888, "X4": 0.07576, "Y4": 0.8888, "page": 0}, {"Word": "8. What it takes to generate a truly exciting and motivated approach to trade relationships.", "Confidence": 0.97813, "X1": 0.07576, "Y1": 0.8872, "X2": 0.87626, "Y2": 0.887, "X3": 0.87626, "Y3": 0.9038, "X4": 0.07576, "Y4": 0.9028, "page": 0}, {"Word": "9. How brokers can insure successful marketing and promotional programs for both manufacturers", "Confidence": 0.95085, "X1": 0.07449, "Y1": 0.9032, "X2": 0.93182, "Y2": 0.903, "X3": 0.93182, "Y3": 0.9188, "X4": 0.07449, "Y4": 0.9168, "page": 0}, {"Word": "and retailers.", "Confidence": 0.996, "X1": 0.10732, "Y1": 0.9162, "X2": 0.22348, "Y2": 0.916, "X3": 0.22348, "Y3": 0.9318, "X4": 0.10732, "Y4": 0.9318, "page": 0}, {"Word": "10. Failure fees, what they are, how they work, and what's their future.", "Confidence": 0.98015, "X1": 0.07197, "Y1": 0.9302, "X2": 0.69697, "Y2": 0.93, "X3": 0.69697, "Y3": 0.9468, "X4": 0.07197, "Y4": 0.9468, "page": 0}, {"Word": "2074012068", "Confidence": 0.993, "X1": 0.80051, "Y1": 0.9392, "X2": 0.93308, "Y2": 0.939, "X3": 0.93182, "Y3": 0.9568, "X4": 0.79924, "Y4": 0.9518, "page": 0}], "words_data": [{"Word": "The", "Confidence": 0.998, "X1": 0.07071, "Y1": 0.0432, "X2": 0.10985, "Y2": 0.043, "X3": 0.10985, "Y3": 0.0648, "X4": 0.07071, "Y4": 0.0648, "page": 0, "Index": 0}, {"Word": "Store", "Confidence": 0.998, "X1": 0.1149, "Y1": 0.0432, "X2": 0.17929, "Y2": 0.043, "X3": 0.17929, "Y3": 0.0648, "X4": 0.1149, "Y4": 0.0648, "page": 0, "Index": 1}, {"Word": "as", "Confidence": 0.998, "X1": 0.18434, "Y1": 0.0432, "X2": 0.2096, "Y2": 0.043, "X3": 0.2096, "Y3": 0.0648, "X4": 0.18434, "Y4": 0.0648, "page": 0, "Index": 2}, {"Word": "Media", "Confidence": 0.998, "X1": 0.21465, "Y1": 0.0442, "X2": 0.28662, "Y2": 0.044, "X3": 0.28662, "Y3": 0.0648, "X4": 0.21465, "Y4": 0.0648, "page": 0, "Index": 3}, {"Word": "Patrick", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.0432, "X2": 0.66288, "Y2": 0.043, "X3": 0.66288, "Y3": 0.0628, "X4": 0.58586, "Y4": 0.0628, "page": 0, "Index": 4}, {"Word": "Kelly,", "Confidence": 0.991, "X1": 0.67045, "Y1": 0.0432, "X2": 0.73485, "Y2": 0.043, "X3": 0.73485, "Y3": 0.0628, "X4": 0.67045, "Y4": 0.0628, "page": 0, "Index": 5}, {"Word": "PhD", "Confidence": 0.998, "X1": 0.7399, "Y1": 0.0422, "X2": 0.78662, "Y2": 0.042, "X3": 0.78662, "Y3": 0.0628, "X4": 0.7399, "Y4": 0.0628, "page": 0, "Index": 6}, {"Word": "K", "Confidence": 0.995, "X1": 0.58712, "Y1": 0.0662, "X2": 0.59722, "Y2": 0.066, "X3": 0.59722, "Y3": 0.0808, "X4": 0.58712, "Y4": 0.0808, "page": 0, "Index": 7}, {"Word": "mart", "Confidence": 0.99, "X1": 0.60732, "Y1": 0.0662, "X2": 0.65025, "Y2": 0.066, "X3": 0.65025, "Y3": 0.0798, "X4": 0.60732, "Y4": 0.0808, "page": 0, "Index": 8}, {"Word": "Professor", "Confidence": 0.991, "X1": 0.65404, "Y1": 0.0662, "X2": 0.73611, "Y2": 0.066, "X3": 0.73611, "Y3": 0.0798, "X4": 0.65404, "Y4": 0.0798, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.998, "X1": 0.74242, "Y1": 0.0662, "X2": 0.76263, "Y2": 0.066, "X3": 0.76263, "Y3": 0.0808, "X4": 0.74242, "Y4": 0.0808, "page": 0, "Index": 10}, {"Word": "Merchandising", "Confidence": 0.991, "X1": 0.58712, "Y1": 0.0832, "X2": 0.7096, "Y2": 0.083, "X3": 0.7096, "Y3": 0.0938, "X4": 0.58586, "Y4": 0.0938, "page": 0, "Index": 11}, {"Word": "Wayne", "Confidence": 0.996, "X1": 0.58838, "Y1": 0.0942, "X2": 0.64141, "Y2": 0.094, "X3": 0.64015, "Y3": 0.1088, "X4": 0.58838, "Y4": 0.1088, "page": 0, "Index": 12}, {"Word": "State", "Confidence": 0.998, "X1": 0.6452, "Y1": 0.0942, "X2": 0.69066, "Y2": 0.094, "X3": 0.69066, "Y3": 0.1088, "X4": 0.6452, "Y4": 0.1088, "page": 0, "Index": 13}, {"Word": "University", "Confidence": 0.991, "X1": 0.69444, "Y1": 0.0942, "X2": 0.78535, "Y2": 0.094, "X3": 0.78409, "Y3": 0.1098, "X4": 0.69444, "Y4": 0.1088, "page": 0, "Index": 14}, {"Word": "been", "Confidence": 0.672, "X1": 0.61616, "Y1": 0.1232, "X2": 0.6553, "Y2": 0.123, "X3": 0.6553, "Y3": 0.1378, "X4": 0.61616, "Y4": 0.1388, "page": 0, "Index": 15}, {"Word": "in", "Confidence": 0.998, "X1": 0.66414, "Y1": 0.1232, "X2": 0.68308, "Y2": 0.123, "X3": 0.68182, "Y3": 0.1378, "X4": 0.66288, "Y4": 0.1378, "page": 0, "Index": 16}, {"Word": "a", "Confidence": 0.998, "X1": 0.68687, "Y1": 0.1232, "X2": 0.69823, "Y2": 0.123, "X3": 0.69823, "Y3": 0.1378, "X4": 0.68687, "Y4": 0.1378, "page": 0, "Index": 17}, {"Word": "unique", "Confidence": 0.996, "X1": 0.70455, "Y1": 0.1232, "X2": 0.76515, "Y2": 0.123, "X3": 0.76389, "Y3": 0.1378, "X4": 0.70328, "Y4": 0.1378, "page": 0, "Index": 18}, {"Word": "position", "Confidence": 0.991, "X1": 0.77146, "Y1": 0.1232, "X2": 0.83965, "Y2": 0.123, "X3": 0.83838, "Y3": 0.1368, "X4": 0.7702, "Y4": 0.1378, "page": 0, "Index": 19}, {"Word": "to", "Confidence": 0.998, "X1": 0.84722, "Y1": 0.1232, "X2": 0.86616, "Y2": 0.123, "X3": 0.8649, "Y3": 0.1368, "X4": 0.84596, "Y4": 0.1368, "page": 0, "Index": 20}, {"Word": "Appointed", "Confidence": 0.994, "X1": 0.08712, "Y1": 0.1232, "X2": 0.17551, "Y2": 0.123, "X3": 0.17551, "Y3": 0.1388, "X4": 0.08712, "Y4": 0.1388, "page": 0, "Index": 21}, {"Word": "to", "Confidence": 0.998, "X1": 0.18434, "Y1": 0.1232, "X2": 0.20202, "Y2": 0.123, "X3": 0.20202, "Y3": 0.1388, "X4": 0.18308, "Y4": 0.1388, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.998, "X1": 0.20581, "Y1": 0.1232, "X2": 0.23359, "Y2": 0.123, "X3": 0.23232, "Y3": 0.1388, "X4": 0.20581, "Y4": 0.1388, "page": 0, "Index": 23}, {"Word": "K", "Confidence": 0.995, "X1": 0.23737, "Y1": 0.1232, "X2": 0.24874, "Y2": 0.123, "X3": 0.24874, "Y3": 0.1388, "X4": 0.23737, "Y4": 0.1388, "page": 0, "Index": 24}, {"Word": "mart", "Confidence": 0.989, "X1": 0.26136, "Y1": 0.1232, "X2": 0.30303, "Y2": 0.123, "X3": 0.30177, "Y3": 0.1388, "X4": 0.2601, "Y4": 0.1388, "page": 0, "Index": 25}, {"Word": "chair", "Confidence": 0.996, "X1": 0.30682, "Y1": 0.1232, "X2": 0.35227, "Y2": 0.123, "X3": 0.35227, "Y3": 0.1388, "X4": 0.30556, "Y4": 0.1388, "page": 0, "Index": 26}, {"Word": "at", "Confidence": 0.998, "X1": 0.35606, "Y1": 0.1232, "X2": 0.37626, "Y2": 0.123, "X3": 0.375, "Y3": 0.1388, "X4": 0.35606, "Y4": 0.1388, "page": 0, "Index": 27}, {"Word": "Wayne", "Confidence": 0.997, "X1": 0.38005, "Y1": 0.1232, "X2": 0.43687, "Y2": 0.123, "X3": 0.43561, "Y3": 0.1388, "X4": 0.37879, "Y4": 0.1388, "page": 0, "Index": 28}, {"Word": "State,", "Confidence": 0.991, "X1": 0.44066, "Y1": 0.1232, "X2": 0.4899, "Y2": 0.123, "X3": 0.48864, "Y3": 0.1388, "X4": 0.43939, "Y4": 0.1388, "page": 0, "Index": 29}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.49369, "Y1": 0.1232, "X2": 0.52273, "Y2": 0.123, "X3": 0.52146, "Y3": 0.1388, "X4": 0.49242, "Y4": 0.1388, "page": 0, "Index": 30}, {"Word": "Kelly", "Confidence": 0.997, "X1": 0.52652, "Y1": 0.1232, "X2": 0.57576, "Y2": 0.123, "X3": 0.57449, "Y3": 0.1388, "X4": 0.52525, "Y4": 0.1388, "page": 0, "Index": 31}, {"Word": "has", "Confidence": 0.998, "X1": 0.58333, "Y1": 0.1232, "X2": 0.61237, "Y2": 0.123, "X3": 0.61237, "Y3": 0.1388, "X4": 0.58207, "Y4": 0.1388, "page": 0, "Index": 32}, {"Word": "observe", "Confidence": 0.956, "X1": 0.06692, "Y1": 0.1392, "X2": 0.13131, "Y2": 0.139, "X3": 0.13131, "Y3": 0.1518, "X4": 0.06692, "Y4": 0.1518, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.14015, "Y1": 0.1392, "X2": 0.17298, "Y2": 0.139, "X3": 0.17172, "Y3": 0.1518, "X4": 0.14015, "Y4": 0.1518, "page": 0, "Index": 34}, {"Word": "participate", "Confidence": 0.836, "X1": 0.17929, "Y1": 0.1382, "X2": 0.27273, "Y2": 0.138, "X3": 0.27273, "Y3": 0.1518, "X4": 0.17803, "Y4": 0.1518, "page": 0, "Index": 35}, {"Word": "in", "Confidence": 0.998, "X1": 0.2803, "Y1": 0.1382, "X2": 0.29672, "Y2": 0.138, "X3": 0.29672, "Y3": 0.1518, "X4": 0.2803, "Y4": 0.1518, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.996, "X1": 0.31061, "Y1": 0.1382, "X2": 0.33838, "Y2": 0.138, "X3": 0.33838, "Y3": 0.1518, "X4": 0.31061, "Y4": 0.1518, "page": 0, "Index": 37}, {"Word": "emergence", "Confidence": 0.606, "X1": 0.34217, "Y1": 0.1382, "X2": 0.43182, "Y2": 0.138, "X3": 0.43182, "Y3": 0.1518, "X4": 0.34217, "Y4": 0.1518, "page": 0, "Index": 38}, {"Word": "of", "Confidence": 0.998, "X1": 0.44192, "Y1": 0.1382, "X2": 0.46212, "Y2": 0.138, "X3": 0.46212, "Y3": 0.1518, "X4": 0.44192, "Y4": 0.1518, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.955, "X1": 0.46717, "Y1": 0.1382, "X2": 0.49495, "Y2": 0.138, "X3": 0.49495, "Y3": 0.1518, "X4": 0.46717, "Y4": 0.1518, "page": 0, "Index": 40}, {"Word": "\"Store", "Confidence": 0.705, "X1": 0.49874, "Y1": 0.1382, "X2": 0.55051, "Y2": 0.138, "X3": 0.55051, "Y3": 0.1518, "X4": 0.49747, "Y4": 0.1518, "page": 0, "Index": 41}, {"Word": "as", "Confidence": 0.994, "X1": 0.55429, "Y1": 0.1382, "X2": 0.57323, "Y2": 0.138, "X3": 0.57323, "Y3": 0.1518, "X4": 0.55429, "Y4": 0.1518, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.998, "X1": 0.57702, "Y1": 0.1372, "X2": 0.60606, "Y2": 0.137, "X3": 0.60606, "Y3": 0.1518, "X4": 0.57702, "Y4": 0.1518, "page": 0, "Index": 43}, {"Word": "Media.\"", "Confidence": 0.982, "X1": 0.60985, "Y1": 0.1372, "X2": 0.67677, "Y2": 0.137, "X3": 0.67677, "Y3": 0.1518, "X4": 0.60985, "Y4": 0.1518, "page": 0, "Index": 44}, {"Word": "He", "Confidence": 0.997, "X1": 0.68687, "Y1": 0.1372, "X2": 0.71338, "Y2": 0.137, "X3": 0.71338, "Y3": 0.1518, "X4": 0.68687, "Y4": 0.1518, "page": 0, "Index": 45}, {"Word": "will", "Confidence": 0.981, "X1": 0.71717, "Y1": 0.1372, "X2": 0.75253, "Y2": 0.137, "X3": 0.75253, "Y3": 0.1518, "X4": 0.71717, "Y4": 0.1518, "page": 0, "Index": 46}, {"Word": "discuss", "Confidence": 0.955, "X1": 0.75631, "Y1": 0.1362, "X2": 0.81944, "Y2": 0.136, "X3": 0.81944, "Y3": 0.1518, "X4": 0.75631, "Y4": 0.1518, "page": 0, "Index": 47}, {"Word": "actual", "Confidence": 0.995, "X1": 0.82576, "Y1": 0.1362, "X2": 0.88131, "Y2": 0.136, "X3": 0.88131, "Y3": 0.1518, "X4": 0.82576, "Y4": 0.1518, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.998, "X1": 0.8851, "Y1": 0.1362, "X2": 0.90278, "Y2": 0.136, "X3": 0.90278, "Y3": 0.1508, "X4": 0.8851, "Y4": 0.1518, "page": 0, "Index": 49}, {"Word": "store", "Confidence": 0.993, "X1": 0.06818, "Y1": 0.1532, "X2": 0.10985, "Y2": 0.153, "X3": 0.10859, "Y3": 0.1668, "X4": 0.06692, "Y4": 0.1658, "page": 0, "Index": 50}, {"Word": "media", "Confidence": 0.997, "X1": 0.1149, "Y1": 0.1522, "X2": 0.16667, "Y2": 0.152, "X3": 0.16667, "Y3": 0.1668, "X4": 0.11364, "Y4": 0.1668, "page": 0, "Index": 51}, {"Word": "programs", "Confidence": 0.995, "X1": 0.17298, "Y1": 0.1522, "X2": 0.25631, "Y2": 0.152, "X3": 0.25505, "Y3": 0.1668, "X4": 0.17298, "Y4": 0.1668, "page": 0, "Index": 52}, {"Word": "plus", "Confidence": 0.991, "X1": 0.26136, "Y1": 0.1522, "X2": 0.29924, "Y2": 0.152, "X3": 0.29798, "Y3": 0.1668, "X4": 0.2601, "Y4": 0.1668, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.987, "X1": 0.30429, "Y1": 0.1522, "X2": 0.33207, "Y2": 0.152, "X3": 0.33081, "Y3": 0.1668, "X4": 0.30303, "Y4": 0.1668, "page": 0, "Index": 54}, {"Word": "major", "Confidence": 0.997, "X1": 0.33586, "Y1": 0.1522, "X2": 0.38763, "Y2": 0.152, "X3": 0.38636, "Y3": 0.1668, "X4": 0.3346, "Y4": 0.1668, "page": 0, "Index": 55}, {"Word": "trends", "Confidence": 0.997, "X1": 0.39141, "Y1": 0.1522, "X2": 0.44697, "Y2": 0.152, "X3": 0.44571, "Y3": 0.1668, "X4": 0.39015, "Y4": 0.1668, "page": 0, "Index": 56}, {"Word": "now", "Confidence": 0.981, "X1": 0.45202, "Y1": 0.1522, "X2": 0.48485, "Y2": 0.152, "X3": 0.48359, "Y3": 0.1668, "X4": 0.45202, "Y4": 0.1668, "page": 0, "Index": 57}, {"Word": "taking", "Confidence": 0.997, "X1": 0.49369, "Y1": 0.1522, "X2": 0.54924, "Y2": 0.152, "X3": 0.54798, "Y3": 0.1668, "X4": 0.49242, "Y4": 0.1668, "page": 0, "Index": 58}, {"Word": "place.", "Confidence": 0.993, "X1": 0.55429, "Y1": 0.1522, "X2": 0.60354, "Y2": 0.152, "X3": 0.60227, "Y3": 0.1668, "X4": 0.55429, "Y4": 0.1668, "page": 0, "Index": 59}, {"Word": "This", "Confidence": 0.991, "X1": 0.09091, "Y1": 0.1662, "X2": 0.125, "Y2": 0.166, "X3": 0.125, "Y3": 0.1808, "X4": 0.09091, "Y4": 0.1808, "page": 0, "Index": 60}, {"Word": "is", "Confidence": 0.998, "X1": 0.12879, "Y1": 0.1662, "X2": 0.1452, "Y2": 0.166, "X3": 0.1452, "Y3": 0.1808, "X4": 0.12879, "Y4": 0.1808, "page": 0, "Index": 61}, {"Word": "a", "Confidence": 0.998, "X1": 0.14899, "Y1": 0.1662, "X2": 0.16035, "Y2": 0.166, "X3": 0.16035, "Y3": 0.1808, "X4": 0.14899, "Y4": 0.1808, "page": 0, "Index": 62}, {"Word": "must", "Confidence": 0.985, "X1": 0.1654, "Y1": 0.1662, "X2": 0.21086, "Y2": 0.166, "X3": 0.21086, "Y3": 0.1808, "X4": 0.1654, "Y4": 0.1808, "page": 0, "Index": 63}, {"Word": "section", "Confidence": 0.993, "X1": 0.21465, "Y1": 0.1662, "X2": 0.27273, "Y2": 0.166, "X3": 0.27273, "Y3": 0.1808, "X4": 0.21465, "Y4": 0.1808, "page": 0, "Index": 64}, {"Word": "for", "Confidence": 0.998, "X1": 0.28157, "Y1": 0.1662, "X2": 0.31187, "Y2": 0.166, "X3": 0.31061, "Y3": 0.1808, "X4": 0.28157, "Y4": 0.1808, "page": 0, "Index": 65}, {"Word": "anyone", "Confidence": 0.996, "X1": 0.31566, "Y1": 0.1662, "X2": 0.37753, "Y2": 0.166, "X3": 0.37753, "Y3": 0.1808, "X4": 0.31566, "Y4": 0.1808, "page": 0, "Index": 66}, {"Word": "allocating", "Confidence": 0.994, "X1": 0.38258, "Y1": 0.1662, "X2": 0.46717, "Y2": 0.166, "X3": 0.46717, "Y3": 0.1808, "X4": 0.38258, "Y4": 0.1808, "page": 0, "Index": 67}, {"Word": "media", "Confidence": 0.885, "X1": 0.47348, "Y1": 0.1662, "X2": 0.52652, "Y2": 0.166, "X3": 0.52525, "Y3": 0.1808, "X4": 0.47348, "Y4": 0.1808, "page": 0, "Index": 68}, {"Word": "or", "Confidence": 0.685, "X1": 0.53283, "Y1": 0.1662, "X2": 0.55303, "Y2": 0.166, "X3": 0.55177, "Y3": 0.1808, "X4": 0.53283, "Y4": 0.1808, "page": 0, "Index": 69}, {"Word": "promotional", "Confidence": 0.614, "X1": 0.55682, "Y1": 0.1662, "X2": 0.66288, "Y2": 0.166, "X3": 0.66162, "Y3": 0.1808, "X4": 0.55556, "Y4": 0.1808, "page": 0, "Index": 70}, {"Word": "dollars.", "Confidence": 0.992, "X1": 0.66667, "Y1": 0.1652, "X2": 0.73106, "Y2": 0.165, "X3": 0.73106, "Y3": 0.1808, "X4": 0.6654, "Y4": 0.1808, "page": 0, "Index": 71}, {"Word": "Marketing", "Confidence": 0.995, "X1": 0.06818, "Y1": 0.1942, "X2": 0.17929, "Y2": 0.194, "X3": 0.17929, "Y3": 0.2128, "X4": 0.06692, "Y4": 0.2138, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.989, "X1": 0.18434, "Y1": 0.1942, "X2": 0.2298, "Y2": 0.194, "X3": 0.2298, "Y3": 0.2128, "X4": 0.18434, "Y4": 0.2128, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.24369, "Y1": 0.1942, "X2": 0.28157, "Y2": 0.194, "X3": 0.2803, "Y3": 0.2128, "X4": 0.24369, "Y4": 0.2128, "page": 0, "Index": 74}, {"Word": "Middle", "Confidence": 0.983, "X1": 0.28535, "Y1": 0.1942, "X2": 0.36364, "Y2": 0.194, "X3": 0.36364, "Y3": 0.2128, "X4": 0.28535, "Y4": 0.2128, "page": 0, "Index": 75}, {"Word": "Pete", "Confidence": 0.985, "X1": 0.58333, "Y1": 0.1942, "X2": 0.63131, "Y2": 0.194, "X3": 0.63131, "Y3": 0.2128, "X4": 0.58333, "Y4": 0.2118, "page": 0, "Index": 76}, {"Word": "Jones", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.1952, "X2": 0.70076, "Y2": 0.195, "X3": 0.69949, "Y3": 0.2128, "X4": 0.63636, "Y4": 0.2128, "page": 0, "Index": 77}, {"Word": "(How", "Confidence": 0.98, "X1": 0.10354, "Y1": 0.2112, "X2": 0.15657, "Y2": 0.211, "X3": 0.1553, "Y3": 0.2308, "X4": 0.10227, "Y4": 0.2318, "page": 0, "Index": 78}, {"Word": "Brokers", "Confidence": 0.996, "X1": 0.16793, "Y1": 0.2112, "X2": 0.25505, "Y2": 0.211, "X3": 0.25379, "Y3": 0.2308, "X4": 0.16667, "Y4": 0.2308, "page": 0, "Index": 79}, {"Word": "Handle", "Confidence": 0.991, "X1": 0.2601, "Y1": 0.2112, "X2": 0.33965, "Y2": 0.211, "X3": 0.33838, "Y3": 0.2318, "X4": 0.2601, "Y4": 0.2308, "page": 0, "Index": 80}, {"Word": "Marketing)", "Confidence": 0.995, "X1": 0.3447, "Y1": 0.2132, "X2": 0.46843, "Y2": 0.213, "X3": 0.46843, "Y3": 0.2328, "X4": 0.3447, "Y4": 0.2318, "page": 0, "Index": 81}, {"Word": "President", "Confidence": 0.952, "X1": 0.5846, "Y1": 0.2172, "X2": 0.6654, "Y2": 0.217, "X3": 0.66414, "Y3": 0.2308, "X4": 0.5846, "Y4": 0.2308, "page": 0, "Index": 82}, {"Word": "L.T.", "Confidence": 0.985, "X1": 0.5846, "Y1": 0.2292, "X2": 0.62374, "Y2": 0.229, "X3": 0.62374, "Y3": 0.2448, "X4": 0.58333, "Y4": 0.2448, "page": 0, "Index": 83}, {"Word": "Acosta", "Confidence": 0.997, "X1": 0.62753, "Y1": 0.2302, "X2": 0.68561, "Y2": 0.23, "X3": 0.68434, "Y3": 0.2448, "X4": 0.62753, "Y4": 0.2448, "page": 0, "Index": 84}, {"Word": "&", "Confidence": 0.991, "X1": 0.69066, "Y1": 0.2302, "X2": 0.70328, "Y2": 0.23, "X3": 0.70328, "Y3": 0.2448, "X4": 0.69066, "Y4": 0.2448, "page": 0, "Index": 85}, {"Word": "Co", "Confidence": 0.998, "X1": 0.71086, "Y1": 0.2302, "X2": 0.7298, "Y2": 0.23, "X3": 0.7298, "Y3": 0.2458, "X4": 0.7096, "Y4": 0.2448, "page": 0, "Index": 86}, {"Word": ".,", "Confidence": 0.996, "X1": 0.73359, "Y1": 0.2302, "X2": 0.74495, "Y2": 0.23, "X3": 0.74495, "Y3": 0.2458, "X4": 0.73359, "Y4": 0.2458, "page": 0, "Index": 87}, {"Word": "Inc.", "Confidence": 0.987, "X1": 0.74874, "Y1": 0.2292, "X2": 0.78409, "Y2": 0.229, "X3": 0.78409, "Y3": 0.2458, "X4": 0.74874, "Y4": 0.2458, "page": 0, "Index": 88}, {"Word": "With", "Confidence": 0.975, "X1": 0.08838, "Y1": 0.2582, "X2": 0.125, "Y2": 0.258, "X3": 0.125, "Y3": 0.2728, "X4": 0.08838, "Y4": 0.2728, "page": 0, "Index": 89}, {"Word": "more", "Confidence": 0.989, "X1": 0.12879, "Y1": 0.2582, "X2": 0.17298, "Y2": 0.258, "X3": 0.17298, "Y3": 0.2728, "X4": 0.12879, "Y4": 0.2728, "page": 0, "Index": 90}, {"Word": "money", "Confidence": 0.997, "X1": 0.17929, "Y1": 0.2582, "X2": 0.23611, "Y2": 0.258, "X3": 0.23611, "Y3": 0.2738, "X4": 0.17929, "Y4": 0.2728, "page": 0, "Index": 91}, {"Word": "spent", "Confidence": 0.655, "X1": 0.24242, "Y1": 0.2582, "X2": 0.29167, "Y2": 0.258, "X3": 0.29167, "Y3": 0.2738, "X4": 0.24242, "Y4": 0.2738, "page": 0, "Index": 92}, {"Word": "on", "Confidence": 0.998, "X1": 0.29545, "Y1": 0.2582, "X2": 0.31692, "Y2": 0.258, "X3": 0.31692, "Y3": 0.2738, "X4": 0.29545, "Y4": 0.2738, "page": 0, "Index": 93}, {"Word": "Local", "Confidence": 0.997, "X1": 0.32323, "Y1": 0.2582, "X2": 0.37247, "Y2": 0.258, "X3": 0.37247, "Y3": 0.2738, "X4": 0.32323, "Y4": 0.2738, "page": 0, "Index": 94}, {"Word": "Marketing", "Confidence": 0.625, "X1": 0.37626, "Y1": 0.2582, "X2": 0.46591, "Y2": 0.258, "X3": 0.46591, "Y3": 0.2738, "X4": 0.37626, "Y4": 0.2738, "page": 0, "Index": 95}, {"Word": "Funds", "Confidence": 0.997, "X1": 0.47096, "Y1": 0.2582, "X2": 0.52652, "Y2": 0.258, "X3": 0.52652, "Y3": 0.2738, "X4": 0.47096, "Y4": 0.2738, "page": 0, "Index": 96}, {"Word": "and", "Confidence": 0.998, "X1": 0.5303, "Y1": 0.2592, "X2": 0.56187, "Y2": 0.259, "X3": 0.56313, "Y3": 0.2738, "X4": 0.5303, "Y4": 0.2738, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.995, "X1": 0.56944, "Y1": 0.2592, "X2": 0.57955, "Y2": 0.259, "X3": 0.57955, "Y3": 0.2738, "X4": 0.56944, "Y4": 0.2738, "page": 0, "Index": 98}, {"Word": "greater", "Confidence": 0.652, "X1": 0.58333, "Y1": 0.2592, "X2": 0.64646, "Y2": 0.259, "X3": 0.64773, "Y3": 0.2738, "X4": 0.5846, "Y4": 0.2738, "page": 0, "Index": 99}, {"Word": "focus", "Confidence": 0.991, "X1": 0.65152, "Y1": 0.2592, "X2": 0.70076, "Y2": 0.259, "X3": 0.70076, "Y3": 0.2738, "X4": 0.65152, "Y4": 0.2738, "page": 0, "Index": 100}, {"Word": "on", "Confidence": 0.997, "X1": 0.70581, "Y1": 0.2592, "X2": 0.72601, "Y2": 0.259, "X3": 0.72727, "Y3": 0.2738, "X4": 0.70581, "Y4": 0.2738, "page": 0, "Index": 101}, {"Word": "account", "Confidence": 0.993, "X1": 0.73232, "Y1": 0.2592, "X2": 0.80177, "Y2": 0.259, "X3": 0.80177, "Y3": 0.2728, "X4": 0.73232, "Y4": 0.2738, "page": 0, "Index": 102}, {"Word": "specific", "Confidence": 0.937, "X1": 0.80556, "Y1": 0.2602, "X2": 0.875, "Y2": 0.26, "X3": 0.875, "Y3": 0.2728, "X4": 0.80556, "Y4": 0.2728, "page": 0, "Index": 103}, {"Word": "promotional", "Confidence": 0.991, "X1": 0.06818, "Y1": 0.2732, "X2": 0.17424, "Y2": 0.273, "X3": 0.17298, "Y3": 0.2878, "X4": 0.06692, "Y4": 0.2878, "page": 0, "Index": 104}, {"Word": "programs,", "Confidence": 0.989, "X1": 0.17803, "Y1": 0.2732, "X2": 0.26641, "Y2": 0.273, "X3": 0.26641, "Y3": 0.2868, "X4": 0.17677, "Y4": 0.2878, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.2702, "Y1": 0.2732, "X2": 0.29798, "Y2": 0.273, "X3": 0.29672, "Y3": 0.2868, "X4": 0.26894, "Y4": 0.2868, "page": 0, "Index": 106}, {"Word": "broker", "Confidence": 0.996, "X1": 0.30177, "Y1": 0.2742, "X2": 0.35985, "Y2": 0.274, "X3": 0.35859, "Y3": 0.2868, "X4": 0.30051, "Y4": 0.2868, "page": 0, "Index": 107}, {"Word": "deals", "Confidence": 0.997, "X1": 0.36616, "Y1": 0.2742, "X2": 0.41035, "Y2": 0.274, "X3": 0.41035, "Y3": 0.2868, "X4": 0.3649, "Y4": 0.2868, "page": 0, "Index": 108}, {"Word": "with", "Confidence": 0.989, "X1": 0.41667, "Y1": 0.2742, "X2": 0.45581, "Y2": 0.274, "X3": 0.45455, "Y3": 0.2868, "X4": 0.41667, "Y4": 0.2868, "page": 0, "Index": 109}, {"Word": "both", "Confidence": 0.985, "X1": 0.4596, "Y1": 0.2742, "X2": 0.49747, "Y2": 0.274, "X3": 0.49747, "Y3": 0.2868, "X4": 0.45833, "Y4": 0.2868, "page": 0, "Index": 110}, {"Word": "manufacturer", "Confidence": 0.941, "X1": 0.50253, "Y1": 0.2732, "X2": 0.62121, "Y2": 0.273, "X3": 0.62121, "Y3": 0.2868, "X4": 0.50253, "Y4": 0.2868, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.998, "X1": 0.62753, "Y1": 0.2732, "X2": 0.66035, "Y2": 0.273, "X3": 0.65909, "Y3": 0.2868, "X4": 0.62753, "Y4": 0.2868, "page": 0, "Index": 112}, {"Word": "retailer", "Confidence": 0.796, "X1": 0.6654, "Y1": 0.2732, "X2": 0.73106, "Y2": 0.273, "X3": 0.73106, "Y3": 0.2878, "X4": 0.6654, "Y4": 0.2868, "page": 0, "Index": 113}, {"Word": "issues.", "Confidence": 0.962, "X1": 0.73737, "Y1": 0.2732, "X2": 0.79545, "Y2": 0.273, "X3": 0.79545, "Y3": 0.2878, "X4": 0.73737, "Y4": 0.2878, "page": 0, "Index": 114}, {"Word": "As", "Confidence": 0.998, "X1": 0.80682, "Y1": 0.2732, "X2": 0.83081, "Y2": 0.273, "X3": 0.83081, "Y3": 0.2878, "X4": 0.80682, "Y4": 0.2878, "page": 0, "Index": 115}, {"Word": "President", "Confidence": 0.994, "X1": 0.8346, "Y1": 0.2732, "X2": 0.91667, "Y2": 0.273, "X3": 0.91667, "Y3": 0.2878, "X4": 0.8346, "Y4": 0.2878, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.996, "X1": 0.06818, "Y1": 0.2872, "X2": 0.08712, "Y2": 0.287, "X3": 0.08712, "Y3": 0.2998, "X4": 0.06818, "Y4": 0.2998, "page": 0, "Index": 117}, {"Word": "one", "Confidence": 0.998, "X1": 0.09217, "Y1": 0.2872, "X2": 0.12374, "Y2": 0.287, "X3": 0.12374, "Y3": 0.3008, "X4": 0.09217, "Y4": 0.2998, "page": 0, "Index": 118}, {"Word": "of", "Confidence": 0.998, "X1": 0.13005, "Y1": 0.2872, "X2": 0.15025, "Y2": 0.287, "X3": 0.15025, "Y3": 0.3008, "X4": 0.13005, "Y4": 0.3008, "page": 0, "Index": 119}, {"Word": "the", "Confidence": 0.998, "X1": 0.1553, "Y1": 0.2872, "X2": 0.18308, "Y2": 0.287, "X3": 0.18308, "Y3": 0.3008, "X4": 0.1553, "Y4": 0.3008, "page": 0, "Index": 120}, {"Word": "premier", "Confidence": 0.995, "X1": 0.18561, "Y1": 0.2872, "X2": 0.25505, "Y2": 0.287, "X3": 0.25505, "Y3": 0.3008, "X4": 0.18561, "Y4": 0.3008, "page": 0, "Index": 121}, {"Word": "brokers", "Confidence": 0.955, "X1": 0.26263, "Y1": 0.2872, "X2": 0.32828, "Y2": 0.287, "X3": 0.32828, "Y3": 0.3008, "X4": 0.26263, "Y4": 0.3008, "page": 0, "Index": 122}, {"Word": "in", "Confidence": 0.998, "X1": 0.3346, "Y1": 0.2872, "X2": 0.35101, "Y2": 0.287, "X3": 0.35101, "Y3": 0.3008, "X4": 0.3346, "Y4": 0.3008, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.998, "X1": 0.35859, "Y1": 0.2872, "X2": 0.38636, "Y2": 0.287, "X3": 0.38636, "Y3": 0.3008, "X4": 0.35859, "Y4": 0.3008, "page": 0, "Index": 124}, {"Word": "United", "Confidence": 0.997, "X1": 0.39141, "Y1": 0.2872, "X2": 0.44823, "Y2": 0.287, "X3": 0.44823, "Y3": 0.3008, "X4": 0.39141, "Y4": 0.3008, "page": 0, "Index": 125}, {"Word": "States,", "Confidence": 0.981, "X1": 0.45581, "Y1": 0.2872, "X2": 0.51263, "Y2": 0.287, "X3": 0.51263, "Y3": 0.3008, "X4": 0.45581, "Y4": 0.3008, "page": 0, "Index": 126}, {"Word": "Pete", "Confidence": 0.987, "X1": 0.51641, "Y1": 0.2872, "X2": 0.55429, "Y2": 0.287, "X3": 0.55429, "Y3": 0.3008, "X4": 0.51641, "Y4": 0.3008, "page": 0, "Index": 127}, {"Word": "Jones", "Confidence": 0.997, "X1": 0.55934, "Y1": 0.2872, "X2": 0.60732, "Y2": 0.287, "X3": 0.60732, "Y3": 0.3008, "X4": 0.55934, "Y4": 0.3008, "page": 0, "Index": 128}, {"Word": "is", "Confidence": 0.998, "X1": 0.61364, "Y1": 0.2872, "X2": 0.63005, "Y2": 0.287, "X3": 0.63005, "Y3": 0.3008, "X4": 0.61364, "Y4": 0.3008, "page": 0, "Index": 129}, {"Word": "in", "Confidence": 0.998, "X1": 0.63384, "Y1": 0.2872, "X2": 0.65152, "Y2": 0.287, "X3": 0.65152, "Y3": 0.3008, "X4": 0.63384, "Y4": 0.3008, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.65909, "Y1": 0.2872, "X2": 0.68561, "Y2": 0.287, "X3": 0.68561, "Y3": 0.3008, "X4": 0.65909, "Y4": 0.3008, "page": 0, "Index": 131}, {"Word": "unique", "Confidence": 0.995, "X1": 0.68939, "Y1": 0.2872, "X2": 0.75, "Y2": 0.287, "X3": 0.75, "Y3": 0.3008, "X4": 0.68939, "Y4": 0.3008, "page": 0, "Index": 132}, {"Word": "position", "Confidence": 0.994, "X1": 0.75758, "Y1": 0.2872, "X2": 0.82449, "Y2": 0.287, "X3": 0.82449, "Y3": 0.3008, "X4": 0.75758, "Y4": 0.3008, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.83207, "Y1": 0.2872, "X2": 0.84975, "Y2": 0.287, "X3": 0.84975, "Y3": 0.3008, "X4": 0.83207, "Y4": 0.3008, "page": 0, "Index": 134}, {"Word": "discuss", "Confidence": 0.886, "X1": 0.8548, "Y1": 0.2872, "X2": 0.9154, "Y2": 0.287, "X3": 0.9154, "Y3": 0.3008, "X4": 0.8548, "Y4": 0.3008, "page": 0, "Index": 135}, {"Word": "how", "Confidence": 0.998, "X1": 0.06944, "Y1": 0.3002, "X2": 0.09975, "Y2": 0.3, "X3": 0.09848, "Y3": 0.3148, "X4": 0.06944, "Y4": 0.3138, "page": 0, "Index": 136}, {"Word": "brokers", "Confidence": 0.995, "X1": 0.10859, "Y1": 0.3002, "X2": 0.17424, "Y2": 0.3, "X3": 0.17298, "Y3": 0.3148, "X4": 0.10732, "Y4": 0.3148, "page": 0, "Index": 137}, {"Word": "need", "Confidence": 0.942, "X1": 0.17803, "Y1": 0.3012, "X2": 0.21843, "Y2": 0.301, "X3": 0.21843, "Y3": 0.3148, "X4": 0.17803, "Y4": 0.3148, "page": 0, "Index": 138}, {"Word": "to", "Confidence": 0.998, "X1": 0.22727, "Y1": 0.3012, "X2": 0.24495, "Y2": 0.301, "X3": 0.24495, "Y3": 0.3148, "X4": 0.22601, "Y4": 0.3148, "page": 0, "Index": 139}, {"Word": "market", "Confidence": 0.991, "X1": 0.24874, "Y1": 0.3012, "X2": 0.31313, "Y2": 0.301, "X3": 0.31187, "Y3": 0.3148, "X4": 0.24874, "Y4": 0.3148, "page": 0, "Index": 140}, {"Word": "manufacturer's", "Confidence": 0.971, "X1": 0.31818, "Y1": 0.3012, "X2": 0.44949, "Y2": 0.301, "X3": 0.44949, "Y3": 0.3158, "X4": 0.31692, "Y4": 0.3148, "page": 0, "Index": 141}, {"Word": "products", "Confidence": 0.984, "X1": 0.45581, "Y1": 0.3012, "X2": 0.53157, "Y2": 0.301, "X3": 0.53157, "Y3": 0.3158, "X4": 0.45581, "Y4": 0.3158, "page": 0, "Index": 142}, {"Word": "to", "Confidence": 0.997, "X1": 0.53788, "Y1": 0.3012, "X2": 0.55556, "Y2": 0.301, "X3": 0.55556, "Y3": 0.3158, "X4": 0.53788, "Y4": 0.3158, "page": 0, "Index": 143}, {"Word": "retailers", "Confidence": 0.887, "X1": 0.55934, "Y1": 0.3012, "X2": 0.63131, "Y2": 0.301, "X3": 0.63131, "Y3": 0.3148, "X4": 0.55934, "Y4": 0.3158, "page": 0, "Index": 144}, {"Word": "and", "Confidence": 0.998, "X1": 0.63636, "Y1": 0.3012, "X2": 0.66793, "Y2": 0.301, "X3": 0.66793, "Y3": 0.3148, "X4": 0.63636, "Y4": 0.3148, "page": 0, "Index": 145}, {"Word": "how", "Confidence": 0.998, "X1": 0.67551, "Y1": 0.3012, "X2": 0.70707, "Y2": 0.301, "X3": 0.70707, "Y3": 0.3148, "X4": 0.67551, "Y4": 0.3148, "page": 0, "Index": 146}, {"Word": "retailers", "Confidence": 0.994, "X1": 0.71591, "Y1": 0.3012, "X2": 0.78914, "Y2": 0.301, "X3": 0.78788, "Y3": 0.3148, "X4": 0.71591, "Y4": 0.3148, "page": 0, "Index": 147}, {"Word": "need", "Confidence": 0.799, "X1": 0.79419, "Y1": 0.3012, "X2": 0.83333, "Y2": 0.301, "X3": 0.83333, "Y3": 0.3148, "X4": 0.79419, "Y4": 0.3148, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.84217, "Y1": 0.3012, "X2": 0.85985, "Y2": 0.301, "X3": 0.85985, "Y3": 0.3148, "X4": 0.84217, "Y4": 0.3148, "page": 0, "Index": 149}, {"Word": "market", "Confidence": 0.994, "X1": 0.86364, "Y1": 0.3012, "X2": 0.92551, "Y2": 0.301, "X3": 0.92551, "Y3": 0.3148, "X4": 0.86364, "Y4": 0.3148, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.06818, "Y1": 0.3152, "X2": 0.08586, "Y2": 0.315, "X3": 0.08586, "Y3": 0.3288, "X4": 0.06818, "Y4": 0.3288, "page": 0, "Index": 151}, {"Word": "manufacturers.", "Confidence": 0.961, "X1": 0.08965, "Y1": 0.3152, "X2": 0.22348, "Y2": 0.315, "X3": 0.22348, "Y3": 0.3288, "X4": 0.08965, "Y4": 0.3288, "page": 0, "Index": 152}, {"Word": "Ilis", "Confidence": 0.944, "X1": 0.23611, "Y1": 0.3152, "X2": 0.26768, "Y2": 0.315, "X3": 0.26768, "Y3": 0.3288, "X4": 0.23485, "Y4": 0.3288, "page": 0, "Index": 153}, {"Word": "wide", "Confidence": 0.991, "X1": 0.27146, "Y1": 0.3152, "X2": 0.31439, "Y2": 0.315, "X3": 0.31313, "Y3": 0.3298, "X4": 0.27146, "Y4": 0.3288, "page": 0, "Index": 154}, {"Word": "breadth", "Confidence": 0.996, "X1": 0.31944, "Y1": 0.3152, "X2": 0.38384, "Y2": 0.315, "X3": 0.38384, "Y3": 0.3298, "X4": 0.31818, "Y4": 0.3298, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.998, "X1": 0.39015, "Y1": 0.3152, "X2": 0.41162, "Y2": 0.315, "X3": 0.41035, "Y3": 0.3298, "X4": 0.39015, "Y4": 0.3298, "page": 0, "Index": 156}, {"Word": "experience", "Confidence": 0.947, "X1": 0.41667, "Y1": 0.3152, "X2": 0.50884, "Y2": 0.315, "X3": 0.50884, "Y3": 0.3298, "X4": 0.4154, "Y4": 0.3298, "page": 0, "Index": 157}, {"Word": "has", "Confidence": 0.998, "X1": 0.51641, "Y1": 0.3152, "X2": 0.54545, "Y2": 0.315, "X3": 0.54545, "Y3": 0.3298, "X4": 0.51515, "Y4": 0.3298, "page": 0, "Index": 158}, {"Word": "enabled", "Confidence": 0.957, "X1": 0.54924, "Y1": 0.3152, "X2": 0.61616, "Y2": 0.315, "X3": 0.6149, "Y3": 0.3298, "X4": 0.54924, "Y4": 0.3298, "page": 0, "Index": 159}, {"Word": "him", "Confidence": 0.998, "X1": 0.625, "Y1": 0.3152, "X2": 0.65404, "Y2": 0.315, "X3": 0.65278, "Y3": 0.3298, "X4": 0.625, "Y4": 0.3298, "page": 0, "Index": 160}, {"Word": "to", "Confidence": 0.998, "X1": 0.66288, "Y1": 0.3152, "X2": 0.68056, "Y2": 0.315, "X3": 0.68056, "Y3": 0.3298, "X4": 0.66288, "Y4": 0.3298, "page": 0, "Index": 161}, {"Word": "discuss", "Confidence": 0.958, "X1": 0.68561, "Y1": 0.3152, "X2": 0.74747, "Y2": 0.315, "X3": 0.74747, "Y3": 0.3298, "X4": 0.68561, "Y4": 0.3298, "page": 0, "Index": 162}, {"Word": "how", "Confidence": 0.998, "X1": 0.75379, "Y1": 0.3162, "X2": 0.78535, "Y2": 0.316, "X3": 0.78535, "Y3": 0.3298, "X4": 0.75379, "Y4": 0.3298, "page": 0, "Index": 163}, {"Word": "his", "Confidence": 0.998, "X1": 0.79419, "Y1": 0.3162, "X2": 0.82197, "Y2": 0.316, "X3": 0.82197, "Y3": 0.3298, "X4": 0.79293, "Y4": 0.3298, "page": 0, "Index": 164}, {"Word": "brokerage", "Confidence": 0.614, "X1": 0.82576, "Y1": 0.3162, "X2": 0.91035, "Y2": 0.316, "X3": 0.90909, "Y3": 0.3298, "X4": 0.82576, "Y4": 0.3298, "page": 0, "Index": 165}, {"Word": "firm", "Confidence": 0.982, "X1": 0.06818, "Y1": 0.3282, "X2": 0.10227, "Y2": 0.328, "X3": 0.10227, "Y3": 0.3418, "X4": 0.06818, "Y4": 0.3418, "page": 0, "Index": 166}, {"Word": "\"markets", "Confidence": 0.78, "X1": 0.11364, "Y1": 0.3292, "X2": 0.19066, "Y2": 0.329, "X3": 0.19066, "Y3": 0.3428, "X4": 0.11364, "Y4": 0.3418, "page": 0, "Index": 167}, {"Word": "from", "Confidence": 0.981, "X1": 0.19571, "Y1": 0.3292, "X2": 0.23232, "Y2": 0.329, "X3": 0.23232, "Y3": 0.3428, "X4": 0.19571, "Y4": 0.3428, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.995, "X1": 0.24621, "Y1": 0.3292, "X2": 0.27399, "Y2": 0.329, "X3": 0.27273, "Y3": 0.3428, "X4": 0.24495, "Y4": 0.3428, "page": 0, "Index": 169}, {"Word": "middle.\"", "Confidence": 0.639, "X1": 0.27652, "Y1": 0.3282, "X2": 0.35101, "Y2": 0.328, "X3": 0.35101, "Y3": 0.3418, "X4": 0.27652, "Y4": 0.3428, "page": 0, "Index": 170}, {"Word": "This", "Confidence": 0.988, "X1": 0.08838, "Y1": 0.3432, "X2": 0.12626, "Y2": 0.343, "X3": 0.12626, "Y3": 0.3568, "X4": 0.08838, "Y4": 0.3568, "page": 0, "Index": 171}, {"Word": "is", "Confidence": 0.998, "X1": 0.13005, "Y1": 0.3432, "X2": 0.1452, "Y2": 0.343, "X3": 0.1452, "Y3": 0.3568, "X4": 0.13005, "Y4": 0.3568, "page": 0, "Index": 172}, {"Word": "an", "Confidence": 0.998, "X1": 0.14899, "Y1": 0.3432, "X2": 0.17045, "Y2": 0.343, "X3": 0.17045, "Y3": 0.3568, "X4": 0.14899, "Y4": 0.3568, "page": 0, "Index": 173}, {"Word": "outstanding", "Confidence": 0.993, "X1": 0.17677, "Y1": 0.3432, "X2": 0.27778, "Y2": 0.343, "X3": 0.27778, "Y3": 0.3568, "X4": 0.17677, "Y4": 0.3568, "page": 0, "Index": 174}, {"Word": "session", "Confidence": 0.996, "X1": 0.28409, "Y1": 0.3432, "X2": 0.34343, "Y2": 0.343, "X3": 0.34343, "Y3": 0.3578, "X4": 0.28409, "Y4": 0.3568, "page": 0, "Index": 175}, {"Word": "for", "Confidence": 0.998, "X1": 0.35227, "Y1": 0.3432, "X2": 0.38131, "Y2": 0.343, "X3": 0.38131, "Y3": 0.3578, "X4": 0.35227, "Y4": 0.3578, "page": 0, "Index": 176}, {"Word": "any", "Confidence": 0.998, "X1": 0.3851, "Y1": 0.3432, "X2": 0.41793, "Y2": 0.343, "X3": 0.41793, "Y3": 0.3578, "X4": 0.3851, "Y4": 0.3578, "page": 0, "Index": 177}, {"Word": "manufacturer", "Confidence": 0.991, "X1": 0.42424, "Y1": 0.3432, "X2": 0.54293, "Y2": 0.343, "X3": 0.54293, "Y3": 0.3578, "X4": 0.42424, "Y4": 0.3578, "page": 0, "Index": 178}, {"Word": "selling", "Confidence": 0.996, "X1": 0.54924, "Y1": 0.3432, "X2": 0.60606, "Y2": 0.343, "X3": 0.60606, "Y3": 0.3578, "X4": 0.54924, "Y4": 0.3578, "page": 0, "Index": 179}, {"Word": "through", "Confidence": 0.995, "X1": 0.61364, "Y1": 0.3432, "X2": 0.68056, "Y2": 0.343, "X3": 0.68056, "Y3": 0.3578, "X4": 0.61364, "Y4": 0.3578, "page": 0, "Index": 180}, {"Word": "brokers.", "Confidence": 0.993, "X1": 0.68434, "Y1": 0.3432, "X2": 0.75758, "Y2": 0.343, "X3": 0.75758, "Y3": 0.3578, "X4": 0.68434, "Y4": 0.3578, "page": 0, "Index": 181}, {"Word": "Whether", "Confidence": 0.996, "X1": 0.76768, "Y1": 0.3432, "X2": 0.83712, "Y2": 0.343, "X3": 0.83712, "Y3": 0.3578, "X4": 0.76768, "Y4": 0.3578, "page": 0, "Index": 182}, {"Word": "you", "Confidence": 0.998, "X1": 0.84091, "Y1": 0.3432, "X2": 0.87247, "Y2": 0.343, "X3": 0.87247, "Y3": 0.3578, "X4": 0.84091, "Y4": 0.3578, "page": 0, "Index": 183}, {"Word": "use", "Confidence": 0.998, "X1": 0.88005, "Y1": 0.3432, "X2": 0.90783, "Y2": 0.343, "X3": 0.90783, "Y3": 0.3578, "X4": 0.88005, "Y4": 0.3578, "page": 0, "Index": 184}, {"Word": "brokers", "Confidence": 0.992, "X1": 0.06944, "Y1": 0.3572, "X2": 0.13258, "Y2": 0.357, "X3": 0.13258, "Y3": 0.3708, "X4": 0.06818, "Y4": 0.3708, "page": 0, "Index": 185}, {"Word": "or", "Confidence": 0.997, "X1": 0.13889, "Y1": 0.3572, "X2": 0.15909, "Y2": 0.357, "X3": 0.15909, "Y3": 0.3708, "X4": 0.13889, "Y4": 0.3708, "page": 0, "Index": 186}, {"Word": "have", "Confidence": 0.988, "X1": 0.16288, "Y1": 0.3572, "X2": 0.20455, "Y2": 0.357, "X3": 0.20455, "Y3": 0.3708, "X4": 0.16288, "Y4": 0.3708, "page": 0, "Index": 187}, {"Word": "a", "Confidence": 0.995, "X1": 0.2096, "Y1": 0.3572, "X2": 0.2197, "Y2": 0.357, "X3": 0.2197, "Y3": 0.3708, "X4": 0.2096, "Y4": 0.3708, "page": 0, "Index": 188}, {"Word": "direct", "Confidence": 0.869, "X1": 0.22475, "Y1": 0.3572, "X2": 0.27904, "Y2": 0.357, "X3": 0.27778, "Y3": 0.3708, "X4": 0.22475, "Y4": 0.3708, "page": 0, "Index": 189}, {"Word": "sales", "Confidence": 0.997, "X1": 0.28283, "Y1": 0.3572, "X2": 0.32576, "Y2": 0.357, "X3": 0.32576, "Y3": 0.3708, "X4": 0.28157, "Y4": 0.3708, "page": 0, "Index": 190}, {"Word": "force,", "Confidence": 0.794, "X1": 0.33081, "Y1": 0.3572, "X2": 0.38636, "Y2": 0.357, "X3": 0.3851, "Y3": 0.3708, "X4": 0.33081, "Y4": 0.3708, "page": 0, "Index": 191}, {"Word": "this", "Confidence": 0.987, "X1": 0.39015, "Y1": 0.3572, "X2": 0.42172, "Y2": 0.357, "X3": 0.42172, "Y3": 0.3718, "X4": 0.38889, "Y4": 0.3718, "page": 0, "Index": 192}, {"Word": "session", "Confidence": 0.996, "X1": 0.42551, "Y1": 0.3572, "X2": 0.48232, "Y2": 0.357, "X3": 0.48232, "Y3": 0.3718, "X4": 0.42551, "Y4": 0.3718, "page": 0, "Index": 193}, {"Word": "will", "Confidence": 0.989, "X1": 0.49369, "Y1": 0.3572, "X2": 0.52904, "Y2": 0.357, "X3": 0.52904, "Y3": 0.3718, "X4": 0.49242, "Y4": 0.3718, "page": 0, "Index": 194}, {"Word": "provide", "Confidence": 0.992, "X1": 0.53283, "Y1": 0.3572, "X2": 0.60101, "Y2": 0.357, "X3": 0.59975, "Y3": 0.3718, "X4": 0.53283, "Y4": 0.3718, "page": 0, "Index": 195}, {"Word": "understanding", "Confidence": 0.992, "X1": 0.60859, "Y1": 0.3572, "X2": 0.7298, "Y2": 0.357, "X3": 0.72854, "Y3": 0.3708, "X4": 0.60732, "Y4": 0.3708, "page": 0, "Index": 196}, {"Word": "on", "Confidence": 0.997, "X1": 0.73864, "Y1": 0.3572, "X2": 0.7601, "Y2": 0.357, "X3": 0.75884, "Y3": 0.3708, "X4": 0.73737, "Y4": 0.3708, "page": 0, "Index": 197}, {"Word": "how", "Confidence": 0.998, "X1": 0.76641, "Y1": 0.3572, "X2": 0.79798, "Y2": 0.357, "X3": 0.79672, "Y3": 0.3708, "X4": 0.76515, "Y4": 0.3708, "page": 0, "Index": 198}, {"Word": "one", "Confidence": 0.981, "X1": 0.80429, "Y1": 0.3572, "X2": 0.83586, "Y2": 0.357, "X3": 0.8346, "Y3": 0.3708, "X4": 0.80303, "Y4": 0.3708, "page": 0, "Index": 199}, {"Word": "of", "Confidence": 0.998, "X1": 0.84091, "Y1": 0.3572, "X2": 0.86237, "Y2": 0.357, "X3": 0.86111, "Y3": 0.3708, "X4": 0.83965, "Y4": 0.3708, "page": 0, "Index": 200}, {"Word": "the", "Confidence": 0.998, "X1": 0.86742, "Y1": 0.3562, "X2": 0.8952, "Y2": 0.356, "X3": 0.89394, "Y3": 0.3708, "X4": 0.86616, "Y4": 0.3708, "page": 0, "Index": 201}, {"Word": "best", "Confidence": 0.986, "X1": 0.07323, "Y1": 0.3712, "X2": 0.1048, "Y2": 0.371, "X3": 0.1048, "Y3": 0.3848, "X4": 0.07197, "Y4": 0.3848, "page": 0, "Index": 202}, {"Word": "local", "Confidence": 0.849, "X1": 0.10859, "Y1": 0.3712, "X2": 0.15278, "Y2": 0.371, "X3": 0.15278, "Y3": 0.3858, "X4": 0.10859, "Y4": 0.3858, "page": 0, "Index": 203}, {"Word": "marketers", "Confidence": 0.8, "X1": 0.15657, "Y1": 0.3712, "X2": 0.24495, "Y2": 0.371, "X3": 0.24369, "Y3": 0.3858, "X4": 0.15657, "Y4": 0.3858, "page": 0, "Index": 204}, {"Word": "in", "Confidence": 0.998, "X1": 0.25, "Y1": 0.3712, "X2": 0.26894, "Y2": 0.371, "X3": 0.26768, "Y3": 0.3858, "X4": 0.25, "Y4": 0.3858, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.27399, "Y1": 0.3712, "X2": 0.30303, "Y2": 0.371, "X3": 0.30303, "Y3": 0.3868, "X4": 0.27399, "Y4": 0.3858, "page": 0, "Index": 206}, {"Word": "world", "Confidence": 0.996, "X1": 0.30682, "Y1": 0.3712, "X2": 0.35606, "Y2": 0.371, "X3": 0.35606, "Y3": 0.3868, "X4": 0.30682, "Y4": 0.3868, "page": 0, "Index": 207}, {"Word": "designs", "Confidence": 0.995, "X1": 0.36111, "Y1": 0.3712, "X2": 0.42677, "Y2": 0.371, "X3": 0.42677, "Y3": 0.3868, "X4": 0.36111, "Y4": 0.3868, "page": 0, "Index": 208}, {"Word": "and", "Confidence": 0.998, "X1": 0.43182, "Y1": 0.3712, "X2": 0.46465, "Y2": 0.371, "X3": 0.46465, "Y3": 0.3868, "X4": 0.43182, "Y4": 0.3868, "page": 0, "Index": 209}, {"Word": "markets", "Confidence": 0.991, "X1": 0.4697, "Y1": 0.3712, "X2": 0.54167, "Y2": 0.371, "X3": 0.54167, "Y3": 0.3868, "X4": 0.4697, "Y4": 0.3868, "page": 0, "Index": 210}, {"Word": "products.", "Confidence": 0.991, "X1": 0.54545, "Y1": 0.3712, "X2": 0.625, "Y2": 0.371, "X3": 0.625, "Y3": 0.3858, "X4": 0.54545, "Y4": 0.3868, "page": 0, "Index": 211}, {"Word": "Walt", "Confidence": 0.988, "X1": 0.58712, "Y1": 0.3982, "X2": 0.64015, "Y2": 0.398, "X3": 0.64015, "Y3": 0.4158, "X4": 0.58712, "Y4": 0.4158, "page": 0, "Index": 212}, {"Word": "Biscardi", "Confidence": 0.994, "X1": 0.6452, "Y1": 0.3992, "X2": 0.73864, "Y2": 0.399, "X3": 0.73864, "Y3": 0.4168, "X4": 0.6452, "Y4": 0.4158, "page": 0, "Index": 213}, {"Word": "Motivating", "Confidence": 0.993, "X1": 0.07071, "Y1": 0.3972, "X2": 0.18687, "Y2": 0.397, "X3": 0.18687, "Y3": 0.4188, "X4": 0.07071, "Y4": 0.4178, "page": 0, "Index": 214}, {"Word": "the", "Confidence": 0.998, "X1": 0.19192, "Y1": 0.3982, "X2": 0.2298, "Y2": 0.398, "X3": 0.2298, "Y3": 0.4188, "X4": 0.19192, "Y4": 0.4188, "page": 0, "Index": 215}, {"Word": "Promotion", "Confidence": 0.995, "X1": 0.23485, "Y1": 0.3982, "X2": 0.35101, "Y2": 0.398, "X3": 0.35101, "Y3": 0.4188, "X4": 0.23485, "Y4": 0.4188, "page": 0, "Index": 216}, {"Word": "Presenter", "Confidence": 0.996, "X1": 0.35606, "Y1": 0.4002, "X2": 0.46465, "Y2": 0.4, "X3": 0.46338, "Y3": 0.4188, "X4": 0.35606, "Y4": 0.4188, "page": 0, "Index": 217}, {"Word": "President", "Confidence": 0.995, "X1": 0.58712, "Y1": 0.4182, "X2": 0.66793, "Y2": 0.418, "X3": 0.66793, "Y3": 0.4308, "X4": 0.58586, "Y4": 0.4308, "page": 0, "Index": 218}, {"Word": "Biscardi", "Confidence": 0.995, "X1": 0.58712, "Y1": 0.4312, "X2": 0.65909, "Y2": 0.431, "X3": 0.65783, "Y3": 0.4458, "X4": 0.58712, "Y4": 0.4448, "page": 0, "Index": 219}, {"Word": "Enterprises", "Confidence": 0.79, "X1": 0.66414, "Y1": 0.4322, "X2": 0.76263, "Y2": 0.432, "X3": 0.76136, "Y3": 0.4468, "X4": 0.66414, "Y4": 0.4458, "page": 0, "Index": 220}, {"Word": "Walt", "Confidence": 0.987, "X1": 0.08838, "Y1": 0.4582, "X2": 0.12626, "Y2": 0.458, "X3": 0.12626, "Y3": 0.4728, "X4": 0.08838, "Y4": 0.4728, "page": 0, "Index": 221}, {"Word": "Biscardi", "Confidence": 0.995, "X1": 0.13005, "Y1": 0.4582, "X2": 0.20455, "Y2": 0.458, "X3": 0.20455, "Y3": 0.4728, "X4": 0.13005, "Y4": 0.4728, "page": 0, "Index": 222}, {"Word": "is", "Confidence": 0.998, "X1": 0.20833, "Y1": 0.4582, "X2": 0.22475, "Y2": 0.458, "X3": 0.22475, "Y3": 0.4738, "X4": 0.20833, "Y4": 0.4738, "page": 0, "Index": 223}, {"Word": "recognized", "Confidence": 0.939, "X1": 0.22854, "Y1": 0.4592, "X2": 0.32071, "Y2": 0.459, "X3": 0.32197, "Y3": 0.4738, "X4": 0.22854, "Y4": 0.4738, "page": 0, "Index": 224}, {"Word": "as", "Confidence": 0.997, "X1": 0.33081, "Y1": 0.4592, "X2": 0.34975, "Y2": 0.459, "X3": 0.34975, "Y3": 0.4738, "X4": 0.33081, "Y4": 0.4738, "page": 0, "Index": 225}, {"Word": "one", "Confidence": 0.478, "X1": 0.35354, "Y1": 0.4592, "X2": 0.38636, "Y2": 0.459, "X3": 0.38636, "Y3": 0.4738, "X4": 0.3548, "Y4": 0.4738, "page": 0, "Index": 226}, {"Word": "of", "Confidence": 0.998, "X1": 0.39015, "Y1": 0.4592, "X2": 0.41288, "Y2": 0.459, "X3": 0.41288, "Y3": 0.4738, "X4": 0.39015, "Y4": 0.4738, "page": 0, "Index": 227}, {"Word": "the", "Confidence": 0.965, "X1": 0.41667, "Y1": 0.4592, "X2": 0.44444, "Y2": 0.459, "X3": 0.44444, "Y3": 0.4748, "X4": 0.41793, "Y4": 0.4738, "page": 0, "Index": 228}, {"Word": "most", "Confidence": 0.991, "X1": 0.44823, "Y1": 0.4592, "X2": 0.4899, "Y2": 0.459, "X3": 0.49116, "Y3": 0.4748, "X4": 0.44823, "Y4": 0.4748, "page": 0, "Index": 229}, {"Word": "inspirational", "Confidence": 0.991, "X1": 0.49369, "Y1": 0.4592, "X2": 0.60732, "Y2": 0.459, "X3": 0.60732, "Y3": 0.4748, "X4": 0.49495, "Y4": 0.4748, "page": 0, "Index": 230}, {"Word": "and", "Confidence": 0.998, "X1": 0.61111, "Y1": 0.4592, "X2": 0.64268, "Y2": 0.459, "X3": 0.64394, "Y3": 0.4748, "X4": 0.61237, "Y4": 0.4748, "page": 0, "Index": 231}, {"Word": "motivating", "Confidence": 0.991, "X1": 0.64899, "Y1": 0.4592, "X2": 0.74369, "Y2": 0.459, "X3": 0.74495, "Y3": 0.4748, "X4": 0.64899, "Y4": 0.4748, "page": 0, "Index": 232}, {"Word": "speakers", "Confidence": 0.942, "X1": 0.74747, "Y1": 0.4592, "X2": 0.82323, "Y2": 0.459, "X3": 0.82449, "Y3": 0.4738, "X4": 0.74874, "Y4": 0.4748, "page": 0, "Index": 233}, {"Word": "within", "Confidence": 0.996, "X1": 0.83207, "Y1": 0.4592, "X2": 0.8851, "Y2": 0.459, "X3": 0.88636, "Y3": 0.4738, "X4": 0.83207, "Y4": 0.4738, "page": 0, "Index": 234}, {"Word": "our", "Confidence": 0.998, "X1": 0.88889, "Y1": 0.4582, "X2": 0.92045, "Y2": 0.458, "X3": 0.92172, "Y3": 0.4738, "X4": 0.89015, "Y4": 0.4738, "page": 0, "Index": 235}, {"Word": "industry.", "Confidence": 0.994, "X1": 0.06818, "Y1": 0.4732, "X2": 0.14899, "Y2": 0.473, "X3": 0.14899, "Y3": 0.4868, "X4": 0.06818, "Y4": 0.4868, "page": 0, "Index": 236}, {"Word": "Anyone", "Confidence": 0.991, "X1": 0.16035, "Y1": 0.4732, "X2": 0.22475, "Y2": 0.473, "X3": 0.22475, "Y3": 0.4868, "X4": 0.16035, "Y4": 0.4868, "page": 0, "Index": 237}, {"Word": "that", "Confidence": 0.991, "X1": 0.23359, "Y1": 0.4732, "X2": 0.26768, "Y2": 0.473, "X3": 0.26768, "Y3": 0.4868, "X4": 0.23359, "Y4": 0.4868, "page": 0, "Index": 238}, {"Word": "has", "Confidence": 0.998, "X1": 0.27146, "Y1": 0.4732, "X2": 0.30051, "Y2": 0.473, "X3": 0.30051, "Y3": 0.4868, "X4": 0.27146, "Y4": 0.4868, "page": 0, "Index": 239}, {"Word": "ever", "Confidence": 0.971, "X1": 0.30429, "Y1": 0.4732, "X2": 0.34343, "Y2": 0.473, "X3": 0.34343, "Y3": 0.4868, "X4": 0.30429, "Y4": 0.4868, "page": 0, "Index": 240}, {"Word": "had", "Confidence": 0.998, "X1": 0.34975, "Y1": 0.4732, "X2": 0.38131, "Y2": 0.473, "X3": 0.38131, "Y3": 0.4868, "X4": 0.34848, "Y4": 0.4868, "page": 0, "Index": 241}, {"Word": "the", "Confidence": 0.998, "X1": 0.38763, "Y1": 0.4732, "X2": 0.41414, "Y2": 0.473, "X3": 0.41414, "Y3": 0.4868, "X4": 0.38636, "Y4": 0.4868, "page": 0, "Index": 242}, {"Word": "opportunity", "Confidence": 0.991, "X1": 0.41793, "Y1": 0.4732, "X2": 0.51894, "Y2": 0.473, "X3": 0.51768, "Y3": 0.4868, "X4": 0.41793, "Y4": 0.4868, "page": 0, "Index": 243}, {"Word": "to", "Confidence": 0.997, "X1": 0.52778, "Y1": 0.4732, "X2": 0.54545, "Y2": 0.473, "X3": 0.54419, "Y3": 0.4868, "X4": 0.52778, "Y4": 0.4868, "page": 0, "Index": 244}, {"Word": "hear", "Confidence": 0.986, "X1": 0.54924, "Y1": 0.4732, "X2": 0.58838, "Y2": 0.473, "X3": 0.58838, "Y3": 0.4868, "X4": 0.54924, "Y4": 0.4868, "page": 0, "Index": 245}, {"Word": "Walt,", "Confidence": 0.857, "X1": 0.59343, "Y1": 0.4732, "X2": 0.63763, "Y2": 0.473, "X3": 0.63763, "Y3": 0.4868, "X4": 0.59343, "Y4": 0.4868, "page": 0, "Index": 246}, {"Word": "will", "Confidence": 0.795, "X1": 0.64141, "Y1": 0.4732, "X2": 0.67677, "Y2": 0.473, "X3": 0.67677, "Y3": 0.4868, "X4": 0.64141, "Y4": 0.4868, "page": 0, "Index": 247}, {"Word": "attest", "Confidence": 0.996, "X1": 0.68056, "Y1": 0.4732, "X2": 0.7298, "Y2": 0.473, "X3": 0.72854, "Y3": 0.4868, "X4": 0.68056, "Y4": 0.4868, "page": 0, "Index": 248}, {"Word": "to", "Confidence": 0.998, "X1": 0.73359, "Y1": 0.4732, "X2": 0.75126, "Y2": 0.473, "X3": 0.75, "Y3": 0.4868, "X4": 0.73232, "Y4": 0.4868, "page": 0, "Index": 249}, {"Word": "that", "Confidence": 0.988, "X1": 0.75631, "Y1": 0.4732, "X2": 0.7904, "Y2": 0.473, "X3": 0.7904, "Y3": 0.4868, "X4": 0.75505, "Y4": 0.4868, "page": 0, "Index": 250}, {"Word": "!", "Confidence": 0.996, "X1": 0.79419, "Y1": 0.4732, "X2": 0.80429, "Y2": 0.473, "X3": 0.80303, "Y3": 0.4868, "X4": 0.79293, "Y4": 0.4868, "page": 0, "Index": 251}, {"Word": "park", "Confidence": 0.088, "X1": 0.85732, "Y1": 0.4662, "X2": 0.90909, "Y2": 0.466, "X3": 0.91288, "Y3": 0.4868, "X4": 0.86237, "Y4": 0.4998, "page": 0, "Index": 252}, {"Word": "inspirational", "Confidence": 0.989, "X1": 0.22727, "Y1": 0.4862, "X2": 0.33965, "Y2": 0.486, "X3": 0.33965, "Y3": 0.4978, "X4": 0.22854, "Y4": 0.4988, "page": 0, "Index": 253}, {"Word": "start", "Confidence": 0.955, "X1": 0.3447, "Y1": 0.4862, "X2": 0.38636, "Y2": 0.486, "X3": 0.38636, "Y3": 0.4978, "X4": 0.3447, "Y4": 0.4978, "page": 0, "Index": 254}, {"Word": "to", "Confidence": 0.232, "X1": 0.39141, "Y1": 0.4862, "X2": 0.40783, "Y2": 0.486, "X3": 0.40657, "Y3": 0.4978, "X4": 0.39015, "Y4": 0.4978, "page": 0, "Index": 255}, {"Word": "an", "Confidence": 0.998, "X1": 0.41288, "Y1": 0.4862, "X2": 0.43182, "Y2": 0.486, "X3": 0.43056, "Y3": 0.4978, "X4": 0.41288, "Y4": 0.4978, "page": 0, "Index": 256}, {"Word": "exciting", "Confidence": 0.625, "X1": 0.43939, "Y1": 0.4862, "X2": 0.50884, "Y2": 0.486, "X3": 0.50758, "Y3": 0.4978, "X4": 0.43939, "Y4": 0.4978, "page": 0, "Index": 257}, {"Word": "conference.", "Confidence": 0.943, "X1": 0.51515, "Y1": 0.4862, "X2": 0.61742, "Y2": 0.486, "X3": 0.61616, "Y3": 0.4968, "X4": 0.51389, "Y4": 0.4978, "page": 0, "Index": 258}, {"Word": "This", "Confidence": 0.951, "X1": 0.08965, "Y1": 0.4872, "X2": 0.12626, "Y2": 0.487, "X3": 0.12753, "Y3": 0.4998, "X4": 0.09091, "Y4": 0.5008, "page": 0, "Index": 259}, {"Word": "is", "Confidence": 0.998, "X1": 0.13005, "Y1": 0.4862, "X2": 0.1452, "Y2": 0.486, "X3": 0.1452, "Y3": 0.4998, "X4": 0.13005, "Y4": 0.4998, "page": 0, "Index": 260}, {"Word": "truly", "Confidence": 0.619, "X1": 0.15025, "Y1": 0.4862, "X2": 0.19192, "Y2": 0.486, "X3": 0.19318, "Y3": 0.4998, "X4": 0.15152, "Y4": 0.4998, "page": 0, "Index": 261}, {"Word": "an", "Confidence": 0.998, "X1": 0.20076, "Y1": 0.4862, "X2": 0.2197, "Y2": 0.486, "X3": 0.2197, "Y3": 0.4988, "X4": 0.20076, "Y4": 0.4998, "page": 0, "Index": 262}, {"Word": "will", "Confidence": 0.743, "X1": 0.80177, "Y1": 0.4792, "X2": 0.85227, "Y2": 0.479, "X3": 0.85732, "Y3": 0.5008, "X4": 0.80808, "Y4": 0.5128, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.997, "X1": 0.88636, "Y1": 0.4812, "X2": 0.92424, "Y2": 0.481, "X3": 0.93308, "Y3": 0.5018, "X4": 0.89646, "Y4": 0.5118, "page": 0, "Index": 264}, {"Word": "This", "Confidence": 0.98, "X1": 0.75379, "Y1": 0.4922, "X2": 0.79672, "Y2": 0.492, "X3": 0.80177, "Y3": 0.5138, "X4": 0.7601, "Y4": 0.5248, "page": 0, "Index": 265}, {"Word": "times", "Confidence": 0.215, "X1": 0.82955, "Y1": 0.4942, "X2": 0.88131, "Y2": 0.494, "X3": 0.89141, "Y3": 0.5138, "X4": 0.83965, "Y4": 0.5288, "page": 0, "Index": 266}, {"Word": "cose.", "Confidence": 0.087, "X1": 0.88384, "Y1": 0.4972, "X2": 0.93687, "Y2": 0.497, "X3": 0.94697, "Y3": 0.5148, "X4": 0.89268, "Y4": 0.5328, "page": 0, "Index": 267}, {"Word": "conference", "Confidence": 0.795, "X1": 0.77399, "Y1": 0.5162, "X2": 0.87753, "Y2": 0.516, "X3": 0.88636, "Y3": 0.5358, "X4": 0.78283, "Y4": 0.5718, "page": 0, "Index": 268}, {"Word": "20", "Confidence": 0.724, "X1": 0.79798, "Y1": 0.5102, "X2": 0.82323, "Y2": 0.51, "X3": 0.8346, "Y3": 0.5298, "X4": 0.80934, "Y4": 0.5368, "page": 0, "Index": 269}, {"Word": "Reducing", "Confidence": 0.994, "X1": 0.07197, "Y1": 0.5252, "X2": 0.16919, "Y2": 0.525, "X3": 0.16793, "Y3": 0.5458, "X4": 0.07071, "Y4": 0.5458, "page": 0, "Index": 270}, {"Word": "Costs", "Confidence": 0.996, "X1": 0.17424, "Y1": 0.5262, "X2": 0.2399, "Y2": 0.526, "X3": 0.23864, "Y3": 0.5458, "X4": 0.17298, "Y4": 0.5458, "page": 0, "Index": 271}, {"Word": "&", "Confidence": 0.876, "X1": 0.24369, "Y1": 0.5272, "X2": 0.2601, "Y2": 0.527, "X3": 0.25884, "Y3": 0.5458, "X4": 0.24369, "Y4": 0.5458, "page": 0, "Index": 272}, {"Word": "Making", "Confidence": 0.997, "X1": 0.2702, "Y1": 0.5292, "X2": 0.3548, "Y2": 0.529, "X3": 0.3548, "Y3": 0.5468, "X4": 0.2702, "Y4": 0.5458, "page": 0, "Index": 273}, {"Word": "Robert", "Confidence": 0.995, "X1": 0.58333, "Y1": 0.5272, "X2": 0.65657, "Y2": 0.527, "X3": 0.65783, "Y3": 0.5448, "X4": 0.58586, "Y4": 0.5458, "page": 0, "Index": 274}, {"Word": "Brown", "Confidence": 0.998, "X1": 0.66162, "Y1": 0.5282, "X2": 0.73359, "Y2": 0.528, "X3": 0.73359, "Y3": 0.5458, "X4": 0.66162, "Y4": 0.5448, "page": 0, "Index": 275}, {"Word": "you", "Confidence": 0.986, "X1": 0.75, "Y1": 0.5202, "X2": 0.78788, "Y2": 0.52, "X3": 0.79924, "Y3": 0.5398, "X4": 0.76136, "Y4": 0.5498, "page": 0, "Index": 276}, {"Word": "Single", "Confidence": 0.997, "X1": 0.10101, "Y1": 0.5452, "X2": 0.16919, "Y2": 0.545, "X3": 0.16919, "Y3": 0.5628, "X4": 0.09975, "Y4": 0.5628, "page": 0, "Index": 277}, {"Word": "Source", "Confidence": 0.997, "X1": 0.17424, "Y1": 0.5462, "X2": 0.25126, "Y2": 0.546, "X3": 0.25126, "Y3": 0.5628, "X4": 0.17424, "Y4": 0.5628, "page": 0, "Index": 278}, {"Word": "Usable", "Confidence": 0.997, "X1": 0.25758, "Y1": 0.5462, "X2": 0.33333, "Y2": 0.546, "X3": 0.3346, "Y3": 0.5638, "X4": 0.25758, "Y4": 0.5628, "page": 0, "Index": 279}, {"Word": "President/CEO", "Confidence": 0.882, "X1": 0.5846, "Y1": 0.5482, "X2": 0.70707, "Y2": 0.548, "X3": 0.70581, "Y3": 0.5628, "X4": 0.5846, "Y4": 0.5638, "page": 0, "Index": 280}, {"Word": "6", "Confidence": 0.991, "X1": 0.06944, "Y1": 0.5612, "X2": 0.0846, "Y2": 0.561, "X3": 0.0846, "Y3": 0.5808, "X4": 0.06944, "Y4": 0.5798, "page": 0, "Index": 281}, {"Word": "Practical", "Confidence": 0.995, "X1": 0.08965, "Y1": 0.5632, "X2": 0.18939, "Y2": 0.563, "X3": 0.18939, "Y3": 0.5808, "X4": 0.08965, "Y4": 0.5808, "page": 0, "Index": 282}, {"Word": "Programs", "Confidence": 0.996, "X1": 0.19318, "Y1": 0.5632, "X2": 0.30177, "Y2": 0.563, "X3": 0.30051, "Y3": 0.5808, "X4": 0.19318, "Y4": 0.5808, "page": 0, "Index": 283}, {"Word": "to", "Confidence": 0.998, "X1": 0.30556, "Y1": 0.5632, "X2": 0.33081, "Y2": 0.563, "X3": 0.32955, "Y3": 0.5808, "X4": 0.30556, "Y4": 0.5808, "page": 0, "Index": 284}, {"Word": "Gain", "Confidence": 0.989, "X1": 0.33712, "Y1": 0.5622, "X2": 0.38763, "Y2": 0.562, "X3": 0.38763, "Y3": 0.5818, "X4": 0.33712, "Y4": 0.5818, "page": 0, "Index": 285}, {"Word": "SPAR/Burgoyne,", "Confidence": 0.992, "X1": 0.58712, "Y1": 0.5662, "X2": 0.73359, "Y2": 0.566, "X3": 0.73232, "Y3": 0.5808, "X4": 0.58712, "Y4": 0.5818, "page": 0, "Index": 286}, {"Word": "Inc.", "Confidence": 0.991, "X1": 0.73737, "Y1": 0.5672, "X2": 0.77273, "Y2": 0.567, "X3": 0.77146, "Y3": 0.5798, "X4": 0.73611, "Y4": 0.5808, "page": 0, "Index": 287}, {"Word": "a", "Confidence": 0.991, "X1": 0.10606, "Y1": 0.5812, "X2": 0.11616, "Y2": 0.581, "X3": 0.11616, "Y3": 0.5998, "X4": 0.1048, "Y4": 0.5998, "page": 0, "Index": 288}, {"Word": "Competitive", "Confidence": 0.993, "X1": 0.12121, "Y1": 0.5802, "X2": 0.25631, "Y2": 0.58, "X3": 0.25505, "Y3": 0.5988, "X4": 0.12121, "Y4": 0.5998, "page": 0, "Index": 289}, {"Word": "Promotion", "Confidence": 0.995, "X1": 0.2601, "Y1": 0.5812, "X2": 0.37626, "Y2": 0.581, "X3": 0.37626, "Y3": 0.5998, "X4": 0.2601, "Y4": 0.5988, "page": 0, "Index": 290}, {"Word": "Edge", "Confidence": 0.988, "X1": 0.38258, "Y1": 0.5812, "X2": 0.43813, "Y2": 0.581, "X3": 0.43687, "Y3": 0.6008, "X4": 0.38131, "Y4": 0.5998, "page": 0, "Index": 291}, {"Word": "Instead", "Confidence": 0.994, "X1": 0.08965, "Y1": 0.6162, "X2": 0.15025, "Y2": 0.616, "X3": 0.15025, "Y3": 0.6308, "X4": 0.08965, "Y4": 0.6308, "page": 0, "Index": 292}, {"Word": "of", "Confidence": 0.998, "X1": 0.15783, "Y1": 0.6162, "X2": 0.17929, "Y2": 0.616, "X3": 0.17929, "Y3": 0.6308, "X4": 0.15783, "Y4": 0.6308, "page": 0, "Index": 293}, {"Word": "spending", "Confidence": 0.994, "X1": 0.18308, "Y1": 0.6162, "X2": 0.26263, "Y2": 0.616, "X3": 0.26136, "Y3": 0.6308, "X4": 0.18308, "Y4": 0.6308, "page": 0, "Index": 294}, {"Word": "more", "Confidence": 0.989, "X1": 0.2702, "Y1": 0.6162, "X2": 0.31439, "Y2": 0.616, "X3": 0.31439, "Y3": 0.6308, "X4": 0.2702, "Y4": 0.6308, "page": 0, "Index": 295}, {"Word": "on", "Confidence": 0.997, "X1": 0.31818, "Y1": 0.6162, "X2": 0.34091, "Y2": 0.616, "X3": 0.34091, "Y3": 0.6308, "X4": 0.31818, "Y4": 0.6308, "page": 0, "Index": 296}, {"Word": "single", "Confidence": 0.997, "X1": 0.34596, "Y1": 0.6162, "X2": 0.39899, "Y2": 0.616, "X3": 0.39773, "Y3": 0.6308, "X4": 0.34596, "Y4": 0.6308, "page": 0, "Index": 297}, {"Word": "source", "Confidence": 0.989, "X1": 0.40404, "Y1": 0.6162, "X2": 0.4596, "Y2": 0.616, "X3": 0.4596, "Y3": 0.6308, "X4": 0.40404, "Y4": 0.6308, "page": 0, "Index": 298}, {"Word": "services,", "Confidence": 0.972, "X1": 0.46465, "Y1": 0.6162, "X2": 0.54419, "Y2": 0.616, "X3": 0.54419, "Y3": 0.6308, "X4": 0.46465, "Y4": 0.6308, "page": 0, "Index": 299}, {"Word": "there", "Confidence": 0.996, "X1": 0.54798, "Y1": 0.6162, "X2": 0.59343, "Y2": 0.616, "X3": 0.59343, "Y3": 0.6308, "X4": 0.54798, "Y4": 0.6308, "page": 0, "Index": 300}, {"Word": "is", "Confidence": 0.998, "X1": 0.59722, "Y1": 0.6162, "X2": 0.61364, "Y2": 0.616, "X3": 0.61364, "Y3": 0.6308, "X4": 0.59722, "Y4": 0.6308, "page": 0, "Index": 301}, {"Word": "a", "Confidence": 0.991, "X1": 0.61742, "Y1": 0.6162, "X2": 0.62879, "Y2": 0.616, "X3": 0.62879, "Y3": 0.6308, "X4": 0.61742, "Y4": 0.6308, "page": 0, "Index": 302}, {"Word": "way", "Confidence": 0.994, "X1": 0.63384, "Y1": 0.6162, "X2": 0.67045, "Y2": 0.616, "X3": 0.67045, "Y3": 0.6308, "X4": 0.63384, "Y4": 0.6308, "page": 0, "Index": 303}, {"Word": "to", "Confidence": 0.998, "X1": 0.67551, "Y1": 0.6162, "X2": 0.69444, "Y2": 0.616, "X3": 0.69444, "Y3": 0.6308, "X4": 0.67551, "Y4": 0.6308, "page": 0, "Index": 304}, {"Word": "spend", "Confidence": 0.991, "X1": 0.69823, "Y1": 0.6162, "X2": 0.74621, "Y2": 0.616, "X3": 0.74621, "Y3": 0.6308, "X4": 0.69823, "Y4": 0.6308, "page": 0, "Index": 305}, {"Word": "less", "Confidence": 0.985, "X1": 0.75379, "Y1": 0.6162, "X2": 0.78914, "Y2": 0.616, "X3": 0.78914, "Y3": 0.6308, "X4": 0.75505, "Y4": 0.6308, "page": 0, "Index": 306}, {"Word": "to", "Confidence": 0.997, "X1": 0.79419, "Y1": 0.6162, "X2": 0.81313, "Y2": 0.616, "X3": 0.81313, "Y3": 0.6308, "X4": 0.79419, "Y4": 0.6308, "page": 0, "Index": 307}, {"Word": "get", "Confidence": 0.994, "X1": 0.81692, "Y1": 0.6162, "X2": 0.8447, "Y2": 0.616, "X3": 0.8447, "Y3": 0.6308, "X4": 0.81692, "Y4": 0.6308, "page": 0, "Index": 308}, {"Word": "more", "Confidence": 0.969, "X1": 0.84848, "Y1": 0.6162, "X2": 0.89268, "Y2": 0.616, "X3": 0.89268, "Y3": 0.6298, "X4": 0.84848, "Y4": 0.6308, "page": 0, "Index": 309}, {"Word": "value.", "Confidence": 0.941, "X1": 0.07071, "Y1": 0.6302, "X2": 0.125, "Y2": 0.63, "X3": 0.125, "Y3": 0.6438, "X4": 0.07071, "Y4": 0.6428, "page": 0, "Index": 310}, {"Word": "Robert", "Confidence": 0.997, "X1": 0.1351, "Y1": 0.6302, "X2": 0.19697, "Y2": 0.63, "X3": 0.19697, "Y3": 0.6438, "X4": 0.1351, "Y4": 0.6438, "page": 0, "Index": 311}, {"Word": "Brown,", "Confidence": 0.954, "X1": 0.20076, "Y1": 0.6302, "X2": 0.26389, "Y2": 0.63, "X3": 0.26389, "Y3": 0.6438, "X4": 0.20076, "Y4": 0.6438, "page": 0, "Index": 312}, {"Word": "an", "Confidence": 0.998, "X1": 0.26768, "Y1": 0.6302, "X2": 0.28788, "Y2": 0.63, "X3": 0.28788, "Y3": 0.6438, "X4": 0.26768, "Y4": 0.6438, "page": 0, "Index": 313}, {"Word": "expert", "Confidence": 0.794, "X1": 0.29545, "Y1": 0.6302, "X2": 0.35227, "Y2": 0.63, "X3": 0.35227, "Y3": 0.6448, "X4": 0.29545, "Y4": 0.6438, "page": 0, "Index": 314}, {"Word": "in", "Confidence": 0.998, "X1": 0.35606, "Y1": 0.6302, "X2": 0.37247, "Y2": 0.63, "X3": 0.37247, "Y3": 0.6448, "X4": 0.35606, "Y4": 0.6448, "page": 0, "Index": 315}, {"Word": "using", "Confidence": 0.997, "X1": 0.38131, "Y1": 0.6302, "X2": 0.42551, "Y2": 0.63, "X3": 0.42551, "Y3": 0.6448, "X4": 0.38131, "Y4": 0.6448, "page": 0, "Index": 316}, {"Word": "all", "Confidence": 0.895, "X1": 0.43308, "Y1": 0.6302, "X2": 0.45833, "Y2": 0.63, "X3": 0.45833, "Y3": 0.6448, "X4": 0.43308, "Y4": 0.6448, "page": 0, "Index": 317}, {"Word": "forms", "Confidence": 0.996, "X1": 0.46212, "Y1": 0.6312, "X2": 0.51263, "Y2": 0.631, "X3": 0.51263, "Y3": 0.6448, "X4": 0.46212, "Y4": 0.6448, "page": 0, "Index": 318}, {"Word": "of", "Confidence": 0.998, "X1": 0.51894, "Y1": 0.6312, "X2": 0.53914, "Y2": 0.631, "X3": 0.53914, "Y3": 0.6448, "X4": 0.51894, "Y4": 0.6448, "page": 0, "Index": 319}, {"Word": "data", "Confidence": 0.983, "X1": 0.54419, "Y1": 0.6312, "X2": 0.58207, "Y2": 0.631, "X3": 0.58207, "Y3": 0.6448, "X4": 0.54419, "Y4": 0.6448, "page": 0, "Index": 320}, {"Word": "to", "Confidence": 0.998, "X1": 0.58838, "Y1": 0.6312, "X2": 0.6048, "Y2": 0.631, "X3": 0.6048, "Y3": 0.6448, "X4": 0.58838, "Y4": 0.6448, "page": 0, "Index": 321}, {"Word": "make", "Confidence": 0.65, "X1": 0.60985, "Y1": 0.6312, "X2": 0.6553, "Y2": 0.631, "X3": 0.6553, "Y3": 0.6438, "X4": 0.60985, "Y4": 0.6448, "page": 0, "Index": 322}, {"Word": "actionable", "Confidence": 0.992, "X1": 0.66288, "Y1": 0.6312, "X2": 0.75253, "Y2": 0.631, "X3": 0.75253, "Y3": 0.6438, "X4": 0.66288, "Y4": 0.6438, "page": 0, "Index": 323}, {"Word": "bottom", "Confidence": 0.995, "X1": 0.7601, "Y1": 0.6302, "X2": 0.81313, "Y2": 0.63, "X3": 0.81313, "Y3": 0.6438, "X4": 0.75884, "Y4": 0.6438, "page": 0, "Index": 324}, {"Word": "line", "Confidence": 0.988, "X1": 0.82449, "Y1": 0.6302, "X2": 0.85859, "Y2": 0.63, "X3": 0.85859, "Y3": 0.6438, "X4": 0.82449, "Y4": 0.6438, "page": 0, "Index": 325}, {"Word": "decisions,", "Confidence": 0.992, "X1": 0.07197, "Y1": 0.6442, "X2": 0.15657, "Y2": 0.644, "X3": 0.15657, "Y3": 0.6578, "X4": 0.07197, "Y4": 0.6578, "page": 0, "Index": 326}, {"Word": "Also,", "Confidence": 0.991, "X1": 0.79672, "Y1": 0.6442, "X2": 0.84091, "Y2": 0.644, "X3": 0.83965, "Y3": 0.6578, "X4": 0.79672, "Y4": 0.6588, "page": 0, "Index": 327}, {"Word": "in", "Confidence": 0.998, "X1": 0.8447, "Y1": 0.6442, "X2": 0.86364, "Y2": 0.644, "X3": 0.86237, "Y3": 0.6578, "X4": 0.84343, "Y4": 0.6578, "page": 0, "Index": 328}, {"Word": "a", "Confidence": 0.995, "X1": 0.86869, "Y1": 0.6442, "X2": 0.87879, "Y2": 0.644, "X3": 0.87753, "Y3": 0.6578, "X4": 0.86742, "Y4": 0.6578, "page": 0, "Index": 329}, {"Word": "will", "Confidence": 0.988, "X1": 0.16035, "Y1": 0.6442, "X2": 0.19697, "Y2": 0.644, "X3": 0.19697, "Y3": 0.6588, "X4": 0.16035, "Y4": 0.6578, "page": 0, "Index": 330}, {"Word": "help", "Confidence": 0.991, "X1": 0.20076, "Y1": 0.6442, "X2": 0.23737, "Y2": 0.644, "X3": 0.23737, "Y3": 0.6588, "X4": 0.19949, "Y4": 0.6588, "page": 0, "Index": 331}, {"Word": "you", "Confidence": 0.998, "X1": 0.24495, "Y1": 0.6442, "X2": 0.27525, "Y2": 0.644, "X3": 0.27399, "Y3": 0.6588, "X4": 0.24495, "Y4": 0.6588, "page": 0, "Index": 332}, {"Word": "save", "Confidence": 0.986, "X1": 0.28283, "Y1": 0.6442, "X2": 0.32071, "Y2": 0.644, "X3": 0.31944, "Y3": 0.6588, "X4": 0.28157, "Y4": 0.6588, "page": 0, "Index": 333}, {"Word": "money", "Confidence": 0.997, "X1": 0.32702, "Y1": 0.6442, "X2": 0.38258, "Y2": 0.644, "X3": 0.38258, "Y3": 0.6588, "X4": 0.32576, "Y4": 0.6588, "page": 0, "Index": 334}, {"Word": "while", "Confidence": 0.995, "X1": 0.39268, "Y1": 0.6442, "X2": 0.44066, "Y2": 0.644, "X3": 0.44066, "Y3": 0.6588, "X4": 0.39268, "Y4": 0.6588, "page": 0, "Index": 335}, {"Word": "getting", "Confidence": 0.995, "X1": 0.44444, "Y1": 0.6442, "X2": 0.50505, "Y2": 0.644, "X3": 0.50379, "Y3": 0.6588, "X4": 0.44444, "Y4": 0.6588, "page": 0, "Index": 336}, {"Word": "more", "Confidence": 0.985, "X1": 0.5101, "Y1": 0.6442, "X2": 0.55429, "Y2": 0.644, "X3": 0.55303, "Y3": 0.6588, "X4": 0.50884, "Y4": 0.6588, "page": 0, "Index": 337}, {"Word": "value", "Confidence": 0.993, "X1": 0.56061, "Y1": 0.6442, "X2": 0.60732, "Y2": 0.644, "X3": 0.60606, "Y3": 0.6588, "X4": 0.55934, "Y4": 0.6588, "page": 0, "Index": 338}, {"Word": "from", "Confidence": 0.988, "X1": 0.61364, "Y1": 0.6442, "X2": 0.65152, "Y2": 0.644, "X3": 0.65025, "Y3": 0.6588, "X4": 0.61237, "Y4": 0.6588, "page": 0, "Index": 339}, {"Word": "single", "Confidence": 0.994, "X1": 0.66288, "Y1": 0.6442, "X2": 0.71338, "Y2": 0.644, "X3": 0.71338, "Y3": 0.6588, "X4": 0.66162, "Y4": 0.6588, "page": 0, "Index": 340}, {"Word": "source.", "Confidence": 0.955, "X1": 0.7197, "Y1": 0.6442, "X2": 0.78662, "Y2": 0.644, "X3": 0.78535, "Y3": 0.6588, "X4": 0.7197, "Y4": 0.6588, "page": 0, "Index": 341}, {"Word": "second", "Confidence": 0.993, "X1": 0.07071, "Y1": 0.6582, "X2": 0.125, "Y2": 0.658, "X3": 0.125, "Y3": 0.6718, "X4": 0.07071, "Y4": 0.6718, "page": 0, "Index": 342}, {"Word": "section", "Confidence": 0.994, "X1": 0.13384, "Y1": 0.6582, "X2": 0.19318, "Y2": 0.658, "X3": 0.19318, "Y3": 0.6718, "X4": 0.13384, "Y4": 0.6718, "page": 0, "Index": 343}, {"Word": "he", "Confidence": 0.993, "X1": 0.20202, "Y1": 0.6582, "X2": 0.22348, "Y2": 0.658, "X3": 0.22348, "Y3": 0.6718, "X4": 0.20202, "Y4": 0.6718, "page": 0, "Index": 344}, {"Word": "will", "Confidence": 0.981, "X1": 0.22854, "Y1": 0.6582, "X2": 0.26389, "Y2": 0.658, "X3": 0.26389, "Y3": 0.6718, "X4": 0.22854, "Y4": 0.6718, "page": 0, "Index": 345}, {"Word": "present", "Confidence": 0.996, "X1": 0.26768, "Y1": 0.6582, "X2": 0.33333, "Y2": 0.658, "X3": 0.33333, "Y3": 0.6718, "X4": 0.26768, "Y4": 0.6718, "page": 0, "Index": 346}, {"Word": "the", "Confidence": 0.998, "X1": 0.33838, "Y1": 0.6582, "X2": 0.36616, "Y2": 0.658, "X3": 0.36616, "Y3": 0.6718, "X4": 0.33838, "Y4": 0.6718, "page": 0, "Index": 347}, {"Word": "6", "Confidence": 0.939, "X1": 0.36995, "Y1": 0.6582, "X2": 0.38005, "Y2": 0.658, "X3": 0.38005, "Y3": 0.6718, "X4": 0.36995, "Y4": 0.6718, "page": 0, "Index": 348}, {"Word": "Most", "Confidence": 0.988, "X1": 0.3851, "Y1": 0.6582, "X2": 0.42929, "Y2": 0.658, "X3": 0.42803, "Y3": 0.6718, "X4": 0.3851, "Y4": 0.6718, "page": 0, "Index": 349}, {"Word": "Important", "Confidence": 0.991, "X1": 0.43308, "Y1": 0.6582, "X2": 0.52273, "Y2": 0.658, "X3": 0.52146, "Y3": 0.6728, "X4": 0.43182, "Y4": 0.6718, "page": 0, "Index": 350}, {"Word": "Programs", "Confidence": 0.995, "X1": 0.52652, "Y1": 0.6582, "X2": 0.60732, "Y2": 0.658, "X3": 0.60732, "Y3": 0.6728, "X4": 0.52525, "Y4": 0.6728, "page": 0, "Index": 351}, {"Word": "he", "Confidence": 0.403, "X1": 0.61111, "Y1": 0.6582, "X2": 0.63384, "Y2": 0.658, "X3": 0.63258, "Y3": 0.6728, "X4": 0.61111, "Y4": 0.6728, "page": 0, "Index": 352}, {"Word": "has", "Confidence": 0.998, "X1": 0.63763, "Y1": 0.6582, "X2": 0.66667, "Y2": 0.658, "X3": 0.6654, "Y3": 0.6728, "X4": 0.63763, "Y4": 0.6728, "page": 0, "Index": 353}, {"Word": "scon", "Confidence": 0.644, "X1": 0.67045, "Y1": 0.6582, "X2": 0.70707, "Y2": 0.658, "X3": 0.70581, "Y3": 0.6718, "X4": 0.66919, "Y4": 0.6728, "page": 0, "Index": 354}, {"Word": "around", "Confidence": 0.997, "X1": 0.71591, "Y1": 0.6582, "X2": 0.77525, "Y2": 0.658, "X3": 0.77525, "Y3": 0.6718, "X4": 0.71465, "Y4": 0.6718, "page": 0, "Index": 355}, {"Word": "the", "Confidence": 0.902, "X1": 0.78409, "Y1": 0.6582, "X2": 0.81313, "Y2": 0.658, "X3": 0.81187, "Y3": 0.6718, "X4": 0.78283, "Y4": 0.6718, "page": 0, "Index": 356}, {"Word": "world", "Confidence": 0.995, "X1": 0.81692, "Y1": 0.6572, "X2": 0.86616, "Y2": 0.657, "X3": 0.8649, "Y3": 0.6718, "X4": 0.81566, "Y4": 0.6718, "page": 0, "Index": 357}, {"Word": "which", "Confidence": 0.997, "X1": 0.87374, "Y1": 0.6572, "X2": 0.92298, "Y2": 0.657, "X3": 0.92172, "Y3": 0.6718, "X4": 0.87247, "Y4": 0.6718, "page": 0, "Index": 358}, {"Word": "can", "Confidence": 0.998, "X1": 0.07323, "Y1": 0.6712, "X2": 0.09975, "Y2": 0.671, "X3": 0.09848, "Y3": 0.6858, "X4": 0.07197, "Y4": 0.6858, "page": 0, "Index": 359}, {"Word": "maximize", "Confidence": 0.995, "X1": 0.10606, "Y1": 0.6722, "X2": 0.18939, "Y2": 0.672, "X3": 0.18813, "Y3": 0.6858, "X4": 0.10606, "Y4": 0.6858, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.19697, "Y1": 0.6722, "X2": 0.22475, "Y2": 0.672, "X3": 0.22348, "Y3": 0.6858, "X4": 0.19571, "Y4": 0.6858, "page": 0, "Index": 361}, {"Word": "effectiveness", "Confidence": 0.97, "X1": 0.22854, "Y1": 0.6722, "X2": 0.34343, "Y2": 0.672, "X3": 0.34217, "Y3": 0.6858, "X4": 0.22727, "Y4": 0.6858, "page": 0, "Index": 362}, {"Word": "of", "Confidence": 0.998, "X1": 0.35354, "Y1": 0.6722, "X2": 0.375, "Y2": 0.672, "X3": 0.37374, "Y3": 0.6868, "X4": 0.35354, "Y4": 0.6858, "page": 0, "Index": 363}, {"Word": "your", "Confidence": 0.991, "X1": 0.38005, "Y1": 0.6722, "X2": 0.42045, "Y2": 0.672, "X3": 0.42045, "Y3": 0.6868, "X4": 0.37879, "Y4": 0.6868, "page": 0, "Index": 364}, {"Word": "promotion", "Confidence": 0.993, "X1": 0.42551, "Y1": 0.6722, "X2": 0.51263, "Y2": 0.672, "X3": 0.51136, "Y3": 0.6868, "X4": 0.42551, "Y4": 0.6868, "page": 0, "Index": 365}, {"Word": "spending.", "Confidence": 0.993, "X1": 0.51894, "Y1": 0.6732, "X2": 0.60101, "Y2": 0.673, "X3": 0.60101, "Y3": 0.6868, "X4": 0.51894, "Y4": 0.6868, "page": 0, "Index": 366}, {"Word": "This", "Confidence": 0.979, "X1": 0.0947, "Y1": 0.6852, "X2": 0.13005, "Y2": 0.685, "X3": 0.13005, "Y3": 0.6998, "X4": 0.09343, "Y4": 0.6998, "page": 0, "Index": 367}, {"Word": "session", "Confidence": 0.994, "X1": 0.13384, "Y1": 0.6862, "X2": 0.19318, "Y2": 0.686, "X3": 0.19192, "Y3": 0.6998, "X4": 0.13384, "Y4": 0.6998, "page": 0, "Index": 368}, {"Word": "alone", "Confidence": 0.997, "X1": 0.20202, "Y1": 0.6862, "X2": 0.25, "Y2": 0.686, "X3": 0.24874, "Y3": 0.6998, "X4": 0.20076, "Y4": 0.6998, "page": 0, "Index": 369}, {"Word": "is", "Confidence": 0.998, "X1": 0.25631, "Y1": 0.6862, "X2": 0.27273, "Y2": 0.686, "X3": 0.27146, "Y3": 0.6998, "X4": 0.25505, "Y4": 0.6998, "page": 0, "Index": 370}, {"Word": "worth", "Confidence": 0.998, "X1": 0.27778, "Y1": 0.6862, "X2": 0.32702, "Y2": 0.686, "X3": 0.32576, "Y3": 0.6998, "X4": 0.27778, "Y4": 0.6998, "page": 0, "Index": 371}, {"Word": "attending", "Confidence": 0.991, "X1": 0.33081, "Y1": 0.6862, "X2": 0.41162, "Y2": 0.686, "X3": 0.41162, "Y3": 0.6998, "X4": 0.32955, "Y4": 0.6998, "page": 0, "Index": 372}, {"Word": "the", "Confidence": 0.998, "X1": 0.4154, "Y1": 0.6862, "X2": 0.44444, "Y2": 0.686, "X3": 0.44318, "Y3": 0.6998, "X4": 0.4154, "Y4": 0.6998, "page": 0, "Index": 373}, {"Word": "seminar", "Confidence": 0.995, "X1": 0.44823, "Y1": 0.6862, "X2": 0.51641, "Y2": 0.686, "X3": 0.51515, "Y3": 0.6998, "X4": 0.44697, "Y4": 0.6998, "page": 0, "Index": 374}, {"Word": "if", "Confidence": 0.998, "X1": 0.52273, "Y1": 0.6862, "X2": 0.5404, "Y2": 0.686, "X3": 0.5404, "Y3": 0.6998, "X4": 0.52146, "Y4": 0.6998, "page": 0, "Index": 375}, {"Word": "you", "Confidence": 0.993, "X1": 0.54672, "Y1": 0.6862, "X2": 0.57828, "Y2": 0.686, "X3": 0.57702, "Y3": 0.6998, "X4": 0.54545, "Y4": 0.6998, "page": 0, "Index": 376}, {"Word": "want", "Confidence": 0.988, "X1": 0.5846, "Y1": 0.6852, "X2": 0.62879, "Y2": 0.685, "X3": 0.62753, "Y3": 0.6998, "X4": 0.58333, "Y4": 0.6998, "page": 0, "Index": 377}, {"Word": "to", "Confidence": 0.998, "X1": 0.63258, "Y1": 0.6852, "X2": 0.64899, "Y2": 0.685, "X3": 0.64899, "Y3": 0.6998, "X4": 0.63131, "Y4": 0.6998, "page": 0, "Index": 378}, {"Word": "learn", "Confidence": 0.981, "X1": 0.65278, "Y1": 0.6852, "X2": 0.69823, "Y2": 0.685, "X3": 0.69697, "Y3": 0.7008, "X4": 0.65278, "Y4": 0.7008, "page": 0, "Index": 379}, {"Word": "ways", "Confidence": 0.991, "X1": 0.70581, "Y1": 0.6852, "X2": 0.75126, "Y2": 0.685, "X3": 0.75, "Y3": 0.7008, "X4": 0.70455, "Y4": 0.7008, "page": 0, "Index": 380}, {"Word": "of", "Confidence": 0.998, "X1": 0.75505, "Y1": 0.6852, "X2": 0.77525, "Y2": 0.685, "X3": 0.77525, "Y3": 0.7008, "X4": 0.75379, "Y4": 0.7008, "page": 0, "Index": 381}, {"Word": "building", "Confidence": 0.994, "X1": 0.78157, "Y1": 0.6842, "X2": 0.85354, "Y2": 0.684, "X3": 0.85227, "Y3": 0.7008, "X4": 0.7803, "Y4": 0.7008, "page": 0, "Index": 382}, {"Word": "promotional", "Confidence": 0.991, "X1": 0.07071, "Y1": 0.6992, "X2": 0.17677, "Y2": 0.699, "X3": 0.17551, "Y3": 0.7148, "X4": 0.07071, "Y4": 0.7158, "page": 0, "Index": 383}, {"Word": "programs", "Confidence": 0.993, "X1": 0.18056, "Y1": 0.6992, "X2": 0.26263, "Y2": 0.699, "X3": 0.26263, "Y3": 0.7148, "X4": 0.17929, "Y4": 0.7148, "page": 0, "Index": 384}, {"Word": "to", "Confidence": 0.998, "X1": 0.26641, "Y1": 0.6992, "X2": 0.28662, "Y2": 0.699, "X3": 0.28662, "Y3": 0.7148, "X4": 0.26641, "Y4": 0.7148, "page": 0, "Index": 385}, {"Word": "gain", "Confidence": 0.988, "X1": 0.29167, "Y1": 0.6992, "X2": 0.32955, "Y2": 0.699, "X3": 0.32955, "Y3": 0.7148, "X4": 0.29167, "Y4": 0.7148, "page": 0, "Index": 386}, {"Word": "a", "Confidence": 0.994, "X1": 0.33586, "Y1": 0.6992, "X2": 0.34722, "Y2": 0.699, "X3": 0.34596, "Y3": 0.7148, "X4": 0.3346, "Y4": 0.7148, "page": 0, "Index": 387}, {"Word": "long-term", "Confidence": 0.995, "X1": 0.35101, "Y1": 0.6992, "X2": 0.42929, "Y2": 0.699, "X3": 0.42929, "Y3": 0.7138, "X4": 0.35101, "Y4": 0.7148, "page": 0, "Index": 388}, {"Word": "competitive", "Confidence": 0.992, "X1": 0.44066, "Y1": 0.6992, "X2": 0.54293, "Y2": 0.699, "X3": 0.54293, "Y3": 0.7138, "X4": 0.44066, "Y4": 0.7138, "page": 0, "Index": 389}, {"Word": "edge.", "Confidence": 0.662, "X1": 0.54924, "Y1": 0.6992, "X2": 0.59596, "Y2": 0.699, "X3": 0.59596, "Y3": 0.7138, "X4": 0.54924, "Y4": 0.7138, "page": 0, "Index": 390}, {"Word": "SEMINAR.", "Confidence": 0.994, "X1": 0.66667, "Y1": 0.7392, "X2": 0.79419, "Y2": 0.739, "X3": 0.79419, "Y3": 0.7578, "X4": 0.66667, "Y4": 0.7588, "page": 0, "Index": 391}, {"Word": "WHAT", "Confidence": 0.983, "X1": 0.22096, "Y1": 0.7402, "X2": 0.29545, "Y2": 0.74, "X3": 0.29545, "Y3": 0.7588, "X4": 0.22096, "Y4": 0.7588, "page": 0, "Index": 392}, {"Word": "YOU", "Confidence": 0.998, "X1": 0.30682, "Y1": 0.7392, "X2": 0.35606, "Y2": 0.739, "X3": 0.35606, "Y3": 0.7598, "X4": 0.30682, "Y4": 0.7588, "page": 0, "Index": 393}, {"Word": "WILL", "Confidence": 0.989, "X1": 0.3649, "Y1": 0.7392, "X2": 0.42803, "Y2": 0.739, "X3": 0.42803, "Y3": 0.7598, "X4": 0.3649, "Y4": 0.7598, "page": 0, "Index": 394}, {"Word": "LEARN", "Confidence": 0.997, "X1": 0.43308, "Y1": 0.7382, "X2": 0.51389, "Y2": 0.738, "X3": 0.51389, "Y3": 0.7598, "X4": 0.43308, "Y4": 0.7598, "page": 0, "Index": 395}, {"Word": "FROM", "Confidence": 0.988, "X1": 0.52273, "Y1": 0.7382, "X2": 0.58712, "Y2": 0.738, "X3": 0.58712, "Y3": 0.7588, "X4": 0.52273, "Y4": 0.7598, "page": 0, "Index": 396}, {"Word": "THIS", "Confidence": 0.96, "X1": 0.60101, "Y1": 0.7382, "X2": 0.66035, "Y2": 0.738, "X3": 0.66035, "Y3": 0.7588, "X4": 0.60101, "Y4": 0.7588, "page": 0, "Index": 397}, {"Word": "1.", "Confidence": 0.994, "X1": 0.07702, "Y1": 0.7752, "X2": 0.09596, "Y2": 0.775, "X3": 0.09722, "Y3": 0.7908, "X4": 0.07828, "Y4": 0.7898, "page": 0, "Index": 398}, {"Word": "The", "Confidence": 0.994, "X1": 0.10227, "Y1": 0.7752, "X2": 0.13763, "Y2": 0.775, "X3": 0.13889, "Y3": 0.7908, "X4": 0.10354, "Y4": 0.7908, "page": 0, "Index": 399}, {"Word": "FTC's", "Confidence": 0.994, "X1": 0.14141, "Y1": 0.7752, "X2": 0.19444, "Y2": 0.775, "X3": 0.19571, "Y3": 0.7908, "X4": 0.14268, "Y4": 0.7908, "page": 0, "Index": 400}, {"Word": "new", "Confidence": 0.998, "X1": 0.19823, "Y1": 0.7762, "X2": 0.2298, "Y2": 0.776, "X3": 0.23106, "Y3": 0.7908, "X4": 0.19949, "Y4": 0.7908, "page": 0, "Index": 401}, {"Word": "position", "Confidence": 0.956, "X1": 0.23737, "Y1": 0.7762, "X2": 0.30682, "Y2": 0.776, "X3": 0.30808, "Y3": 0.7908, "X4": 0.23864, "Y4": 0.7908, "page": 0, "Index": 402}, {"Word": "on", "Confidence": 0.997, "X1": 0.31439, "Y1": 0.7762, "X2": 0.33586, "Y2": 0.776, "X3": 0.33712, "Y3": 0.7908, "X4": 0.31439, "Y4": 0.7908, "page": 0, "Index": 403}, {"Word": "Slotting", "Confidence": 0.991, "X1": 0.34091, "Y1": 0.7762, "X2": 0.41035, "Y2": 0.776, "X3": 0.41162, "Y3": 0.7918, "X4": 0.34091, "Y4": 0.7908, "page": 0, "Index": 404}, {"Word": "Allowances,", "Confidence": 0.992, "X1": 0.41919, "Y1": 0.7762, "X2": 0.52273, "Y2": 0.776, "X3": 0.52399, "Y3": 0.7918, "X4": 0.42045, "Y4": 0.7918, "page": 0, "Index": 405}, {"Word": "Co-op,", "Confidence": 0.995, "X1": 0.52652, "Y1": 0.7762, "X2": 0.5846, "Y2": 0.776, "X3": 0.5846, "Y3": 0.7918, "X4": 0.52778, "Y4": 0.7918, "page": 0, "Index": 406}, {"Word": "and", "Confidence": 0.958, "X1": 0.58838, "Y1": 0.7762, "X2": 0.61995, "Y2": 0.776, "X3": 0.61995, "Y3": 0.7918, "X4": 0.58965, "Y4": 0.7918, "page": 0, "Index": 407}, {"Word": "other", "Confidence": 0.991, "X1": 0.62374, "Y1": 0.7762, "X2": 0.67298, "Y2": 0.776, "X3": 0.67424, "Y3": 0.7918, "X4": 0.625, "Y4": 0.7918, "page": 0, "Index": 408}, {"Word": "trade", "Confidence": 0.997, "X1": 0.67803, "Y1": 0.7762, "X2": 0.72475, "Y2": 0.776, "X3": 0.72475, "Y3": 0.7928, "X4": 0.67803, "Y4": 0.7918, "page": 0, "Index": 409}, {"Word": "promotion", "Confidence": 0.955, "X1": 0.72854, "Y1": 0.7762, "X2": 0.81566, "Y2": 0.776, "X3": 0.81566, "Y3": 0.7928, "X4": 0.7298, "Y4": 0.7928, "page": 0, "Index": 410}, {"Word": "spending.", "Confidence": 0.991, "X1": 0.82071, "Y1": 0.7762, "X2": 0.90278, "Y2": 0.776, "X3": 0.90278, "Y3": 0.7928, "X4": 0.82071, "Y4": 0.7928, "page": 0, "Index": 411}, {"Word": "2.", "Confidence": 0.926, "X1": 0.07576, "Y1": 0.7892, "X2": 0.09596, "Y2": 0.789, "X3": 0.09722, "Y3": 0.8038, "X4": 0.07702, "Y4": 0.8028, "page": 0, "Index": 412}, {"Word": "What", "Confidence": 0.989, "X1": 0.10354, "Y1": 0.7902, "X2": 0.14899, "Y2": 0.79, "X3": 0.15025, "Y3": 0.8038, "X4": 0.1048, "Y4": 0.8038, "page": 0, "Index": 413}, {"Word": "it", "Confidence": 0.998, "X1": 0.15278, "Y1": 0.7902, "X2": 0.17045, "Y2": 0.79, "X3": 0.17172, "Y3": 0.8038, "X4": 0.15404, "Y4": 0.8038, "page": 0, "Index": 414}, {"Word": "takes", "Confidence": 0.997, "X1": 0.17424, "Y1": 0.7902, "X2": 0.22222, "Y2": 0.79, "X3": 0.22348, "Y3": 0.8048, "X4": 0.17551, "Y4": 0.8038, "page": 0, "Index": 415}, {"Word": "to", "Confidence": 0.998, "X1": 0.22854, "Y1": 0.7902, "X2": 0.24621, "Y2": 0.79, "X3": 0.24747, "Y3": 0.8048, "X4": 0.2298, "Y4": 0.8048, "page": 0, "Index": 416}, {"Word": "get", "Confidence": 0.998, "X1": 0.25126, "Y1": 0.7912, "X2": 0.28157, "Y2": 0.791, "X3": 0.28283, "Y3": 0.8048, "X4": 0.25253, "Y4": 0.8048, "page": 0, "Index": 417}, {"Word": "better", "Confidence": 0.996, "X1": 0.28535, "Y1": 0.7912, "X2": 0.33838, "Y2": 0.791, "X3": 0.33965, "Y3": 0.8048, "X4": 0.28662, "Y4": 0.8048, "page": 0, "Index": 418}, {"Word": "support", "Confidence": 0.995, "X1": 0.3447, "Y1": 0.7912, "X2": 0.41035, "Y2": 0.791, "X3": 0.41162, "Y3": 0.8048, "X4": 0.34596, "Y4": 0.8048, "page": 0, "Index": 419}, {"Word": "from", "Confidence": 0.988, "X1": 0.41414, "Y1": 0.7912, "X2": 0.45076, "Y2": 0.791, "X3": 0.45076, "Y3": 0.8048, "X4": 0.41414, "Y4": 0.8048, "page": 0, "Index": 420}, {"Word": "retailers.", "Confidence": 0.622, "X1": 0.46086, "Y1": 0.7912, "X2": 0.54293, "Y2": 0.791, "X3": 0.54293, "Y3": 0.8038, "X4": 0.46086, "Y4": 0.8048, "page": 0, "Index": 421}, {"Word": "3.", "Confidence": 0.998, "X1": 0.07576, "Y1": 0.8052, "X2": 0.09596, "Y2": 0.805, "X3": 0.09722, "Y3": 0.8178, "X4": 0.07702, "Y4": 0.8178, "page": 0, "Index": 422}, {"Word": "How", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.8052, "X2": 0.13889, "Y2": 0.805, "X3": 0.13889, "Y3": 0.8188, "X4": 0.10227, "Y4": 0.8178, "page": 0, "Index": 423}, {"Word": "to", "Confidence": 0.997, "X1": 0.1452, "Y1": 0.8052, "X2": 0.1654, "Y2": 0.805, "X3": 0.16667, "Y3": 0.8188, "X4": 0.14646, "Y4": 0.8188, "page": 0, "Index": 424}, {"Word": "save", "Confidence": 0.988, "X1": 0.16919, "Y1": 0.8052, "X2": 0.20707, "Y2": 0.805, "X3": 0.20833, "Y3": 0.8188, "X4": 0.17045, "Y4": 0.8188, "page": 0, "Index": 425}, {"Word": "money", "Confidence": 0.997, "X1": 0.21338, "Y1": 0.8052, "X2": 0.26894, "Y2": 0.805, "X3": 0.2702, "Y3": 0.8188, "X4": 0.21338, "Y4": 0.8188, "page": 0, "Index": 426}, {"Word": "on", "Confidence": 0.997, "X1": 0.27399, "Y1": 0.8052, "X2": 0.29545, "Y2": 0.805, "X3": 0.29672, "Y3": 0.8188, "X4": 0.27525, "Y4": 0.8188, "page": 0, "Index": 427}, {"Word": "your", "Confidence": 0.988, "X1": 0.30303, "Y1": 0.8052, "X2": 0.34091, "Y2": 0.805, "X3": 0.34091, "Y3": 0.8188, "X4": 0.30303, "Y4": 0.8188, "page": 0, "Index": 428}, {"Word": "single", "Confidence": 0.996, "X1": 0.3447, "Y1": 0.8052, "X2": 0.39646, "Y2": 0.805, "X3": 0.39773, "Y3": 0.8188, "X4": 0.34596, "Y4": 0.8188, "page": 0, "Index": 429}, {"Word": "source", "Confidence": 0.995, "X1": 0.40278, "Y1": 0.8042, "X2": 0.45833, "Y2": 0.804, "X3": 0.45833, "Y3": 0.8198, "X4": 0.40278, "Y4": 0.8188, "page": 0, "Index": 430}, {"Word": "data", "Confidence": 0.981, "X1": 0.46338, "Y1": 0.8042, "X2": 0.50253, "Y2": 0.804, "X3": 0.50379, "Y3": 0.8198, "X4": 0.46465, "Y4": 0.8198, "page": 0, "Index": 431}, {"Word": "and", "Confidence": 0.997, "X1": 0.50758, "Y1": 0.8042, "X2": 0.53914, "Y2": 0.804, "X3": 0.53914, "Y3": 0.8198, "X4": 0.50758, "Y4": 0.8198, "page": 0, "Index": 432}, {"Word": "to", "Confidence": 0.997, "X1": 0.54293, "Y1": 0.8042, "X2": 0.56187, "Y2": 0.804, "X3": 0.56187, "Y3": 0.8198, "X4": 0.54293, "Y4": 0.8198, "page": 0, "Index": 433}, {"Word": "better", "Confidence": 0.994, "X1": 0.56566, "Y1": 0.8042, "X2": 0.61995, "Y2": 0.804, "X3": 0.62121, "Y3": 0.8198, "X4": 0.56566, "Y4": 0.8198, "page": 0, "Index": 434}, {"Word": "use", "Confidence": 0.883, "X1": 0.62626, "Y1": 0.8042, "X2": 0.65657, "Y2": 0.804, "X3": 0.65657, "Y3": 0.8198, "X4": 0.62626, "Y4": 0.8198, "page": 0, "Index": 435}, {"Word": "this", "Confidence": 0.988, "X1": 0.66035, "Y1": 0.8042, "X2": 0.69444, "Y2": 0.804, "X3": 0.69571, "Y3": 0.8198, "X4": 0.66035, "Y4": 0.8198, "page": 0, "Index": 436}, {"Word": "information", "Confidence": 0.969, "X1": 0.69823, "Y1": 0.8042, "X2": 0.80177, "Y2": 0.804, "X3": 0.80177, "Y3": 0.8198, "X4": 0.69949, "Y4": 0.8198, "page": 0, "Index": 437}, {"Word": "to", "Confidence": 0.997, "X1": 0.81061, "Y1": 0.8042, "X2": 0.82828, "Y2": 0.804, "X3": 0.82955, "Y3": 0.8208, "X4": 0.81061, "Y4": 0.8198, "page": 0, "Index": 438}, {"Word": "evaluate", "Confidence": 0.995, "X1": 0.83333, "Y1": 0.8032, "X2": 0.9053, "Y2": 0.803, "X3": 0.9053, "Y3": 0.8208, "X4": 0.83333, "Y4": 0.8208, "page": 0, "Index": 439}, {"Word": "promotion", "Confidence": 0.994, "X1": 0.10859, "Y1": 0.8192, "X2": 0.19444, "Y2": 0.819, "X3": 0.19318, "Y3": 0.8328, "X4": 0.10859, "Y4": 0.8328, "page": 0, "Index": 440}, {"Word": "profitability", "Confidence": 0.933, "X1": 0.20076, "Y1": 0.8182, "X2": 0.30682, "Y2": 0.818, "X3": 0.30682, "Y3": 0.8328, "X4": 0.20076, "Y4": 0.8328, "page": 0, "Index": 441}, {"Word": "and", "Confidence": 0.998, "X1": 0.31313, "Y1": 0.8182, "X2": 0.3447, "Y2": 0.818, "X3": 0.3447, "Y3": 0.8328, "X4": 0.31313, "Y4": 0.8328, "page": 0, "Index": 442}, {"Word": "forecast", "Confidence": 0.889, "X1": 0.35101, "Y1": 0.8192, "X2": 0.42298, "Y2": 0.819, "X3": 0.42298, "Y3": 0.8328, "X4": 0.35101, "Y4": 0.8328, "page": 0, "Index": 443}, {"Word": "sales.", "Confidence": 0.996, "X1": 0.42677, "Y1": 0.8202, "X2": 0.47475, "Y2": 0.82, "X3": 0.47475, "Y3": 0.8338, "X4": 0.42677, "Y4": 0.8328, "page": 0, "Index": 444}, {"Word": ".", "Confidence": 0.887, "X1": 0.08586, "Y1": 0.8312, "X2": 0.09722, "Y2": 0.831, "X3": 0.09722, "Y3": 0.8458, "X4": 0.08712, "Y4": 0.8458, "page": 0, "Index": 445}, {"Word": "The", "Confidence": 0.998, "X1": 0.10354, "Y1": 0.8312, "X2": 0.13763, "Y2": 0.831, "X3": 0.13763, "Y3": 0.8458, "X4": 0.10354, "Y4": 0.8458, "page": 0, "Index": 446}, {"Word": "\"MEGA\"", "Confidence": 0.993, "X1": 0.14141, "Y1": 0.8322, "X2": 0.21717, "Y2": 0.832, "X3": 0.21843, "Y3": 0.8468, "X4": 0.14268, "Y4": 0.8458, "page": 0, "Index": 447}, {"Word": "changes", "Confidence": 0.996, "X1": 0.22348, "Y1": 0.8322, "X2": 0.29293, "Y2": 0.832, "X3": 0.29293, "Y3": 0.8468, "X4": 0.22348, "Y4": 0.8468, "page": 0, "Index": 448}, {"Word": "at", "Confidence": 0.998, "X1": 0.29798, "Y1": 0.8322, "X2": 0.31818, "Y2": 0.832, "X3": 0.31818, "Y3": 0.8468, "X4": 0.29798, "Y4": 0.8468, "page": 0, "Index": 449}, {"Word": "retail", "Confidence": 0.995, "X1": 0.32197, "Y1": 0.8322, "X2": 0.37374, "Y2": 0.832, "X3": 0.37374, "Y3": 0.8468, "X4": 0.32197, "Y4": 0.8468, "page": 0, "Index": 450}, {"Word": "with", "Confidence": 0.991, "X1": 0.37753, "Y1": 0.8322, "X2": 0.4154, "Y2": 0.832, "X3": 0.4154, "Y3": 0.8468, "X4": 0.37753, "Y4": 0.8468, "page": 0, "Index": 451}, {"Word": "actual", "Confidence": 0.995, "X1": 0.42298, "Y1": 0.8322, "X2": 0.47727, "Y2": 0.832, "X3": 0.47727, "Y3": 0.8468, "X4": 0.42298, "Y4": 0.8468, "page": 0, "Index": 452}, {"Word": "examples", "Confidence": 0.994, "X1": 0.48106, "Y1": 0.8322, "X2": 0.55934, "Y2": 0.832, "X3": 0.55934, "Y3": 0.8468, "X4": 0.48106, "Y4": 0.8468, "page": 0, "Index": 453}, {"Word": "of", "Confidence": 0.998, "X1": 0.56313, "Y1": 0.8322, "X2": 0.58333, "Y2": 0.832, "X3": 0.58333, "Y3": 0.8468, "X4": 0.56313, "Y4": 0.8468, "page": 0, "Index": 454}, {"Word": "the", "Confidence": 0.998, "X1": 0.58712, "Y1": 0.8322, "X2": 0.61742, "Y2": 0.832, "X3": 0.61742, "Y3": 0.8468, "X4": 0.58712, "Y4": 0.8468, "page": 0, "Index": 455}, {"Word": "\"Store", "Confidence": 0.991, "X1": 0.62247, "Y1": 0.8312, "X2": 0.67677, "Y2": 0.831, "X3": 0.67677, "Y3": 0.8468, "X4": 0.62247, "Y4": 0.8468, "page": 0, "Index": 456}, {"Word": "As", "Confidence": 0.997, "X1": 0.68434, "Y1": 0.8312, "X2": 0.70833, "Y2": 0.831, "X3": 0.70707, "Y3": 0.8468, "X4": 0.68308, "Y4": 0.8468, "page": 0, "Index": 457}, {"Word": "Media.\"", "Confidence": 0.964, "X1": 0.71212, "Y1": 0.8302, "X2": 0.7803, "Y2": 0.83, "X3": 0.7803, "Y3": 0.8468, "X4": 0.71212, "Y4": 0.8468, "page": 0, "Index": 458}, {"Word": "5.", "Confidence": 0.997, "X1": 0.07576, "Y1": 0.8462, "X2": 0.0947, "Y2": 0.846, "X3": 0.09596, "Y3": 0.8598, "X4": 0.07702, "Y4": 0.8598, "page": 0, "Index": 459}, {"Word": "How", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.8462, "X2": 0.13889, "Y2": 0.846, "X3": 0.14015, "Y3": 0.8598, "X4": 0.10354, "Y4": 0.8598, "page": 0, "Index": 460}, {"Word": "to", "Confidence": 0.998, "X1": 0.14646, "Y1": 0.8462, "X2": 0.16414, "Y2": 0.846, "X3": 0.1654, "Y3": 0.8608, "X4": 0.14773, "Y4": 0.8598, "page": 0, "Index": 461}, {"Word": "execute", "Confidence": 0.667, "X1": 0.16919, "Y1": 0.8462, "X2": 0.23611, "Y2": 0.846, "X3": 0.23611, "Y3": 0.8608, "X4": 0.17045, "Y4": 0.8608, "page": 0, "Index": 462}, {"Word": "profitable", "Confidence": 0.082, "X1": 0.24116, "Y1": 0.8472, "X2": 0.32955, "Y2": 0.847, "X3": 0.33081, "Y3": 0.8608, "X4": 0.24242, "Y4": 0.8608, "page": 0, "Index": 463}, {"Word": "and", "Confidence": 0.732, "X1": 0.33333, "Y1": 0.8472, "X2": 0.3649, "Y2": 0.847, "X3": 0.36616, "Y3": 0.8608, "X4": 0.3346, "Y4": 0.8608, "page": 0, "Index": 464}, {"Word": "successful", "Confidence": 0.897, "X1": 0.36995, "Y1": 0.8472, "X2": 0.4596, "Y2": 0.847, "X3": 0.4596, "Y3": 0.8608, "X4": 0.37121, "Y4": 0.8608, "page": 0, "Index": 465}, {"Word": "promotions", "Confidence": 0.984, "X1": 0.46338, "Y1": 0.8472, "X2": 0.56061, "Y2": 0.847, "X3": 0.55934, "Y3": 0.8608, "X4": 0.46338, "Y4": 0.8608, "page": 0, "Index": 466}, {"Word": "with", "Confidence": 0.991, "X1": 0.56692, "Y1": 0.8472, "X2": 0.60227, "Y2": 0.847, "X3": 0.60227, "Y3": 0.8608, "X4": 0.56566, "Y4": 0.8608, "page": 0, "Index": 467}, {"Word": "K", "Confidence": 0.998, "X1": 0.60985, "Y1": 0.8472, "X2": 0.61995, "Y2": 0.847, "X3": 0.61995, "Y3": 0.8608, "X4": 0.60985, "Y4": 0.8608, "page": 0, "Index": 468}, {"Word": "mart.", "Confidence": 0.997, "X1": 0.63131, "Y1": 0.8482, "X2": 0.67929, "Y2": 0.848, "X3": 0.67929, "Y3": 0.8598, "X4": 0.63005, "Y4": 0.8608, "page": 0, "Index": 469}, {"Word": "6.", "Confidence": 0.998, "X1": 0.07576, "Y1": 0.8602, "X2": 0.09596, "Y2": 0.86, "X3": 0.09722, "Y3": 0.8748, "X4": 0.07702, "Y4": 0.8748, "page": 0, "Index": 470}, {"Word": "How", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.8602, "X2": 0.13763, "Y2": 0.86, "X3": 0.14015, "Y3": 0.8748, "X4": 0.10354, "Y4": 0.8748, "page": 0, "Index": 471}, {"Word": "to", "Confidence": 0.998, "X1": 0.1452, "Y1": 0.8612, "X2": 0.16414, "Y2": 0.861, "X3": 0.1654, "Y3": 0.8748, "X4": 0.14773, "Y4": 0.8748, "page": 0, "Index": 472}, {"Word": "work", "Confidence": 0.988, "X1": 0.17045, "Y1": 0.8612, "X2": 0.21212, "Y2": 0.861, "X3": 0.21338, "Y3": 0.8748, "X4": 0.17172, "Y4": 0.8748, "page": 0, "Index": 473}, {"Word": "with", "Confidence": 0.991, "X1": 0.21843, "Y1": 0.8612, "X2": 0.25631, "Y2": 0.861, "X3": 0.25758, "Y3": 0.8748, "X4": 0.2197, "Y4": 0.8748, "page": 0, "Index": 474}, {"Word": "local", "Confidence": 0.992, "X1": 0.26263, "Y1": 0.8612, "X2": 0.30682, "Y2": 0.861, "X3": 0.30808, "Y3": 0.8748, "X4": 0.26389, "Y4": 0.8748, "page": 0, "Index": 475}, {"Word": "retailers", "Confidence": 0.981, "X1": 0.31061, "Y1": 0.8612, "X2": 0.3851, "Y2": 0.861, "X3": 0.38636, "Y3": 0.8748, "X4": 0.31187, "Y4": 0.8748, "page": 0, "Index": 476}, {"Word": "to", "Confidence": 0.998, "X1": 0.39141, "Y1": 0.8612, "X2": 0.41035, "Y2": 0.861, "X3": 0.41035, "Y3": 0.8748, "X4": 0.39268, "Y4": 0.8748, "page": 0, "Index": 477}, {"Word": "find", "Confidence": 0.988, "X1": 0.41414, "Y1": 0.8612, "X2": 0.45076, "Y2": 0.861, "X3": 0.45202, "Y3": 0.8748, "X4": 0.4154, "Y4": 0.8748, "page": 0, "Index": 478}, {"Word": "niches", "Confidence": 0.993, "X1": 0.45581, "Y1": 0.8612, "X2": 0.51263, "Y2": 0.861, "X3": 0.51389, "Y3": 0.8748, "X4": 0.45707, "Y4": 0.8748, "page": 0, "Index": 479}, {"Word": "that", "Confidence": 0.988, "X1": 0.51894, "Y1": 0.8612, "X2": 0.55808, "Y2": 0.861, "X3": 0.55934, "Y3": 0.8748, "X4": 0.5202, "Y4": 0.8748, "page": 0, "Index": 480}, {"Word": "benefit", "Confidence": 0.993, "X1": 0.56187, "Y1": 0.8612, "X2": 0.62626, "Y2": 0.861, "X3": 0.62626, "Y3": 0.8748, "X4": 0.56313, "Y4": 0.8748, "page": 0, "Index": 481}, {"Word": "both", "Confidence": 0.99, "X1": 0.63131, "Y1": 0.8612, "X2": 0.66919, "Y2": 0.861, "X3": 0.67045, "Y3": 0.8748, "X4": 0.63131, "Y4": 0.8748, "page": 0, "Index": 482}, {"Word": "manufacturers", "Confidence": 0.991, "X1": 0.67424, "Y1": 0.8602, "X2": 0.80177, "Y2": 0.86, "X3": 0.80177, "Y3": 0.8758, "X4": 0.67551, "Y4": 0.8748, "page": 0, "Index": 483}, {"Word": "and", "Confidence": 0.998, "X1": 0.80556, "Y1": 0.8602, "X2": 0.83712, "Y2": 0.86, "X3": 0.83712, "Y3": 0.8758, "X4": 0.80556, "Y4": 0.8758, "page": 0, "Index": 484}, {"Word": "retailers.", "Confidence": 0.991, "X1": 0.84217, "Y1": 0.8602, "X2": 0.92045, "Y2": 0.86, "X3": 0.92172, "Y3": 0.8758, "X4": 0.84217, "Y4": 0.8758, "page": 0, "Index": 485}, {"Word": "7.", "Confidence": 0.997, "X1": 0.07702, "Y1": 0.8752, "X2": 0.09596, "Y2": 0.875, "X3": 0.09722, "Y3": 0.8878, "X4": 0.07828, "Y4": 0.8878, "page": 0, "Index": 486}, {"Word": "The", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.8752, "X2": 0.13763, "Y2": 0.875, "X3": 0.13889, "Y3": 0.8888, "X4": 0.1048, "Y4": 0.8888, "page": 0, "Index": 487}, {"Word": "buying", "Confidence": 0.995, "X1": 0.14141, "Y1": 0.8752, "X2": 0.19949, "Y2": 0.875, "X3": 0.20076, "Y3": 0.8888, "X4": 0.14268, "Y4": 0.8888, "page": 0, "Index": 488}, {"Word": "trends", "Confidence": 0.996, "X1": 0.20581, "Y1": 0.8752, "X2": 0.26136, "Y2": 0.875, "X3": 0.26136, "Y3": 0.8888, "X4": 0.20581, "Y4": 0.8888, "page": 0, "Index": 489}, {"Word": "that", "Confidence": 0.988, "X1": 0.26641, "Y1": 0.8752, "X2": 0.30556, "Y2": 0.875, "X3": 0.30556, "Y3": 0.8888, "X4": 0.26641, "Y4": 0.8888, "page": 0, "Index": 490}, {"Word": "will", "Confidence": 0.986, "X1": 0.31061, "Y1": 0.8752, "X2": 0.3447, "Y2": 0.875, "X3": 0.34596, "Y3": 0.8888, "X4": 0.31061, "Y4": 0.8888, "page": 0, "Index": 491}, {"Word": "drive", "Confidence": 0.997, "X1": 0.34848, "Y1": 0.8752, "X2": 0.39268, "Y2": 0.875, "X3": 0.39394, "Y3": 0.8898, "X4": 0.34848, "Y4": 0.8888, "page": 0, "Index": 492}, {"Word": "business", "Confidence": 0.995, "X1": 0.39646, "Y1": 0.8752, "X2": 0.4697, "Y2": 0.875, "X3": 0.4697, "Y3": 0.8888, "X4": 0.39773, "Y4": 0.8898, "page": 0, "Index": 493}, {"Word": "forward", "Confidence": 0.997, "X1": 0.47475, "Y1": 0.8752, "X2": 0.54293, "Y2": 0.875, "X3": 0.54293, "Y3": 0.8888, "X4": 0.47475, "Y4": 0.8888, "page": 0, "Index": 494}, {"Word": "in", "Confidence": 0.998, "X1": 0.54672, "Y1": 0.8752, "X2": 0.56313, "Y2": 0.875, "X3": 0.56313, "Y3": 0.8888, "X4": 0.54798, "Y4": 0.8888, "page": 0, "Index": 495}, {"Word": "the", "Confidence": 0.998, "X1": 0.57071, "Y1": 0.8752, "X2": 0.60101, "Y2": 0.875, "X3": 0.60101, "Y3": 0.8888, "X4": 0.57071, "Y4": 0.8888, "page": 0, "Index": 496}, {"Word": "1990's.", "Confidence": 0.993, "X1": 0.60606, "Y1": 0.8752, "X2": 0.66288, "Y2": 0.875, "X3": 0.66288, "Y3": 0.8888, "X4": 0.60732, "Y4": 0.8888, "page": 0, "Index": 497}, {"Word": "8.", "Confidence": 0.997, "X1": 0.07702, "Y1": 0.8882, "X2": 0.09596, "Y2": 0.888, "X3": 0.09722, "Y3": 0.9028, "X4": 0.07702, "Y4": 0.9028, "page": 0, "Index": 498}, {"Word": "What", "Confidence": 0.982, "X1": 0.10227, "Y1": 0.8892, "X2": 0.14899, "Y2": 0.889, "X3": 0.14899, "Y3": 0.9028, "X4": 0.10354, "Y4": 0.9028, "page": 0, "Index": 499}, {"Word": "it", "Confidence": 0.998, "X1": 0.15278, "Y1": 0.8892, "X2": 0.17045, "Y2": 0.889, "X3": 0.17045, "Y3": 0.9028, "X4": 0.15278, "Y4": 0.9028, "page": 0, "Index": 500}, {"Word": "takes", "Confidence": 0.885, "X1": 0.17424, "Y1": 0.8892, "X2": 0.22348, "Y2": 0.889, "X3": 0.22348, "Y3": 0.9028, "X4": 0.17424, "Y4": 0.9028, "page": 0, "Index": 501}, {"Word": "to", "Confidence": 0.998, "X1": 0.22727, "Y1": 0.8892, "X2": 0.24747, "Y2": 0.889, "X3": 0.24747, "Y3": 0.9038, "X4": 0.22854, "Y4": 0.9028, "page": 0, "Index": 502}, {"Word": "generate", "Confidence": 0.991, "X1": 0.25126, "Y1": 0.8892, "X2": 0.32702, "Y2": 0.889, "X3": 0.32702, "Y3": 0.9038, "X4": 0.25126, "Y4": 0.9038, "page": 0, "Index": 503}, {"Word": "a", "Confidence": 0.995, "X1": 0.33333, "Y1": 0.8892, "X2": 0.3447, "Y2": 0.889, "X3": 0.3447, "Y3": 0.9038, "X4": 0.3346, "Y4": 0.9038, "page": 0, "Index": 504}, {"Word": "truly", "Confidence": 0.997, "X1": 0.34975, "Y1": 0.8892, "X2": 0.39268, "Y2": 0.889, "X3": 0.39394, "Y3": 0.9038, "X4": 0.34975, "Y4": 0.9038, "page": 0, "Index": 505}, {"Word": "exciting", "Confidence": 0.993, "X1": 0.39646, "Y1": 0.8892, "X2": 0.46717, "Y2": 0.889, "X3": 0.46717, "Y3": 0.9038, "X4": 0.39773, "Y4": 0.9038, "page": 0, "Index": 506}, {"Word": "and", "Confidence": 0.998, "X1": 0.47475, "Y1": 0.8892, "X2": 0.50631, "Y2": 0.889, "X3": 0.50758, "Y3": 0.9038, "X4": 0.47475, "Y4": 0.9038, "page": 0, "Index": 507}, {"Word": "motivated", "Confidence": 0.883, "X1": 0.5101, "Y1": 0.8892, "X2": 0.5947, "Y2": 0.889, "X3": 0.59596, "Y3": 0.9038, "X4": 0.51136, "Y4": 0.9038, "page": 0, "Index": 508}, {"Word": "approach", "Confidence": 0.97, "X1": 0.60227, "Y1": 0.8892, "X2": 0.67929, "Y2": 0.889, "X3": 0.68056, "Y3": 0.9038, "X4": 0.60354, "Y4": 0.9038, "page": 0, "Index": 509}, {"Word": "to", "Confidence": 0.997, "X1": 0.68561, "Y1": 0.8892, "X2": 0.70455, "Y2": 0.889, "X3": 0.70581, "Y3": 0.9038, "X4": 0.68561, "Y4": 0.9038, "page": 0, "Index": 510}, {"Word": "trade", "Confidence": 0.995, "X1": 0.70833, "Y1": 0.8882, "X2": 0.75631, "Y2": 0.888, "X3": 0.75631, "Y3": 0.9038, "X4": 0.7096, "Y4": 0.9038, "page": 0, "Index": 511}, {"Word": "relationships.", "Confidence": 0.993, "X1": 0.7601, "Y1": 0.8882, "X2": 0.87626, "Y2": 0.888, "X3": 0.87626, "Y3": 0.9038, "X4": 0.7601, "Y4": 0.9038, "page": 0, "Index": 512}, {"Word": "9.", "Confidence": 0.998, "X1": 0.07702, "Y1": 0.9032, "X2": 0.09596, "Y2": 0.903, "X3": 0.09596, "Y3": 0.9168, "X4": 0.07702, "Y4": 0.9168, "page": 0, "Index": 513}, {"Word": "How", "Confidence": 0.998, "X1": 0.10227, "Y1": 0.9032, "X2": 0.13889, "Y2": 0.903, "X3": 0.13889, "Y3": 0.9168, "X4": 0.10227, "Y4": 0.9168, "page": 0, "Index": 514}, {"Word": "brokers", "Confidence": 0.991, "X1": 0.1452, "Y1": 0.9032, "X2": 0.21212, "Y2": 0.903, "X3": 0.21212, "Y3": 0.9178, "X4": 0.1452, "Y4": 0.9168, "page": 0, "Index": 515}, {"Word": "can", "Confidence": 0.885, "X1": 0.21591, "Y1": 0.9032, "X2": 0.24621, "Y2": 0.903, "X3": 0.24621, "Y3": 0.9178, "X4": 0.21591, "Y4": 0.9178, "page": 0, "Index": 516}, {"Word": "insure", "Confidence": 0.796, "X1": 0.25253, "Y1": 0.9032, "X2": 0.30682, "Y2": 0.903, "X3": 0.30682, "Y3": 0.9178, "X4": 0.25253, "Y4": 0.9178, "page": 0, "Index": 517}, {"Word": "successful", "Confidence": 0.91, "X1": 0.31187, "Y1": 0.9042, "X2": 0.40278, "Y2": 0.904, "X3": 0.40278, "Y3": 0.9178, "X4": 0.31187, "Y4": 0.9178, "page": 0, "Index": 518}, {"Word": "manufacturers", "Confidence": 0.992, "X1": 0.80556, "Y1": 0.9042, "X2": 0.93056, "Y2": 0.904, "X3": 0.93182, "Y3": 0.9178, "X4": 0.80556, "Y4": 0.9188, "page": 0, "Index": 519}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.40657, "Y1": 0.9042, "X2": 0.49369, "Y2": 0.904, "X3": 0.49369, "Y3": 0.9188, "X4": 0.40657, "Y4": 0.9188, "page": 0, "Index": 520}, {"Word": "and", "Confidence": 0.998, "X1": 0.5, "Y1": 0.9042, "X2": 0.53157, "Y2": 0.904, "X3": 0.53157, "Y3": 0.9188, "X4": 0.5, "Y4": 0.9188, "page": 0, "Index": 521}, {"Word": "promotional", "Confidence": 0.817, "X1": 0.53662, "Y1": 0.9042, "X2": 0.64141, "Y2": 0.904, "X3": 0.64268, "Y3": 0.9188, "X4": 0.53662, "Y4": 0.9188, "page": 0, "Index": 522}, {"Word": "programs", "Confidence": 0.995, "X1": 0.6452, "Y1": 0.9042, "X2": 0.72475, "Y2": 0.904, "X3": 0.72475, "Y3": 0.9188, "X4": 0.6452, "Y4": 0.9188, "page": 0, "Index": 523}, {"Word": "for", "Confidence": 0.998, "X1": 0.72854, "Y1": 0.9042, "X2": 0.75631, "Y2": 0.904, "X3": 0.75758, "Y3": 0.9188, "X4": 0.72854, "Y4": 0.9188, "page": 0, "Index": 524}, {"Word": "both", "Confidence": 0.988, "X1": 0.7601, "Y1": 0.9042, "X2": 0.79924, "Y2": 0.904, "X3": 0.79924, "Y3": 0.9188, "X4": 0.7601, "Y4": 0.9188, "page": 0, "Index": 525}, {"Word": "and", "Confidence": 0.998, "X1": 0.10859, "Y1": 0.9182, "X2": 0.13889, "Y2": 0.918, "X3": 0.13763, "Y3": 0.9308, "X4": 0.10732, "Y4": 0.9308, "page": 0, "Index": 526}, {"Word": "retailers.", "Confidence": 0.994, "X1": 0.14394, "Y1": 0.9172, "X2": 0.22348, "Y2": 0.917, "X3": 0.22348, "Y3": 0.9318, "X4": 0.14268, "Y4": 0.9308, "page": 0, "Index": 527}, {"Word": "10.", "Confidence": 0.991, "X1": 0.07197, "Y1": 0.9312, "X2": 0.09975, "Y2": 0.931, "X3": 0.10101, "Y3": 0.9468, "X4": 0.07323, "Y4": 0.9458, "page": 0, "Index": 528}, {"Word": "Failure", "Confidence": 0.995, "X1": 0.1048, "Y1": 0.9312, "X2": 0.16793, "Y2": 0.931, "X3": 0.16793, "Y3": 0.9468, "X4": 0.1048, "Y4": 0.9468, "page": 0, "Index": 529}, {"Word": "fees,", "Confidence": 0.944, "X1": 0.17172, "Y1": 0.9312, "X2": 0.21591, "Y2": 0.931, "X3": 0.21717, "Y3": 0.9468, "X4": 0.17172, "Y4": 0.9468, "page": 0, "Index": 530}, {"Word": "what", "Confidence": 0.988, "X1": 0.22096, "Y1": 0.9312, "X2": 0.26389, "Y2": 0.931, "X3": 0.26389, "Y3": 0.9468, "X4": 0.22096, "Y4": 0.9468, "page": 0, "Index": 531}, {"Word": "they", "Confidence": 0.987, "X1": 0.26768, "Y1": 0.9312, "X2": 0.30682, "Y2": 0.931, "X3": 0.30682, "Y3": 0.9468, "X4": 0.26768, "Y4": 0.9468, "page": 0, "Index": 532}, {"Word": "are,", "Confidence": 0.982, "X1": 0.31313, "Y1": 0.9312, "X2": 0.34722, "Y2": 0.931, "X3": 0.34722, "Y3": 0.9478, "X4": 0.31313, "Y4": 0.9468, "page": 0, "Index": 533}, {"Word": "how", "Confidence": 0.998, "X1": 0.35101, "Y1": 0.9312, "X2": 0.3851, "Y2": 0.931, "X3": 0.3851, "Y3": 0.9478, "X4": 0.35101, "Y4": 0.9478, "page": 0, "Index": 534}, {"Word": "they", "Confidence": 0.991, "X1": 0.39141, "Y1": 0.9312, "X2": 0.43056, "Y2": 0.931, "X3": 0.43056, "Y3": 0.9478, "X4": 0.39141, "Y4": 0.9478, "page": 0, "Index": 535}, {"Word": "work,", "Confidence": 0.955, "X1": 0.43687, "Y1": 0.9312, "X2": 0.48485, "Y2": 0.931, "X3": 0.48485, "Y3": 0.9478, "X4": 0.43687, "Y4": 0.9478, "page": 0, "Index": 536}, {"Word": "and", "Confidence": 0.998, "X1": 0.48864, "Y1": 0.9312, "X2": 0.52273, "Y2": 0.931, "X3": 0.52273, "Y3": 0.9478, "X4": 0.48864, "Y4": 0.9478, "page": 0, "Index": 537}, {"Word": "what's", "Confidence": 0.981, "X1": 0.52652, "Y1": 0.9312, "X2": 0.58207, "Y2": 0.931, "X3": 0.58207, "Y3": 0.9478, "X4": 0.52652, "Y4": 0.9478, "page": 0, "Index": 538}, {"Word": "their", "Confidence": 0.991, "X1": 0.58712, "Y1": 0.9312, "X2": 0.63131, "Y2": 0.931, "X3": 0.63131, "Y3": 0.9468, "X4": 0.58586, "Y4": 0.9478, "page": 0, "Index": 539}, {"Word": "future.", "Confidence": 0.941, "X1": 0.6351, "Y1": 0.9312, "X2": 0.69697, "Y2": 0.931, "X3": 0.69697, "Y3": 0.9468, "X4": 0.6351, "Y4": 0.9468, "page": 0, "Index": 540}, {"Word": "2074012068", "Confidence": 0.993, "X1": 0.80177, "Y1": 0.9402, "X2": 0.93056, "Y2": 0.94, "X3": 0.92929, "Y3": 0.9568, "X4": 0.80177, "Y4": 0.9528, "page": 0, "Index": 541}]}
"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"
ffjw0108
0
{"lines_data": [{"Word": "Personal Notes", "Confidence": 0.996, "X1": 0.16754, "Y1": 0.0002, "X2": 0.30105, "Y2": 0.0, "X3": 0.30105, "Y3": 0.0148, "X4": 0.16754, "Y4": 0.0138, "page": 0}, {"Word": "260791 DBA/URO", "Confidence": 0.9935, "X1": 0.17277, "Y1": 0.0392, "X2": 0.35864, "Y2": 0.039, "X3": 0.35864, "Y3": 0.0548, "X4": 0.17277, "Y4": 0.0548, "page": 0}, {"Word": "PAGE 22", "Confidence": 0.99, "X1": 0.81152, "Y1": 0.0402, "X2": 0.89791, "Y2": 0.04, "X3": 0.89791, "Y3": 0.0548, "X4": 0.81152, "Y4": 0.0548, "page": 0}, {"Word": "THE BEHAVIOUR OF INHALED SPHERICAL IRON OXIDE PARTICLES IN HUMAN", "Confidence": 0.9828, "X1": 0.18063, "Y1": 0.1352, "X2": 0.92408, "Y2": 0.135, "X3": 0.92408, "Y3": 0.1518, "X4": 0.18063, "Y4": 0.1518, "page": 0}, {"Word": "LUNGS: MAGNETOMETRY STUDIES", "Confidence": 0.99267, "X1": 0.17932, "Y1": 0.1522, "X2": 0.48168, "Y2": 0.152, "X3": 0.48168, "Y3": 0.1668, "X4": 0.17932, "Y4": 0.1648, "page": 0}, {"Word": "Stahlhofen, W ., and W. M\u00f6ller", "Confidence": 0.93933, "X1": 0.18063, "Y1": 0.1952, "X2": 0.50524, "Y2": 0.195, "X3": 0.50524, "Y3": 0.2108, "X4": 0.18063, "Y4": 0.2108, "page": 0}, {"Word": "GSF-Forschungszentrum f\u00fcr Umwelt und Gesundheit, GmbH, Inst. f.", "Confidence": 0.91412, "X1": 0.1767, "Y1": 0.2402, "X2": 0.91885, "Y2": 0.24, "X3": 0.91885, "Y3": 0.2538, "X4": 0.1767, "Y4": 0.2528, "page": 0}, {"Word": "Biophysikalische Strahlenforschung, Paul-Ehrlich-Str.", "Confidence": 0.94733, "X1": 0.18063, "Y1": 0.2542, "X2": 0.79712, "Y2": 0.254, "X3": 0.79712, "Y3": 0.2688, "X4": 0.18063, "Y4": 0.2678, "page": 0}, {"Word": "20, 6000", "Confidence": 0.9785, "X1": 0.80628, "Y1": 0.2552, "X2": 0.92016, "Y2": 0.255, "X3": 0.92016, "Y3": 0.2688, "X4": 0.80628, "Y4": 0.2678, "page": 0}, {"Word": "Frankfurt/M ., Germany", "Confidence": 0.95733, "X1": 0.18063, "Y1": 0.2692, "X2": 0.4123, "Y2": 0.269, "X3": 0.4123, "Y3": 0.2838, "X4": 0.18063, "Y4": 0.2818, "page": 0}, {"Word": "Iron oxide can be used as a non-toxic test aerosol for studies of", "Confidence": 0.98823, "X1": 0.17932, "Y1": 0.3112, "X2": 0.92147, "Y2": 0.311, "X3": 0.92147, "Y3": 0.3268, "X4": 0.17932, "Y4": 0.3258, "page": 0}, {"Word": "particle clearance and macrophage mobility.", "Confidence": 0.995, "X1": 0.17539, "Y1": 0.3262, "X2": 0.64921, "Y2": 0.326, "X3": 0.64921, "Y3": 0.3398, "X4": 0.17539, "Y4": 0.3388, "page": 0}, {"Word": "Subjects without and with occupational exposure to magnetic dust", "Confidence": 0.99467, "X1": 0.18063, "Y1": 0.3402, "X2": 0.91885, "Y2": 0.34, "X3": 0.91885, "Y3": 0.3548, "X4": 0.18063, "Y4": 0.3538, "page": 0}, {"Word": "were measured and the amount of magnetic material in the lung was", "Confidence": 0.99517, "X1": 0.1767, "Y1": 0.3552, "X2": 0.91754, "Y2": 0.355, "X3": 0.91754, "Y3": 0.3688, "X4": 0.1767, "Y4": 0.3678, "page": 0}, {"Word": "calculated. The particles were magnetized in a strong external", "Confidence": 0.993, "X1": 0.17801, "Y1": 0.3702, "X2": 0.91885, "Y2": 0.37, "X3": 0.91885, "Y3": 0.3838, "X4": 0.17801, "Y4": 0.3818, "page": 0}, {"Word": "magnetic field. The relaxation phenomenon can be observed in a de-", "Confidence": 0.993, "X1": 0.17539, "Y1": 0.3832, "X2": 0.91885, "Y2": 0.383, "X3": 0.91885, "Y3": 0.3968, "X4": 0.17539, "Y4": 0.3968, "page": 0}, {"Word": "crease of the remanent magnetic field after the magnetizing field", "Confidence": 0.9957, "X1": 0.17932, "Y1": 0.3972, "X2": 0.91885, "Y2": 0.397, "X3": 0.91885, "Y3": 0.4118, "X4": 0.17932, "Y4": 0.4118, "page": 0}, {"Word": "was switched off. The main process that distroys the aligned mag-", "Confidence": 0.99282, "X1": 0.17932, "Y1": 0.4122, "X2": 0.91754, "Y2": 0.412, "X3": 0.91754, "Y3": 0.4258, "X4": 0.17932, "Y4": 0.4248, "page": 0}, {"Word": "netic dipoles was found to be the activity of the macrophages.", "Confidence": 0.99636, "X1": 0.17932, "Y1": 0.4262, "X2": 0.91492, "Y2": 0.426, "X3": 0.91492, "Y3": 0.4408, "X4": 0.17932, "Y4": 0.4398, "page": 0}, {"Word": "This misalignment happens within the inner cell structure of the", "Confidence": 0.9949, "X1": 0.17932, "Y1": 0.4412, "X2": 0.91754, "Y2": 0.441, "X3": 0.91754, "Y3": 0.4548, "X4": 0.17932, "Y4": 0.4538, "page": 0}, {"Word": "macrophages. The particles deposited in the alveolar region are", "Confidence": 0.99433, "X1": 0.17801, "Y1": 0.4552, "X2": 0.91754, "Y2": 0.455, "X3": 0.91754, "Y3": 0.4698, "X4": 0.17801, "Y4": 0.4688, "page": 0}, {"Word": "engulfed very fast by macrophages and stored into phagolysosomes.", "Confidence": 0.99267, "X1": 0.17932, "Y1": 0.4692, "X2": 0.91492, "Y2": 0.469, "X3": 0.91492, "Y3": 0.4838, "X4": 0.17932, "Y4": 0.4828, "page": 0}, {"Word": "When using spherical particles the membrane of the phagolysosomes", "Confidence": 0.99456, "X1": 0.17801, "Y1": 0.4842, "X2": 0.91754, "Y2": 0.484, "X3": 0.91754, "Y3": 0.4988, "X4": 0.17801, "Y4": 0.4978, "page": 0}, {"Word": "was found to be tightly adhered to the surface of the particles.", "Confidence": 0.9875, "X1": 0.1767, "Y1": 0.4972, "X2": 0.9123, "Y2": 0.497, "X3": 0.9123, "Y3": 0.5128, "X4": 0.1767, "Y4": 0.5118, "page": 0}, {"Word": "So it was assumed that the whole phagolysosome containing a mag-", "Confidence": 0.98245, "X1": 0.17801, "Y1": 0.5122, "X2": 0.91492, "Y2": 0.512, "X3": 0.91492, "Y3": 0.5268, "X4": 0.17801, "Y4": 0.5258, "page": 0}, {"Word": "netic sphere should be rotated.", "Confidence": 0.9936, "X1": 0.17539, "Y1": 0.5262, "X2": 0.51702, "Y2": 0.526, "X3": 0.51702, "Y3": 0.5398, "X4": 0.17539, "Y4": 0.5398, "page": 0}, {"Word": "Halfetimes of the decay of the remanent magnetic field are some", "Confidence": 0.99555, "X1": 0.1767, "Y1": 0.5402, "X2": 0.91754, "Y2": 0.54, "X3": 0.91754, "Y3": 0.5548, "X4": 0.1767, "Y4": 0.5538, "page": 0}, {"Word": "minutes so after certain time the lung becomes again nonmagnetic.", "Confidence": 0.992, "X1": 0.17408, "Y1": 0.5542, "X2": 0.91623, "Y2": 0.554, "X3": 0.91623, "Y3": 0.5688, "X4": 0.17408, "Y4": 0.5678, "page": 0}, {"Word": "In this state all magnetic dipols are randomly oriented.", "Confidence": 0.99378, "X1": 0.17801, "Y1": 0.5682, "X2": 0.79058, "Y2": 0.568, "X3": 0.79058, "Y3": 0.5828, "X4": 0.17801, "Y4": 0.5828, "page": 0}, {"Word": "In a weak magnetic field (< 5 mT), where no change in the magnetic", "Confidence": 0.9795, "X1": 0.1767, "Y1": 0.5832, "X2": 0.92016, "Y2": 0.583, "X3": 0.92016, "Y3": 0.5968, "X4": 0.1767, "Y4": 0.5968, "page": 0}, {"Word": "domain structure occcurs, a torque acts in magnetic spheres and", "Confidence": 0.9841, "X1": 0.1767, "Y1": 0.5982, "X2": 0.92016, "Y2": 0.598, "X3": 0.92016, "Y3": 0.6118, "X4": 0.1767, "Y4": 0.6108, "page": 0}, {"Word": "tends to align the magnetic dipols parallel to the direction of", "Confidence": 0.99391, "X1": 0.17801, "Y1": 0.6112, "X2": 0.91623, "Y2": 0.611, "X3": 0.91623, "Y3": 0.6248, "X4": 0.17801, "Y4": 0.6248, "page": 0}, {"Word": "the magnetic field. In a viscous environment the bydrodynamic re-", "Confidence": 0.9887, "X1": 0.17801, "Y1": 0.6262, "X2": 0.91754, "Y2": 0.626, "X3": 0.91754, "Y3": 0.6398, "X4": 0.17801, "Y4": 0.6388, "page": 0}, {"Word": "tarding torque balances the magnetic torque, describing the time", "Confidence": 0.98778, "X1": 0.17801, "Y1": 0.6402, "X2": 0.91754, "Y2": 0.64, "X3": 0.91754, "Y3": 0.6548, "X4": 0.17801, "Y4": 0.6538, "page": 0}, {"Word": "dependence of magnetic field increase. The rate of increase gives", "Confidence": 0.9948, "X1": 0.1767, "Y1": 0.6552, "X2": 0.91623, "Y2": 0.655, "X3": 0.91623, "Y3": 0.6688, "X4": 0.1767, "Y4": 0.6678, "page": 0}, {"Word": "information on the viscositiy of the environment and thereby in-", "Confidence": 0.996, "X1": 0.17539, "Y1": 0.6682, "X2": 0.91623, "Y2": 0.668, "X3": 0.91623, "Y3": 0.6828, "X4": 0.17539, "Y4": 0.6818, "page": 0}, {"Word": "formation on the viscosity of the cytoskelleton of the macro-", "Confidence": 0.9819, "X1": 0.1767, "Y1": 0.6832, "X2": 0.91623, "Y2": 0.683, "X3": 0.91623, "Y3": 0.6978, "X4": 0.1767, "Y4": 0.6968, "page": 0}, {"Word": "phages. With the use of spherical magnetic particles with a geo-", "Confidence": 0.99155, "X1": 0.17539, "Y1": 0.6972, "X2": 0.91492, "Y2": 0.697, "X3": 0.91492, "Y3": 0.7108, "X4": 0.17539, "Y4": 0.7108, "page": 0}, {"Word": "metric diameter of 1.3 um in the human lungs the viscosity could", "Confidence": 0.99133, "X1": 0.17539, "Y1": 0.7112, "X2": 0.91754, "Y2": 0.711, "X3": 0.91623, "Y3": 0.7248, "X4": 0.17539, "Y4": 0.7248, "page": 0}, {"Word": "be determined to be near 65 Pa", "Confidence": 0.98857, "X1": 0.17539, "Y1": 0.7242, "X2": 0.57723, "Y2": 0.724, "X3": 0.57723, "Y3": 0.7388, "X4": 0.17539, "Y4": 0.7388, "page": 0}, {"Word": "s. This value is very high", "Confidence": 0.99383, "X1": 0.57984, "Y1": 0.7252, "X2": 0.91623, "Y2": 0.725, "X3": 0.91623, "Y3": 0.7388, "X4": 0.57984, "Y4": 0.7398, "page": 0}, {"Word": "compared to water (0.007 Pa s) and shows that the particles can", "Confidence": 0.98992, "X1": 0.17539, "Y1": 0.7392, "X2": 0.91754, "Y2": 0.739, "X3": 0.91754, "Y3": 0.7528, "X4": 0.17539, "Y4": 0.7528, "page": 0}, {"Word": "assumed to be in a high polymer solution inside the macrophages.", "Confidence": 0.99509, "X1": 0.1767, "Y1": 0.7532, "X2": 0.91492, "Y2": 0.753, "X3": 0.91492, "Y3": 0.7658, "X4": 0.1767, "Y4": 0.7658, "page": 0}, {"Word": "The final remanent field of the lung dependes on the strength of", "Confidence": 0.99525, "X1": 0.17539, "Y1": 0.7672, "X2": 0.91492, "Y2": 0.767, "X3": 0.91492, "Y3": 0.7808, "X4": 0.17539, "Y4": 0.7798, "page": 0}, {"Word": "the magnetizing field and might reflect some misalignment activity", "Confidence": 0.99422, "X1": 0.17932, "Y1": 0.7802, "X2": 0.91754, "Y2": 0.78, "X3": 0.91754, "Y3": 0.7958, "X4": 0.17932, "Y4": 0.7948, "page": 0}, {"Word": "of the macrophages and some elastic properties of the cytoskelle-", "Confidence": 0.992, "X1": 0.17408, "Y1": 0.7932, "X2": 0.91754, "Y2": 0.793, "X3": 0.91754, "Y3": 0.8088, "X4": 0.17408, "Y4": 0.8088, "page": 0}, {"Word": "ton.", "Confidence": 0.982, "X1": 0.17539, "Y1": 0.8082, "X2": 0.2212, "Y2": 0.808, "X3": 0.2212, "Y3": 0.8218, "X4": 0.17539, "Y4": 0.8208, "page": 0}, {"Word": "The long term clearance of the human lung from magnetic particles", "Confidence": 0.99291, "X1": 0.17408, "Y1": 0.8342, "X2": 0.91492, "Y2": 0.834, "X3": 0.91492, "Y3": 0.8518, "X4": 0.17408, "Y4": 0.8508, "page": 0}, {"Word": "was also determined.", "Confidence": 0.991, "X1": 0.17801, "Y1": 0.8492, "X2": 0.39529, "Y2": 0.849, "X3": 0.39529, "Y3": 0.8608, "X4": 0.17801, "Y4": 0.8628, "page": 0}, {"Word": "2023299056", "Confidence": 0.955, "X1": 0.96335, "Y1": 0.9152, "X2": 0.94503, "Y2": 0.915, "X3": 0.91754, "Y3": 0.9128, "X4": 0.93455, "Y4": 0.7688, "page": 0}, {"Word": "0385", "Confidence": 0.604, "X1": 0.15838, "Y1": 0.9572, "X2": 0.18979, "Y2": 0.957, "X3": 0.18979, "Y3": 0.9668, "X4": 0.15969, "Y4": 0.9678, "page": 0}], "words_data": [{"Word": "Personal", "Confidence": 0.994, "X1": 0.16754, "Y1": 0.0002, "X2": 0.24215, "Y2": 0.0, "X3": 0.24215, "Y3": 0.0138, "X4": 0.16885, "Y4": 0.0138, "page": 0, "Index": 0}, {"Word": "Notes", "Confidence": 0.998, "X1": 0.24607, "Y1": 0.0002, "X2": 0.29843, "Y2": 0.0, "X3": 0.29712, "Y3": 0.0158, "X4": 0.24607, "Y4": 0.0138, "page": 0, "Index": 1}, {"Word": "260791", "Confidence": 0.994, "X1": 0.17408, "Y1": 0.0402, "X2": 0.24084, "Y2": 0.04, "X3": 0.24084, "Y3": 0.0558, "X4": 0.17408, "Y4": 0.0558, "page": 0, "Index": 2}, {"Word": "DBA/URO", "Confidence": 0.993, "X1": 0.27356, "Y1": 0.0402, "X2": 0.35471, "Y2": 0.04, "X3": 0.3534, "Y3": 0.0548, "X4": 0.27356, "Y4": 0.0558, "page": 0, "Index": 3}, {"Word": "PAGE", "Confidence": 0.982, "X1": 0.81283, "Y1": 0.0402, "X2": 0.85864, "Y2": 0.04, "X3": 0.85864, "Y3": 0.0558, "X4": 0.81283, "Y4": 0.0558, "page": 0, "Index": 4}, {"Word": "22", "Confidence": 0.998, "X1": 0.87042, "Y1": 0.0402, "X2": 0.89529, "Y2": 0.04, "X3": 0.89398, "Y3": 0.0558, "X4": 0.87042, "Y4": 0.0558, "page": 0, "Index": 5}, {"Word": "THE", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.1372, "X2": 0.21466, "Y2": 0.137, "X3": 0.21466, "Y3": 0.1508, "X4": 0.18194, "Y4": 0.1508, "page": 0, "Index": 6}, {"Word": "BEHAVIOUR", "Confidence": 0.993, "X1": 0.22644, "Y1": 0.1362, "X2": 0.32723, "Y2": 0.136, "X3": 0.32723, "Y3": 0.1508, "X4": 0.22644, "Y4": 0.1508, "page": 0, "Index": 7}, {"Word": "OF", "Confidence": 0.998, "X1": 0.33901, "Y1": 0.1362, "X2": 0.36518, "Y2": 0.136, "X3": 0.36387, "Y3": 0.1518, "X4": 0.33901, "Y4": 0.1508, "page": 0, "Index": 8}, {"Word": "INHALED", "Confidence": 0.938, "X1": 0.37696, "Y1": 0.1362, "X2": 0.4555, "Y2": 0.136, "X3": 0.4555, "Y3": 0.1518, "X4": 0.37696, "Y4": 0.1518, "page": 0, "Index": 9}, {"Word": "SPHERICAL", "Confidence": 0.991, "X1": 0.46859, "Y1": 0.1362, "X2": 0.56937, "Y2": 0.136, "X3": 0.56806, "Y3": 0.1518, "X4": 0.46859, "Y4": 0.1518, "page": 0, "Index": 10}, {"Word": "IRON", "Confidence": 0.987, "X1": 0.58246, "Y1": 0.1362, "X2": 0.62696, "Y2": 0.136, "X3": 0.62565, "Y3": 0.1518, "X4": 0.58246, "Y4": 0.1518, "page": 0, "Index": 11}, {"Word": "OXIDE", "Confidence": 0.997, "X1": 0.63874, "Y1": 0.1362, "X2": 0.69634, "Y2": 0.136, "X3": 0.69634, "Y3": 0.1518, "X4": 0.63874, "Y4": 0.1518, "page": 0, "Index": 12}, {"Word": "PARTICLES", "Confidence": 0.941, "X1": 0.70812, "Y1": 0.1362, "X2": 0.81021, "Y2": 0.136, "X3": 0.81021, "Y3": 0.1528, "X4": 0.70681, "Y4": 0.1518, "page": 0, "Index": 13}, {"Word": "IN", "Confidence": 0.998, "X1": 0.82461, "Y1": 0.1362, "X2": 0.84686, "Y2": 0.136, "X3": 0.84686, "Y3": 0.1528, "X4": 0.8233, "Y4": 0.1528, "page": 0, "Index": 14}, {"Word": "HUMAN", "Confidence": 0.991, "X1": 0.85995, "Y1": 0.1362, "X2": 0.91885, "Y2": 0.136, "X3": 0.91754, "Y3": 0.1528, "X4": 0.85864, "Y4": 0.1528, "page": 0, "Index": 15}, {"Word": "LUNGS:", "Confidence": 0.994, "X1": 0.18063, "Y1": 0.1512, "X2": 0.25, "Y2": 0.151, "X3": 0.24869, "Y3": 0.1658, "X4": 0.18063, "Y4": 0.1648, "page": 0, "Index": 16}, {"Word": "MAGNETOMETRY", "Confidence": 0.991, "X1": 0.25785, "Y1": 0.1522, "X2": 0.39005, "Y2": 0.152, "X3": 0.39005, "Y3": 0.1668, "X4": 0.25654, "Y4": 0.1658, "page": 0, "Index": 17}, {"Word": "STUDIES", "Confidence": 0.993, "X1": 0.39921, "Y1": 0.1532, "X2": 0.47906, "Y2": 0.153, "X3": 0.47775, "Y3": 0.1668, "X4": 0.39921, "Y4": 0.1668, "page": 0, "Index": 18}, {"Word": "Stahlhofen,", "Confidence": 0.991, "X1": 0.18063, "Y1": 0.1962, "X2": 0.30366, "Y2": 0.196, "X3": 0.30366, "Y3": 0.2118, "X4": 0.18063, "Y4": 0.2118, "page": 0, "Index": 19}, {"Word": "W", "Confidence": 0.987, "X1": 0.31152, "Y1": 0.1962, "X2": 0.32068, "Y2": 0.196, "X3": 0.32068, "Y3": 0.2118, "X4": 0.31152, "Y4": 0.2118, "page": 0, "Index": 20}, {"Word": ".,", "Confidence": 0.998, "X1": 0.32461, "Y1": 0.1962, "X2": 0.34817, "Y2": 0.196, "X3": 0.34686, "Y3": 0.2118, "X4": 0.32461, "Y4": 0.2118, "page": 0, "Index": 21}, {"Word": "and", "Confidence": 0.998, "X1": 0.35602, "Y1": 0.1962, "X2": 0.39005, "Y2": 0.196, "X3": 0.39005, "Y3": 0.2108, "X4": 0.35602, "Y4": 0.2118, "page": 0, "Index": 22}, {"Word": "W.", "Confidence": 0.998, "X1": 0.39791, "Y1": 0.1962, "X2": 0.42408, "Y2": 0.196, "X3": 0.42408, "Y3": 0.2108, "X4": 0.3966, "Y4": 0.2108, "page": 0, "Index": 23}, {"Word": "M\u00f6ller", "Confidence": 0.664, "X1": 0.43063, "Y1": 0.1962, "X2": 0.50262, "Y2": 0.196, "X3": 0.50131, "Y3": 0.2108, "X4": 0.42932, "Y4": 0.2108, "page": 0, "Index": 24}, {"Word": "GSF-Forschungszentrum", "Confidence": 0.9, "X1": 0.17932, "Y1": 0.2402, "X2": 0.40969, "Y2": 0.24, "X3": 0.40838, "Y3": 0.2538, "X4": 0.17801, "Y4": 0.2528, "page": 0, "Index": 25}, {"Word": "f\u00fcr", "Confidence": 0.491, "X1": 0.4267, "Y1": 0.2402, "X2": 0.45942, "Y2": 0.24, "X3": 0.45812, "Y3": 0.2538, "X4": 0.42539, "Y4": 0.2538, "page": 0, "Index": 26}, {"Word": "Umwelt", "Confidence": 0.995, "X1": 0.47775, "Y1": 0.2402, "X2": 0.5445, "Y2": 0.24, "X3": 0.54319, "Y3": 0.2538, "X4": 0.47644, "Y4": 0.2538, "page": 0, "Index": 27}, {"Word": "und", "Confidence": 0.998, "X1": 0.56021, "Y1": 0.2402, "X2": 0.59162, "Y2": 0.24, "X3": 0.59162, "Y3": 0.2538, "X4": 0.5589, "Y4": 0.2538, "page": 0, "Index": 28}, {"Word": "Gesundheit,", "Confidence": 0.943, "X1": 0.60733, "Y1": 0.2402, "X2": 0.73168, "Y2": 0.24, "X3": 0.73037, "Y3": 0.2548, "X4": 0.60733, "Y4": 0.2538, "page": 0, "Index": 29}, {"Word": "GmbH,", "Confidence": 0.995, "X1": 0.74476, "Y1": 0.2412, "X2": 0.80497, "Y2": 0.241, "X3": 0.80366, "Y3": 0.2548, "X4": 0.74476, "Y4": 0.2548, "page": 0, "Index": 30}, {"Word": "Inst.", "Confidence": 0.997, "X1": 0.82068, "Y1": 0.2412, "X2": 0.87696, "Y2": 0.241, "X3": 0.87696, "Y3": 0.2548, "X4": 0.81937, "Y4": 0.2548, "page": 0, "Index": 31}, {"Word": "f.", "Confidence": 0.994, "X1": 0.89398, "Y1": 0.2412, "X2": 0.91754, "Y2": 0.241, "X3": 0.91754, "Y3": 0.2548, "X4": 0.89398, "Y4": 0.2548, "page": 0, "Index": 32}, {"Word": "Biophysikalische", "Confidence": 0.982, "X1": 0.18194, "Y1": 0.2542, "X2": 0.35471, "Y2": 0.254, "X3": 0.35471, "Y3": 0.2688, "X4": 0.18194, "Y4": 0.2668, "page": 0, "Index": 33}, {"Word": "Strahlenforschung,", "Confidence": 0.896, "X1": 0.37958, "Y1": 0.2542, "X2": 0.57984, "Y2": 0.254, "X3": 0.57853, "Y3": 0.2688, "X4": 0.37958, "Y4": 0.2688, "page": 0, "Index": 34}, {"Word": "Paul-Ehrlich-Str.", "Confidence": 0.964, "X1": 0.59948, "Y1": 0.2552, "X2": 0.78927, "Y2": 0.255, "X3": 0.78927, "Y3": 0.2688, "X4": 0.59948, "Y4": 0.2688, "page": 0, "Index": 35}, {"Word": "20,", "Confidence": 0.97, "X1": 0.81283, "Y1": 0.2552, "X2": 0.84686, "Y2": 0.255, "X3": 0.84555, "Y3": 0.2688, "X4": 0.81283, "Y4": 0.2688, "page": 0, "Index": 36}, {"Word": "6000", "Confidence": 0.987, "X1": 0.87042, "Y1": 0.2562, "X2": 0.91623, "Y2": 0.256, "X3": 0.91492, "Y3": 0.2688, "X4": 0.87042, "Y4": 0.2688, "page": 0, "Index": 37}, {"Word": "Frankfurt/M", "Confidence": 0.991, "X1": 0.18063, "Y1": 0.2682, "X2": 0.29974, "Y2": 0.268, "X3": 0.29974, "Y3": 0.2828, "X4": 0.18063, "Y4": 0.2818, "page": 0, "Index": 38}, {"Word": ".,", "Confidence": 0.885, "X1": 0.30366, "Y1": 0.2692, "X2": 0.32592, "Y2": 0.269, "X3": 0.32461, "Y3": 0.2828, "X4": 0.30366, "Y4": 0.2828, "page": 0, "Index": 39}, {"Word": "Germany", "Confidence": 0.996, "X1": 0.33115, "Y1": 0.2702, "X2": 0.41099, "Y2": 0.27, "X3": 0.40969, "Y3": 0.2848, "X4": 0.33115, "Y4": 0.2828, "page": 0, "Index": 40}, {"Word": "Iron", "Confidence": 0.982, "X1": 0.18063, "Y1": 0.3112, "X2": 0.22382, "Y2": 0.311, "X3": 0.22382, "Y3": 0.3248, "X4": 0.18063, "Y4": 0.3248, "page": 0, "Index": 41}, {"Word": "oxide", "Confidence": 0.996, "X1": 0.2356, "Y1": 0.3112, "X2": 0.29188, "Y2": 0.311, "X3": 0.29058, "Y3": 0.3258, "X4": 0.2356, "Y4": 0.3248, "page": 0, "Index": 42}, {"Word": "can", "Confidence": 0.998, "X1": 0.30366, "Y1": 0.3112, "X2": 0.33639, "Y2": 0.311, "X3": 0.33639, "Y3": 0.3258, "X4": 0.30366, "Y4": 0.3258, "page": 0, "Index": 43}, {"Word": "be", "Confidence": 0.997, "X1": 0.34817, "Y1": 0.3112, "X2": 0.37042, "Y2": 0.311, "X3": 0.37042, "Y3": 0.3258, "X4": 0.34686, "Y4": 0.3258, "page": 0, "Index": 44}, {"Word": "used", "Confidence": 0.988, "X1": 0.3822, "Y1": 0.3122, "X2": 0.4267, "Y2": 0.312, "X3": 0.4267, "Y3": 0.3268, "X4": 0.3822, "Y4": 0.3268, "page": 0, "Index": 45}, {"Word": "as", "Confidence": 0.998, "X1": 0.43979, "Y1": 0.3122, "X2": 0.46204, "Y2": 0.312, "X3": 0.46073, "Y3": 0.3268, "X4": 0.43979, "Y4": 0.3268, "page": 0, "Index": 46}, {"Word": "a", "Confidence": 0.994, "X1": 0.47644, "Y1": 0.3122, "X2": 0.48691, "Y2": 0.312, "X3": 0.48691, "Y3": 0.3268, "X4": 0.47513, "Y4": 0.3268, "page": 0, "Index": 47}, {"Word": "non-toxic", "Confidence": 0.946, "X1": 0.5, "Y1": 0.3122, "X2": 0.59686, "Y2": 0.312, "X3": 0.59555, "Y3": 0.3268, "X4": 0.49869, "Y4": 0.3268, "page": 0, "Index": 48}, {"Word": "test", "Confidence": 0.986, "X1": 0.60995, "Y1": 0.3122, "X2": 0.65445, "Y2": 0.312, "X3": 0.65445, "Y3": 0.3268, "X4": 0.60995, "Y4": 0.3268, "page": 0, "Index": 49}, {"Word": "aerosol", "Confidence": 0.991, "X1": 0.66623, "Y1": 0.3122, "X2": 0.74346, "Y2": 0.312, "X3": 0.74346, "Y3": 0.3268, "X4": 0.66492, "Y4": 0.3268, "page": 0, "Index": 50}, {"Word": "for", "Confidence": 0.998, "X1": 0.75524, "Y1": 0.3122, "X2": 0.79058, "Y2": 0.312, "X3": 0.78927, "Y3": 0.3268, "X4": 0.75524, "Y4": 0.3268, "page": 0, "Index": 51}, {"Word": "studies", "Confidence": 0.981, "X1": 0.80236, "Y1": 0.3122, "X2": 0.88089, "Y2": 0.312, "X3": 0.88089, "Y3": 0.3268, "X4": 0.80105, "Y4": 0.3268, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.992, "X1": 0.89267, "Y1": 0.3122, "X2": 0.91885, "Y2": 0.312, "X3": 0.91754, "Y3": 0.3268, "X4": 0.89267, "Y4": 0.3268, "page": 0, "Index": 53}, {"Word": "particle", "Confidence": 0.993, "X1": 0.17932, "Y1": 0.3262, "X2": 0.26832, "Y2": 0.326, "X3": 0.26702, "Y3": 0.3398, "X4": 0.17801, "Y4": 0.3388, "page": 0, "Index": 54}, {"Word": "clearance", "Confidence": 0.995, "X1": 0.2788, "Y1": 0.3262, "X2": 0.37696, "Y2": 0.326, "X3": 0.37565, "Y3": 0.3398, "X4": 0.27749, "Y4": 0.3398, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.998, "X1": 0.38743, "Y1": 0.3262, "X2": 0.41885, "Y2": 0.326, "X3": 0.41885, "Y3": 0.3398, "X4": 0.38613, "Y4": 0.3398, "page": 0, "Index": 56}, {"Word": "macrophage", "Confidence": 0.995, "X1": 0.42932, "Y1": 0.3262, "X2": 0.54188, "Y2": 0.326, "X3": 0.54188, "Y3": 0.3398, "X4": 0.42801, "Y4": 0.3398, "page": 0, "Index": 57}, {"Word": "mobility.", "Confidence": 0.994, "X1": 0.55105, "Y1": 0.3262, "X2": 0.64921, "Y2": 0.326, "X3": 0.64921, "Y3": 0.3408, "X4": 0.55105, "Y4": 0.3398, "page": 0, "Index": 58}, {"Word": "Subjects", "Confidence": 0.995, "X1": 0.18194, "Y1": 0.3402, "X2": 0.26832, "Y2": 0.34, "X3": 0.26832, "Y3": 0.3538, "X4": 0.18063, "Y4": 0.3538, "page": 0, "Index": 59}, {"Word": "without", "Confidence": 0.997, "X1": 0.28141, "Y1": 0.3402, "X2": 0.35864, "Y2": 0.34, "X3": 0.35864, "Y3": 0.3548, "X4": 0.2801, "Y4": 0.3538, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.998, "X1": 0.37304, "Y1": 0.3402, "X2": 0.40707, "Y2": 0.34, "X3": 0.40576, "Y3": 0.3548, "X4": 0.37304, "Y4": 0.3548, "page": 0, "Index": 61}, {"Word": "with", "Confidence": 0.994, "X1": 0.41885, "Y1": 0.3412, "X2": 0.46597, "Y2": 0.341, "X3": 0.46466, "Y3": 0.3548, "X4": 0.41885, "Y4": 0.3548, "page": 0, "Index": 62}, {"Word": "occupational", "Confidence": 0.991, "X1": 0.48037, "Y1": 0.3412, "X2": 0.61126, "Y2": 0.341, "X3": 0.60995, "Y3": 0.3548, "X4": 0.48037, "Y4": 0.3548, "page": 0, "Index": 63}, {"Word": "exposure", "Confidence": 0.996, "X1": 0.62696, "Y1": 0.3412, "X2": 0.71335, "Y2": 0.341, "X3": 0.71335, "Y3": 0.3548, "X4": 0.62565, "Y4": 0.3548, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.72906, "Y1": 0.3412, "X2": 0.75, "Y2": 0.341, "X3": 0.74869, "Y3": 0.3548, "X4": 0.72775, "Y4": 0.3548, "page": 0, "Index": 65}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.7644, "Y1": 0.3412, "X2": 0.85471, "Y2": 0.341, "X3": 0.8534, "Y3": 0.3548, "X4": 0.76309, "Y4": 0.3548, "page": 0, "Index": 66}, {"Word": "dust", "Confidence": 0.988, "X1": 0.86911, "Y1": 0.3412, "X2": 0.91623, "Y2": 0.341, "X3": 0.91492, "Y3": 0.3548, "X4": 0.8678, "Y4": 0.3548, "page": 0, "Index": 67}, {"Word": "were", "Confidence": 0.988, "X1": 0.17932, "Y1": 0.3552, "X2": 0.22251, "Y2": 0.355, "X3": 0.22251, "Y3": 0.3688, "X4": 0.17801, "Y4": 0.3688, "page": 0, "Index": 68}, {"Word": "measured", "Confidence": 0.995, "X1": 0.2356, "Y1": 0.3552, "X2": 0.3233, "Y2": 0.355, "X3": 0.32199, "Y3": 0.3688, "X4": 0.23429, "Y4": 0.3688, "page": 0, "Index": 69}, {"Word": "and", "Confidence": 0.998, "X1": 0.3377, "Y1": 0.3552, "X2": 0.37042, "Y2": 0.355, "X3": 0.36911, "Y3": 0.3688, "X4": 0.33639, "Y4": 0.3688, "page": 0, "Index": 70}, {"Word": "the", "Confidence": 0.998, "X1": 0.38351, "Y1": 0.3552, "X2": 0.41492, "Y2": 0.355, "X3": 0.41361, "Y3": 0.3688, "X4": 0.3822, "Y4": 0.3688, "page": 0, "Index": 71}, {"Word": "amount", "Confidence": 0.997, "X1": 0.42801, "Y1": 0.3552, "X2": 0.49607, "Y2": 0.355, "X3": 0.49476, "Y3": 0.3698, "X4": 0.4267, "Y4": 0.3688, "page": 0, "Index": 72}, {"Word": "of", "Confidence": 0.998, "X1": 0.50785, "Y1": 0.3552, "X2": 0.53141, "Y2": 0.355, "X3": 0.5301, "Y3": 0.3698, "X4": 0.50785, "Y4": 0.3698, "page": 0, "Index": 73}, {"Word": "magnetic", "Confidence": 0.994, "X1": 0.54188, "Y1": 0.3552, "X2": 0.63089, "Y2": 0.355, "X3": 0.62958, "Y3": 0.3698, "X4": 0.54188, "Y4": 0.3698, "page": 0, "Index": 74}, {"Word": "material", "Confidence": 0.995, "X1": 0.64136, "Y1": 0.3552, "X2": 0.73037, "Y2": 0.355, "X3": 0.72906, "Y3": 0.3698, "X4": 0.64136, "Y4": 0.3698, "page": 0, "Index": 75}, {"Word": "in", "Confidence": 0.998, "X1": 0.74215, "Y1": 0.3562, "X2": 0.76309, "Y2": 0.356, "X3": 0.76178, "Y3": 0.3698, "X4": 0.74215, "Y4": 0.3698, "page": 0, "Index": 76}, {"Word": "the", "Confidence": 0.998, "X1": 0.77749, "Y1": 0.3562, "X2": 0.81152, "Y2": 0.356, "X3": 0.81021, "Y3": 0.3698, "X4": 0.77749, "Y4": 0.3698, "page": 0, "Index": 77}, {"Word": "lung", "Confidence": 0.988, "X1": 0.8233, "Y1": 0.3562, "X2": 0.8678, "Y2": 0.356, "X3": 0.8678, "Y3": 0.3698, "X4": 0.8233, "Y4": 0.3698, "page": 0, "Index": 78}, {"Word": "was", "Confidence": 0.995, "X1": 0.88089, "Y1": 0.3562, "X2": 0.91623, "Y2": 0.356, "X3": 0.91623, "Y3": 0.3698, "X4": 0.87958, "Y4": 0.3698, "page": 0, "Index": 79}, {"Word": "calculated.", "Confidence": 0.991, "X1": 0.18063, "Y1": 0.3692, "X2": 0.30236, "Y2": 0.369, "X3": 0.30236, "Y3": 0.3828, "X4": 0.17932, "Y4": 0.3818, "page": 0, "Index": 80}, {"Word": "The", "Confidence": 0.995, "X1": 0.31675, "Y1": 0.3692, "X2": 0.34948, "Y2": 0.369, "X3": 0.34948, "Y3": 0.3828, "X4": 0.31675, "Y4": 0.3828, "page": 0, "Index": 81}, {"Word": "particles", "Confidence": 0.991, "X1": 0.36649, "Y1": 0.3692, "X2": 0.46597, "Y2": 0.369, "X3": 0.46597, "Y3": 0.3828, "X4": 0.36649, "Y4": 0.3828, "page": 0, "Index": 82}, {"Word": "were", "Confidence": 0.988, "X1": 0.4856, "Y1": 0.3692, "X2": 0.5301, "Y2": 0.369, "X3": 0.5288, "Y3": 0.3838, "X4": 0.4856, "Y4": 0.3828, "page": 0, "Index": 83}, {"Word": "magnetized", "Confidence": 0.991, "X1": 0.54581, "Y1": 0.3702, "X2": 0.65576, "Y2": 0.37, "X3": 0.65576, "Y3": 0.3838, "X4": 0.54581, "Y4": 0.3838, "page": 0, "Index": 84}, {"Word": "in", "Confidence": 0.998, "X1": 0.67277, "Y1": 0.3702, "X2": 0.69372, "Y2": 0.37, "X3": 0.69372, "Y3": 0.3838, "X4": 0.67277, "Y4": 0.3838, "page": 0, "Index": 85}, {"Word": "a", "Confidence": 0.996, "X1": 0.71204, "Y1": 0.3702, "X2": 0.72251, "Y2": 0.37, "X3": 0.72251, "Y3": 0.3838, "X4": 0.71204, "Y4": 0.3838, "page": 0, "Index": 86}, {"Word": "strong", "Confidence": 0.993, "X1": 0.73822, "Y1": 0.3702, "X2": 0.80759, "Y2": 0.37, "X3": 0.80759, "Y3": 0.3838, "X4": 0.73822, "Y4": 0.3838, "page": 0, "Index": 87}, {"Word": "external", "Confidence": 0.994, "X1": 0.82461, "Y1": 0.3702, "X2": 0.91492, "Y2": 0.37, "X3": 0.91492, "Y3": 0.3838, "X4": 0.82461, "Y4": 0.3838, "page": 0, "Index": 88}, {"Word": "magnetic", "Confidence": 0.994, "X1": 0.17801, "Y1": 0.3832, "X2": 0.26832, "Y2": 0.383, "X3": 0.26832, "Y3": 0.3968, "X4": 0.1767, "Y4": 0.3968, "page": 0, "Index": 89}, {"Word": "field.", "Confidence": 0.996, "X1": 0.2788, "Y1": 0.3832, "X2": 0.34555, "Y2": 0.383, "X3": 0.34555, "Y3": 0.3978, "X4": 0.27749, "Y4": 0.3968, "page": 0, "Index": 90}, {"Word": "The", "Confidence": 0.998, "X1": 0.35602, "Y1": 0.3832, "X2": 0.38874, "Y2": 0.383, "X3": 0.38874, "Y3": 0.3978, "X4": 0.35602, "Y4": 0.3978, "page": 0, "Index": 91}, {"Word": "relaxation", "Confidence": 0.991, "X1": 0.40052, "Y1": 0.3842, "X2": 0.51178, "Y2": 0.384, "X3": 0.51178, "Y3": 0.3978, "X4": 0.40052, "Y4": 0.3978, "page": 0, "Index": 92}, {"Word": "phenomenon", "Confidence": 0.994, "X1": 0.52356, "Y1": 0.3842, "X2": 0.6322, "Y2": 0.384, "X3": 0.6322, "Y3": 0.3978, "X4": 0.52356, "Y4": 0.3978, "page": 0, "Index": 93}, {"Word": "can", "Confidence": 0.998, "X1": 0.64398, "Y1": 0.3842, "X2": 0.67539, "Y2": 0.384, "X3": 0.6767, "Y3": 0.3978, "X4": 0.64398, "Y4": 0.3978, "page": 0, "Index": 94}, {"Word": "be", "Confidence": 0.997, "X1": 0.68717, "Y1": 0.3842, "X2": 0.71073, "Y2": 0.384, "X3": 0.71073, "Y3": 0.3978, "X4": 0.68717, "Y4": 0.3978, "page": 0, "Index": 95}, {"Word": "observed", "Confidence": 0.995, "X1": 0.7212, "Y1": 0.3842, "X2": 0.81021, "Y2": 0.384, "X3": 0.81021, "Y3": 0.3978, "X4": 0.7212, "Y4": 0.3978, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.967, "X1": 0.8233, "Y1": 0.3842, "X2": 0.84293, "Y2": 0.384, "X3": 0.84424, "Y3": 0.3978, "X4": 0.8233, "Y4": 0.3978, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.995, "X1": 0.85733, "Y1": 0.3842, "X2": 0.8678, "Y2": 0.384, "X3": 0.86911, "Y3": 0.3978, "X4": 0.85733, "Y4": 0.3978, "page": 0, "Index": 98}, {"Word": "de-", "Confidence": 0.998, "X1": 0.88089, "Y1": 0.3842, "X2": 0.91623, "Y2": 0.384, "X3": 0.91623, "Y3": 0.3978, "X4": 0.88089, "Y4": 0.3978, "page": 0, "Index": 99}, {"Word": "crease", "Confidence": 0.997, "X1": 0.18063, "Y1": 0.3982, "X2": 0.24476, "Y2": 0.398, "X3": 0.24476, "Y3": 0.4118, "X4": 0.17932, "Y4": 0.4118, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.25916, "Y1": 0.3982, "X2": 0.2801, "Y2": 0.398, "X3": 0.2801, "Y3": 0.4118, "X4": 0.25785, "Y4": 0.4118, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.998, "X1": 0.29319, "Y1": 0.3982, "X2": 0.32592, "Y2": 0.398, "X3": 0.32592, "Y3": 0.4118, "X4": 0.29319, "Y4": 0.4118, "page": 0, "Index": 102}, {"Word": "remanent", "Confidence": 0.991, "X1": 0.33901, "Y1": 0.3982, "X2": 0.4267, "Y2": 0.398, "X3": 0.42539, "Y3": 0.4118, "X4": 0.33901, "Y4": 0.4118, "page": 0, "Index": 103}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.43848, "Y1": 0.3982, "X2": 0.5288, "Y2": 0.398, "X3": 0.5288, "Y3": 0.4118, "X4": 0.43717, "Y4": 0.4118, "page": 0, "Index": 104}, {"Word": "field", "Confidence": 0.997, "X1": 0.54319, "Y1": 0.3982, "X2": 0.59555, "Y2": 0.398, "X3": 0.59555, "Y3": 0.4118, "X4": 0.54188, "Y4": 0.4118, "page": 0, "Index": 105}, {"Word": "after", "Confidence": 0.997, "X1": 0.60995, "Y1": 0.3982, "X2": 0.66492, "Y2": 0.398, "X3": 0.66361, "Y3": 0.4118, "X4": 0.60864, "Y4": 0.4118, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.67801, "Y1": 0.3982, "X2": 0.71073, "Y2": 0.398, "X3": 0.70942, "Y3": 0.4118, "X4": 0.6767, "Y4": 0.4118, "page": 0, "Index": 107}, {"Word": "magnetizing", "Confidence": 0.991, "X1": 0.7212, "Y1": 0.3982, "X2": 0.84555, "Y2": 0.398, "X3": 0.84424, "Y3": 0.4128, "X4": 0.7212, "Y4": 0.4118, "page": 0, "Index": 108}, {"Word": "field", "Confidence": 0.995, "X1": 0.85864, "Y1": 0.3982, "X2": 0.91361, "Y2": 0.398, "X3": 0.91361, "Y3": 0.4128, "X4": 0.85864, "Y4": 0.4128, "page": 0, "Index": 109}, {"Word": "was", "Confidence": 0.991, "X1": 0.18063, "Y1": 0.4122, "X2": 0.21204, "Y2": 0.412, "X3": 0.21073, "Y3": 0.4258, "X4": 0.18063, "Y4": 0.4258, "page": 0, "Index": 110}, {"Word": "switched", "Confidence": 0.996, "X1": 0.22513, "Y1": 0.4122, "X2": 0.31283, "Y2": 0.412, "X3": 0.31152, "Y3": 0.4258, "X4": 0.22513, "Y4": 0.4258, "page": 0, "Index": 111}, {"Word": "off.", "Confidence": 0.991, "X1": 0.32461, "Y1": 0.4122, "X2": 0.37042, "Y2": 0.412, "X3": 0.36911, "Y3": 0.4258, "X4": 0.32461, "Y4": 0.4258, "page": 0, "Index": 112}, {"Word": "The", "Confidence": 0.995, "X1": 0.3822, "Y1": 0.4122, "X2": 0.41492, "Y2": 0.412, "X3": 0.41361, "Y3": 0.4258, "X4": 0.3822, "Y4": 0.4258, "page": 0, "Index": 113}, {"Word": "main", "Confidence": 0.988, "X1": 0.42539, "Y1": 0.4122, "X2": 0.4712, "Y2": 0.412, "X3": 0.4712, "Y3": 0.4258, "X4": 0.42539, "Y4": 0.4258, "page": 0, "Index": 114}, {"Word": "process", "Confidence": 0.996, "X1": 0.4856, "Y1": 0.4122, "X2": 0.56283, "Y2": 0.412, "X3": 0.56152, "Y3": 0.4268, "X4": 0.4856, "Y4": 0.4258, "page": 0, "Index": 115}, {"Word": "that", "Confidence": 0.989, "X1": 0.57592, "Y1": 0.4122, "X2": 0.61911, "Y2": 0.412, "X3": 0.6178, "Y3": 0.4268, "X4": 0.57592, "Y4": 0.4268, "page": 0, "Index": 116}, {"Word": "distroys", "Confidence": 0.996, "X1": 0.63089, "Y1": 0.4122, "X2": 0.7199, "Y2": 0.412, "X3": 0.7199, "Y3": 0.4268, "X4": 0.63089, "Y4": 0.4268, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.73168, "Y1": 0.4132, "X2": 0.7644, "Y2": 0.413, "X3": 0.76309, "Y3": 0.4268, "X4": 0.73168, "Y4": 0.4268, "page": 0, "Index": 118}, {"Word": "aligned", "Confidence": 0.995, "X1": 0.7788, "Y1": 0.4132, "X2": 0.85602, "Y2": 0.413, "X3": 0.85471, "Y3": 0.4268, "X4": 0.7788, "Y4": 0.4268, "page": 0, "Index": 119}, {"Word": "mag-", "Confidence": 0.986, "X1": 0.86911, "Y1": 0.4142, "X2": 0.91492, "Y2": 0.414, "X3": 0.91492, "Y3": 0.4268, "X4": 0.86911, "Y4": 0.4268, "page": 0, "Index": 120}, {"Word": "netic", "Confidence": 0.991, "X1": 0.18063, "Y1": 0.4262, "X2": 0.23298, "Y2": 0.426, "X3": 0.23298, "Y3": 0.4408, "X4": 0.18063, "Y4": 0.4398, "page": 0, "Index": 121}, {"Word": "dipoles", "Confidence": 0.996, "X1": 0.24869, "Y1": 0.4262, "X2": 0.32592, "Y2": 0.426, "X3": 0.32592, "Y3": 0.4408, "X4": 0.25, "Y4": 0.4408, "page": 0, "Index": 122}, {"Word": "was", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.4262, "X2": 0.37435, "Y2": 0.426, "X3": 0.37435, "Y3": 0.4408, "X4": 0.34162, "Y4": 0.4408, "page": 0, "Index": 123}, {"Word": "found", "Confidence": 0.998, "X1": 0.39136, "Y1": 0.4262, "X2": 0.44503, "Y2": 0.426, "X3": 0.44503, "Y3": 0.4408, "X4": 0.39136, "Y4": 0.4408, "page": 0, "Index": 124}, {"Word": "to", "Confidence": 0.998, "X1": 0.46335, "Y1": 0.4262, "X2": 0.48429, "Y2": 0.426, "X3": 0.48429, "Y3": 0.4408, "X4": 0.46335, "Y4": 0.4408, "page": 0, "Index": 125}, {"Word": "be", "Confidence": 0.998, "X1": 0.50131, "Y1": 0.4262, "X2": 0.52487, "Y2": 0.426, "X3": 0.52487, "Y3": 0.4408, "X4": 0.50131, "Y4": 0.4408, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.54058, "Y1": 0.4262, "X2": 0.57199, "Y2": 0.426, "X3": 0.57199, "Y3": 0.4408, "X4": 0.54058, "Y4": 0.4408, "page": 0, "Index": 127}, {"Word": "activity", "Confidence": 0.996, "X1": 0.5877, "Y1": 0.4272, "X2": 0.67539, "Y2": 0.427, "X3": 0.67539, "Y3": 0.4408, "X4": 0.5877, "Y4": 0.4408, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.6911, "Y1": 0.4272, "X2": 0.71466, "Y2": 0.427, "X3": 0.71466, "Y3": 0.4408, "X4": 0.6911, "Y4": 0.4408, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.73037, "Y1": 0.4272, "X2": 0.76178, "Y2": 0.427, "X3": 0.76178, "Y3": 0.4408, "X4": 0.72906, "Y4": 0.4408, "page": 0, "Index": 130}, {"Word": "macrophages.", "Confidence": 0.991, "X1": 0.7788, "Y1": 0.4282, "X2": 0.91492, "Y2": 0.428, "X3": 0.91492, "Y3": 0.4408, "X4": 0.7788, "Y4": 0.4408, "page": 0, "Index": 131}, {"Word": "This", "Confidence": 0.994, "X1": 0.18063, "Y1": 0.4412, "X2": 0.2212, "Y2": 0.441, "X3": 0.2212, "Y3": 0.4548, "X4": 0.18063, "Y4": 0.4548, "page": 0, "Index": 132}, {"Word": "misalignment", "Confidence": 0.991, "X1": 0.2356, "Y1": 0.4412, "X2": 0.3678, "Y2": 0.441, "X3": 0.3678, "Y3": 0.4548, "X4": 0.23691, "Y4": 0.4548, "page": 0, "Index": 133}, {"Word": "happens", "Confidence": 0.995, "X1": 0.38089, "Y1": 0.4412, "X2": 0.45942, "Y2": 0.441, "X3": 0.45942, "Y3": 0.4548, "X4": 0.38089, "Y4": 0.4548, "page": 0, "Index": 134}, {"Word": "within", "Confidence": 0.997, "X1": 0.47382, "Y1": 0.4412, "X2": 0.53927, "Y2": 0.441, "X3": 0.53927, "Y3": 0.4548, "X4": 0.47382, "Y4": 0.4548, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.55628, "Y1": 0.4412, "X2": 0.58639, "Y2": 0.441, "X3": 0.58639, "Y3": 0.4548, "X4": 0.55497, "Y4": 0.4548, "page": 0, "Index": 136}, {"Word": "inner", "Confidence": 0.996, "X1": 0.60209, "Y1": 0.4412, "X2": 0.65707, "Y2": 0.441, "X3": 0.65707, "Y3": 0.4558, "X4": 0.60079, "Y4": 0.4548, "page": 0, "Index": 137}, {"Word": "cell", "Confidence": 0.987, "X1": 0.67147, "Y1": 0.4412, "X2": 0.71466, "Y2": 0.441, "X3": 0.71335, "Y3": 0.4558, "X4": 0.67016, "Y4": 0.4558, "page": 0, "Index": 138}, {"Word": "structure", "Confidence": 0.995, "X1": 0.72775, "Y1": 0.4422, "X2": 0.82853, "Y2": 0.442, "X3": 0.82723, "Y3": 0.4558, "X4": 0.72775, "Y4": 0.4558, "page": 0, "Index": 139}, {"Word": "of", "Confidence": 0.998, "X1": 0.84424, "Y1": 0.4422, "X2": 0.86649, "Y2": 0.442, "X3": 0.86518, "Y3": 0.4558, "X4": 0.84293, "Y4": 0.4558, "page": 0, "Index": 140}, {"Word": "the", "Confidence": 0.998, "X1": 0.8822, "Y1": 0.4422, "X2": 0.91623, "Y2": 0.442, "X3": 0.91492, "Y3": 0.4558, "X4": 0.88089, "Y4": 0.4558, "page": 0, "Index": 141}, {"Word": "macrophages.", "Confidence": 0.991, "X1": 0.17932, "Y1": 0.4562, "X2": 0.31152, "Y2": 0.456, "X3": 0.31152, "Y3": 0.4688, "X4": 0.17801, "Y4": 0.4698, "page": 0, "Index": 142}, {"Word": "The", "Confidence": 0.998, "X1": 0.32723, "Y1": 0.4552, "X2": 0.35864, "Y2": 0.455, "X3": 0.35864, "Y3": 0.4688, "X4": 0.32592, "Y4": 0.4688, "page": 0, "Index": 143}, {"Word": "particles", "Confidence": 0.982, "X1": 0.37435, "Y1": 0.4552, "X2": 0.47382, "Y2": 0.455, "X3": 0.47382, "Y3": 0.4688, "X4": 0.37435, "Y4": 0.4688, "page": 0, "Index": 144}, {"Word": "deposited", "Confidence": 0.995, "X1": 0.49084, "Y1": 0.4552, "X2": 0.5877, "Y2": 0.455, "X3": 0.5877, "Y3": 0.4688, "X4": 0.49084, "Y4": 0.4688, "page": 0, "Index": 145}, {"Word": "in", "Confidence": 0.998, "X1": 0.60602, "Y1": 0.4552, "X2": 0.62565, "Y2": 0.455, "X3": 0.62565, "Y3": 0.4688, "X4": 0.60602, "Y4": 0.4688, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.998, "X1": 0.64398, "Y1": 0.4552, "X2": 0.67539, "Y2": 0.455, "X3": 0.67539, "Y3": 0.4698, "X4": 0.64398, "Y4": 0.4698, "page": 0, "Index": 147}, {"Word": "alveolar", "Confidence": 0.994, "X1": 0.69241, "Y1": 0.4562, "X2": 0.7801, "Y2": 0.456, "X3": 0.7801, "Y3": 0.4698, "X4": 0.6911, "Y4": 0.4698, "page": 0, "Index": 148}, {"Word": "region", "Confidence": 0.995, "X1": 0.79712, "Y1": 0.4562, "X2": 0.86387, "Y2": 0.456, "X3": 0.86387, "Y3": 0.4698, "X4": 0.79712, "Y4": 0.4698, "page": 0, "Index": 149}, {"Word": "are", "Confidence": 0.998, "X1": 0.88089, "Y1": 0.4572, "X2": 0.91492, "Y2": 0.457, "X3": 0.91492, "Y3": 0.4698, "X4": 0.88089, "Y4": 0.4698, "page": 0, "Index": 150}, {"Word": "engulfed", "Confidence": 0.99, "X1": 0.18063, "Y1": 0.4702, "X2": 0.26702, "Y2": 0.47, "X3": 0.26571, "Y3": 0.4838, "X4": 0.18063, "Y4": 0.4838, "page": 0, "Index": 151}, {"Word": "very", "Confidence": 0.991, "X1": 0.2801, "Y1": 0.4702, "X2": 0.3233, "Y2": 0.47, "X3": 0.3233, "Y3": 0.4838, "X4": 0.2801, "Y4": 0.4838, "page": 0, "Index": 152}, {"Word": "fast", "Confidence": 0.989, "X1": 0.33639, "Y1": 0.4702, "X2": 0.38089, "Y2": 0.47, "X3": 0.38089, "Y3": 0.4838, "X4": 0.33639, "Y4": 0.4838, "page": 0, "Index": 153}, {"Word": "by", "Confidence": 0.998, "X1": 0.39398, "Y1": 0.4702, "X2": 0.41623, "Y2": 0.47, "X3": 0.41623, "Y3": 0.4838, "X4": 0.39398, "Y4": 0.4838, "page": 0, "Index": 154}, {"Word": "macrophages", "Confidence": 0.991, "X1": 0.42801, "Y1": 0.4702, "X2": 0.55105, "Y2": 0.47, "X3": 0.55105, "Y3": 0.4838, "X4": 0.42801, "Y4": 0.4838, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.998, "X1": 0.56414, "Y1": 0.4702, "X2": 0.59686, "Y2": 0.47, "X3": 0.59686, "Y3": 0.4838, "X4": 0.56414, "Y4": 0.4838, "page": 0, "Index": 156}, {"Word": "stored", "Confidence": 0.997, "X1": 0.60995, "Y1": 0.4702, "X2": 0.6767, "Y2": 0.47, "X3": 0.6767, "Y3": 0.4838, "X4": 0.60995, "Y4": 0.4838, "page": 0, "Index": 157}, {"Word": "into", "Confidence": 0.989, "X1": 0.68979, "Y1": 0.4702, "X2": 0.73168, "Y2": 0.47, "X3": 0.73168, "Y3": 0.4838, "X4": 0.68979, "Y4": 0.4838, "page": 0, "Index": 158}, {"Word": "phagolysosomes.", "Confidence": 0.991, "X1": 0.74476, "Y1": 0.4712, "X2": 0.91492, "Y2": 0.471, "X3": 0.91492, "Y3": 0.4838, "X4": 0.74607, "Y4": 0.4838, "page": 0, "Index": 159}, {"Word": "using", "Confidence": 0.998, "X1": 0.23691, "Y1": 0.4842, "X2": 0.29058, "Y2": 0.484, "X3": 0.29058, "Y3": 0.4978, "X4": 0.2356, "Y4": 0.4988, "page": 0, "Index": 160}, {"Word": "spherical", "Confidence": 0.994, "X1": 0.30497, "Y1": 0.4842, "X2": 0.40314, "Y2": 0.484, "X3": 0.40183, "Y3": 0.4978, "X4": 0.30497, "Y4": 0.4978, "page": 0, "Index": 161}, {"Word": "particles", "Confidence": 0.994, "X1": 0.41361, "Y1": 0.4842, "X2": 0.51702, "Y2": 0.484, "X3": 0.51702, "Y3": 0.4978, "X4": 0.41361, "Y4": 0.4978, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.53141, "Y1": 0.4842, "X2": 0.56283, "Y2": 0.484, "X3": 0.56283, "Y3": 0.4978, "X4": 0.53141, "Y4": 0.4978, "page": 0, "Index": 163}, {"Word": "membrane", "Confidence": 0.994, "X1": 0.57461, "Y1": 0.4842, "X2": 0.66361, "Y2": 0.484, "X3": 0.66361, "Y3": 0.4978, "X4": 0.57461, "Y4": 0.4978, "page": 0, "Index": 164}, {"Word": "of", "Confidence": 0.998, "X1": 0.67539, "Y1": 0.4842, "X2": 0.69764, "Y2": 0.484, "X3": 0.69895, "Y3": 0.4978, "X4": 0.67539, "Y4": 0.4978, "page": 0, "Index": 165}, {"Word": "When", "Confidence": 0.986, "X1": 0.17932, "Y1": 0.4842, "X2": 0.22251, "Y2": 0.484, "X3": 0.22251, "Y3": 0.4988, "X4": 0.17932, "Y4": 0.4988, "page": 0, "Index": 166}, {"Word": "the", "Confidence": 0.998, "X1": 0.71073, "Y1": 0.4842, "X2": 0.74346, "Y2": 0.484, "X3": 0.74346, "Y3": 0.4988, "X4": 0.71073, "Y4": 0.4988, "page": 0, "Index": 167}, {"Word": "phagolysosomes", "Confidence": 0.991, "X1": 0.75524, "Y1": 0.4852, "X2": 0.91492, "Y2": 0.485, "X3": 0.91623, "Y3": 0.4998, "X4": 0.75654, "Y4": 0.4988, "page": 0, "Index": 168}, {"Word": "was", "Confidence": 0.994, "X1": 0.17801, "Y1": 0.4982, "X2": 0.21073, "Y2": 0.498, "X3": 0.21073, "Y3": 0.5118, "X4": 0.17801, "Y4": 0.5118, "page": 0, "Index": 169}, {"Word": "found", "Confidence": 0.993, "X1": 0.22513, "Y1": 0.4982, "X2": 0.28141, "Y2": 0.498, "X3": 0.2801, "Y3": 0.5118, "X4": 0.22382, "Y4": 0.5118, "page": 0, "Index": 170}, {"Word": "to", "Confidence": 0.998, "X1": 0.2945, "Y1": 0.4982, "X2": 0.31545, "Y2": 0.498, "X3": 0.31545, "Y3": 0.5118, "X4": 0.29319, "Y4": 0.5118, "page": 0, "Index": 171}, {"Word": "be", "Confidence": 0.998, "X1": 0.32853, "Y1": 0.4982, "X2": 0.35209, "Y2": 0.498, "X3": 0.35079, "Y3": 0.5118, "X4": 0.32723, "Y4": 0.5118, "page": 0, "Index": 172}, {"Word": "tightly", "Confidence": 0.994, "X1": 0.36518, "Y1": 0.4982, "X2": 0.4411, "Y2": 0.498, "X3": 0.4411, "Y3": 0.5118, "X4": 0.36518, "Y4": 0.5118, "page": 0, "Index": 173}, {"Word": "adhered", "Confidence": 0.954, "X1": 0.45681, "Y1": 0.4982, "X2": 0.53403, "Y2": 0.498, "X3": 0.53272, "Y3": 0.5118, "X4": 0.4555, "Y4": 0.5118, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.54712, "Y1": 0.4982, "X2": 0.56806, "Y2": 0.498, "X3": 0.56806, "Y3": 0.5118, "X4": 0.54712, "Y4": 0.5118, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.58246, "Y1": 0.4982, "X2": 0.61518, "Y2": 0.498, "X3": 0.61518, "Y3": 0.5118, "X4": 0.58115, "Y4": 0.5118, "page": 0, "Index": 176}, {"Word": "surface", "Confidence": 0.996, "X1": 0.62827, "Y1": 0.4982, "X2": 0.70419, "Y2": 0.498, "X3": 0.70419, "Y3": 0.5128, "X4": 0.62827, "Y4": 0.5118, "page": 0, "Index": 177}, {"Word": "of", "Confidence": 0.998, "X1": 0.71859, "Y1": 0.4982, "X2": 0.74084, "Y2": 0.498, "X3": 0.74084, "Y3": 0.5128, "X4": 0.71859, "Y4": 0.5128, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.998, "X1": 0.75393, "Y1": 0.4982, "X2": 0.78796, "Y2": 0.498, "X3": 0.78796, "Y3": 0.5128, "X4": 0.75393, "Y4": 0.5128, "page": 0, "Index": 179}, {"Word": "particles.", "Confidence": 0.931, "X1": 0.80236, "Y1": 0.4992, "X2": 0.9123, "Y2": 0.499, "X3": 0.9123, "Y3": 0.5128, "X4": 0.80236, "Y4": 0.5128, "page": 0, "Index": 180}, {"Word": "So", "Confidence": 0.997, "X1": 0.17932, "Y1": 0.5132, "X2": 0.19895, "Y2": 0.513, "X3": 0.19895, "Y3": 0.5258, "X4": 0.17932, "Y4": 0.5258, "page": 0, "Index": 181}, {"Word": "it", "Confidence": 0.998, "X1": 0.21466, "Y1": 0.5122, "X2": 0.2356, "Y2": 0.512, "X3": 0.2356, "Y3": 0.5258, "X4": 0.21466, "Y4": 0.5258, "page": 0, "Index": 182}, {"Word": "was", "Confidence": 0.998, "X1": 0.25, "Y1": 0.5122, "X2": 0.28272, "Y2": 0.512, "X3": 0.28403, "Y3": 0.5258, "X4": 0.25, "Y4": 0.5258, "page": 0, "Index": 183}, {"Word": "assumed", "Confidence": 0.996, "X1": 0.29712, "Y1": 0.5122, "X2": 0.37173, "Y2": 0.512, "X3": 0.37304, "Y3": 0.5258, "X4": 0.29712, "Y4": 0.5258, "page": 0, "Index": 184}, {"Word": "that", "Confidence": 0.99, "X1": 0.38743, "Y1": 0.5122, "X2": 0.43063, "Y2": 0.512, "X3": 0.43194, "Y3": 0.5268, "X4": 0.38743, "Y4": 0.5258, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.998, "X1": 0.44503, "Y1": 0.5122, "X2": 0.47906, "Y2": 0.512, "X3": 0.47906, "Y3": 0.5268, "X4": 0.44503, "Y4": 0.5268, "page": 0, "Index": 186}, {"Word": "whole", "Confidence": 0.997, "X1": 0.49346, "Y1": 0.5122, "X2": 0.54843, "Y2": 0.512, "X3": 0.54974, "Y3": 0.5268, "X4": 0.49476, "Y4": 0.5268, "page": 0, "Index": 187}, {"Word": "phagolysosome", "Confidence": 0.992, "X1": 0.56152, "Y1": 0.5122, "X2": 0.70419, "Y2": 0.512, "X3": 0.70419, "Y3": 0.5268, "X4": 0.56152, "Y4": 0.5268, "page": 0, "Index": 188}, {"Word": "containing", "Confidence": 0.994, "X1": 0.71728, "Y1": 0.5132, "X2": 0.82853, "Y2": 0.513, "X3": 0.82984, "Y3": 0.5278, "X4": 0.71728, "Y4": 0.5268, "page": 0, "Index": 189}, {"Word": "a", "Confidence": 0.866, "X1": 0.84162, "Y1": 0.5132, "X2": 0.8534, "Y2": 0.513, "X3": 0.8534, "Y3": 0.5278, "X4": 0.84293, "Y4": 0.5278, "page": 0, "Index": 190}, {"Word": "mag-", "Confidence": 0.981, "X1": 0.86649, "Y1": 0.5132, "X2": 0.91361, "Y2": 0.513, "X3": 0.91492, "Y3": 0.5278, "X4": 0.8678, "Y4": 0.5278, "page": 0, "Index": 191}, {"Word": "netic", "Confidence": 0.994, "X1": 0.17801, "Y1": 0.5272, "X2": 0.23168, "Y2": 0.527, "X3": 0.23168, "Y3": 0.5408, "X4": 0.17801, "Y4": 0.5408, "page": 0, "Index": 192}, {"Word": "sphere", "Confidence": 0.997, "X1": 0.24476, "Y1": 0.5272, "X2": 0.3089, "Y2": 0.527, "X3": 0.30759, "Y3": 0.5398, "X4": 0.24476, "Y4": 0.5408, "page": 0, "Index": 193}, {"Word": "should", "Confidence": 0.997, "X1": 0.32068, "Y1": 0.5262, "X2": 0.38482, "Y2": 0.526, "X3": 0.38482, "Y3": 0.5398, "X4": 0.32068, "Y4": 0.5398, "page": 0, "Index": 194}, {"Word": "be", "Confidence": 0.998, "X1": 0.39529, "Y1": 0.5262, "X2": 0.41885, "Y2": 0.526, "X3": 0.41754, "Y3": 0.5398, "X4": 0.39398, "Y4": 0.5398, "page": 0, "Index": 195}, {"Word": "rotated.", "Confidence": 0.982, "X1": 0.42932, "Y1": 0.5262, "X2": 0.51702, "Y2": 0.526, "X3": 0.51571, "Y3": 0.5398, "X4": 0.42801, "Y4": 0.5398, "page": 0, "Index": 196}, {"Word": "Halfetimes", "Confidence": 0.992, "X1": 0.17801, "Y1": 0.5412, "X2": 0.28665, "Y2": 0.541, "X3": 0.28796, "Y3": 0.5538, "X4": 0.17801, "Y4": 0.5538, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 0.998, "X1": 0.30105, "Y1": 0.5412, "X2": 0.32461, "Y2": 0.541, "X3": 0.32461, "Y3": 0.5548, "X4": 0.30105, "Y4": 0.5548, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.998, "X1": 0.33901, "Y1": 0.5402, "X2": 0.37173, "Y2": 0.54, "X3": 0.37173, "Y3": 0.5548, "X4": 0.33901, "Y4": 0.5548, "page": 0, "Index": 199}, {"Word": "decay", "Confidence": 0.997, "X1": 0.38613, "Y1": 0.5402, "X2": 0.4411, "Y2": 0.54, "X3": 0.4411, "Y3": 0.5548, "X4": 0.38613, "Y4": 0.5548, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.998, "X1": 0.45681, "Y1": 0.5402, "X2": 0.47906, "Y2": 0.54, "X3": 0.48037, "Y3": 0.5548, "X4": 0.45681, "Y4": 0.5548, "page": 0, "Index": 201}, {"Word": "the", "Confidence": 0.998, "X1": 0.49607, "Y1": 0.5402, "X2": 0.5288, "Y2": 0.54, "X3": 0.5288, "Y3": 0.5548, "X4": 0.49607, "Y4": 0.5548, "page": 0, "Index": 202}, {"Word": "remanent", "Confidence": 0.995, "X1": 0.54319, "Y1": 0.5402, "X2": 0.63089, "Y2": 0.54, "X3": 0.63089, "Y3": 0.5548, "X4": 0.54319, "Y4": 0.5548, "page": 0, "Index": 203}, {"Word": "magnetic", "Confidence": 0.993, "X1": 0.64398, "Y1": 0.5402, "X2": 0.73168, "Y2": 0.54, "X3": 0.73168, "Y3": 0.5548, "X4": 0.64398, "Y4": 0.5548, "page": 0, "Index": 204}, {"Word": "field", "Confidence": 0.997, "X1": 0.74738, "Y1": 0.5412, "X2": 0.80366, "Y2": 0.541, "X3": 0.80236, "Y3": 0.5548, "X4": 0.74738, "Y4": 0.5548, "page": 0, "Index": 205}, {"Word": "are", "Confidence": 0.998, "X1": 0.81806, "Y1": 0.5412, "X2": 0.85079, "Y2": 0.541, "X3": 0.85079, "Y3": 0.5548, "X4": 0.81806, "Y4": 0.5548, "page": 0, "Index": 206}, {"Word": "some", "Confidence": 0.987, "X1": 0.86911, "Y1": 0.5412, "X2": 0.91361, "Y2": 0.541, "X3": 0.91361, "Y3": 0.5548, "X4": 0.8678, "Y4": 0.5548, "page": 0, "Index": 207}, {"Word": "minutes", "Confidence": 0.996, "X1": 0.1767, "Y1": 0.5552, "X2": 0.25524, "Y2": 0.555, "X3": 0.25393, "Y3": 0.5688, "X4": 0.17539, "Y4": 0.5688, "page": 0, "Index": 208}, {"Word": "so", "Confidence": 0.998, "X1": 0.26832, "Y1": 0.5552, "X2": 0.28927, "Y2": 0.555, "X3": 0.28927, "Y3": 0.5688, "X4": 0.26702, "Y4": 0.5688, "page": 0, "Index": 209}, {"Word": "after", "Confidence": 0.997, "X1": 0.30366, "Y1": 0.5552, "X2": 0.35733, "Y2": 0.555, "X3": 0.35602, "Y3": 0.5688, "X4": 0.30236, "Y4": 0.5688, "page": 0, "Index": 210}, {"Word": "certain", "Confidence": 0.996, "X1": 0.37042, "Y1": 0.5542, "X2": 0.44634, "Y2": 0.554, "X3": 0.44634, "Y3": 0.5688, "X4": 0.37042, "Y4": 0.5688, "page": 0, "Index": 211}, {"Word": "time", "Confidence": 0.995, "X1": 0.46204, "Y1": 0.5542, "X2": 0.50785, "Y2": 0.554, "X3": 0.50785, "Y3": 0.5688, "X4": 0.46073, "Y4": 0.5688, "page": 0, "Index": 212}, {"Word": "the", "Confidence": 0.998, "X1": 0.52094, "Y1": 0.5542, "X2": 0.55236, "Y2": 0.554, "X3": 0.55105, "Y3": 0.5688, "X4": 0.51963, "Y4": 0.5688, "page": 0, "Index": 213}, {"Word": "lung", "Confidence": 0.991, "X1": 0.56545, "Y1": 0.5542, "X2": 0.60864, "Y2": 0.554, "X3": 0.60864, "Y3": 0.5688, "X4": 0.56414, "Y4": 0.5688, "page": 0, "Index": 214}, {"Word": "becomes", "Confidence": 0.995, "X1": 0.62042, "Y1": 0.5552, "X2": 0.69895, "Y2": 0.555, "X3": 0.69764, "Y3": 0.5688, "X4": 0.61911, "Y4": 0.5688, "page": 0, "Index": 215}, {"Word": "again", "Confidence": 0.996, "X1": 0.71073, "Y1": 0.5552, "X2": 0.7644, "Y2": 0.555, "X3": 0.7644, "Y3": 0.5698, "X4": 0.71073, "Y4": 0.5688, "page": 0, "Index": 216}, {"Word": "nonmagnetic.", "Confidence": 0.958, "X1": 0.7801, "Y1": 0.5562, "X2": 0.91623, "Y2": 0.556, "X3": 0.91492, "Y3": 0.5698, "X4": 0.7788, "Y4": 0.5698, "page": 0, "Index": 217}, {"Word": "In", "Confidence": 0.998, "X1": 0.17932, "Y1": 0.5692, "X2": 0.19895, "Y2": 0.569, "X3": 0.19895, "Y3": 0.5828, "X4": 0.17801, "Y4": 0.5828, "page": 0, "Index": 218}, {"Word": "this", "Confidence": 0.988, "X1": 0.21073, "Y1": 0.5692, "X2": 0.25524, "Y2": 0.569, "X3": 0.25524, "Y3": 0.5828, "X4": 0.21073, "Y4": 0.5828, "page": 0, "Index": 219}, {"Word": "state", "Confidence": 0.997, "X1": 0.26571, "Y1": 0.5692, "X2": 0.31937, "Y2": 0.569, "X3": 0.31937, "Y3": 0.5828, "X4": 0.2644, "Y4": 0.5828, "page": 0, "Index": 220}, {"Word": "all", "Confidence": 0.998, "X1": 0.33115, "Y1": 0.5692, "X2": 0.36387, "Y2": 0.569, "X3": 0.36257, "Y3": 0.5828, "X4": 0.33115, "Y4": 0.5828, "page": 0, "Index": 221}, {"Word": "magnetic", "Confidence": 0.994, "X1": 0.37304, "Y1": 0.5692, "X2": 0.46204, "Y2": 0.569, "X3": 0.46073, "Y3": 0.5828, "X4": 0.37304, "Y4": 0.5828, "page": 0, "Index": 222}, {"Word": "dipols", "Confidence": 0.996, "X1": 0.47251, "Y1": 0.5682, "X2": 0.54058, "Y2": 0.568, "X3": 0.54058, "Y3": 0.5828, "X4": 0.47251, "Y4": 0.5828, "page": 0, "Index": 223}, {"Word": "are", "Confidence": 0.998, "X1": 0.55105, "Y1": 0.5682, "X2": 0.58377, "Y2": 0.568, "X3": 0.58246, "Y3": 0.5828, "X4": 0.55105, "Y4": 0.5828, "page": 0, "Index": 224}, {"Word": "randomly", "Confidence": 0.994, "X1": 0.59293, "Y1": 0.5682, "X2": 0.68194, "Y2": 0.568, "X3": 0.68063, "Y3": 0.5838, "X4": 0.59293, "Y4": 0.5828, "page": 0, "Index": 225}, {"Word": "oriented.", "Confidence": 0.981, "X1": 0.68979, "Y1": 0.5692, "X2": 0.79188, "Y2": 0.569, "X3": 0.79058, "Y3": 0.5838, "X4": 0.68979, "Y4": 0.5838, "page": 0, "Index": 226}, {"Word": "In", "Confidence": 0.998, "X1": 0.17932, "Y1": 0.5832, "X2": 0.19895, "Y2": 0.583, "X3": 0.19895, "Y3": 0.5968, "X4": 0.17801, "Y4": 0.5968, "page": 0, "Index": 227}, {"Word": "a", "Confidence": 0.994, "X1": 0.21204, "Y1": 0.5832, "X2": 0.22251, "Y2": 0.583, "X3": 0.22251, "Y3": 0.5968, "X4": 0.21204, "Y4": 0.5968, "page": 0, "Index": 228}, {"Word": "weak", "Confidence": 0.99, "X1": 0.23429, "Y1": 0.5832, "X2": 0.27749, "Y2": 0.583, "X3": 0.27749, "Y3": 0.5968, "X4": 0.23298, "Y4": 0.5968, "page": 0, "Index": 229}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.28927, "Y1": 0.5832, "X2": 0.37696, "Y2": 0.583, "X3": 0.37696, "Y3": 0.5968, "X4": 0.28927, "Y4": 0.5968, "page": 0, "Index": 230}, {"Word": "field", "Confidence": 0.997, "X1": 0.38874, "Y1": 0.5832, "X2": 0.44241, "Y2": 0.583, "X3": 0.44241, "Y3": 0.5978, "X4": 0.38874, "Y4": 0.5968, "page": 0, "Index": 231}, {"Word": "(<", "Confidence": 0.902, "X1": 0.45681, "Y1": 0.5832, "X2": 0.47775, "Y2": 0.583, "X3": 0.47775, "Y3": 0.5978, "X4": 0.4555, "Y4": 0.5978, "page": 0, "Index": 232}, {"Word": "5", "Confidence": 0.994, "X1": 0.49084, "Y1": 0.5832, "X2": 0.50131, "Y2": 0.583, "X3": 0.50131, "Y3": 0.5978, "X4": 0.49084, "Y4": 0.5978, "page": 0, "Index": 233}, {"Word": "mT),", "Confidence": 0.862, "X1": 0.51309, "Y1": 0.5832, "X2": 0.55759, "Y2": 0.583, "X3": 0.55759, "Y3": 0.5978, "X4": 0.51309, "Y4": 0.5978, "page": 0, "Index": 234}, {"Word": "where", "Confidence": 0.997, "X1": 0.56675, "Y1": 0.5832, "X2": 0.62173, "Y2": 0.583, "X3": 0.62173, "Y3": 0.5978, "X4": 0.56675, "Y4": 0.5978, "page": 0, "Index": 235}, {"Word": "no", "Confidence": 0.997, "X1": 0.63351, "Y1": 0.5832, "X2": 0.65576, "Y2": 0.583, "X3": 0.65576, "Y3": 0.5978, "X4": 0.63351, "Y4": 0.5978, "page": 0, "Index": 236}, {"Word": "change", "Confidence": 0.996, "X1": 0.66623, "Y1": 0.5832, "X2": 0.73298, "Y2": 0.583, "X3": 0.73298, "Y3": 0.5978, "X4": 0.66623, "Y4": 0.5978, "page": 0, "Index": 237}, {"Word": "in", "Confidence": 0.998, "X1": 0.74476, "Y1": 0.5832, "X2": 0.76571, "Y2": 0.583, "X3": 0.76571, "Y3": 0.5978, "X4": 0.74476, "Y4": 0.5978, "page": 0, "Index": 238}, {"Word": "the", "Confidence": 0.998, "X1": 0.7788, "Y1": 0.5832, "X2": 0.81152, "Y2": 0.583, "X3": 0.81152, "Y3": 0.5978, "X4": 0.7788, "Y4": 0.5978, "page": 0, "Index": 239}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.82199, "Y1": 0.5842, "X2": 0.91361, "Y2": 0.584, "X3": 0.91361, "Y3": 0.5978, "X4": 0.82199, "Y4": 0.5978, "page": 0, "Index": 240}, {"Word": "domain", "Confidence": 0.997, "X1": 0.17801, "Y1": 0.5982, "X2": 0.24346, "Y2": 0.598, "X3": 0.24215, "Y3": 0.6108, "X4": 0.1767, "Y4": 0.6108, "page": 0, "Index": 241}, {"Word": "structure", "Confidence": 0.995, "X1": 0.26047, "Y1": 0.5982, "X2": 0.35602, "Y2": 0.598, "X3": 0.35602, "Y3": 0.6118, "X4": 0.25916, "Y4": 0.6118, "page": 0, "Index": 242}, {"Word": "occcurs,", "Confidence": 0.886, "X1": 0.37304, "Y1": 0.5982, "X2": 0.46335, "Y2": 0.598, "X3": 0.46204, "Y3": 0.6118, "X4": 0.37304, "Y4": 0.6118, "page": 0, "Index": 243}, {"Word": "a", "Confidence": 0.996, "X1": 0.47775, "Y1": 0.5982, "X2": 0.48822, "Y2": 0.598, "X3": 0.48691, "Y3": 0.6118, "X4": 0.47644, "Y4": 0.6118, "page": 0, "Index": 244}, {"Word": "torque", "Confidence": 0.997, "X1": 0.50654, "Y1": 0.5982, "X2": 0.56937, "Y2": 0.598, "X3": 0.56937, "Y3": 0.6118, "X4": 0.50524, "Y4": 0.6118, "page": 0, "Index": 245}, {"Word": "acts", "Confidence": 0.988, "X1": 0.58377, "Y1": 0.5982, "X2": 0.62827, "Y2": 0.598, "X3": 0.62827, "Y3": 0.6128, "X4": 0.58377, "Y4": 0.6128, "page": 0, "Index": 246}, {"Word": "in", "Confidence": 0.996, "X1": 0.6466, "Y1": 0.5982, "X2": 0.66623, "Y2": 0.598, "X3": 0.66623, "Y3": 0.6128, "X4": 0.6466, "Y4": 0.6128, "page": 0, "Index": 247}, {"Word": "magnetic", "Confidence": 0.993, "X1": 0.68194, "Y1": 0.5982, "X2": 0.76832, "Y2": 0.598, "X3": 0.76832, "Y3": 0.6118, "X4": 0.68063, "Y4": 0.6128, "page": 0, "Index": 248}, {"Word": "spheres", "Confidence": 0.995, "X1": 0.78534, "Y1": 0.5982, "X2": 0.86387, "Y2": 0.598, "X3": 0.86257, "Y3": 0.6118, "X4": 0.78534, "Y4": 0.6118, "page": 0, "Index": 249}, {"Word": "and", "Confidence": 0.998, "X1": 0.88089, "Y1": 0.5992, "X2": 0.91361, "Y2": 0.599, "X3": 0.91361, "Y3": 0.6118, "X4": 0.87958, "Y4": 0.6118, "page": 0, "Index": 250}, {"Word": "tends", "Confidence": 0.981, "X1": 0.17932, "Y1": 0.6122, "X2": 0.23168, "Y2": 0.612, "X3": 0.23168, "Y3": 0.6258, "X4": 0.17932, "Y4": 0.6258, "page": 0, "Index": 251}, {"Word": "to", "Confidence": 0.998, "X1": 0.24869, "Y1": 0.6122, "X2": 0.26963, "Y2": 0.612, "X3": 0.26832, "Y3": 0.6258, "X4": 0.24869, "Y4": 0.6258, "page": 0, "Index": 252}, {"Word": "align", "Confidence": 0.997, "X1": 0.28534, "Y1": 0.6122, "X2": 0.33901, "Y2": 0.612, "X3": 0.33901, "Y3": 0.6258, "X4": 0.28403, "Y4": 0.6258, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.3534, "Y1": 0.6122, "X2": 0.38743, "Y2": 0.612, "X3": 0.38613, "Y3": 0.6258, "X4": 0.3534, "Y4": 0.6258, "page": 0, "Index": 254}, {"Word": "magnetic", "Confidence": 0.994, "X1": 0.40052, "Y1": 0.6122, "X2": 0.48953, "Y2": 0.612, "X3": 0.48953, "Y3": 0.6258, "X4": 0.40052, "Y4": 0.6258, "page": 0, "Index": 255}, {"Word": "dipols", "Confidence": 0.996, "X1": 0.50785, "Y1": 0.6122, "X2": 0.57068, "Y2": 0.612, "X3": 0.57068, "Y3": 0.6258, "X4": 0.50654, "Y4": 0.6258, "page": 0, "Index": 256}, {"Word": "parallel", "Confidence": 0.981, "X1": 0.58508, "Y1": 0.6122, "X2": 0.67408, "Y2": 0.612, "X3": 0.67408, "Y3": 0.6258, "X4": 0.58508, "Y4": 0.6258, "page": 0, "Index": 257}, {"Word": "to", "Confidence": 0.998, "X1": 0.68848, "Y1": 0.6122, "X2": 0.70942, "Y2": 0.612, "X3": 0.70942, "Y3": 0.6258, "X4": 0.68848, "Y4": 0.6258, "page": 0, "Index": 258}, {"Word": "the", "Confidence": 0.998, "X1": 0.72644, "Y1": 0.6122, "X2": 0.75785, "Y2": 0.612, "X3": 0.75785, "Y3": 0.6258, "X4": 0.72513, "Y4": 0.6258, "page": 0, "Index": 259}, {"Word": "direction", "Confidence": 0.994, "X1": 0.77356, "Y1": 0.6122, "X2": 0.87435, "Y2": 0.612, "X3": 0.87435, "Y3": 0.6258, "X4": 0.77356, "Y4": 0.6258, "page": 0, "Index": 260}, {"Word": "of", "Confidence": 0.998, "X1": 0.89005, "Y1": 0.6122, "X2": 0.91361, "Y2": 0.612, "X3": 0.91361, "Y3": 0.6258, "X4": 0.89005, "Y4": 0.6258, "page": 0, "Index": 261}, {"Word": "the", "Confidence": 0.996, "X1": 0.17801, "Y1": 0.6262, "X2": 0.21073, "Y2": 0.626, "X3": 0.21073, "Y3": 0.6398, "X4": 0.17932, "Y4": 0.6398, "page": 0, "Index": 262}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.22251, "Y1": 0.6262, "X2": 0.3089, "Y2": 0.626, "X3": 0.31021, "Y3": 0.6398, "X4": 0.22251, "Y4": 0.6398, "page": 0, "Index": 263}, {"Word": "field.", "Confidence": 0.993, "X1": 0.32461, "Y1": 0.6262, "X2": 0.39136, "Y2": 0.626, "X3": 0.39136, "Y3": 0.6398, "X4": 0.32461, "Y4": 0.6398, "page": 0, "Index": 264}, {"Word": "In", "Confidence": 0.997, "X1": 0.40183, "Y1": 0.6262, "X2": 0.42277, "Y2": 0.626, "X3": 0.42408, "Y3": 0.6398, "X4": 0.40183, "Y4": 0.6398, "page": 0, "Index": 265}, {"Word": "a", "Confidence": 0.998, "X1": 0.43848, "Y1": 0.6262, "X2": 0.44895, "Y2": 0.626, "X3": 0.44895, "Y3": 0.6398, "X4": 0.43848, "Y4": 0.6398, "page": 0, "Index": 266}, {"Word": "viscous", "Confidence": 0.997, "X1": 0.46204, "Y1": 0.6262, "X2": 0.54058, "Y2": 0.626, "X3": 0.54058, "Y3": 0.6398, "X4": 0.46204, "Y4": 0.6398, "page": 0, "Index": 267}, {"Word": "environment", "Confidence": 0.986, "X1": 0.55236, "Y1": 0.6262, "X2": 0.67408, "Y2": 0.626, "X3": 0.67408, "Y3": 0.6398, "X4": 0.55366, "Y4": 0.6398, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.998, "X1": 0.68586, "Y1": 0.6262, "X2": 0.71728, "Y2": 0.626, "X3": 0.71859, "Y3": 0.6398, "X4": 0.68586, "Y4": 0.6398, "page": 0, "Index": 269}, {"Word": "bydrodynamic", "Confidence": 0.929, "X1": 0.73037, "Y1": 0.6262, "X2": 0.86387, "Y2": 0.626, "X3": 0.86387, "Y3": 0.6398, "X4": 0.73037, "Y4": 0.6398, "page": 0, "Index": 270}, {"Word": "re-", "Confidence": 0.998, "X1": 0.87827, "Y1": 0.6262, "X2": 0.9123, "Y2": 0.626, "X3": 0.91361, "Y3": 0.6398, "X4": 0.87827, "Y4": 0.6398, "page": 0, "Index": 271}, {"Word": "tarding", "Confidence": 0.996, "X1": 0.17932, "Y1": 0.6412, "X2": 0.25524, "Y2": 0.641, "X3": 0.25524, "Y3": 0.6548, "X4": 0.17932, "Y4": 0.6548, "page": 0, "Index": 272}, {"Word": "torque", "Confidence": 0.996, "X1": 0.26832, "Y1": 0.6402, "X2": 0.33377, "Y2": 0.64, "X3": 0.33377, "Y3": 0.6548, "X4": 0.26963, "Y4": 0.6548, "page": 0, "Index": 273}, {"Word": "balances", "Confidence": 0.996, "X1": 0.34817, "Y1": 0.6402, "X2": 0.43455, "Y2": 0.64, "X3": 0.43586, "Y3": 0.6548, "X4": 0.34817, "Y4": 0.6548, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.45157, "Y1": 0.6402, "X2": 0.4856, "Y2": 0.64, "X3": 0.4856, "Y3": 0.6548, "X4": 0.45157, "Y4": 0.6548, "page": 0, "Index": 275}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.5, "Y1": 0.6402, "X2": 0.5877, "Y2": 0.64, "X3": 0.5877, "Y3": 0.6548, "X4": 0.5, "Y4": 0.6548, "page": 0, "Index": 276}, {"Word": "torque,", "Confidence": 0.932, "X1": 0.60209, "Y1": 0.6402, "X2": 0.67932, "Y2": 0.64, "X3": 0.68063, "Y3": 0.6548, "X4": 0.60209, "Y4": 0.6548, "page": 0, "Index": 277}, {"Word": "describing", "Confidence": 0.991, "X1": 0.69241, "Y1": 0.6402, "X2": 0.80366, "Y2": 0.64, "X3": 0.80366, "Y3": 0.6548, "X4": 0.69241, "Y4": 0.6548, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.81806, "Y1": 0.6402, "X2": 0.85209, "Y2": 0.64, "X3": 0.85209, "Y3": 0.6548, "X4": 0.81806, "Y4": 0.6548, "page": 0, "Index": 279}, {"Word": "time", "Confidence": 0.988, "X1": 0.8678, "Y1": 0.6402, "X2": 0.91361, "Y2": 0.64, "X3": 0.91361, "Y3": 0.6548, "X4": 0.8678, "Y4": 0.6548, "page": 0, "Index": 280}, {"Word": "dependence", "Confidence": 0.993, "X1": 0.17801, "Y1": 0.6542, "X2": 0.28665, "Y2": 0.654, "X3": 0.28665, "Y3": 0.6678, "X4": 0.17801, "Y4": 0.6678, "page": 0, "Index": 281}, {"Word": "of", "Confidence": 0.998, "X1": 0.29974, "Y1": 0.6542, "X2": 0.32199, "Y2": 0.654, "X3": 0.32068, "Y3": 0.6678, "X4": 0.29843, "Y4": 0.6678, "page": 0, "Index": 282}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.33246, "Y1": 0.6552, "X2": 0.42016, "Y2": 0.655, "X3": 0.42016, "Y3": 0.6678, "X4": 0.33246, "Y4": 0.6678, "page": 0, "Index": 283}, {"Word": "field", "Confidence": 0.997, "X1": 0.43586, "Y1": 0.6552, "X2": 0.49084, "Y2": 0.655, "X3": 0.49084, "Y3": 0.6678, "X4": 0.43455, "Y4": 0.6678, "page": 0, "Index": 284}, {"Word": "increase.", "Confidence": 0.994, "X1": 0.50654, "Y1": 0.6552, "X2": 0.60471, "Y2": 0.655, "X3": 0.6034, "Y3": 0.6688, "X4": 0.50654, "Y4": 0.6678, "page": 0, "Index": 285}, {"Word": "The", "Confidence": 0.998, "X1": 0.61649, "Y1": 0.6552, "X2": 0.64791, "Y2": 0.655, "X3": 0.64791, "Y3": 0.6688, "X4": 0.61518, "Y4": 0.6688, "page": 0, "Index": 286}, {"Word": "rate", "Confidence": 0.986, "X1": 0.6623, "Y1": 0.6552, "X2": 0.70419, "Y2": 0.655, "X3": 0.70419, "Y3": 0.6688, "X4": 0.66099, "Y4": 0.6688, "page": 0, "Index": 287}, {"Word": "of", "Confidence": 0.998, "X1": 0.71728, "Y1": 0.6552, "X2": 0.73953, "Y2": 0.655, "X3": 0.73953, "Y3": 0.6688, "X4": 0.71728, "Y4": 0.6688, "page": 0, "Index": 288}, {"Word": "increase", "Confidence": 0.996, "X1": 0.75524, "Y1": 0.6552, "X2": 0.84293, "Y2": 0.655, "X3": 0.84162, "Y3": 0.6688, "X4": 0.75393, "Y4": 0.6688, "page": 0, "Index": 289}, {"Word": "gives", "Confidence": 0.993, "X1": 0.85602, "Y1": 0.6552, "X2": 0.9123, "Y2": 0.655, "X3": 0.9123, "Y3": 0.6688, "X4": 0.85471, "Y4": 0.6688, "page": 0, "Index": 290}, {"Word": "information", "Confidence": 0.994, "X1": 0.17801, "Y1": 0.6682, "X2": 0.29843, "Y2": 0.668, "X3": 0.29712, "Y3": 0.6828, "X4": 0.17801, "Y4": 0.6828, "page": 0, "Index": 291}, {"Word": "on", "Confidence": 0.997, "X1": 0.31021, "Y1": 0.6692, "X2": 0.33377, "Y2": 0.669, "X3": 0.33377, "Y3": 0.6828, "X4": 0.31021, "Y4": 0.6828, "page": 0, "Index": 292}, {"Word": "the", "Confidence": 0.998, "X1": 0.34817, "Y1": 0.6692, "X2": 0.38089, "Y2": 0.669, "X3": 0.37958, "Y3": 0.6828, "X4": 0.34686, "Y4": 0.6828, "page": 0, "Index": 293}, {"Word": "viscositiy", "Confidence": 0.992, "X1": 0.39398, "Y1": 0.6692, "X2": 0.50654, "Y2": 0.669, "X3": 0.50654, "Y3": 0.6828, "X4": 0.39398, "Y4": 0.6828, "page": 0, "Index": 294}, {"Word": "of", "Confidence": 0.998, "X1": 0.52094, "Y1": 0.6692, "X2": 0.54188, "Y2": 0.669, "X3": 0.54188, "Y3": 0.6828, "X4": 0.52094, "Y4": 0.6828, "page": 0, "Index": 295}, {"Word": "the", "Confidence": 0.998, "X1": 0.55628, "Y1": 0.6692, "X2": 0.58901, "Y2": 0.669, "X3": 0.58901, "Y3": 0.6828, "X4": 0.55628, "Y4": 0.6828, "page": 0, "Index": 296}, {"Word": "environment", "Confidence": 0.991, "X1": 0.6034, "Y1": 0.6692, "X2": 0.72382, "Y2": 0.669, "X3": 0.72382, "Y3": 0.6828, "X4": 0.6034, "Y4": 0.6828, "page": 0, "Index": 297}, {"Word": "and", "Confidence": 0.998, "X1": 0.73691, "Y1": 0.6692, "X2": 0.76963, "Y2": 0.669, "X3": 0.76963, "Y3": 0.6828, "X4": 0.73691, "Y4": 0.6828, "page": 0, "Index": 298}, {"Word": "thereby", "Confidence": 0.996, "X1": 0.78665, "Y1": 0.6692, "X2": 0.86257, "Y2": 0.669, "X3": 0.86257, "Y3": 0.6828, "X4": 0.78534, "Y4": 0.6828, "page": 0, "Index": 299}, {"Word": "in-", "Confidence": 0.998, "X1": 0.87958, "Y1": 0.6682, "X2": 0.91361, "Y2": 0.668, "X3": 0.91361, "Y3": 0.6828, "X4": 0.87958, "Y4": 0.6828, "page": 0, "Index": 300}, {"Word": "formation", "Confidence": 0.995, "X1": 0.17801, "Y1": 0.6832, "X2": 0.27618, "Y2": 0.683, "X3": 0.27618, "Y3": 0.6968, "X4": 0.17801, "Y4": 0.6968, "page": 0, "Index": 301}, {"Word": "on", "Confidence": 0.998, "X1": 0.29188, "Y1": 0.6832, "X2": 0.31545, "Y2": 0.683, "X3": 0.31414, "Y3": 0.6968, "X4": 0.29188, "Y4": 0.6968, "page": 0, "Index": 302}, {"Word": "the", "Confidence": 0.998, "X1": 0.33377, "Y1": 0.6832, "X2": 0.36649, "Y2": 0.683, "X3": 0.36649, "Y3": 0.6978, "X4": 0.33377, "Y4": 0.6968, "page": 0, "Index": 303}, {"Word": "viscosity", "Confidence": 0.995, "X1": 0.38351, "Y1": 0.6832, "X2": 0.48298, "Y2": 0.683, "X3": 0.48298, "Y3": 0.6978, "X4": 0.38351, "Y4": 0.6978, "page": 0, "Index": 304}, {"Word": "of", "Confidence": 0.998, "X1": 0.50262, "Y1": 0.6832, "X2": 0.52618, "Y2": 0.683, "X3": 0.52487, "Y3": 0.6978, "X4": 0.50262, "Y4": 0.6978, "page": 0, "Index": 305}, {"Word": "the", "Confidence": 0.998, "X1": 0.54188, "Y1": 0.6832, "X2": 0.57461, "Y2": 0.683, "X3": 0.57461, "Y3": 0.6978, "X4": 0.54188, "Y4": 0.6978, "page": 0, "Index": 306}, {"Word": "cytoskelleton", "Confidence": 0.993, "X1": 0.59162, "Y1": 0.6832, "X2": 0.7356, "Y2": 0.683, "X3": 0.73429, "Y3": 0.6978, "X4": 0.59162, "Y4": 0.6978, "page": 0, "Index": 307}, {"Word": "of", "Confidence": 0.998, "X1": 0.75131, "Y1": 0.6832, "X2": 0.77487, "Y2": 0.683, "X3": 0.77487, "Y3": 0.6978, "X4": 0.75131, "Y4": 0.6978, "page": 0, "Index": 308}, {"Word": "the", "Confidence": 0.998, "X1": 0.7945, "Y1": 0.6832, "X2": 0.82723, "Y2": 0.683, "X3": 0.82592, "Y3": 0.6978, "X4": 0.79319, "Y4": 0.6978, "page": 0, "Index": 309}, {"Word": "macro-", "Confidence": 0.848, "X1": 0.84424, "Y1": 0.6842, "X2": 0.91361, "Y2": 0.684, "X3": 0.91361, "Y3": 0.6968, "X4": 0.84424, "Y4": 0.6978, "page": 0, "Index": 310}, {"Word": "phages.", "Confidence": 0.995, "X1": 0.1767, "Y1": 0.6982, "X2": 0.25524, "Y2": 0.698, "X3": 0.25524, "Y3": 0.7108, "X4": 0.1767, "Y4": 0.7108, "page": 0, "Index": 311}, {"Word": "With", "Confidence": 0.988, "X1": 0.26571, "Y1": 0.6982, "X2": 0.31021, "Y2": 0.698, "X3": 0.31021, "Y3": 0.7108, "X4": 0.26571, "Y4": 0.7108, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.998, "X1": 0.32461, "Y1": 0.6972, "X2": 0.35733, "Y2": 0.697, "X3": 0.35602, "Y3": 0.7108, "X4": 0.32461, "Y4": 0.7108, "page": 0, "Index": 313}, {"Word": "use", "Confidence": 0.998, "X1": 0.37173, "Y1": 0.6972, "X2": 0.40314, "Y2": 0.697, "X3": 0.40314, "Y3": 0.7108, "X4": 0.37042, "Y4": 0.7108, "page": 0, "Index": 314}, {"Word": "of", "Confidence": 0.998, "X1": 0.41754, "Y1": 0.6972, "X2": 0.43979, "Y2": 0.697, "X3": 0.43979, "Y3": 0.7108, "X4": 0.41754, "Y4": 0.7108, "page": 0, "Index": 315}, {"Word": "spherical", "Confidence": 0.993, "X1": 0.4555, "Y1": 0.6972, "X2": 0.55366, "Y2": 0.697, "X3": 0.55366, "Y3": 0.7108, "X4": 0.4555, "Y4": 0.7108, "page": 0, "Index": 316}, {"Word": "magnetic", "Confidence": 0.995, "X1": 0.56675, "Y1": 0.6972, "X2": 0.65576, "Y2": 0.697, "X3": 0.65445, "Y3": 0.7108, "X4": 0.56675, "Y4": 0.7108, "page": 0, "Index": 317}, {"Word": "particles", "Confidence": 0.964, "X1": 0.66885, "Y1": 0.6982, "X2": 0.76832, "Y2": 0.698, "X3": 0.76702, "Y3": 0.7108, "X4": 0.66754, "Y4": 0.7108, "page": 0, "Index": 318}, {"Word": "with", "Confidence": 0.991, "X1": 0.78141, "Y1": 0.6982, "X2": 0.82592, "Y2": 0.698, "X3": 0.82461, "Y3": 0.7108, "X4": 0.78141, "Y4": 0.7108, "page": 0, "Index": 319}, {"Word": "a", "Confidence": 0.996, "X1": 0.84162, "Y1": 0.6982, "X2": 0.85209, "Y2": 0.698, "X3": 0.85079, "Y3": 0.7108, "X4": 0.84031, "Y4": 0.7108, "page": 0, "Index": 320}, {"Word": "geo-", "Confidence": 0.991, "X1": 0.8678, "Y1": 0.6982, "X2": 0.9123, "Y2": 0.698, "X3": 0.91099, "Y3": 0.7108, "X4": 0.86649, "Y4": 0.7108, "page": 0, "Index": 321}, {"Word": "metric", "Confidence": 0.994, "X1": 0.17539, "Y1": 0.7112, "X2": 0.24215, "Y2": 0.711, "X3": 0.24215, "Y3": 0.7248, "X4": 0.17539, "Y4": 0.7248, "page": 0, "Index": 322}, {"Word": "diameter", "Confidence": 0.994, "X1": 0.25654, "Y1": 0.7112, "X2": 0.34293, "Y2": 0.711, "X3": 0.34293, "Y3": 0.7248, "X4": 0.25654, "Y4": 0.7248, "page": 0, "Index": 323}, {"Word": "of", "Confidence": 0.998, "X1": 0.35733, "Y1": 0.7112, "X2": 0.37958, "Y2": 0.711, "X3": 0.37958, "Y3": 0.7248, "X4": 0.35602, "Y4": 0.7248, "page": 0, "Index": 324}, {"Word": "1.3", "Confidence": 0.994, "X1": 0.39267, "Y1": 0.7112, "X2": 0.42539, "Y2": 0.711, "X3": 0.42539, "Y3": 0.7248, "X4": 0.39267, "Y4": 0.7248, "page": 0, "Index": 325}, {"Word": "um", "Confidence": 0.941, "X1": 0.43848, "Y1": 0.7112, "X2": 0.46073, "Y2": 0.711, "X3": 0.46073, "Y3": 0.7258, "X4": 0.43848, "Y4": 0.7258, "page": 0, "Index": 326}, {"Word": "in", "Confidence": 0.998, "X1": 0.47775, "Y1": 0.7112, "X2": 0.49869, "Y2": 0.711, "X3": 0.49869, "Y3": 0.7258, "X4": 0.47775, "Y4": 0.7258, "page": 0, "Index": 327}, {"Word": "the", "Confidence": 0.998, "X1": 0.5144, "Y1": 0.7112, "X2": 0.5445, "Y2": 0.711, "X3": 0.5445, "Y3": 0.7258, "X4": 0.5144, "Y4": 0.7258, "page": 0, "Index": 328}, {"Word": "human", "Confidence": 0.996, "X1": 0.55759, "Y1": 0.7112, "X2": 0.61257, "Y2": 0.711, "X3": 0.61257, "Y3": 0.7258, "X4": 0.55759, "Y4": 0.7258, "page": 0, "Index": 329}, {"Word": "lungs", "Confidence": 0.994, "X1": 0.62696, "Y1": 0.7112, "X2": 0.68194, "Y2": 0.711, "X3": 0.68194, "Y3": 0.7258, "X4": 0.62696, "Y4": 0.7258, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.998, "X1": 0.69503, "Y1": 0.7122, "X2": 0.72775, "Y2": 0.712, "X3": 0.72775, "Y3": 0.7258, "X4": 0.69503, "Y4": 0.7258, "page": 0, "Index": 331}, {"Word": "viscosity", "Confidence": 0.995, "X1": 0.74084, "Y1": 0.7122, "X2": 0.84031, "Y2": 0.712, "X3": 0.84031, "Y3": 0.7258, "X4": 0.74084, "Y4": 0.7258, "page": 0, "Index": 332}, {"Word": "could", "Confidence": 0.996, "X1": 0.85602, "Y1": 0.7122, "X2": 0.9123, "Y2": 0.712, "X3": 0.9123, "Y3": 0.7248, "X4": 0.85471, "Y4": 0.7258, "page": 0, "Index": 333}, {"Word": "determined", "Confidence": 0.994, "X1": 0.21597, "Y1": 0.7252, "X2": 0.32461, "Y2": 0.725, "X3": 0.32461, "Y3": 0.7378, "X4": 0.21597, "Y4": 0.7388, "page": 0, "Index": 334}, {"Word": "to", "Confidence": 0.998, "X1": 0.34424, "Y1": 0.7252, "X2": 0.36387, "Y2": 0.725, "X3": 0.36518, "Y3": 0.7378, "X4": 0.34424, "Y4": 0.7378, "page": 0, "Index": 335}, {"Word": "be", "Confidence": 0.998, "X1": 0.38351, "Y1": 0.7252, "X2": 0.40707, "Y2": 0.725, "X3": 0.40707, "Y3": 0.7378, "X4": 0.38482, "Y4": 0.7378, "page": 0, "Index": 336}, {"Word": "be", "Confidence": 0.998, "X1": 0.1767, "Y1": 0.7252, "X2": 0.19764, "Y2": 0.725, "X3": 0.19764, "Y3": 0.7388, "X4": 0.1767, "Y4": 0.7388, "page": 0, "Index": 337}, {"Word": "near", "Confidence": 0.938, "X1": 0.42408, "Y1": 0.7252, "X2": 0.46859, "Y2": 0.725, "X3": 0.4699, "Y3": 0.7388, "X4": 0.42408, "Y4": 0.7388, "page": 0, "Index": 338}, {"Word": "65", "Confidence": 0.998, "X1": 0.48822, "Y1": 0.7252, "X2": 0.51047, "Y2": 0.725, "X3": 0.51178, "Y3": 0.7388, "X4": 0.48822, "Y4": 0.7388, "page": 0, "Index": 339}, {"Word": "Pa", "Confidence": 0.996, "X1": 0.52749, "Y1": 0.7252, "X2": 0.55105, "Y2": 0.725, "X3": 0.55105, "Y3": 0.7398, "X4": 0.5288, "Y4": 0.7388, "page": 0, "Index": 340}, {"Word": "s.", "Confidence": 0.997, "X1": 0.58639, "Y1": 0.7262, "X2": 0.60995, "Y2": 0.726, "X3": 0.60864, "Y3": 0.7398, "X4": 0.58639, "Y4": 0.7408, "page": 0, "Index": 341}, {"Word": "This", "Confidence": 0.991, "X1": 0.62696, "Y1": 0.7262, "X2": 0.67016, "Y2": 0.726, "X3": 0.67016, "Y3": 0.7398, "X4": 0.62696, "Y4": 0.7398, "page": 0, "Index": 342}, {"Word": "value", "Confidence": 0.997, "X1": 0.68848, "Y1": 0.7262, "X2": 0.74215, "Y2": 0.726, "X3": 0.74215, "Y3": 0.7398, "X4": 0.68848, "Y4": 0.7398, "page": 0, "Index": 343}, {"Word": "is", "Confidence": 0.998, "X1": 0.76309, "Y1": 0.7262, "X2": 0.78403, "Y2": 0.726, "X3": 0.78403, "Y3": 0.7398, "X4": 0.76178, "Y4": 0.7398, "page": 0, "Index": 344}, {"Word": "very", "Confidence": 0.989, "X1": 0.80366, "Y1": 0.7262, "X2": 0.84817, "Y2": 0.726, "X3": 0.84686, "Y3": 0.7398, "X4": 0.80366, "Y4": 0.7398, "page": 0, "Index": 345}, {"Word": "high", "Confidence": 0.991, "X1": 0.86649, "Y1": 0.7252, "X2": 0.9123, "Y2": 0.725, "X3": 0.9123, "Y3": 0.7398, "X4": 0.86649, "Y4": 0.7398, "page": 0, "Index": 346}, {"Word": "compared", "Confidence": 0.995, "X1": 0.1767, "Y1": 0.7392, "X2": 0.2644, "Y2": 0.739, "X3": 0.2644, "Y3": 0.7528, "X4": 0.1767, "Y4": 0.7528, "page": 0, "Index": 347}, {"Word": "to", "Confidence": 0.998, "X1": 0.2788, "Y1": 0.7392, "X2": 0.29843, "Y2": 0.739, "X3": 0.29843, "Y3": 0.7528, "X4": 0.2788, "Y4": 0.7528, "page": 0, "Index": 348}, {"Word": "water", "Confidence": 0.997, "X1": 0.31152, "Y1": 0.7392, "X2": 0.36649, "Y2": 0.739, "X3": 0.36649, "Y3": 0.7528, "X4": 0.31152, "Y4": 0.7528, "page": 0, "Index": 349}, {"Word": "(0.007", "Confidence": 0.971, "X1": 0.38351, "Y1": 0.7392, "X2": 0.44634, "Y2": 0.739, "X3": 0.44634, "Y3": 0.7528, "X4": 0.3822, "Y4": 0.7528, "page": 0, "Index": 350}, {"Word": "Pa", "Confidence": 0.997, "X1": 0.45942, "Y1": 0.7392, "X2": 0.48298, "Y2": 0.739, "X3": 0.48298, "Y3": 0.7528, "X4": 0.45942, "Y4": 0.7528, "page": 0, "Index": 351}, {"Word": "s)", "Confidence": 0.945, "X1": 0.51309, "Y1": 0.7392, "X2": 0.53534, "Y2": 0.739, "X3": 0.53534, "Y3": 0.7528, "X4": 0.51178, "Y4": 0.7528, "page": 0, "Index": 352}, {"Word": "and", "Confidence": 0.998, "X1": 0.54581, "Y1": 0.7392, "X2": 0.57853, "Y2": 0.739, "X3": 0.57853, "Y3": 0.7528, "X4": 0.54581, "Y4": 0.7528, "page": 0, "Index": 353}, {"Word": "shows", "Confidence": 0.997, "X1": 0.59162, "Y1": 0.7392, "X2": 0.64791, "Y2": 0.739, "X3": 0.64791, "Y3": 0.7528, "X4": 0.59162, "Y4": 0.7528, "page": 0, "Index": 354}, {"Word": "that", "Confidence": 0.991, "X1": 0.66099, "Y1": 0.7392, "X2": 0.70419, "Y2": 0.739, "X3": 0.70419, "Y3": 0.7528, "X4": 0.66099, "Y4": 0.7528, "page": 0, "Index": 355}, {"Word": "the", "Confidence": 0.998, "X1": 0.71859, "Y1": 0.7392, "X2": 0.75, "Y2": 0.739, "X3": 0.75, "Y3": 0.7528, "X4": 0.71728, "Y4": 0.7528, "page": 0, "Index": 356}, {"Word": "particles", "Confidence": 0.994, "X1": 0.76309, "Y1": 0.7392, "X2": 0.86387, "Y2": 0.739, "X3": 0.86387, "Y3": 0.7538, "X4": 0.76309, "Y4": 0.7528, "page": 0, "Index": 357}, {"Word": "can", "Confidence": 0.998, "X1": 0.87827, "Y1": 0.7392, "X2": 0.9123, "Y2": 0.739, "X3": 0.91099, "Y3": 0.7538, "X4": 0.87827, "Y4": 0.7538, "page": 0, "Index": 358}, {"Word": "assumed", "Confidence": 0.991, "X1": 0.17801, "Y1": 0.7532, "X2": 0.25393, "Y2": 0.753, "X3": 0.25262, "Y3": 0.7658, "X4": 0.1767, "Y4": 0.7658, "page": 0, "Index": 359}, {"Word": "to", "Confidence": 0.998, "X1": 0.26702, "Y1": 0.7532, "X2": 0.28796, "Y2": 0.753, "X3": 0.28796, "Y3": 0.7658, "X4": 0.26702, "Y4": 0.7658, "page": 0, "Index": 360}, {"Word": "be", "Confidence": 0.998, "X1": 0.30236, "Y1": 0.7532, "X2": 0.32461, "Y2": 0.753, "X3": 0.32461, "Y3": 0.7658, "X4": 0.30105, "Y4": 0.7658, "page": 0, "Index": 361}, {"Word": "in", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.7532, "X2": 0.35864, "Y2": 0.753, "X3": 0.35864, "Y3": 0.7658, "X4": 0.33901, "Y4": 0.7658, "page": 0, "Index": 362}, {"Word": "a", "Confidence": 0.995, "X1": 0.37565, "Y1": 0.7532, "X2": 0.38482, "Y2": 0.753, "X3": 0.38482, "Y3": 0.7658, "X4": 0.37435, "Y4": 0.7658, "page": 0, "Index": 363}, {"Word": "high", "Confidence": 0.989, "X1": 0.39791, "Y1": 0.7532, "X2": 0.44241, "Y2": 0.753, "X3": 0.44241, "Y3": 0.7658, "X4": 0.39791, "Y4": 0.7658, "page": 0, "Index": 364}, {"Word": "polymer", "Confidence": 0.996, "X1": 0.45812, "Y1": 0.7532, "X2": 0.53665, "Y2": 0.753, "X3": 0.53534, "Y3": 0.7668, "X4": 0.45681, "Y4": 0.7658, "page": 0, "Index": 365}, {"Word": "solution", "Confidence": 0.996, "X1": 0.54974, "Y1": 0.7532, "X2": 0.63613, "Y2": 0.753, "X3": 0.63613, "Y3": 0.7668, "X4": 0.54974, "Y4": 0.7668, "page": 0, "Index": 366}, {"Word": "inside", "Confidence": 0.995, "X1": 0.65183, "Y1": 0.7532, "X2": 0.71597, "Y2": 0.753, "X3": 0.71597, "Y3": 0.7668, "X4": 0.65183, "Y4": 0.7668, "page": 0, "Index": 367}, {"Word": "the", "Confidence": 0.998, "X1": 0.73037, "Y1": 0.7532, "X2": 0.76309, "Y2": 0.753, "X3": 0.76309, "Y3": 0.7668, "X4": 0.73037, "Y4": 0.7668, "page": 0, "Index": 368}, {"Word": "macrophages.", "Confidence": 0.992, "X1": 0.77618, "Y1": 0.7542, "X2": 0.91361, "Y2": 0.754, "X3": 0.91361, "Y3": 0.7668, "X4": 0.77618, "Y4": 0.7668, "page": 0, "Index": 369}, {"Word": "The", "Confidence": 0.992, "X1": 0.1767, "Y1": 0.7662, "X2": 0.20812, "Y2": 0.766, "X3": 0.20812, "Y3": 0.7808, "X4": 0.1767, "Y4": 0.7808, "page": 0, "Index": 370}, {"Word": "final", "Confidence": 0.995, "X1": 0.22382, "Y1": 0.7662, "X2": 0.27749, "Y2": 0.766, "X3": 0.27749, "Y3": 0.7808, "X4": 0.22382, "Y4": 0.7808, "page": 0, "Index": 371}, {"Word": "remanent", "Confidence": 0.994, "X1": 0.29188, "Y1": 0.7672, "X2": 0.37958, "Y2": 0.767, "X3": 0.37958, "Y3": 0.7808, "X4": 0.29188, "Y4": 0.7808, "page": 0, "Index": 372}, {"Word": "field", "Confidence": 0.996, "X1": 0.39267, "Y1": 0.7672, "X2": 0.44634, "Y2": 0.767, "X3": 0.44634, "Y3": 0.7808, "X4": 0.39267, "Y4": 0.7808, "page": 0, "Index": 373}, {"Word": "of", "Confidence": 0.998, "X1": 0.46073, "Y1": 0.7672, "X2": 0.48429, "Y2": 0.767, "X3": 0.48429, "Y3": 0.7808, "X4": 0.46073, "Y4": 0.7808, "page": 0, "Index": 374}, {"Word": "the", "Confidence": 0.998, "X1": 0.49869, "Y1": 0.7672, "X2": 0.53141, "Y2": 0.767, "X3": 0.53141, "Y3": 0.7808, "X4": 0.49869, "Y4": 0.7808, "page": 0, "Index": 375}, {"Word": "lung", "Confidence": 0.988, "X1": 0.54581, "Y1": 0.7672, "X2": 0.5877, "Y2": 0.767, "X3": 0.5877, "Y3": 0.7808, "X4": 0.5445, "Y4": 0.7808, "page": 0, "Index": 376}, {"Word": "dependes", "Confidence": 0.994, "X1": 0.59948, "Y1": 0.7672, "X2": 0.68848, "Y2": 0.767, "X3": 0.68848, "Y3": 0.7808, "X4": 0.59948, "Y4": 0.7808, "page": 0, "Index": 377}, {"Word": "on", "Confidence": 0.998, "X1": 0.70288, "Y1": 0.7672, "X2": 0.72382, "Y2": 0.767, "X3": 0.72382, "Y3": 0.7808, "X4": 0.70157, "Y4": 0.7808, "page": 0, "Index": 378}, {"Word": "the", "Confidence": 0.998, "X1": 0.73822, "Y1": 0.7672, "X2": 0.77094, "Y2": 0.767, "X3": 0.76963, "Y3": 0.7808, "X4": 0.73691, "Y4": 0.7808, "page": 0, "Index": 379}, {"Word": "strength", "Confidence": 0.995, "X1": 0.78534, "Y1": 0.7672, "X2": 0.87435, "Y2": 0.767, "X3": 0.87304, "Y3": 0.7818, "X4": 0.78534, "Y4": 0.7808, "page": 0, "Index": 380}, {"Word": "of", "Confidence": 0.997, "X1": 0.88874, "Y1": 0.7672, "X2": 0.9123, "Y2": 0.767, "X3": 0.91099, "Y3": 0.7818, "X4": 0.88874, "Y4": 0.7818, "page": 0, "Index": 381}, {"Word": "the", "Confidence": 0.995, "X1": 0.17932, "Y1": 0.7802, "X2": 0.20942, "Y2": 0.78, "X3": 0.20942, "Y3": 0.7948, "X4": 0.17932, "Y4": 0.7948, "page": 0, "Index": 382}, {"Word": "magnetizing", "Confidence": 0.993, "X1": 0.2199, "Y1": 0.7802, "X2": 0.34162, "Y2": 0.78, "X3": 0.34162, "Y3": 0.7948, "X4": 0.2199, "Y4": 0.7948, "page": 0, "Index": 383}, {"Word": "field", "Confidence": 0.997, "X1": 0.3534, "Y1": 0.7812, "X2": 0.40838, "Y2": 0.781, "X3": 0.40838, "Y3": 0.7948, "X4": 0.3534, "Y4": 0.7948, "page": 0, "Index": 384}, {"Word": "and", "Confidence": 0.998, "X1": 0.42016, "Y1": 0.7812, "X2": 0.45419, "Y2": 0.781, "X3": 0.45288, "Y3": 0.7948, "X4": 0.41885, "Y4": 0.7948, "page": 0, "Index": 385}, {"Word": "might", "Confidence": 0.997, "X1": 0.46466, "Y1": 0.7812, "X2": 0.52356, "Y2": 0.781, "X3": 0.52356, "Y3": 0.7948, "X4": 0.46335, "Y4": 0.7948, "page": 0, "Index": 386}, {"Word": "reflect", "Confidence": 0.995, "X1": 0.53403, "Y1": 0.7812, "X2": 0.60995, "Y2": 0.781, "X3": 0.60995, "Y3": 0.7948, "X4": 0.53403, "Y4": 0.7948, "page": 0, "Index": 387}, {"Word": "some", "Confidence": 0.986, "X1": 0.62173, "Y1": 0.7812, "X2": 0.66754, "Y2": 0.781, "X3": 0.66754, "Y3": 0.7948, "X4": 0.62173, "Y4": 0.7948, "page": 0, "Index": 388}, {"Word": "misalignment", "Confidence": 0.991, "X1": 0.6767, "Y1": 0.7812, "X2": 0.81152, "Y2": 0.781, "X3": 0.81021, "Y3": 0.7958, "X4": 0.6767, "Y4": 0.7958, "page": 0, "Index": 389}, {"Word": "activity", "Confidence": 0.996, "X1": 0.8233, "Y1": 0.7812, "X2": 0.91361, "Y2": 0.781, "X3": 0.9123, "Y3": 0.7968, "X4": 0.82199, "Y4": 0.7958, "page": 0, "Index": 390}, {"Word": "of", "Confidence": 0.998, "X1": 0.1767, "Y1": 0.7942, "X2": 0.19895, "Y2": 0.794, "X3": 0.19764, "Y3": 0.8088, "X4": 0.17539, "Y4": 0.8088, "page": 0, "Index": 391}, {"Word": "the", "Confidence": 0.998, "X1": 0.21073, "Y1": 0.7942, "X2": 0.24476, "Y2": 0.794, "X3": 0.24346, "Y3": 0.8088, "X4": 0.20942, "Y4": 0.8088, "page": 0, "Index": 392}, {"Word": "macrophages", "Confidence": 0.956, "X1": 0.25654, "Y1": 0.7952, "X2": 0.37827, "Y2": 0.795, "X3": 0.37696, "Y3": 0.8098, "X4": 0.25524, "Y4": 0.8088, "page": 0, "Index": 393}, {"Word": "and", "Confidence": 0.998, "X1": 0.39005, "Y1": 0.7952, "X2": 0.42408, "Y2": 0.795, "X3": 0.42147, "Y3": 0.8098, "X4": 0.38874, "Y4": 0.8098, "page": 0, "Index": 394}, {"Word": "some", "Confidence": 0.991, "X1": 0.43717, "Y1": 0.7952, "X2": 0.48298, "Y2": 0.795, "X3": 0.48168, "Y3": 0.8098, "X4": 0.43586, "Y4": 0.8098, "page": 0, "Index": 395}, {"Word": "elastic", "Confidence": 0.996, "X1": 0.49607, "Y1": 0.7952, "X2": 0.57199, "Y2": 0.795, "X3": 0.57068, "Y3": 0.8098, "X4": 0.49346, "Y4": 0.8098, "page": 0, "Index": 396}, {"Word": "properties", "Confidence": 0.994, "X1": 0.58377, "Y1": 0.7952, "X2": 0.69503, "Y2": 0.795, "X3": 0.69241, "Y3": 0.8098, "X4": 0.58246, "Y4": 0.8098, "page": 0, "Index": 397}, {"Word": "of", "Confidence": 0.998, "X1": 0.70681, "Y1": 0.7942, "X2": 0.73037, "Y2": 0.794, "X3": 0.72775, "Y3": 0.8098, "X4": 0.7055, "Y4": 0.8098, "page": 0, "Index": 398}, {"Word": "the", "Confidence": 0.998, "X1": 0.74215, "Y1": 0.7942, "X2": 0.77618, "Y2": 0.794, "X3": 0.77487, "Y3": 0.8098, "X4": 0.74084, "Y4": 0.8098, "page": 0, "Index": 399}, {"Word": "cytoskelle-", "Confidence": 0.993, "X1": 0.78927, "Y1": 0.7942, "X2": 0.91361, "Y2": 0.794, "X3": 0.9123, "Y3": 0.8098, "X4": 0.78665, "Y4": 0.8098, "page": 0, "Index": 400}, {"Word": "ton.", "Confidence": 0.982, "X1": 0.1767, "Y1": 0.8082, "X2": 0.2212, "Y2": 0.808, "X3": 0.2199, "Y3": 0.8218, "X4": 0.1767, "Y4": 0.8208, "page": 0, "Index": 401}, {"Word": "The", "Confidence": 0.998, "X1": 0.17539, "Y1": 0.8362, "X2": 0.20942, "Y2": 0.836, "X3": 0.20812, "Y3": 0.8498, "X4": 0.17539, "Y4": 0.8498, "page": 0, "Index": 402}, {"Word": "long", "Confidence": 0.984, "X1": 0.2212, "Y1": 0.8362, "X2": 0.26702, "Y2": 0.836, "X3": 0.26702, "Y3": 0.8498, "X4": 0.2212, "Y4": 0.8498, "page": 0, "Index": 403}, {"Word": "term", "Confidence": 0.991, "X1": 0.2788, "Y1": 0.8362, "X2": 0.32199, "Y2": 0.836, "X3": 0.32199, "Y3": 0.8498, "X4": 0.27749, "Y4": 0.8498, "page": 0, "Index": 404}, {"Word": "clearance", "Confidence": 0.994, "X1": 0.33377, "Y1": 0.8362, "X2": 0.43325, "Y2": 0.836, "X3": 0.43194, "Y3": 0.8498, "X4": 0.33246, "Y4": 0.8498, "page": 0, "Index": 405}, {"Word": "of", "Confidence": 0.998, "X1": 0.44503, "Y1": 0.8362, "X2": 0.46859, "Y2": 0.836, "X3": 0.46859, "Y3": 0.8498, "X4": 0.44503, "Y4": 0.8498, "page": 0, "Index": 406}, {"Word": "the", "Confidence": 0.998, "X1": 0.48298, "Y1": 0.8352, "X2": 0.51832, "Y2": 0.835, "X3": 0.51702, "Y3": 0.8508, "X4": 0.48168, "Y4": 0.8498, "page": 0, "Index": 407}, {"Word": "human", "Confidence": 0.997, "X1": 0.52618, "Y1": 0.8352, "X2": 0.58377, "Y2": 0.835, "X3": 0.58246, "Y3": 0.8508, "X4": 0.52618, "Y4": 0.8508, "page": 0, "Index": 408}, {"Word": "lung", "Confidence": 0.991, "X1": 0.59424, "Y1": 0.8352, "X2": 0.64136, "Y2": 0.835, "X3": 0.64005, "Y3": 0.8508, "X4": 0.59424, "Y4": 0.8508, "page": 0, "Index": 409}, {"Word": "from", "Confidence": 0.986, "X1": 0.65314, "Y1": 0.8352, "X2": 0.69764, "Y2": 0.835, "X3": 0.69634, "Y3": 0.8508, "X4": 0.65314, "Y4": 0.8508, "page": 0, "Index": 410}, {"Word": "magnetic", "Confidence": 0.994, "X1": 0.70812, "Y1": 0.8352, "X2": 0.79843, "Y2": 0.835, "X3": 0.79712, "Y3": 0.8518, "X4": 0.70681, "Y4": 0.8508, "page": 0, "Index": 411}, {"Word": "particles", "Confidence": 0.991, "X1": 0.81021, "Y1": 0.8352, "X2": 0.91361, "Y2": 0.835, "X3": 0.9123, "Y3": 0.8518, "X4": 0.81021, "Y4": 0.8518, "page": 0, "Index": 412}, {"Word": "was", "Confidence": 0.998, "X1": 0.17801, "Y1": 0.8512, "X2": 0.20812, "Y2": 0.851, "X3": 0.20812, "Y3": 0.8628, "X4": 0.17801, "Y4": 0.8638, "page": 0, "Index": 413}, {"Word": "also", "Confidence": 0.981, "X1": 0.2199, "Y1": 0.8492, "X2": 0.26309, "Y2": 0.849, "X3": 0.26309, "Y3": 0.8628, "X4": 0.2199, "Y4": 0.8628, "page": 0, "Index": 414}, {"Word": "determined.", "Confidence": 0.994, "X1": 0.27356, "Y1": 0.8502, "X2": 0.39529, "Y2": 0.85, "X3": 0.39529, "Y3": 0.8618, "X4": 0.27356, "Y4": 0.8628, "page": 0, "Index": 415}, {"Word": "2023299056", "Confidence": 0.955, "X1": 0.96335, "Y1": 0.9072, "X2": 0.94634, "Y2": 0.907, "X3": 0.91885, "Y3": 0.9058, "X4": 0.93586, "Y4": 0.7708, "page": 0, "Index": 416}, {"Word": "0385", "Confidence": 0.604, "X1": 0.16099, "Y1": 0.9572, "X2": 0.18848, "Y2": 0.957, "X3": 0.18848, "Y3": 0.9668, "X4": 0.16099, "Y4": 0.9678, "page": 0, "Index": 417}]}
"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"
ffpc0080
0
{"lines_data": [{"Word": "POLITICAL CAMPAIGN CONTRIBUTION REQUEST", "Confidence": 0.904, "X1": 0.25202, "Y1": 0.1092, "X2": 0.69677, "Y2": 0.109, "X3": 0.69677, "Y3": 0.1248, "X4": 0.25202, "Y4": 0.1238, "page": 0}, {"Word": "Date: September 30, 1992", "Confidence": 0.98175, "X1": 0.05526, "Y1": 0.1632, "X2": 0.33827, "Y2": 0.163, "X3": 0.33827, "Y3": 0.1788, "X4": 0.05526, "Y4": 0.1788, "page": 0}, {"Word": "State or Local: State", "Confidence": 0.99475, "X1": 0.5566, "Y1": 0.1652, "X2": 0.79784, "Y2": 0.165, "X3": 0.79784, "Y3": 0.1808, "X4": 0.5566, "Y4": 0.1788, "page": 0}, {"Word": "RECIPIENT INFORMATION", "Confidence": 0.9865, "X1": 0.35445, "Y1": 0.2322, "X2": 0.59569, "Y2": 0.232, "X3": 0.59569, "Y3": 0.2478, "X4": 0.35445, "Y4": 0.2468, "page": 0}, {"Word": "Name:", "Confidence": 0.648, "X1": 0.05391, "Y1": 0.2752, "X2": 0.11186, "Y2": 0.275, "X3": 0.11186, "Y3": 0.2868, "X4": 0.05391, "Y4": 0.2868, "page": 0}, {"Word": "Representative John Beck", "Confidence": 0.99, "X1": 0.28841, "Y1": 0.2742, "X2": 0.56199, "Y2": 0.274, "X3": 0.56199, "Y3": 0.2888, "X4": 0.28841, "Y4": 0.2878, "page": 0}, {"Word": "(Individual Candidate or Fundraising Organization)", "Confidence": 0.9882, "X1": 0.07682, "Y1": 0.2882, "X2": 0.63342, "Y2": 0.288, "X3": 0.63342, "Y3": 0.3038, "X4": 0.07682, "Y4": 0.3018, "page": 0}, {"Word": "Address:", "Confidence": 0.928, "X1": 0.05391, "Y1": 0.3152, "X2": 0.14555, "Y2": 0.315, "X3": 0.14555, "Y3": 0.3288, "X4": 0.05391, "Y4": 0.3278, "page": 0}, {"Word": "200 Beach Place, #103", "Confidence": 0.992, "X1": 0.28976, "Y1": 0.3162, "X2": 0.52561, "Y2": 0.316, "X3": 0.52561, "Y3": 0.3288, "X4": 0.28976, "Y4": 0.3278, "page": 0}, {"Word": "Edmonds, WA 98020", "Confidence": 0.99633, "X1": 0.28841, "Y1": 0.3292, "X2": 0.49461, "Y2": 0.329, "X3": 0.49461, "Y3": 0.3428, "X4": 0.28841, "Y4": 0.3428, "page": 0}, {"Word": "Current Office", "Confidence": 0.995, "X1": 0.05391, "Y1": 0.3552, "X2": 0.21833, "Y2": 0.355, "X3": 0.21833, "Y3": 0.3688, "X4": 0.05391, "Y4": 0.3698, "page": 0}, {"Word": "and District:", "Confidence": 0.9935, "X1": 0.07817, "Y1": 0.3692, "X2": 0.22372, "Y2": 0.369, "X3": 0.22372, "Y3": 0.3818, "X4": 0.07817, "Y4": 0.3818, "page": 0}, {"Word": "State Representative, District 21", "Confidence": 0.99425, "X1": 0.28841, "Y1": 0.3692, "X2": 0.66173, "Y2": 0.369, "X3": 0.66173, "Y3": 0.3848, "X4": 0.28841, "Y4": 0.3838, "page": 0}, {"Word": "Aspired Office", "Confidence": 0.9675, "X1": 0.05526, "Y1": 0.3832, "X2": 0.21833, "Y2": 0.383, "X3": 0.21833, "Y3": 0.3958, "X4": 0.05526, "Y4": 0.3968, "page": 0}, {"Word": "and District:", "Confidence": 0.9945, "X1": 0.07817, "Y1": 0.3972, "X2": 0.22372, "Y2": 0.397, "X3": 0.22372, "Y3": 0.4108, "X4": 0.07817, "Y4": 0.4108, "page": 0}, {"Word": "State Representative, District 21", "Confidence": 0.94625, "X1": 0.28706, "Y1": 0.3962, "X2": 0.66173, "Y2": 0.396, "X3": 0.66173, "Y3": 0.4118, "X4": 0.28706, "Y4": 0.4118, "page": 0}, {"Word": "R", "Confidence": 0.995, "X1": 0.28976, "Y1": 0.4262, "X2": 0.30593, "Y2": 0.426, "X3": 0.30458, "Y3": 0.4378, "X4": 0.28841, "Y4": 0.4378, "page": 0}, {"Word": "Party:", "Confidence": 0.997, "X1": 0.05526, "Y1": 0.4242, "X2": 0.12399, "Y2": 0.424, "X3": 0.12399, "Y3": 0.4388, "X4": 0.05391, "Y4": 0.4368, "page": 0}, {"Word": "Leadership Position:", "Confidence": 0.9925, "X1": 0.05526, "Y1": 0.4502, "X2": 0.28167, "Y2": 0.45, "X3": 0.28167, "Y3": 0.4658, "X4": 0.05526, "Y4": 0.4658, "page": 0}, {"Word": "Committees:", "Confidence": 0.885, "X1": 0.0566, "Y1": 0.4782, "X2": 0.18194, "Y2": 0.478, "X3": 0.18194, "Y3": 0.4918, "X4": 0.0566, "Y4": 0.4918, "page": 0}, {"Word": "Capital Facilities & Financing, Human Services,", "Confidence": 0.9825, "X1": 0.28841, "Y1": 0.4802, "X2": 0.81536, "Y2": 0.48, "X3": 0.81536, "Y3": 0.4958, "X4": 0.28841, "Y4": 0.4928, "page": 0}, {"Word": "Natural Resources & Parks", "Confidence": 0.99475, "X1": 0.32075, "Y1": 0.4932, "X2": 0.60512, "Y2": 0.493, "X3": 0.60512, "Y3": 0.5078, "X4": 0.32075, "Y4": 0.5068, "page": 0}, {"Word": "(Note chairmanships)", "Confidence": 0.993, "X1": 0.07817, "Y1": 0.5052, "X2": 0.29919, "Y2": 0.505, "X3": 0.29919, "Y3": 0.5218, "X4": 0.07817, "Y4": 0.5208, "page": 0}, {"Word": "CONTRIBUTION INFORMATION", "Confidence": 0.991, "X1": 0.33693, "Y1": 0.5742, "X2": 0.61321, "Y2": 0.574, "X3": 0.61321, "Y3": 0.5898, "X4": 0.33693, "Y4": 0.5898, "page": 0}, {"Word": "Amount:", "Confidence": 0.993, "X1": 0.05526, "Y1": 0.6152, "X2": 0.13612, "Y2": 0.615, "X3": 0.13612, "Y3": 0.6288, "X4": 0.05526, "Y4": 0.6288, "page": 0}, {"Word": "$150.00", "Confidence": 0.994, "X1": 0.28976, "Y1": 0.6162, "X2": 0.37197, "Y2": 0.616, "X3": 0.37197, "Y3": 0.6288, "X4": 0.28976, "Y4": 0.6298, "page": 0}, {"Word": "Account Code: 1491-7710.WASD", "Confidence": 0.895, "X1": 0.55526, "Y1": 0.6162, "X2": 0.88949, "Y2": 0.616, "X3": 0.88949, "Y3": 0.6318, "X4": 0.55526, "Y4": 0.6318, "page": 0}, {"Word": "Check Pay to:", "Confidence": 0.93333, "X1": 0.05391, "Y1": 0.6422, "X2": 0.2035, "Y2": 0.642, "X3": 0.2035, "Y3": 0.6578, "X4": 0.05391, "Y4": 0.6578, "page": 0}, {"Word": "John Beck Campaign Fund", "Confidence": 0.991, "X1": 0.28841, "Y1": 0.6422, "X2": 0.54987, "Y2": 0.642, "X3": 0.54987, "Y3": 0.6588, "X4": 0.28841, "Y4": 0.6588, "page": 0}, {"Word": "Address:", "Confidence": 0.969, "X1": 0.05391, "Y1": 0.6702, "X2": 0.14825, "Y2": 0.67, "X3": 0.14825, "Y3": 0.6838, "X4": 0.05391, "Y4": 0.6838, "page": 0}, {"Word": "(Only if different from address above)", "Confidence": 0.99317, "X1": 0.08086, "Y1": 0.6842, "X2": 0.50135, "Y2": 0.684, "X3": 0.50135, "Y3": 0.6998, "X4": 0.08086, "Y4": 0.6978, "page": 0}, {"Word": "Notes:", "Confidence": 0.996, "X1": 0.05391, "Y1": 0.7112, "X2": 0.12399, "Y2": 0.711, "X3": 0.12399, "Y3": 0.7238, "X4": 0.05391, "Y4": 0.7238, "page": 0}, {"Word": "Campaign Fund", "Confidence": 0.9775, "X1": 0.28976, "Y1": 0.7112, "X2": 0.43666, "Y2": 0.711, "X3": 0.43666, "Y3": 0.7258, "X4": 0.28976, "Y4": 0.7258, "page": 0}, {"Word": "(Date needed; fundraiser date: other information)", "Confidence": 0.89917, "X1": 0.08356, "Y1": 0.7252, "X2": 0.62399, "Y2": 0.725, "X3": 0.62399, "Y3": 0.7418, "X4": 0.08356, "Y4": 0.7398, "page": 0}, {"Word": "Approved by:", "Confidence": 0.9735, "X1": 0.05256, "Y1": 0.7922, "X2": 0.19272, "Y2": 0.792, "X3": 0.19272, "Y3": 0.8098, "X4": 0.05256, "Y4": 0.8088, "page": 0}, {"Word": "Paul A. Jacobson", "Confidence": 0.74667, "X1": 0.28841, "Y1": 0.8082, "X2": 0.4717, "Y2": 0.808, "X3": 0.4717, "Y3": 0.8218, "X4": 0.28841, "Y4": 0.8208, "page": 0}, {"Word": "Regional Vice President", "Confidence": 0.82633, "X1": 0.29111, "Y1": 0.8212, "X2": 0.54987, "Y2": 0.821, "X3": 0.54987, "Y3": 0.8358, "X4": 0.29111, "Y4": 0.8378, "page": 0}, {"Word": "(Sector Vice President's signature)", "Confidence": 0.9775, "X1": 0.31671, "Y1": 0.8762, "X2": 0.69946, "Y2": 0.876, "X3": 0.69946, "Y3": 0.8938, "X4": 0.31536, "Y4": 0.8908, "page": 0}, {"Word": "TNWL 0024685", "Confidence": 0.992, "X1": 0.72372, "Y1": 0.9402, "X2": 0.91105, "Y2": 0.94, "X3": 0.90836, "Y3": 0.9608, "X4": 0.72237, "Y4": 0.9498, "page": 0}], "words_data": [{"Word": "POLITICAL", "Confidence": 0.991, "X1": 0.25472, "Y1": 0.1092, "X2": 0.35714, "Y2": 0.109, "X3": 0.3558, "Y3": 0.1248, "X4": 0.25472, "Y4": 0.1248, "page": 0, "Index": 0}, {"Word": "CAMPAIGN", "Confidence": 0.66, "X1": 0.36658, "Y1": 0.1092, "X2": 0.45822, "Y2": 0.109, "X3": 0.45687, "Y3": 0.1248, "X4": 0.36523, "Y4": 0.1248, "page": 0, "Index": 1}, {"Word": "CONTRIBUTION", "Confidence": 0.969, "X1": 0.46631, "Y1": 0.1092, "X2": 0.60243, "Y2": 0.109, "X3": 0.60108, "Y3": 0.1248, "X4": 0.46631, "Y4": 0.1248, "page": 0, "Index": 2}, {"Word": "REQUEST", "Confidence": 0.996, "X1": 0.61186, "Y1": 0.1102, "X2": 0.69407, "Y2": 0.11, "X3": 0.69272, "Y3": 0.1248, "X4": 0.61186, "Y4": 0.1248, "page": 0, "Index": 3}, {"Word": "Date:", "Confidence": 0.997, "X1": 0.05526, "Y1": 0.1642, "X2": 0.11186, "Y2": 0.164, "X3": 0.11186, "Y3": 0.1788, "X4": 0.0566, "Y4": 0.1798, "page": 0, "Index": 4}, {"Word": "September", "Confidence": 0.951, "X1": 0.13073, "Y1": 0.1642, "X2": 0.23315, "Y2": 0.164, "X3": 0.23315, "Y3": 0.1788, "X4": 0.13073, "Y4": 0.1788, "page": 0, "Index": 5}, {"Word": "30,", "Confidence": 0.998, "X1": 0.24394, "Y1": 0.1642, "X2": 0.28032, "Y2": 0.164, "X3": 0.28032, "Y3": 0.1788, "X4": 0.24394, "Y4": 0.1788, "page": 0, "Index": 6}, {"Word": "1992", "Confidence": 0.981, "X1": 0.28841, "Y1": 0.1642, "X2": 0.33423, "Y2": 0.164, "X3": 0.33423, "Y3": 0.1798, "X4": 0.28841, "Y4": 0.1788, "page": 0, "Index": 7}, {"Word": "State", "Confidence": 0.993, "X1": 0.5566, "Y1": 0.1642, "X2": 0.61321, "Y2": 0.164, "X3": 0.61321, "Y3": 0.1798, "X4": 0.5566, "Y4": 0.1798, "page": 0, "Index": 8}, {"Word": "or", "Confidence": 0.996, "X1": 0.62264, "Y1": 0.1652, "X2": 0.6469, "Y2": 0.165, "X3": 0.6469, "Y3": 0.1798, "X4": 0.62264, "Y4": 0.1798, "page": 0, "Index": 9}, {"Word": "Local:", "Confidence": 0.992, "X1": 0.65633, "Y1": 0.1652, "X2": 0.72776, "Y2": 0.165, "X3": 0.72642, "Y3": 0.1798, "X4": 0.65499, "Y4": 0.1798, "page": 0, "Index": 10}, {"Word": "State", "Confidence": 0.998, "X1": 0.73585, "Y1": 0.1662, "X2": 0.7938, "Y2": 0.166, "X3": 0.7938, "Y3": 0.1808, "X4": 0.73585, "Y4": 0.1808, "page": 0, "Index": 11}, {"Word": "RECIPIENT", "Confidence": 0.981, "X1": 0.35445, "Y1": 0.2332, "X2": 0.45822, "Y2": 0.233, "X3": 0.45687, "Y3": 0.2478, "X4": 0.35445, "Y4": 0.2468, "page": 0, "Index": 12}, {"Word": "INFORMATION", "Confidence": 0.992, "X1": 0.46765, "Y1": 0.2332, "X2": 0.59164, "Y2": 0.233, "X3": 0.58895, "Y3": 0.2478, "X4": 0.46631, "Y4": 0.2478, "page": 0, "Index": 13}, {"Word": "Name:", "Confidence": 0.648, "X1": 0.05526, "Y1": 0.2752, "X2": 0.11186, "Y2": 0.275, "X3": 0.11051, "Y3": 0.2878, "X4": 0.05391, "Y4": 0.2878, "page": 0, "Index": 14}, {"Word": "Representative", "Confidence": 0.991, "X1": 0.28841, "Y1": 0.2752, "X2": 0.44609, "Y2": 0.275, "X3": 0.44474, "Y3": 0.2888, "X4": 0.28841, "Y4": 0.2888, "page": 0, "Index": 15}, {"Word": "John", "Confidence": 0.991, "X1": 0.45687, "Y1": 0.2752, "X2": 0.50135, "Y2": 0.275, "X3": 0.5, "Y3": 0.2888, "X4": 0.45553, "Y4": 0.2888, "page": 0, "Index": 16}, {"Word": "Beck", "Confidence": 0.988, "X1": 0.51213, "Y1": 0.2752, "X2": 0.5566, "Y2": 0.275, "X3": 0.55526, "Y3": 0.2888, "X4": 0.51078, "Y4": 0.2888, "page": 0, "Index": 17}, {"Word": "(Individual", "Confidence": 0.97, "X1": 0.07951, "Y1": 0.2872, "X2": 0.20081, "Y2": 0.287, "X3": 0.19946, "Y3": 0.3028, "X4": 0.07817, "Y4": 0.3028, "page": 0, "Index": 18}, {"Word": "Candidate", "Confidence": 0.991, "X1": 0.21024, "Y1": 0.2882, "X2": 0.31267, "Y2": 0.288, "X3": 0.31267, "Y3": 0.3028, "X4": 0.20889, "Y4": 0.3028, "page": 0, "Index": 19}, {"Word": "or", "Confidence": 0.998, "X1": 0.3221, "Y1": 0.2882, "X2": 0.34501, "Y2": 0.288, "X3": 0.34501, "Y3": 0.3028, "X4": 0.3221, "Y4": 0.3028, "page": 0, "Index": 20}, {"Word": "Fundraising", "Confidence": 0.991, "X1": 0.3558, "Y1": 0.2892, "X2": 0.48113, "Y2": 0.289, "X3": 0.47978, "Y3": 0.3038, "X4": 0.35445, "Y4": 0.3028, "page": 0, "Index": 21}, {"Word": "Organization)", "Confidence": 0.991, "X1": 0.48922, "Y1": 0.2892, "X2": 0.63342, "Y2": 0.289, "X3": 0.63342, "Y3": 0.3038, "X4": 0.48922, "Y4": 0.3038, "page": 0, "Index": 22}, {"Word": "Address:", "Confidence": 0.928, "X1": 0.05526, "Y1": 0.3162, "X2": 0.1469, "Y2": 0.316, "X3": 0.14555, "Y3": 0.3298, "X4": 0.05526, "Y4": 0.3288, "page": 0, "Index": 23}, {"Word": "200", "Confidence": 0.995, "X1": 0.29111, "Y1": 0.3162, "X2": 0.3221, "Y2": 0.316, "X3": 0.3221, "Y3": 0.3288, "X4": 0.29111, "Y4": 0.3288, "page": 0, "Index": 24}, {"Word": "Beach", "Confidence": 0.998, "X1": 0.33288, "Y1": 0.3162, "X2": 0.38814, "Y2": 0.316, "X3": 0.38814, "Y3": 0.3288, "X4": 0.33288, "Y4": 0.3288, "page": 0, "Index": 25}, {"Word": "Place,", "Confidence": 0.994, "X1": 0.40027, "Y1": 0.3162, "X2": 0.469, "Y2": 0.316, "X3": 0.469, "Y3": 0.3298, "X4": 0.40027, "Y4": 0.3288, "page": 0, "Index": 26}, {"Word": "#103", "Confidence": 0.981, "X1": 0.47978, "Y1": 0.3162, "X2": 0.52426, "Y2": 0.316, "X3": 0.52291, "Y3": 0.3298, "X4": 0.47978, "Y4": 0.3298, "page": 0, "Index": 27}, {"Word": "Edmonds,", "Confidence": 0.993, "X1": 0.28976, "Y1": 0.3302, "X2": 0.3814, "Y2": 0.33, "X3": 0.38005, "Y3": 0.3438, "X4": 0.28841, "Y4": 0.3428, "page": 0, "Index": 28}, {"Word": "WA", "Confidence": 0.998, "X1": 0.38814, "Y1": 0.3302, "X2": 0.4124, "Y2": 0.33, "X3": 0.41105, "Y3": 0.3438, "X4": 0.38814, "Y4": 0.3438, "page": 0, "Index": 29}, {"Word": "98020", "Confidence": 0.998, "X1": 0.43531, "Y1": 0.3312, "X2": 0.48922, "Y2": 0.331, "X3": 0.48922, "Y3": 0.3428, "X4": 0.43396, "Y4": 0.3438, "page": 0, "Index": 30}, {"Word": "Current", "Confidence": 0.996, "X1": 0.0566, "Y1": 0.3572, "X2": 0.13342, "Y2": 0.357, "X3": 0.13342, "Y3": 0.3698, "X4": 0.05526, "Y4": 0.3698, "page": 0, "Index": 31}, {"Word": "Office", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.3562, "X2": 0.21024, "Y2": 0.356, "X3": 0.21159, "Y3": 0.3688, "X4": 0.14286, "Y4": 0.3688, "page": 0, "Index": 32}, {"Word": "and", "Confidence": 0.996, "X1": 0.07951, "Y1": 0.3702, "X2": 0.11051, "Y2": 0.37, "X3": 0.11051, "Y3": 0.3818, "X4": 0.07951, "Y4": 0.3828, "page": 0, "Index": 33}, {"Word": "District:", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.3702, "X2": 0.22372, "Y2": 0.37, "X3": 0.22372, "Y3": 0.3818, "X4": 0.12129, "Y4": 0.3818, "page": 0, "Index": 34}, {"Word": "State", "Confidence": 0.994, "X1": 0.28976, "Y1": 0.3692, "X2": 0.34636, "Y2": 0.369, "X3": 0.34501, "Y3": 0.3838, "X4": 0.28841, "Y4": 0.3838, "page": 0, "Index": 35}, {"Word": "Representative,", "Confidence": 0.991, "X1": 0.35445, "Y1": 0.3692, "X2": 0.52561, "Y2": 0.369, "X3": 0.52561, "Y3": 0.3848, "X4": 0.3531, "Y4": 0.3838, "page": 0, "Index": 36}, {"Word": "District", "Confidence": 0.994, "X1": 0.53235, "Y1": 0.3692, "X2": 0.62534, "Y2": 0.369, "X3": 0.62534, "Y3": 0.3848, "X4": 0.53235, "Y4": 0.3848, "page": 0, "Index": 37}, {"Word": "21", "Confidence": 0.998, "X1": 0.63477, "Y1": 0.3702, "X2": 0.65768, "Y2": 0.37, "X3": 0.65903, "Y3": 0.3848, "X4": 0.63612, "Y4": 0.3848, "page": 0, "Index": 38}, {"Word": "Aspired", "Confidence": 0.954, "X1": 0.0566, "Y1": 0.3842, "X2": 0.13208, "Y2": 0.384, "X3": 0.13208, "Y3": 0.3958, "X4": 0.0566, "Y4": 0.3978, "page": 0, "Index": 39}, {"Word": "Office", "Confidence": 0.981, "X1": 0.1442, "Y1": 0.3832, "X2": 0.21024, "Y2": 0.383, "X3": 0.21024, "Y3": 0.3958, "X4": 0.1442, "Y4": 0.3958, "page": 0, "Index": 40}, {"Word": "and", "Confidence": 0.998, "X1": 0.07951, "Y1": 0.3982, "X2": 0.11051, "Y2": 0.398, "X3": 0.10916, "Y3": 0.4108, "X4": 0.07817, "Y4": 0.4108, "page": 0, "Index": 41}, {"Word": "District:", "Confidence": 0.991, "X1": 0.12129, "Y1": 0.3982, "X2": 0.22372, "Y2": 0.398, "X3": 0.22372, "Y3": 0.4108, "X4": 0.11995, "Y4": 0.4108, "page": 0, "Index": 42}, {"Word": "State", "Confidence": 0.901, "X1": 0.28976, "Y1": 0.3972, "X2": 0.34636, "Y2": 0.397, "X3": 0.34501, "Y3": 0.4118, "X4": 0.28841, "Y4": 0.4118, "page": 0, "Index": 43}, {"Word": "Representative,", "Confidence": 0.891, "X1": 0.35445, "Y1": 0.3962, "X2": 0.52561, "Y2": 0.396, "X3": 0.52561, "Y3": 0.4118, "X4": 0.3531, "Y4": 0.4118, "page": 0, "Index": 44}, {"Word": "District", "Confidence": 0.995, "X1": 0.53369, "Y1": 0.3962, "X2": 0.62534, "Y2": 0.396, "X3": 0.62534, "Y3": 0.4128, "X4": 0.53369, "Y4": 0.4118, "page": 0, "Index": 45}, {"Word": "21", "Confidence": 0.998, "X1": 0.63477, "Y1": 0.3972, "X2": 0.65768, "Y2": 0.397, "X3": 0.65768, "Y3": 0.4128, "X4": 0.63612, "Y4": 0.4128, "page": 0, "Index": 46}, {"Word": "R", "Confidence": 0.995, "X1": 0.28976, "Y1": 0.4262, "X2": 0.29919, "Y2": 0.426, "X3": 0.29919, "Y3": 0.4378, "X4": 0.28976, "Y4": 0.4378, "page": 0, "Index": 47}, {"Word": "Party:", "Confidence": 0.997, "X1": 0.05526, "Y1": 0.4242, "X2": 0.12399, "Y2": 0.424, "X3": 0.12264, "Y3": 0.4398, "X4": 0.05526, "Y4": 0.4368, "page": 0, "Index": 48}, {"Word": "Leadership", "Confidence": 0.994, "X1": 0.0566, "Y1": 0.4502, "X2": 0.16712, "Y2": 0.45, "X3": 0.16712, "Y3": 0.4658, "X4": 0.0566, "Y4": 0.4658, "page": 0, "Index": 49}, {"Word": "Position:", "Confidence": 0.991, "X1": 0.1779, "Y1": 0.4502, "X2": 0.28032, "Y2": 0.45, "X3": 0.28032, "Y3": 0.4668, "X4": 0.17655, "Y4": 0.4658, "page": 0, "Index": 50}, {"Word": "Committees:", "Confidence": 0.885, "X1": 0.05795, "Y1": 0.4802, "X2": 0.17925, "Y2": 0.48, "X3": 0.1779, "Y3": 0.4918, "X4": 0.0566, "Y4": 0.4928, "page": 0, "Index": 51}, {"Word": "Capital", "Confidence": 0.994, "X1": 0.28976, "Y1": 0.4782, "X2": 0.36927, "Y2": 0.478, "X3": 0.36927, "Y3": 0.4938, "X4": 0.28976, "Y4": 0.4938, "page": 0, "Index": 52}, {"Word": "Facilities", "Confidence": 0.968, "X1": 0.37736, "Y1": 0.4792, "X2": 0.49057, "Y2": 0.479, "X3": 0.49057, "Y3": 0.4948, "X4": 0.37736, "Y4": 0.4938, "page": 0, "Index": 53}, {"Word": "&", "Confidence": 0.998, "X1": 0.5, "Y1": 0.4792, "X2": 0.51348, "Y2": 0.479, "X3": 0.51348, "Y3": 0.4948, "X4": 0.50135, "Y4": 0.4948, "page": 0, "Index": 54}, {"Word": "Financing,", "Confidence": 0.955, "X1": 0.52156, "Y1": 0.4792, "X2": 0.63747, "Y2": 0.479, "X3": 0.63881, "Y3": 0.4958, "X4": 0.52291, "Y4": 0.4948, "page": 0, "Index": 55}, {"Word": "Human", "Confidence": 0.996, "X1": 0.6442, "Y1": 0.4802, "X2": 0.70216, "Y2": 0.48, "X3": 0.7035, "Y3": 0.4958, "X4": 0.6442, "Y4": 0.4958, "page": 0, "Index": 56}, {"Word": "Services,", "Confidence": 0.984, "X1": 0.71159, "Y1": 0.4812, "X2": 0.81402, "Y2": 0.481, "X3": 0.81536, "Y3": 0.4968, "X4": 0.71294, "Y4": 0.4958, "page": 0, "Index": 57}, {"Word": "Natural", "Confidence": 0.994, "X1": 0.3221, "Y1": 0.4932, "X2": 0.40027, "Y2": 0.493, "X3": 0.40027, "Y3": 0.5068, "X4": 0.3221, "Y4": 0.5058, "page": 0, "Index": 58}, {"Word": "Resources", "Confidence": 0.993, "X1": 0.41105, "Y1": 0.4942, "X2": 0.51213, "Y2": 0.494, "X3": 0.51213, "Y3": 0.5078, "X4": 0.41105, "Y4": 0.5078, "page": 0, "Index": 59}, {"Word": "&", "Confidence": 0.997, "X1": 0.52426, "Y1": 0.4942, "X2": 0.53504, "Y2": 0.494, "X3": 0.53504, "Y3": 0.5078, "X4": 0.52426, "Y4": 0.5078, "page": 0, "Index": 60}, {"Word": "Parks", "Confidence": 0.995, "X1": 0.54582, "Y1": 0.4952, "X2": 0.60243, "Y2": 0.495, "X3": 0.60243, "Y3": 0.5068, "X4": 0.54582, "Y4": 0.5078, "page": 0, "Index": 61}, {"Word": "(Note", "Confidence": 0.995, "X1": 0.07951, "Y1": 0.5052, "X2": 0.13477, "Y2": 0.505, "X3": 0.13477, "Y3": 0.5208, "X4": 0.07951, "Y4": 0.5208, "page": 0, "Index": 62}, {"Word": "chairmanships)", "Confidence": 0.991, "X1": 0.14286, "Y1": 0.5062, "X2": 0.29919, "Y2": 0.506, "X3": 0.29919, "Y3": 0.5228, "X4": 0.14286, "Y4": 0.5208, "page": 0, "Index": 63}, {"Word": "CONTRIBUTION", "Confidence": 0.991, "X1": 0.33962, "Y1": 0.5752, "X2": 0.47574, "Y2": 0.575, "X3": 0.47439, "Y3": 0.5898, "X4": 0.33827, "Y4": 0.5908, "page": 0, "Index": 64}, {"Word": "INFORMATION", "Confidence": 0.991, "X1": 0.48518, "Y1": 0.5742, "X2": 0.60782, "Y2": 0.574, "X3": 0.60782, "Y3": 0.5898, "X4": 0.48383, "Y4": 0.5898, "page": 0, "Index": 65}, {"Word": "Amount:", "Confidence": 0.993, "X1": 0.0566, "Y1": 0.6162, "X2": 0.13612, "Y2": 0.616, "X3": 0.13477, "Y3": 0.6298, "X4": 0.05526, "Y4": 0.6298, "page": 0, "Index": 66}, {"Word": "$150.00", "Confidence": 0.994, "X1": 0.29111, "Y1": 0.6162, "X2": 0.36792, "Y2": 0.616, "X3": 0.36792, "Y3": 0.6298, "X4": 0.29111, "Y4": 0.6308, "page": 0, "Index": 67}, {"Word": "Account", "Confidence": 0.997, "X1": 0.55795, "Y1": 0.6162, "X2": 0.63881, "Y2": 0.616, "X3": 0.63747, "Y3": 0.6318, "X4": 0.5566, "Y4": 0.6318, "page": 0, "Index": 68}, {"Word": "Code:", "Confidence": 0.993, "X1": 0.65094, "Y1": 0.6162, "X2": 0.70755, "Y2": 0.616, "X3": 0.7062, "Y3": 0.6328, "X4": 0.6496, "Y4": 0.6328, "page": 0, "Index": 69}, {"Word": "1491-7710.WASD", "Confidence": 0.695, "X1": 0.72911, "Y1": 0.6162, "X2": 0.89084, "Y2": 0.616, "X3": 0.88949, "Y3": 0.6328, "X4": 0.72776, "Y4": 0.6328, "page": 0, "Index": 70}, {"Word": "to:", "Confidence": 0.998, "X1": 0.16712, "Y1": 0.6432, "X2": 0.2035, "Y2": 0.643, "X3": 0.20216, "Y3": 0.6578, "X4": 0.16712, "Y4": 0.6588, "page": 0, "Index": 71}, {"Word": "Fund", "Confidence": 0.989, "X1": 0.5, "Y1": 0.6442, "X2": 0.54717, "Y2": 0.644, "X3": 0.54717, "Y3": 0.6578, "X4": 0.5, "Y4": 0.6588, "page": 0, "Index": 72}, {"Word": "Check", "Confidence": 0.811, "X1": 0.05526, "Y1": 0.6432, "X2": 0.11186, "Y2": 0.643, "X3": 0.11186, "Y3": 0.6588, "X4": 0.05391, "Y4": 0.6578, "page": 0, "Index": 73}, {"Word": "Pay", "Confidence": 0.991, "X1": 0.12264, "Y1": 0.6432, "X2": 0.15768, "Y2": 0.643, "X3": 0.15768, "Y3": 0.6588, "X4": 0.12129, "Y4": 0.6588, "page": 0, "Index": 74}, {"Word": "John", "Confidence": 0.991, "X1": 0.28976, "Y1": 0.6432, "X2": 0.33558, "Y2": 0.643, "X3": 0.33423, "Y3": 0.6588, "X4": 0.28841, "Y4": 0.6588, "page": 0, "Index": 75}, {"Word": "Beck", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.6432, "X2": 0.38949, "Y2": 0.643, "X3": 0.38949, "Y3": 0.6598, "X4": 0.34367, "Y4": 0.6588, "page": 0, "Index": 76}, {"Word": "Campaign", "Confidence": 0.993, "X1": 0.40027, "Y1": 0.6442, "X2": 0.49057, "Y2": 0.644, "X3": 0.49191, "Y3": 0.6588, "X4": 0.40027, "Y4": 0.6598, "page": 0, "Index": 77}, {"Word": "Address:", "Confidence": 0.969, "X1": 0.0566, "Y1": 0.6712, "X2": 0.1469, "Y2": 0.671, "X3": 0.14555, "Y3": 0.6838, "X4": 0.05526, "Y4": 0.6838, "page": 0, "Index": 78}, {"Word": "(Only", "Confidence": 0.997, "X1": 0.08221, "Y1": 0.6832, "X2": 0.13747, "Y2": 0.683, "X3": 0.13747, "Y3": 0.6988, "X4": 0.08221, "Y4": 0.6978, "page": 0, "Index": 79}, {"Word": "if", "Confidence": 0.986, "X1": 0.1469, "Y1": 0.6832, "X2": 0.17116, "Y2": 0.683, "X3": 0.17116, "Y3": 0.6988, "X4": 0.1469, "Y4": 0.6988, "page": 0, "Index": 80}, {"Word": "different", "Confidence": 0.996, "X1": 0.18059, "Y1": 0.6832, "X2": 0.28302, "Y2": 0.683, "X3": 0.28302, "Y3": 0.6998, "X4": 0.18059, "Y4": 0.6988, "page": 0, "Index": 81}, {"Word": "from", "Confidence": 0.989, "X1": 0.28976, "Y1": 0.6832, "X2": 0.33962, "Y2": 0.683, "X3": 0.33962, "Y3": 0.6998, "X4": 0.28976, "Y4": 0.6998, "page": 0, "Index": 82}, {"Word": "address", "Confidence": 0.997, "X1": 0.34771, "Y1": 0.6852, "X2": 0.42857, "Y2": 0.685, "X3": 0.42857, "Y3": 0.6998, "X4": 0.34771, "Y4": 0.6998, "page": 0, "Index": 83}, {"Word": "above)", "Confidence": 0.994, "X1": 0.43801, "Y1": 0.6862, "X2": 0.50135, "Y2": 0.686, "X3": 0.50135, "Y3": 0.7008, "X4": 0.43801, "Y4": 0.6998, "page": 0, "Index": 84}, {"Word": "Notes:", "Confidence": 0.996, "X1": 0.05526, "Y1": 0.7122, "X2": 0.12399, "Y2": 0.712, "X3": 0.12264, "Y3": 0.7248, "X4": 0.05526, "Y4": 0.7248, "page": 0, "Index": 85}, {"Word": "Campaign", "Confidence": 0.966, "X1": 0.29111, "Y1": 0.7112, "X2": 0.3814, "Y2": 0.711, "X3": 0.38005, "Y3": 0.7268, "X4": 0.28976, "Y4": 0.7258, "page": 0, "Index": 86}, {"Word": "Fund", "Confidence": 0.989, "X1": 0.39084, "Y1": 0.7122, "X2": 0.43666, "Y2": 0.712, "X3": 0.43531, "Y3": 0.7258, "X4": 0.38949, "Y4": 0.7268, "page": 0, "Index": 87}, {"Word": "(Date", "Confidence": 0.97, "X1": 0.08491, "Y1": 0.7242, "X2": 0.13477, "Y2": 0.724, "X3": 0.13477, "Y3": 0.7408, "X4": 0.08491, "Y4": 0.7408, "page": 0, "Index": 88}, {"Word": "needed;", "Confidence": 0.881, "X1": 0.14286, "Y1": 0.7252, "X2": 0.22507, "Y2": 0.725, "X3": 0.22507, "Y3": 0.7408, "X4": 0.14286, "Y4": 0.7408, "page": 0, "Index": 89}, {"Word": "fundraiser", "Confidence": 0.994, "X1": 0.2345, "Y1": 0.7262, "X2": 0.34636, "Y2": 0.726, "X3": 0.34636, "Y3": 0.7408, "X4": 0.23315, "Y4": 0.7408, "page": 0, "Index": 90}, {"Word": "date:", "Confidence": 0.626, "X1": 0.3558, "Y1": 0.7262, "X2": 0.41644, "Y2": 0.726, "X3": 0.41509, "Y3": 0.7408, "X4": 0.35445, "Y4": 0.7408, "page": 0, "Index": 91}, {"Word": "other", "Confidence": 0.991, "X1": 0.42318, "Y1": 0.7262, "X2": 0.48113, "Y2": 0.726, "X3": 0.48113, "Y3": 0.7418, "X4": 0.42318, "Y4": 0.7408, "page": 0, "Index": 92}, {"Word": "information)", "Confidence": 0.933, "X1": 0.49191, "Y1": 0.7262, "X2": 0.62534, "Y2": 0.726, "X3": 0.62399, "Y3": 0.7418, "X4": 0.49057, "Y4": 0.7418, "page": 0, "Index": 93}, {"Word": "Approved", "Confidence": 0.992, "X1": 0.05526, "Y1": 0.7932, "X2": 0.1469, "Y2": 0.793, "X3": 0.1469, "Y3": 0.8088, "X4": 0.05391, "Y4": 0.8098, "page": 0, "Index": 94}, {"Word": "by:", "Confidence": 0.955, "X1": 0.15499, "Y1": 0.7932, "X2": 0.19272, "Y2": 0.793, "X3": 0.19272, "Y3": 0.8098, "X4": 0.15499, "Y4": 0.8088, "page": 0, "Index": 95}, {"Word": "Paul", "Confidence": 0.492, "X1": 0.29245, "Y1": 0.8082, "X2": 0.33558, "Y2": 0.808, "X3": 0.33423, "Y3": 0.8218, "X4": 0.28976, "Y4": 0.8208, "page": 0, "Index": 96}, {"Word": "A.", "Confidence": 0.755, "X1": 0.34636, "Y1": 0.8082, "X2": 0.37062, "Y2": 0.808, "X3": 0.36927, "Y3": 0.8218, "X4": 0.34501, "Y4": 0.8218, "page": 0, "Index": 97}, {"Word": "Jacobson", "Confidence": 0.993, "X1": 0.38005, "Y1": 0.8102, "X2": 0.46765, "Y2": 0.81, "X3": 0.46765, "Y3": 0.8218, "X4": 0.37871, "Y4": 0.8218, "page": 0, "Index": 98}, {"Word": "Regional", "Confidence": 0.495, "X1": 0.29245, "Y1": 0.8222, "X2": 0.38005, "Y2": 0.822, "X3": 0.38005, "Y3": 0.8378, "X4": 0.29245, "Y4": 0.8388, "page": 0, "Index": 99}, {"Word": "Vice", "Confidence": 0.989, "X1": 0.38949, "Y1": 0.8232, "X2": 0.43531, "Y2": 0.823, "X3": 0.43531, "Y3": 0.8368, "X4": 0.38949, "Y4": 0.8378, "page": 0, "Index": 100}, {"Word": "President", "Confidence": 0.995, "X1": 0.44474, "Y1": 0.8222, "X2": 0.54717, "Y2": 0.822, "X3": 0.54717, "Y3": 0.8348, "X4": 0.44474, "Y4": 0.8368, "page": 0, "Index": 101}, {"Word": "(Sector", "Confidence": 0.995, "X1": 0.31806, "Y1": 0.8752, "X2": 0.39084, "Y2": 0.875, "X3": 0.39084, "Y3": 0.8918, "X4": 0.31671, "Y4": 0.8918, "page": 0, "Index": 102}, {"Word": "Vice", "Confidence": 0.991, "X1": 0.40027, "Y1": 0.8752, "X2": 0.44609, "Y2": 0.875, "X3": 0.44609, "Y3": 0.8918, "X4": 0.40027, "Y4": 0.8918, "page": 0, "Index": 103}, {"Word": "President's", "Confidence": 0.969, "X1": 0.45553, "Y1": 0.8762, "X2": 0.58086, "Y2": 0.876, "X3": 0.58086, "Y3": 0.8928, "X4": 0.45553, "Y4": 0.8918, "page": 0, "Index": 104}, {"Word": "signature)", "Confidence": 0.955, "X1": 0.58895, "Y1": 0.8782, "X2": 0.69811, "Y2": 0.878, "X3": 0.69946, "Y3": 0.8948, "X4": 0.58895, "Y4": 0.8928, "page": 0, "Index": 105}, {"Word": "TNWL", "Confidence": 0.991, "X1": 0.72642, "Y1": 0.9352, "X2": 0.80323, "Y2": 0.935, "X3": 0.80189, "Y3": 0.9548, "X4": 0.72372, "Y4": 0.9508, "page": 0, "Index": 106}, {"Word": "0024685", "Confidence": 0.993, "X1": 0.80997, "Y1": 0.9412, "X2": 0.90701, "Y2": 0.941, "X3": 0.90566, "Y3": 0.9608, "X4": 0.80728, "Y4": 0.9548, "page": 0, "Index": 107}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAuYDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimh1JwGBPpmlyM470ALRSbhnbkZ9KQuoOCwz6ZoAdRTS6A4LqD9aCyg4LAH60AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQgMCD0PFLR1oA+f9K0fVbnVtebQItUk1G01h0t7o348iNAykrIrNkjGeg71pRx3kOkR+MB4lvJ9e+1qsumLcgRFjJgwBPbJ/LNeuafoWlaTcTz6fp9vbS3B3TPFGFLnOcnHXqajfw1ob6ouptpVmb5W3CfyV3g+ufWgDznQY7PT/iV4o1fUNTvI4dPjRhFJcsyKGXLZXvjtVi/0LQNc+IOlX0es34W+ge68qO7ZVcjG04z8o9q7W48EeGLu4luLjQbCWaU7pHeFSWPqT3o/wCEK8M/aVuP7CsPOXG2TyV3DHTBoA8x134ey3PjKKGfxDfrd6k11MojumCJtAMYx2681p674Lgm8aeH47vXdTWW5iY3KRXhVN8SIAVHbJzXolx4b0W71NNSuNMtZL5CCtw0YLgjpz1pl54U0DUL8315pFpPdkg+dJEC3HTmgDitRsbrxN4n1u1uvE11pMWmosdrDaz+UWBTd5j5+8MnHHpXHeI/EGp6B4j0I2uu32orptokmpyWxaSKYZ7gDAJHOSa9o1Lwxoer3CT6jpVpdSouxXliDEL6ZPaiPwvoUP2kR6TaILpBHPtiA8xR0B9RQBw2vS/2p4+8KXdprmoW9hfwtK0UU2xGCruXIPrnmvRNP1K01SB5rOYSxxyNEzAH7ynBFYt/8PvCmpQxxXWiWrrGMJgFSo9ARyB7Vr6Ro1hoOnR6fplslvaxklY1zjJ6nmgDlPFMsuq+LLTw4+rz6VaPam5MkDbJJmDY2q/YDqR7iuL8WSa5oPhrSNOj8Q3V7qovZZIZreVnzCvIWUKNzdAvTrmvV9b8NaN4jiSPV9Phugn3C6/Mv0I5HSqUHgTwza3sd5baTDbzxo0aNCWTAOcjAOO9AHnXiPxdrUl14Z8R6Kt3cJJYySXdhC3ynHB+X1B/GsK3ub+X4eaZr9/ruvia51Py54bWc7gpbBVF68elew6d4C8N6TfR3lnp3lzx7tjGZ2xu68E45qGT4b+FJIlifSwUWYzqomkAVz1YfNwaAPNNXu9btvh8sf8AaGvw3c+qbdKebImaLaD+9CjcVxvPTPSujbUbvxl8IWv21W507VrCJ2uGhk8oiaMHKuMZAPXHuK7+48P6XdXtheT2iyXGn5+zSMxzHkY9eePWqMvgfw5Na3ls+mJ5V7MZ7gB2HmP6kg5/DpQBx7W99H4Y8NaPFrt8keqsZLrUJZ8yqAobajY4yTx7Cub1O+nsdLu7bQvEmsT39rq0KRfbt43ZGChbowPWvW4PCOgwaKmjjTYX09G3LBNmRVPtuzTG8F+GzaLajR7RIFmE4RE2jeOjcd6AOZ+Gmptq+peI7g3F64S4jjMNy5Iifad4UHoNw49q6Lxrqd3pPhma4sp0t52liiE8gysQd1UsfoDWzbWFpZyTSW1vFE8xBlZFALkDAJ9eKW9srXUbSS0vLeO4t5Bh45FDKw9xQB5rf2et+GDcvp/ip7uyu0jiZ7yVZHtZHfBlHAAUDjGepqtqdlqWknUdBs/Ed/ciSzF7FcyT5kgmVtoUtjGxvT613ln4L8N6fbT21to1okU67JR5YO9c5wSeozTP+EG8N/2XPpo0uMWtwwaZQzBpCOm5s5P50AeVaXJ4n8WeKdY0s6rfWGoQWMKzoJ8Rq+4B2THqORV6z0LV7Sz8S3SeKNWuIbL7TbfvLgkjEYZWX/aBOK9WttA0uzne4t7ONJ3gFu8o+80Y6KT1qjZ+CfD9hY31lbWGy3vwRcp5rnzM9epoA898AXVxfawlhDf6+Y7jTPMvDqcoBUsBtaHv1zz06Vc8B6PdS3niWa48Q6xcfYbu4sYUludy7AowxGPvDPWu4t/Bug2sVrFDY7BaK6QESPlFcYYA5zjH5VBpfgLw9o15c3NjayxvcqyyA3EhU7hhjgnqfXrQB4zoms67Z6Jb3k+q6wkWoJcQNdXMwliLgHZ5YB3K2QeTXR21hqTXng6K38UanL9ttZmk3XQJZwuRnjkA8c13ejfDbwzod0Li2snkZGLRC4laRYieu0McCtDSvB2g6LfPe2FgkU7EkMSW2Z67cn5c98UAef6B4V1y08ZrbyeKNTuZLKO2uJ4pbktG+5iJF9xxxWlp+gXFl8RtQ/4qLWrmC0t47xLY3AZWZmcFCCMEfKMDiuq07wXpGl+IrzXLYXIvLvPm5uHKn/gOcVTsfhzoWneIzrtub0XjOXbN05U5zwRnkcnigDmINQ8SJp9j4pbxAJIb26VZNMMS4SN22hU771yM89jXOp418RxLpWlXuqXC3N1q22G4SNf31uGIKscYBBH5V6Yvw78NJro1cWJFwrF0TzG8tHPVlTOAfektvh5oNrZ29qsdw8dvd/bIvMmZiknfBPb2oA6sV4he+KtfsvFWq2FlrGo3OojUhBZ2slsn2UodrFS/HOCe/avcK5F/hzoLtqZdbojUZBLMDcNgSA5Drz8rDHBFAHFaxqOvt491jSItb1SBdqPbzrHGLW1JQtiViCcccVfuNU8V6ydZ1Kw122sbfQ5GiFv5QYXTIuXLnOQG/hxW3L8K9BnN1511qsn2zaLkNfyHzQOgbnmqvib4TaZr14l3bX91p8qrGjRxENFIE6b1PU4AH4UAYKa3rWoxeMZzrN5bpBbxS20a7B5RZQxwduetQa7qWv2firRNLj1zWXjv9ODu1tHGTHJwA7Ar93nmu71T4e6Jrd3Bd6kkss8caRyeXIY0mC9NyqcGnap8P9I1bVf7Rlmv4p/J8hfIunjCx91AB4FAHF+INc8SaXDp1k+uytJbW5aa8061FyJZdxwJUHKLt9uTmpdS1bxtJodjq2n69ZfYmt7cG4S2DLPLJLsJAJyuAV6iuih+Fnh+1Z2tZdSty8QhkMV7Iu9MnhsHnqa07zwRpF3odloy/arawtMeXFbTtGCQQQTg8nIzz3oAveHE1iLSFj1yaKe9V3BljXaJF3HacdsjHFa9QWlstnaRWyySSLEoUPK5ZjjuSeSanoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqpd6lY6ft+23tvbB+F86VU3fTJ5q3XCeOZNJg8TeG5NYSJrQi5RvMj3AkquBjH1oA7lWDqGUggjII6GhnVSAzAFjgAnqa8Y8U3PiNPD9pY6W99paCWSW0uUDgCAfcjcKCdxHY1b1uH/hK/BfhrWdWk1W3aGRVvPsaurgdGJXr26+9AHr1FeYeNpLibwbo0Oi/bjp5nCzuTIj+UqkgsR8wGQOeta3hv+03+HE8erXl6bgCVVngB8/ZnKld3JODwTQB3NFVrEbdPtxvlfEa/NL988dW9/WrNAEU88NtA81xKkUSDLPIwVVHqSelR2l/Z6hEZLK7guYwcF4ZA4B9Miuf8d2FvqGhxx3NxcwIk6Pvgi8wZBz86919a5O7vdZfwVr39iackDFoxb3lnA0RnDHDHYfmBUd6APVajlljgiaWaRY40GWdzgAepJrwu2Orf8Ij4ht5b+8+wWtv9rtJEaXfDIuMr5j4JHfbTYLBtb0TXdJ8PatrOpWMlgZp3uMhvtQIIQE46jOV9qAPd43SWNXjZXRhkMpyCPan14V4Wmg0rwbqp8LXmsX+viwDMlwjFIGHVADwGHNcdpGr+IJNB8QRS3t/5P2P7RLIXdmScHgBsDafagD6fu7u3sLSW6upVht4lLPI5wFA7mnW9xDdW8dxbyLLDIoZHQ5DA9CDXzXo+ujTpNRin13Vru0msp0EVyjsh3RAqen98sPwrW8DT6rZJpyeFL3UNRu3sm/tKyvcrFbkJ+7AyOPmHGO1AH0HRXzn4A1LxD/wmf2e/+3rHLBKmqiZ5JCvBO7/YPpitT4a6dbeINYkd/FmrGewune2sTIwXyg3BO4cg0Ae8VUj1OwlvGs4722e6T70KyqXH1XOatHpzXl039jz/ABX0X+yAouLbz0uYI7do2TcpO92xyM4GPegD0c6lYLfCyN7bC7PSAyr5h4z93Oat14KLb99HpwtJj4yGumcy+WfMNuJCS3mf3dnHX2r2N/ENjH4ki8PsZTfyW/2jATKhM4yT25oA16rNf2aXi2bXUC3TDcsJkG8j1C9as15d4yvtH0v4s+F7y4ljhuFSRJ32Enay4TJA6ZoA9Hl1Cyguo7aa8t47iT7kTyKGb6AnJpJ9SsLa5S2nvbeK4kxsieVVds+gJya8d8aadPb+L7q30eS0vNX1O6t54hIrGa12EfdPQLxk/jVH4i6TcxeLrl4Tbajqeo/Z1t0JczWbKRny8cKp65PvQB7jLqFlBdR2s15bx3Eg+SJ5FDt9ATk1arxj4qXGiNqUGmy20Q1mWCNpdQkz/oqKwPy45LnnivYLPH2KDDFh5a4Y9Tx1oAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqK4kWG2llYkKiFiR1AAoAUTRGTyxIm/+7uGfyojmjlZxHIjmNtrhWB2nrg+h5FeF6Fc2V14u8PyIkF401/JIl5bFkuSCGI89T2H17Cr/hxItG+Iur/b/GN/EU1LatjICVuC6LtJ45xnH/ARQB7TUaTRSO6RyIzRnDhWBKn0PpXhmmePNag+JKvcak50a+vXtjBKdzRhchSEAwgzjnvV2wspLP4iao9946uLRxqCv9jztW5BUY4HbnH4UAe1UV4lf/E/Xl8RXdtFIluYb7yUtJo0CmIEZJY/NnHPFe1RuskSyKQVYAgjuDQA+ivJvEnjjVrC/wDEKx69aWc2nuFtNPe2DPcDYrZBPJySRx6VNq3i7Vl8Y6dpSeI7LTFurRZ5obiBWaJ2wAgJ6kk96APU6Kr2cc8VnEl1OJ51UB5QoXefXA6V574qTRR8T9EW+1Q2ZaF5HQXRjVmUjZuGcfnQB6VRXmOp/EFbzWmt7LXrbR9PjicrdXESuLiRW2kLnjA/qKzNM+I+ranBYRX+oW2ixSW7y/2lLCClyyyFMKG4GRhqAPYaY7ogBdlUE4GTivJdW8eavb6Dp62etWc+pzeewlijQQyqhPzFm4HAHAHOadqOu2vi34KjWNaNtDeFC0TK4XEqtjKc9fpQB63RXLapq09r8O5NT069tknisldJ5WDRhgo6nmtnQ7qW+0Kwup5IpJZoEd3h+4xIBJHtQBoUVyfxCNy/hn7LZ3CRT3M8cQRpjEZhnJQOPukgda88t0u7PwX4xttM1K+s7q0YGWC7l88QjaMhJO+eue1AHt9Febafr2p6J4Aku9V8SWN3dGKL7PJDCGaMNgKGUH5iT3NUdK8V+J/Eeh+KdIfyrXV9Ph/dXGAGYMCQSFJAOPSgD1eivMPDnifXtJ+HUmr6xdaff/Z9OE9vFCx818Dq5z24BwKf4C8deJNf1v7HrOlwxWslt50VxCpUZyPlIJOeD2oA9MooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOSCKbHmxI+05G5QcGpKKAEwD1owMYwMUtFACYGMUtFFABRRRQAUgGOKWigDN1nRLLXtMk0+/jZ7aQgsisVz+VTabptrpNjHZ2ibYYxgZOSfqe9XKKAI0hjiz5caJuOTtUDJpPs0AR1EEe1/vDYMN9fWpaKAIPslt/z7xdMfcHSnJDFEzNHGiM3UqoBNS0UAMWKNWZgihm+8QOT9aZHa28L744Ikb1VADU1FABUYhjEhkEaCQjBbaMn8akooAj8qPzfN8tfMxjdjnHpmq0elWUWqzaoluovZo1ieXuVXoP1q7RQAVDJa28z75IInf+8yAmpqKAIxBEJfN8pPMxjftGfzo8iLzvN8pPM6b9o3fnUlFAEElpbTPvlt4nf+8yAmpgABgUtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUyRikbMFLkDIUdTQA+imoSyBipUkZwe1OoAKQgEYIyKWigCCOytYpN8dtCj/3lQA/nQ1nbPJ5jW8TSZzvKAnP1qeigCv9hs9+/wCywbs5z5YzmmS6bYzXS3MtnA86/dkaMFh+NW6KAKUuk6dPdC6lsbd5wMCRogW/OrgAAAHAHQUtFAFObS7C4ukuprK3kuE+7I8YLD8ajuNE0u7uxdXOn20twMYkeMFhjpzWhRQAVn3mh6VqEwnvNPtp5cY3yRhjj6mtCigDNfQNHkto7d9MtGhjJKIYlIUn0qS50fTby3jt7mwt5YYvuRvGCq/QdqvUUAZ0ug6TPBFBLptq8MXEaGIYX6Cornwzol5pw0+40u1ktASRCYxtBPXA7VrUUAZUXhzR4dFfR49PgXTnBDW2PkIPXitCCCK1t47eCNY4Y1CoijAUDoBUtFAFHVNI0/WrUWuo2kdzCGDhXHAI6Gm2eh6XYWT2VrYwx20n34wvDfXPWtCigDFg8JeH7a2uLeHSbVIbkYmQJw4p2l+FdC0WWaXTdMgtpJ12SsgOXHofWtiigDDsvCHh7TpJZLTSbaJpUMb7V4ZT1GPSn6d4V0PSboXNhpsMEwG0Oucgegya2aKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisbVr/AFu1uVTTdFivoiuWke7ERBz0xtNAGzRXLR6r4vluVQ+HLKGIjl3v92D9AlPlm8ab/wBzZ6KFwPvzyE57/wANAHTUVy3neOf+fTQv+/8AL/8AE0ed45/59NC/7/y//E0AdTRXLed45/59NC/7/wAv/wATTlm8b7vns9D2/wCzPJ/8TQB09FcwJvG2xs2eh7uMYnlx/wCg1Uu774g2+3yNI0S5z123Ui4/NaAOyorg/wC1/iT/ANC1o/8A4Gt/hU0er/ED7PJ5nhnTDNx5ZW/IUeuRtzQB21FcRbav8QRMPtXhnSzF3Ed8Q36qamm1jxz9oQweF7AQ/wAYfUCW/AhKAOxorg/7X+JP/QtaP/4Gt/hR/a/xJ/6FrR//AANb/CgDvKK4P+1/iT/0LWj/APga3+FH9r/En/oWtH/8DW/woA7yiuD/ALX+JP8A0LWj/wDga3+FH9r/ABJ/6FrR/wDwNb/CgDvKK4P+1/iT/wBC1o//AIGt/hR/a/xJ/wCha0f/AMDW/wAKAO8orkbfWfGggAuPC9mZu5j1HC/qlSLrPi7aN/ha23d8akMf+gUAdVRXL/2z4s/6FW3/APBkP/iKP7Z8Wf8AQq2//gyH/wARQB1FFcv/AGz4s/6FW3/8GQ/+Io/tnxZ/0Ktv/wCDIf8AxFAHUUVy/wDbPiz/AKFW3/8ABkP/AIij+2fFn/Qq2/8A4Mh/8RQB1FFcjHrHjPzZPN8LWZjyPL26jyB3z8lEGseMwh+0eF7MtuOPL1HAx26p1oA66iuSbWfGXlNs8LWfmZ+XOo8Y9/kpLbWfGghAufC9mZe5j1HC/qlAHXUVy/8AbPiz/oVbf/wZD/4imvrPi7a2zwtbbscZ1IYz/wB8UAdVRXJy6z4x8r914WtBJx97UePf+Cn/ANs+LP8AoVbf/wAGQ/8AiKAOporl/wC2fFn/AEKtv/4Mh/8AEU6HWPFDTKJvDEKRk/My6gGIH02DNAHTUVycviPxJFctjwdcSWyybN6Xke8jH3gp4xn3p/8Awkutkbh4P1DYOCDPDvz7DdjH40AdTRXLjxRrGf8AkTtU/wC/sP8A8XTpfEmrxyFB4S1JwP4klhwfzagDo23ZG0AjPOT0FPrl/wDhKNY/6E7VP+/sP/xdH/CUax/0J2qf9/Yf/i6AOoorl/8AhKNY/wChO1T/AL+w/wDxdH/CUax/0J2qf9/Yf/i6AOoorl/+Eo1j/oTtU/7+w/8AxdH/AAlGsf8AQnap/wB/Yf8A4ugDqKK5f/hKNY/6E7VP+/sP/wAXR/wlGsf9Cdqn/f2H/wCLoA6iiuX/AOEo1j/oTtU/7+w//F0f8JRrH/Qnap/39h/+LoA6iiuX/wCEo1j/AKE7VP8Av7D/APF0f8JRrH/Qnap/39h/+LoA6iiuX/4SjWP+hO1T/v7D/wDF0f8ACUax/wBCdqn/AH9h/wDi6AOoorl/+Eo1j/oTtU/7+w//ABdH/CUax/0J2qf9/Yf/AIugDqKK5f8A4SjWP+hO1T/v7D/8XR/wlGsf9Cdqn/f2H/4ugDqKK5f/AISjWP8AoTtU/wC/sP8A8XVNfHtwGlSfwjr8bowUAQKwbnkghscUAdpRXLf8JvF/0ANe/wDAP/7Kj/hOIv8AoA69/wCAf/2VAHU0Vy3/AAnEX/QB17/wD/8AsqP+E4i/6AOvf+Af/wBlQB1NFct/wnEX/QB17/wD/wDsqF8bQs4X+wtdXJxk2fA/WgDqaK5pvG+mQorXVtqdsW6LJYyEn/vkGmf8J/oP96//APBfP/8AEUAdRRXL/wDCf6D/AHr/AP8ABfP/APEUf8J/oP8Aev8A/wAF8/8A8RQB1FFcjN8SvDNtGzz3N3GinBZ7GYAH05Woovin4SnZViv55GYkKFs5iTj0+WgDs6K4g/FvwYCQdUkBHB/0WX/4mj/hbngv/oKv/wCAsv8A8TQB29FcTH8WPB0sixx6nIzsQqqLWXJJ/wCA12aOHRWGcEZGRg0APooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCAeoBo2r/dH5UtFACbV/uj8qNq/3R+VLRQAxoo2GGRSD6ikEEK4xFGMdMKKkooAi+zW/wDzwi/74FH2W3/54Rf98CpaKAIhbQA5EMYP+4KloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK4fxR441LQ/E1tothoH9oPPbtcLIbpYgAp+b73px+dAHcUV5trXxUbT7DRLuz0gXMeqiQKZbtIVjdDhlLHjsee9WIPiTNLo1pI2g3A1m9kdLXTQ+TIFPL78YC45z0oA9Borzi7+JWpW3ha51f/AIRa4E1jO0N9byThPKx3DY+YfSr2peNdb07wrY6w3hh3muZFVrf7Wg8sNgKd3fJIoA7miuAk8f6suj3k6eGJG1LT3/02yNyo8qPaWDh8YYEDoKr3nxK1Ox8EW3iS58N+WtzcJHHCbxcFHGVctjAGeMGgD0eivLpvitqdnpv9o3vhfyrNZ44nnS9R4wr9GDKMNjnIHTFWrr4l6h9suotO8PC+hS4S3t5o7xAs5YZBHHHFAHo9FcV4J8cXniueWO70KbTQIzJE7Sh1kAba3IAxz+ddNrF1e2WlzXGnWH2+6TGy3Egj388/MeBxzQBforz2z+IOsTeFtQ1658LPb29quU/0tG8zDFX+m3B+tTj4g3E9/eR2eim6s4tPF9BcxXK4mU9sduQfyoA7uivNND+K0t8yz6noTWVg0JlNzFcrPswOAyqMqT2zV7/hY8ixal5ugXttPBA1zZxXI2G6jUZY5xhSPQ0Ad7RXnekfE2e80pru/wDD11ZvJaPeWaeYHFxGoy3zcbT0OD2qTRPinp/iDUtC0/T7fzbnUYGnuEWQf6KFHQ8cnPGPxoA9Aorz/RPihZ6lN4gjvLM2j6PuZkEwkaVV6sAP/r1QsPipqVzqcMN14VmtrN3iDXH2lW2rJ9xtoHegD0+iuLsPF+tXfjCfRJ/DDwW8I3vdfakbbGchW2j1x0pYfiHZTaoIv7Pvl06SUQQ6i0RETy7ipXnoMgDPrQB2dFeZx/F2C4tLdrbS2lvJNTOnvaidQ0fJwxz6gfTrzXpaklQSMEjpQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwPi/wHN4s8V2N1dC2bS4baSGRd7rKS/cbfTArvqKAPKNU+HviHUodEtLldEvLTSWlVY5VdBOjLtXcAMAgencVeTwV4nS203UU1GwXXNOeVYQyM0HkMeI+xGABzXpNFAHCa/wCHPFWs+CrzSp9Q0+e9vThyYjHHEvHC4yTyOpqPW9B8Ta34IsdIe301LgPGLhTK+0KhBGCBnnHP1rv6KAOOuPDN5Z+E59N0K0sILm9QrdGWWRlBZCpKscscds1ia14T8T6x4A0/Qp4NJNxbXUO5VdvLeKPueO+OR6GvTKKAPL7jwb4ok0iPSoYdEgsFu4pUtkLlIlX72MjJySeK29A8EN4T0/V4tLeGd7ufz7aO4B2wtjGM8nHXFdrRQBy3gXTNZ0jQvsWtR2ayxO4ia2YnchYtzn3NberPqEemTPpUMM16B+7jncqjHPOSOnFXqKAPMbXQvGZ8AapoNxY6Ykrhltys7EPvcs2eOMZ4qa08B6noj65eadNBI99YLBBZOxEcLnO4Key5YkcV6RRQB5n4S+G7WPgW60y+ghsdSu4xHNLbOXVipyrEHjPrU1z4e8W6lHPd6n/Zst3bWc1rbQRbglwXGN7k8rx2FejUUAeL6d8PfE2h6BG+n2to+oT2cljdW09yzRqpHEkbHlT6qOKNP+HWveEYNHuPDWl2LailtJ9tlmuWyZnUDjjoMZH1r2iigDyDw54C8RaBe6JepDBPO6yR6ss9wXUqzZOwEfjXS6NpviJfG2oXeoaVp0elzxrHGUlLMuzOw7cY/wAK7qigDz/T7PxkfHF3fXumaamn3Ua28kiXDFhGpbDAY6nNQWfhPxJGsHhyQ2I8OWs/nrOCxmlAk8xUI/hw3U9wK9HooA8b0f4WasJtNvbz7JbXlnqz3MnlOWE8JYsM8feBJAz2NeyUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVkan4isdJ1TTtPuy6y6gzrAwHyllGSCexxWvXH+MfDE3iTVdIBt43tYBP5kjPhomZRsZRjqCKANax8TWF1pxvbnzdOjErRYvl8klh6Z6irNxr+j2kMU1zqlnDFMMxvJOqh/oSea4/xD4d8Uap4T06xnuFnvYZCbiS0n+zs4xhSGKnt1GOa5uPwFrqfD6x0O40SwvLqCWZg01yDsDfdIJXrQB6ouvaQ9g98mqWbWiNtacTrsB9C2cZqWPVNPlsGvo723e0UFmnWQFAB1O7pXk0/w41y68Jpp0VnBYeTfx3TW9rc7RMAgVsNtIU5GehrovCvg258O+E9XtVsBPNeEuLS9u/OjdsY+YhBgHjPBoA76CeK6gSe3lSWGQbkdGBVh6gjrUtZ+iwy2+i2cM1pBaSpEoa3tz+7jOPur7CtCgAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4/VviJpmi6pc2V5Y6kotivmzrb5jRW6MSD933rsK8p8X+Bdf8S+ItTvo2NvbeTFHFAt2Ql4FbJWRQOAQT64oA9Gl1rS4JoYZtRtI5ZgGiR5lDOD0wCeaSbXdIglMUuqWccgYIUadQQxGQMZ6mvD/F/wj17XfFs2pC2LwTiMRJHdKotwEAKnKngEcY9elTXumCf4gaxo0GhWWq3Z0y2gHnTopt3EZBcZGSRxnHPSgD2+bVdPt5zBNfW0cwTzDG8qhtv97Hp70xta0tYIp21G0EUxxE5mXa/0Oea8tvvBmoLrfhp9U8OtrcenaeIbieOZMSydBuD4LAc9ar+NfAOsP4hS50TRbWfTJLRYEtVWL/R2/iIVwQOvVeaAPXL3V9N02JJb6/traOThGmlVA30yeaJtV0+3s0vJr62jtXAZZnlUIQehB6V45rngbxCseiNBorX81lZGDbcTx3EWc8bkcD81qz4l8F+K9RbQb+SwspltrJoZdPt4oykTnptWTKkY2j2wcUAetSavpsHl+bf2yeahkj3SqNyjqw55HvVHU/FejaQLFry+hSO9k2RSeYu3oTknPTjrXAweB7mdvB1tqehC4gsBcG63vGyqG5VSMcjPYDA4qgPBGpReD7Oa58OwXVzp+qSTrYyhHZrZmb5F7dDkDpxQB60+saZHYpfPqNqto/3ZzKoRvo2cVV1nxNpOhafFfX15EkEzqkbBx8244yOeR3PtXnPi7QtZ13wra6bbeEYbHTgzEwW7RPPGCOCoICqc9cHNU9L8I6hJ8IorDUfDrT6lpt1viguNjM8YcFgh56gEe9AHrMutWCaTJqcV3by2yqSJFmXax7DcTjk8daE1i1jsbW4vpYrJrkKFjmmXO4/wgg4J+lcTcRmX4bavBH4HeySYMsOnxLGzOWA2uVGACDg+vFUdM0a7174ZadbXGhz22r6GI2tlvEX97JGAcDr8rYx2oA9LTUbKRpljvIGMHEoEgPl/73pUltdW95CJraeOaJujxsGB/EV5He+Addk+GskUEduusXl6L+9iIz5i7i3lk98dMd62PhXo2t6a+q3WpWIsba8dXgt0VY1TAwf3YJ2/nQB6LPMltbyTPuKIpY7VLHA9AOTWTonirSvECXDWEk223OJGmgeIA9CMsByMc1J4h1C/0uwW7sdOe/KOPNgiI8wp3K54J9q42TQNZ1X4ZanZx2jW17qF29wtvLJtYRtKGKsRnBK5H40Adrqmu2WlaRc6nIxmgt1DSCDDkDOM4q3FfW08HnJPGY8Ak7hxn1ryC60PUXttb1DTPDFxp1jPposf7OQKHlm3/wCs2g4wB3607U9GltZ/Elhpvhe9itLrSEjAijXynnHcKD15H5GgD2CK5gnJEU0chHUIwNFzcR2ttLcSkiOJS7bQScDrwOtea+BdCk0TxbA8ei3FpFPo0STybFWMTA5IOP4vWvRdRLLpl0VR5G8psIgyzHHQUAYmiePPD/iG+js9PupGnkjMsayQPHvUdSpYAH8K6GO4hlZljlRyv3grA4rw/wAJeGNcC6eYhrkd/FZXEUw1A7YIdyEIIsHIOdv4A0zwp4a8V/2nbWT6a+mNaW80M93FCIhcMyFVLuHJk+bnOPegD2831sciOaORwDhEcFj7AVR0PxFYa9YJdWzNGGdoxHNhX3KcEYrzbw7o9vFfaSD4Kv7O90jMkt6pVRMQCDz1fPYHFU/Bek6joXiCTVtU8M3V0mpXcklufLVpLH5upB6Z68GgD2yiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqOs6h/ZWjXl/5fmG3iaTZnG7A6Veqlq9gNU0i7sC2z7RE0e70yOtAGZFdavfeEIL6F4rfUJIBPtdNyjI3bT+HGazbvxJqvh/wvp+o3VlLrE108YcWqqhQOMjjvyQK0hot/c+E7XSpdQksrqOJYpJ7bGSAMcZ9RVUeDpW0qxsZtcvZRZ3UdxHIQoYhANqH24oArL47mGiNczaDeRamLn7Kumsy73kI3DDdMbec1B4c8Ua3qGka9Jc6bI9/p85SO1YqjnKg7cjjjPXvV++8ER3899cSarepc3Fwk8MqEA2zKCo2fgSKr6H4CfQYtVEHiDUZZdRO+SWXaWV+7D3xxQBn2Hjm6t/h3aa+LC71JzKY7hSyq0XzYJOBggVt2fiybUNY1Oxs9KkmjsrdZBcJKCkshGRGPf3p3h3wbbaB4fudFa7nvLScuSJgMruzuAx7mpND8JW3hzww+i6XdTwgliLgkM4J78+nH5UAZuj+LWi8HXutanFcLLFdSobVypdXDYESkcHnAFc7Y/EPX7a+16bVNHulgs7JbxLOQIrRgsRjeOo288+hrobX4exxadqVhd6zfXdtfs0jJJtGyViG8xSOhBGaq2Xwugt7u+nu9e1S++3WptbhZ3B3J259u31oA0Lfx3DPrSaebCVFl0wajFKXGGXHK47EdKoeDvibaeL9Tn0r7HLYXojMkIdw4dfXIHUelR6f8KbWyu3nl1zU7oNZtZBJXB2xN2B7YqfS/hsml6xDqia5evPBbG2i3IgCoR7DrQBa8F6zql/qniLTdUuUuW0y6SKOZYwhZWTdyBxXXSv5cLuBnapNcv4d8GN4e1i91EazeXT3rB7hJQuHYDAPHoK6l0DoyHowINAHB6V4j8YahbaRqo0uxksNQkCvBEW8yCM9JCxODwOmKdpPxNtdT8VT6CdNmjmHmeRIJFZZdnUcfdNT6f8ADwadJHHH4i1g6fHuCWXnYQKRjbnrgVFp3w2i0vULG5ttavAliX8iIohADdQTjJ/GgCnpHxVOo6vbWU/hvULSGW5Nq11IwMaSA4Az3rM1/wCJepDVNOfSLO9isGvltZJZ7dTDMC+0kN1HQ4rpR8PLY6bb2MuqXkiRagb8k4yzE52/TNVLn4XxXDxRnX9SWyhu/tcVplTGjbt2PpmgC83ia5/4WTBoEsNzbRG3eSMlVMdyBjLZ6jaeMe9YfiD4kuuoQRaPBfG2ivltprpbdWhkYsFK7jyMc8itvUfBF1feLLbX18Q3cMturJHGsalVVsZUe3FUrv4Xw3KzwR67qFvZS3n237LHt2LJndx7Z5oAn1L4naVpXjGLw3c2l39okdUEyqCmW6Z5qjd/Ee+sviFe6D/YN9c28MKFTBGC2ScF+v3at6p8NYtQ1Oe+j1m8t3mmjuGUKrDegwDzzj2q7qvgqa+1yPV7TW7qwu2txbXDwKuZkByOvQ5oAo+IPivoPh/XG0qZZ5pIQpuXjxtgz65OTxzxXX21vp87pqdvBCZJkDLOEAZlI4569MV59rvwZ0zWdYl1L+0Jo5bgItxujV9+1duQT0JwOa9E0+zXT9OtrNHZ1giWMM/UhRjJoA53XfHVno2qHT4rC+1CeJQ9wLOPeIFPQt745xVTUPiZpdje2tutjqFyt3b+day28O5Zv9ke/wBan1fwTPd63Nqek61caU92oS9WFAwmAGAeehxxms+88B6vbX2kz+HtdW1j02HyI4bmLzAVP3iT1JNAHYaPqR1fTIrw2dxaF85huF2uv1FYHjTxTf8AhmfTfIisfs93IYmlupGUIwUsOnbCmusjDLEgdgzgAMQMZPc1zPiPw9qes69ot3b3lrHZWExllgmh3mQkFeD0+6TQBR0vx5NLd2+nanpkkd/cQTXMP2f5o5Y0PBUnnLdvqKbcfE3T4LPSpxpmoynUvMWGKOMFxIhwUIz1rS8R+FJNXurC+03UG0y/sleOKaOMMNjAZUg9uBWFYfDrULCXw3nWxcppF1NcOZYsNJ5mcgY+tAGpL8QtO/sO1voba7lurtW8qyji3Sgrw24dgO9ZOk/EzZ4Os9d1qymEc908EklvHlYQGwCwzmkj+HutWq/abLXo4b+O4laB/J3KIJDlkI7nvmof+Fd+ILXwl/YVlrtqUF8LlZJ7fJxndg477ufpQBszfEaxg0O61V9M1JI4ZRGqSRbGkB6MNxAxUqeO7PUvAM3ifS4bqaIRt8kcYMkbDgkg8HHWo/EfhHU/Efh3T7a51C1bUrSUStI8GYZGwQcp6YPHuBWXpPgLxBofhDU9BsdbtCLqRjC723EaOCHXA9c8elAHR3Hiyy0nwdba9qEjvFJHGQUT5nZhwAOxJpth4yg1LQL3U4NOv1e1Hz2zRDzCcZwvODWBN4J8TXvgb+wL7W7GaaKSMwy/Zjs8tR91h3+tXPD3gvVfD2g6nHb6nb/2renKsIj9niIGBhOvTrQAWPjy3s/AUXiPUJZ7yIzFJDFbhWjy+MFR/d7mrlp8RNDuLC9u5TcW32RlDwzRESMGPyFV6nd2rmofhv4hXwFeeGpdasmM1yJ45RCwC/PvYH1ya0rn4fXV9qWq311qarLeQWwSSCPDxTQ8hxnjk5496AN3RPGmla/qk2m2iXaXcEYkmjnhKGME4AOe5q74j1uLw9odxqMgVigCxRk48yQnCr+JrkfAeh6zB4q13XNVNz/pkcMSfaVCuxUHJAHAXniux17RoNe0efT5ztWQAq4GSjA5Vh7gigDmdH8aaut7PaeJtEFhKLU3UAtmMvmKPvD/AHh6VPY/E3w5qEfmxSXawrE8sk0ls6pGF6hm6Z9qbp3hXX4ria/1PW4b3UUt2t7NvI2JED/EwHUnvUOieDNVj8JX3h3XtRtri1mRlie0iMbpuJJznryaALmm/EbQdU1COxgF6tzJG8qJLbMpZFGdwz2PapdE8f6Hr8t1BZPP9otojM8MkeHKDuBn26Vyll4W1688XlrzUL+S2g06a1juZ4FjUFgFXaByT1JPtTPCXwx13wxrS3w1PTJF+yNauEt2VpAeQzHucgZNAHX6H4/0DxDqC2VhNM0joWjZ4WVHx1CseCR3qxo+ttqfiHVbXe6R2oRVt5YdjAnOWz3B7VzekeAtY0aHw5HBqdoRpbzNMGiP73zDzj07VqaVoXiS18WXerXl/p0lvdBUeOKJgyquduCe/PNAFq28caXdeI00JIL5bt95VngIQhTgndnpkYzTrbxxot1r/wDYolljvW3eUskeBLt+9tPfGKw9M8F+IrTxc+r3GtW8kEk7vIEjPmNGQQsWTwFGc8d6zNP+F+qWHizTNXXULDy7G5ll3CFvNlRycqxPGQDgUAa3h/4oafrmv3Wkixvo5I7treJ/s7FSFHJc9FOc8fStOHxFLP8AEKTRVmVLeO0LmGSIh3YN95W7r2rPi8JeItK8QX1xoes2ltpt/dfap4prfzJNzY3bT+HFLd+FvEcvjoeIYr7TvLW3NqsTxvkxlskkj+KgDXk8ceHotRNk+oASCUQlwjGMOf4S+NufxqtP8RfC9vfT2c2o7JYJRFLmF9qMTgAnGBXPz/DvWxbzaNZ6xaR6BLdfaDC8BaZQW3FQ3170/Uvh9rGoWGv2TalZiLU72O5Q+UcxqpGQT3JCigDqj4hZPGyaBJAqxy2X2mGbdy7BsMuPYEGt6uMuNKvbr4qadfi3ZbKw010M5+67uwG0e4C5rs6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorO1bXNM0OKOXU72K1jkcIrSHAJoA0aKj86PyfN3gx7d24cgiqunavYatZG8sLqOeAMVLoc4I6j60AXqKztP1vTdUgkms7yKWOOUwuQcbXHVTnvVwXMBDkTR4T753D5fr6UAS0VGJ4mi80SoY+u8MMfnSLcQvGZUlRox1cMCB+NAEtFRRXEM6lopUkUdSrA4p6OrruVgwPcHNADqKKKACiiigAooooAKKKKACiiigAooooAKKKozaxplvfLYzahax3b42wPKoc56YXOaAL1FUbvWNMsLiO3vNQtbeaT7kcsqqzfQE80t5q2nae8aXl/bW7ynEayyqpb6ZPNAF2ikBzyKzr3X9H064+z3uq2dtNgHy5p1VseuCaANKimJIkkayI6sjDKsDkEe1OJA6mgBaKTIHWqc2rafb6jBp815DHdzgtFEzAM4HXHrQBdooqnf6nYaXGsl/e29qjHarTyBAT6DNAFyisy48QaRa6UdUl1G2FiCAbgSAp1x1FaEciSxLLG4aNhuVgcgg96AH0UUmQelAC0UAg9KKACimswVSzHAAyTWfp+vaVqvm/Yb6CfylDSbGztBGRn0oA0qKhhuYLmLzYJo5Y/76MCPzFJBeW1yHMFxFLsOG2ODj64oAnoqCC7trksLe4ilKnDbHDYPvip6ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuJ8fWWq65/Z+h2VtGbO6kY3k08e+MKBlVIDA8nnt0FdtRQB5Va6H4gXQNL0/VdGmvbLT98JtoJxG82PuSZ3dMds1i+HvDWv2mnJaXWgXkunxX00k2ni6CsQ3KEPuG7Hfmvb6KAPD5PBOsv8OtW0tPD86Xc+rfarSLz03RISOd27rgEfjWvr/wAP5JPCUC+HtKmsJrieNtStfODSTRrkYJLFWOSD15r1migDxm28EalD4C1DRhY6uyS3aSLbvNEu1ec7ACRjPUHrSaf4O1yLwRrGiHSri2tpriNokhkRZ5F/jJG7ZjoMcV7PRQB5h8P/AA1qWhaNr1nd6KYrabmCPzFWSb5cEHaxVfqMV1HgLTpdL8KW9rPpj6a6u5Ns9x5xXJ67smunooAKKKKACiiigAooooAKKKKACiiigAooooAK8f8AiJqi3Pi6DSG0G9exUxyXV3bWRaSVgcqqyDoB3NewVwOs/EG60vxRPoa6NFNcKqvCDeBWnU9Nq7evB4oA5Xx3aXNvruvxNo91ey63ZRwafNDEZBCw4O44+T72c+1N17SbvStVv/7T0a51A6lpMFlZywJ5nlzquGyeqDcQc+1dN4n+LOl+Hoiq2c11eRKrXMKghYCy52s+CN3PSrUvxZ8K2cyQaldyWdwY1kKSRMcBlDDBHXr+hoA6zR7e5tNGs7e8m865jhVZJP7zAcmvKviFAJPiMksi3sVuNJeJ57bTzcZZjwB8pGcV2+o/EjwtpQtDc6mALuJZ4ikbMDGejHA4HFQ6l8TvCmlTwxXV+37+ATxOkTMroe4IFAHjniCHxnDpWg2ktteRaVHbkQxwxSlgQflaRYzkNjBwTir/AIxfxFqOi+H7W8GsJIti0jXcVvIzPIG+XKIwAOO7c16n4j+JGgaBpqXH2qOeeWETwwfMN6Hoc4OM+9Tt4/0S10bS7/UJTbvqMKzRW6oZHCkZJwo6DuaAPObrVdS1DQ/Cra9Dr8mmPayR38drFIsrTqQFLBcNjvnoar6hFp9+3hDTjbeIo7M3VzM7XQkMyRkED5l5HI6dcV7ZpWqWetaZDqFhL5trMCY32kZwcdD9KuFVJBKjI6cUAcd8M783nhQRNLdSm1nkhDXKMGKg/LywGeKh+Kjf8UmqR25muTdRGEfZmmCkMCSQoJxgGtPX/GNh4a1azsbyPZHcRvK0+4BY1XrkdTVC5+IcFvpGo6m2lXTWtjMIXKkEuSAQVHf7w/OgDDn0628NeDtd1O7kmu59bhOIbWydY1PlkLiLnafUmqXiTXLm5+F2kQafa6k+54rW7/0aVZYwEyx2rtJHQcHFenaPqtpr2j2upWZ3W9wgddw5HqCPUHir+B0wKAPENE1PXZvhk9tdR624tb4rd7I3juWtSTjyy3J7Z5JxUWoXGqW/gzU/+EItvEsUIdN5vi26Nf4vKVjuz61694h12Dw7pf22aCWfdIsSRRAbndjgAZrKl8c2lv4dv9VnsLqKSxkEVxaEL5iMemecY560Acf8ILzVLSw1catNdi0gAlUXMMibTg7iGkOTn64r0Lwt4jg8V6FFq1rbzwwSsyoJlwSAcZ+hrDfxxo2o+GdXudQtJore2xBcQNhi+8cKCpIOc4p2j+K7C20e5sbPRr6G40qGPOmhAZAjfcxzg0AdPqyzNo94LcZmML7Bu284457V5H8ILeSw8PeIrjXov9FynmK+X+UIONuOeMV39n41tLmw1iW9sLuzbSwPtMMqgtgrkYwcHg1J4c16z1G6utOXSp9NuYkWVoZkA3o3AYEcEcYoA4nwfrGl3Wg+JtG8O745WlnmtYhA6KIyOMEjAzzxVTwb/ZNzrkcmk2E1pp1vo7x6rB9mdGeXI+U8fM3U8c17IsUaHKIq/QYpVRVztVRnrgdaAPKvAEWlzfEbVb/w/aNHpLWEcefs7QrHKG5TBxubAyTXq9NVFTO1QufQYp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeea34b8R3Hi+91WytNLkWSKOO2mlY+ZAynIcfn0r0OigDyXXvAPiySHW7bTLvT5otb8trqS4Uh0ZUCnb9eue1Y2tfC3xZquppdkaYNsMEePMY/6uNk/Xdn8K9zooA8n0bwD4j8ORL9i/s27e5sI7a4W6JZYnUbQye2O3rU+n/DfUNLv4CkltcwW+kyWamTq0rkknHZQTxXqNFAHmMfhLxPZ2SNBb6VNcy6etlMk5JVNoIVlPfryKpaj8Ptd1DS9Bt57WxeTT7Rrd3juGjftgqw7EDkV63RQBwn2LxL4W+HNjpukRx3Wro6wgn5ljVmJJOeoVeM128PmCFBKQZNo3EDgnvUlFAHJ+NvB1v4wi06GeNGjguA8pJwxjxyoI9eK5Q/DbWJ/Dmk6BPdRiwS/e4vjHIRJImfkAb1Ax+Ver0UAcT8OfDOq+E7G/0y8MbWX2l5bQiQuyqx+6c/TP4mu2oooAxfFGmvq2hTWcdnBdl2B8qeQovBznI5BFch/wry5TwVqunRGJLvUZxPLCZGaMgY/dljyQR1Nek0UAeW2Xw1u08I61paC305ryeOa3hhcukbJzyTzyRWlZeHvFVvPr+tq9jDrV/BFDBGCWjTYMbiT9Tx7V6BRQB55ofg7V4vBmraPqAtY7y+XL3SOzmWQjlmz06DAFa/h7SNaTxBcarrCWsR+yx2kUduxbIUkliT9a6yigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqt7qFnpsHn311DbQ5xvmcIufTJq1XF+OLCaXVPD2p/2fLqFpY3EhuLeJdzYZMBgpIBwR+tAHUWGqWGqRNJp97b3SKdrNDIHAPpxVvI9RXlkljDbzWmvaV4a1azK6oz3EK8PNGykM2wNjGccVz8WlapP4HubafTNehu11gz24jJEqRM2SQd3p60Ae55HqKMj1FeUeJ/C0cPw5vBoFrrUt7eTROVlmdpgwYZPzNxxnpVfW/CF3F4GL+FjrED3U8f2+G5kd53jBIbapbg5OTgjIoA9fyMZzxUN3eW9jaSXVzMkUEQ3PIx4UV4ta6BrH/CE6lpjQ6zJEby3aGPY0TAbv3hGXZiMZzz6Yq9e+CJZ9N8UeHYLTU3sFjiuLDz5yQ0uPmCsTnr2NAHr8UqTRLLGwZGAZSO4PSmXN1b2Vu9xdTxwwoMtJIwVVHuTXFfDyC2062bT7XRtYsgYlkmkv2LAyAYKrlj/hWl8QtMutW8G3lrZ2ou5t0cggJx5gVwxX8QDQBs2Gt6VqjulhqVpdMgywhmVyo9Tg1BZeJtH1DUpLC0vUlnjznaCVOOuG6HHfB4rjbKyGq+MZb+30K90yxXSZLa4LwrGZizDCqAScgZOazPht4T0yw8O6hFd6XrFteGN47nzi43ozEjy8HGcYzjmgD0Oy8T6TqOqS6daXXmzxkqSqHYWHVQ2NpI7gGrVhqkeoXN7AlvcRG0l8pmljKq5xnKnuPevKPhBpun2N1qbNpus294jylWuUkWNoS3ygZOC2PxpfB2oX0MvizS9Ks9Wt7i5mebTpb23cooCngs3Q5zigD2TIPGRRkE4yK8Y8PackN6k2m6P4mg16O0laWS7lPkeaUOCcnDZboBWD4AtPGOn+OrCe/g1PMjkagXjfBDgkFizFcBsfdAoA+hqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqGravaaJZ/a71pFhBCkpGzkfgBV+sDxPoM2vQ2ixXIj8iXe0cgJjlGMYYDr7UAQT+PvDdvokWsSaiPsMkvkiRUY4f+6QBkH60R+PfDcljPdrqGEhlWF0aNg+9hkLtxkkj2rE0v4e3mjaPLp1pqNsY5NSW9bzLcEAAglAPwFJe/Dq5m1zUNWttTSK4lvob62DR5VJEQoQ3qpBPSgDZ8KeM7fxVfarb28BRbCRU3kn58jPQgEEVc8X+IW8LeG7nWBZtdi3wWiVwpwTjOTVHwv4Z1DRta1jUtQ1GK7k1ExsRHFsCFRjH0q74x0KbxN4VvtIguEgkuVCiR1yBgg9PwoAo6D4yfURKmraa+lXQh+0x27yCRpIu7DaP061Lo/iu2uPDV1rmoXMENpDNIPNAKgIDgZB53e1VdM8K6pbXZ1W+vrSbVYrT7JalIiI4045Pck45qhB4N8Qnw5qmkXOoaY6XjvKjfZ2YK7MCcg9R1oA1oviF4eniuniuZm+zQ+fIpt5AQmQM8jnqKZ4f+Ieh+ItOa7tXnUxwefKhhc7B3GcYJ+lZfgv4e3vhu/u7y91b7Sbi3MBgQExjkHd83I7jHSrmgeGfEeiaaNP/taxe2hgMMCLa4Lf3S568e1AEum/Ezwnq14lpY6iZZnJCqsL8kDJGce1SeFfFX9uza5LJLbizsrjZEwDIyptyd4bGDTfCHhrVPD2miyun0yVYo8QyQQFW38/MxPWs3S/A+sxTa/HqV/Yy2mtszziGNldGK4G3PGKANi0+IHhq+meK3vy7Kkjg+UwDhBltpIw2PaqHhL4naJ4tmFtb+bFeNI6rEUZvlUnDFsYGRVzQvD+sWDWsN/eafNZ2kZiiWK1Cuy4xyT04xnHWqug+EtY8ParKtnf2K6O91JceT9n/e4c527vQHNAHQ2niDTL7Wr3SLa5D31kFNxFg5QN0rUrF07TL6217Ur25mtHt7jaIUigCyKB/ff+KtqgAooooAKKKKACuS1jx1Bpeqz2EGmXt/JbBDcG3A/d7unBOT+Arra4DX/B+s61qs8jPpwSVx5F4qMlxbIMHbkfez70AW9R+J/hzSvEcmjXlxJHLHHud/KYhW4+XgehzmtS/wDG3h3S9RtbC81OKK4ulVolIOCG6EnoM+9Z2v8Ah7WJfEdnq2inTiwga2nW8jJ4LKdwx1Py/rXI+NfhXrHijW5NR+1Wrs1tGiAsyLG6dcAdQST16UAdhrPxJ8N6Dr6aPf3hSdo95KoWC+gOB361q6r4r0PRIYJdS1KG3ScAx7jywPfA7e9YGq+GdVOtabr1haabLqMdmbW4jnzs5wQwPU4Oaw/E/wAOdZ1rW4tXaa2nlkshbTW6yNEiHuV9j6UAeowzR3EKTROrxuoZWU5BB6EVzmu+L30XXLTSo9Fvr6a6jaSNoNu07fvDk9uPzq/4W0mXQvDVjpkzo728ezKEkfTJ5Ncx428Jap4p8UaRgBNJt0fzZYrhopVZsdMdRx0oA3W8a6HD4bh128vFtLOUHHncMCG2lcdSQeDip5vF3h63hhmm1mzSOZDJG5lGGUdSDXnWq/DnX7/TtL3x2jPpQlhS1ilKLcI2CH3fwsT1rH1zQJPCkfg3Tzb2Et39vnlMEzM0WHH3WYj149M0AewHxVoK2lrdtq1oLe6JEMpkAVyPemr4t8PPp8l+us2RtYjteUSjCn0rzXV/h94g/sUJb6fp17Jcakt/LaeZsjgx/wAs09VPetTxT4BvfEehaRPb2NrYXlrJ51xp0LhY5TyMbwOvv70Ad03ibQ10sakdWsxZHgTeaNucZx9cdqS38T6HdaW2pQ6raNZKxVp/NAUEdsnvXl158MdSfwXa2cemwNMmpG+kshdkZym3HmeoPPpUyfDPXL3wZ9ju5YopYr/7bDZB84AUjYZB1J9e1AHpo8SaKdNj1Eapa/YpGCLP5g2Fj0GfWqGreONC0rw3c64L2G5tIG2HyZAxZs/dHvXn1x8N9aj8Jz2ttY2xmub6C4ktmuS4VUPzcnjJ9q2brwLfagninSTZWlrpuopHLaSLg7JQMEbR0+tAHYad4u0LVNJk1O21O3a1hUGaTfxFkZw3vUc/jTw9DoFzra6pBLYW4+eSJt3PYY9TXJyeGvEmo+BL3SDpmm6ZKVSMQ27A/aVXhtzY+XcO/bNZ/g74b3ljoXiTQ9R06C1sdSjQwhJ/NKNtIIye4ODmgDv9D8X6H4i05r3TdQhljjQPKN2DFkZw3pRo/iex1Pw+NYllgtrfcyszTBlXBI+907Vzvhay8TaZos8Vx4e0i2eG2EccUMgzdSAAAscYA61B4c0LXL7S9W0LxDoNjYaZeGVwbWYMQXOcAe3rQB3Q1XT2lWMXtv5jR+Yq+YMlMZ3Y9PemWes6ZqMzxWWoW1xIn3kilViPyrz/AEn4dam2g60mp3iDU7q3+xWkyAAxQKMJyO571mfDT4fa34b8S/2hqdusccNu0Kt9oD7gfQD6d6APYqa7BEZz0UEmud8Ja3qGvx6jd3VukFql48FoMEMyIcFmz6mt+4VmtpVQAuUIUE4yccUAcxpHxC0LWZIEhe5gFy5jgkuISiSsOoVumeK2rTVkvdVvLSIRtHbhcypKrZY9VKjkY96808NeDfE0ljpGi61YW9pYaXdG8S4inDvKwYkLjt161t6LZ+KYPHWpXlxoFlbaffKEeWK5BYbQcNjuTQB2S65pL3P2ZdTszPu2+WJ1LZ9MZzms/SPGeh6zf3lla38Hn21x5GwyrmQ4Byo7jkj8DXmvhzwH4nsfHNlfyadb21jFcO8rPcCbcpLHKg8gnI+ldLp2g65o/ja/e18P6VJpt1didL1nCyQgooYBceoP50Adk3iLREkMb6vYK4OCpuEyD6dahj11ZvEv9lQxxSxrAZHmSdSUbP3SnXpzmuC8P+Ftat/Huq32o+FtMOn6hOG84yqzQqq4GF9zyfrVmbSvFMPxSOu23h+0NgITaF47kK7oWz5hHrjtQB3s2t6VbXJt59Ts4pwcGN51DZ+hOaz4/GmgSa3eaSdSt0uLQKXLyqqktngEnkjHP1ri4/COs2l/Npr+HdM1OxlujP8A2ldTfvQCc8jqStWNV8M6rp3je81TR/DOnajbXsUXmNcShPLkUnJAx6EUAel9awNU8Z6Ho2oNZX108Uy7Nx8piq7sbcsBgdR3rdTd5a7wA2OQOma8/wDG+n+KNY1RbO00qG40VTHIwFwI2ndSDh887QR0HXFAHXXXiDTbLVbTTp5mW4vP9QNjFX9t2MZrVriPFMXiG41PRjp2hx3FvYzrcO5uVQkhSNoB+vWuyt3kkt43mi8qRlBZM52n0z3oAlooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAriPihrl3oXhhJtOvzaahJOsduAoYSHuDnsBk5rt6xtT8N2Oq61pmq3DTC401naAK+FywwcjvxQBx+o/Ee7tvAmj6vb2kL3l84hl8xj5cDgfNuwM9R6VSl+JeutoFlqNrYaZK0t4bGULckqHPCsDjgeoNdFc/DLQ7u2mhkn1HL3T3SSi5IeKRxhip9/fNZGv/C1ZvDtpoWhvDFZrdLdXLXUrmSVh/tDnmgDTs/EPiHUdD1m2+x2Sa7pzKjBZiYXDDOQ3UHGePWopfEeoaZ8KLLXtNghnaG1SaZLmYklAPmAbHLVoQ/D3Rrbw9PpFmbuyjuJBLLLbXLCQsP9s8kfWs9PhRoieGZdA/tDVzYSSB9pu/u4z8o4xtOckYoAhu/HWuaR4Tl8QavpVpBBMkX2OOKcudz/AN844A4PFUNJ+K017pt3AbKCfWIZkgjEDnyJGf7p3H7oAznNdLpnhjw9d+FJfDy3j6rYRuUczXHmvGw5A3D7pHb0qh/wrvwZoOg38F0PKtrwKtxc3Vx8xI+6d56EGgC34I1bWNRv9dt9YMYltbhFSOOQOqArnhgBmr3jnW7nw94TutQtDEs6siK033V3MFyfpnNUPBPhHw1oJmvvDt7LcpOmyV/tXnK5BzuPbd2reni0vxNpdzaSiO7s3ZoZV6jcOo+oNAHJ6Xqev6T4rXQ7rUY9YS505rqGYxhCkikDDEdEORg1S8DXfjjV45ta1K5t5LdxL5FqjgJvDFQpOMgDB5roNB+H2ieG4L4WbXRku4zC9xNMXkjjxgKrHoBUPh74f6Xomm3Nvpuraq9rdQlFzd7ljBOd0eBgHnrQBi/D3UvF3iHU73UtUu4xYRXE0It4yMBlOAOmcD1qbwbrd5bSeNrvVy7vZXzMY0cuqqEyFTPtWz4a+H+neFvtX2HUNUkW5Uq6zXO4AnqwGOG96oeFfBfh3TtZ1ObTtX1G9nDtFfQT3O9C7D+MY5OKAH2Hi/XSiahqmkWsGlTQPcRtFchpVRVLDcvckY6dKyfDHxb/AOEh8RWVk+miG11Auts4ky6lckbx0GQOMVu6P8MvD2jaibyJbq4IV0iiuZjJHCrcMEU9ARxUOj/DPw3p+qQ6haT3s62szPb273RaGB84O1R0x0xQB3NFFFABRRRQAUUUUAFFFISBxkUALRTN679m4b8Z255xT6ACim7l3bcjOM4p1ABRRSEgdSKAFqGW2gnZWlhjdl+6XQEj6ZqaigAooooAKKKKACiijpQAUUUUAFFFRxTRzrvikV1BK5U5GR1FAElFFFACKoUYAAHtS0UUAFFFQrcQvcPAsqGZAC8YYblB6EigCaiiigAooqH7TB9q+y+dH9o27/K3Ddt6Zx1xQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVx/xF1VNL8OruJXzpQgf7U9uqn/adASB7d67CopreG5j8ueJJUzna6gjNAHimk+JrrWPAckep+JJdNu4NXW2huIXYkISMAkjLjG7r6U/+2NTsrzVfD02v3o0nT9RhjuLyQ7po7ZoyxzIBkZfaM9RmvZDYWbKVNrCVLB8bB971+tKbK1bzs28R87/AFuUHz/X1oA85+Fn9jx6x4lh0rWLnUENwjqZw2Qm3ggn7wzkZ9q1vi6bcfDLV/tAXG1du4Z+bcP/AK9dlFbQQEmGGOMkAEqoGQOlOmgiuImimjSSNuquMg/hQB5j4V/sGO+ur3SJ0g0JtKUXsts5jiSYEZPGMNjPIqlpPiqyHw41tNM8RiO5tbiQrcNumdYy4Ck5yeem7nHWvV47K1itzbx28SQngxqgCn8KZDplhbq6w2VvGrjDhYwAw96APFvh/eS67qev6WNZ1do5NPISQ332hFOcFlfaNre3oa0Ph1c+HrXwhNC/iu+lunsiLiGSdgLXbnOwY+XH9K9ctrK1s1K21vFCDyRGgXP5UxNNsYxIEs4FEv38Rgbvr60AeV/DeRtXWDU5/HdzeyWtsfPsQcLHHzguTyWH97rUXgfxHYW8/jW20bUUurtrl57JXYyPMAnLZPLc+tes2+m2Npv+z2cEW8bW2RgZHocUlvpdhay+Zb2dvFJjG5IwDQB5z4QuLfWdRhlh8d3l5fz2rG9sugViv8C4+TaT+lZHw0XTdI8QXkN74tv31E3s0K6bPIcN8xwzLzkng5zXsENhZ28zTQ2sMcrfedEAJ/GgafZrdG6W1hE56ybBuP40Acx4bvVuPGPiOAeI3vzFIubFodotOOgbv/8AWrsKiS3hilkljiRZJOXYKAW+p71LQAUUUUAFFFFABXiHjvU9O/4Sy+upJ7W/igMUE1v9se3uLZwePLA4cHOTxXt9UpNJ06aYzSWNu8rHJdowST9aAPMPE8T2PxHhu7vxnNpEMmntJESqbVCsmUGRznr68Vm+OviTqulanEnh/WUmiSCGWUypEqOrDgrkbm3cnjpXslzp1leMpurWGYqMKZEDYH41FLoulzriXT7aQbdnzRA8elAHmHiaXULX4mabqEni1NKsLnTmMbuiMgIOSgzx75OTVDxd8SdRt9ehsdH8QLFaiwWZLlbWOUXLnv8AMVC/h+Vev3WkadewRQXNjbzRQkGNHjBCEdMelNuND0q6jjS4061kSPGwNECFx0xQBQ8GaxLr/hDTdSndGnmiHmlGBG4cHpxXA/FizhfxLosiWFxqE8sMyvaW96YGcKAVIweSMnjvXrEFvDaxCKCJIox0VFwBVefSdPudQgv57KCS8gBEU7ICyfQ9qAPHD45v9F0HwppyajLALxJmluEVbiRcMdkX7zAyMgHPPFA8eeJL6w8OzDXoNNF7ey2M80lvGy/J0c9gT0wDivXZfD2jT2728ul2jwu5kZGiBBYnJP1zWB4n+H1l4jn0phO1pBp8pk+zxRrskzjIII7gYoA4fUPGniceF5bi0162W5g1T7BDdmBPKvQT97kYXHtxWh4l8R+LPCOiafFd6zFe3Wp3Kxrew2abbdcZIAyFYk+uK9GuPDmi3enxWFxpdpLaRHKQtECqn1AqSTRNMl0xdNksLd7JRhYGQFAPYUAeOyfEDxZ/wgYvU1O1F4urG1Nw8UYZ4duchc7d3fGegqSb4malB4NaWHWjdXzaklq921kieQjLu4UMVbp6969afw7o0mnrYPpdo1mpyITENoOMZx9KdFoGkQacdPi021SzPWARDZ+VAHkA+IfiKbwjfSQ6tEby21CCBLxoIx5iSesYJAx9al8Rar4kk8J+LtIvdcSe701YpftMMAj3RsASu0dPqDXqy+GdDSxFkuk2YtQ4cRCEbdw6HHrVhdH01Lu4ulsbcT3CBJpNgzIo6A+ooA89/tnVNF+H7zXHiy3ur91gFtJBaozRbsAKVzg56ZNZ3h7xD4u1vwb4sstU1K2i1mwj3JJAEcqpUkj5TjPBGeoJr0yDw3olrbz28GlWkcNxzKixAB/rT9P0HSdJMh0/Tra2MqhX8qMLuA6A+vU0Acr4Fn1BtDUX3i21v5JrNJLdEiRGgXb9485bkjr6VQ0CTWpvA2s2+j6paNq9reXAimhhTbKVY/wDj5vWu1t/DWiWsdwlvpVpEtwCswSIDeD2NO0zw5oujStLpumWtpIwwzQxhSR+FAHnWm+NPEV+NR1dXlOmaXp4E8H2dd0l3j5gD/snnineAPFfiXVPElvBqF6b3T7q0aUO9vHCUcYOF2sSw6jNenQWNpbJKkFtFGkzF5FVQA7HqT65qrp/h/SNKleXT9OtrWR/vPFGFJoAntNTsr65ure1uY5ZrVwk6KcmNiMgH8KnuCRbSkHBCEg/hWX4e8OWvh2G7WB3llu7l7maWTG52Y9/oOK2CoYEEZB4IoA8N8P6nfWui+GNUt9ZvZ9Tv9RNvcQS3LSq8e45+Qk4wAOQK7nw+0sHxC8SLcajHdu0MLR8KpVcH5cDrj1ro7HwvoWm3QubLSLO3nGcSRxAEZ60Q+GNDt9QN/DpVol2SWMyxgOSepzQB5hpfjnxJc+L9LjudTEdjf3slv5H2JNgA3BQsgYsSdo5IHWtDwsviBPFutJceMLUQ2+pgT2slsoaUMiY2kn5cjA47j3rvbbwpoFnereW2j2cVyrFllWIBgT1IPrUk3hvRZ9S/tGXS7V73cG89oxvyOhz7UAecWeo/EHWPGGtaPZa/YR2+mzgGU2ql2DYO3b6AE8+ta8IvIvjgEuZ450fSS0WIgrRgNgjPfJya6e08G6BY67JrVrp0cWoSEl5VyMk9TjpTLjwToF1rf8AbEtgGv8AIPm7yD/OgDkb/XfFOoS3mpaXr2l2NpZ3hgNjdRAMyKwDF2JyD6ACqtnB4sX4l6yp8VQW9tthmSOWFWSSMk4VQT8vQjI5Nd3d+DPDt7q66rc6TbyXg58wr1PqR0JqTUfCehatqEF/faZBPcwrtR3XkDsPfFAGyOleaeOYZH8RCPTfEV/HrcyxNa2MMpWKFFb53cdCCM/e/CvSwMDArn9S8E+HtX1Y6pfaekt4VVTIWIJA6A47cUAZPia2uYPFXhe/TU7tC9yLeW2SXEUoKk5K9zmu3rA1fwZoOu3UNzqFiJZoVCxtvI2j2wa2reCO1t44IhtjjUKoznAFAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcb8RdX1nRNGtLzSL2ztS10kMr3abkCtxnOeMUAdlRXm+m/Ev7N4fuLzWYluDbXhsluLP7lyQMl1zjArT/4WZo7eDB4oit7uWz87yWREBdWzjkZ9aAO1orzTxF8Sr6Dwdfarp2h6laS28kahr232ghmAPBPPH8xW0/jzytGtNSm0HVIop7lLciWIKyBuN5GeFBoA7GisGx8SLfXmrwx2Nx5OncecMMszAElUweSMY+tXtG1P+19MivRa3Nr5mf3Vymx1wccigDQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK878RfEO/0HX73TnsdO228ayx+bebHmVuyqRy3tQB6JRUVvL59tFNsZPMQNtYYIyM4PvUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVz/ivwyfFFnb2pv5LWOGYTELErh2X7uQ3pXQUUAc1rPhCHVrKwiW5+zT2TF0lSBCCSMElCNvP0rGtvhklr4Wm0KPW7sRyXYuxL5SZVgc4AxjGa76igDntQ8MDWfC02iatqE135vW52qjAg5U4HHBFZ2s6PrUHhDUrKKWbXru6jMSJMyQBARjIwAOM5/CuyooA5fwl4XXQfBMGjgywTyQnz38zcwlYfMwPrk5rV0LSTomjwWBvbm8aIHM9y+53JOeTWnRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcHrfw3j8Qa5qeoX9+rfaYUjtcW677VkOQytnmu8ooAqadDc2+nwQ3lyLm5RAskwTbvPrjtVuiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxvEHijSfDEEM+rXDQRTNsRhGzDPpwOK2a5D4iyt/wAI19mjsbm7llmiKrBD5m0JIjEn04BoA6kXMJt1uDIqxMAwZjtGD060G6txEJTPGIzwH3jH515Z4yl1vxPbWMtjYXselWt2PPie1/eMuwfN5ZPzAMTxWTBouoReGI9PSy1d9KkvjLcyS2485AenlR54XPWgD2lrq3WHzjNH5X9/cMfnWbo3iXTdchupLWUr9ll8qZZcKUOMjPPQgjFeTeHtD1CHw8sN/pOpT2FprTzy2sqnfJAVIUgZ5wcHFUH8L69NaeIBY6HfafYT6lb3L2iHDy26qchc9TnBxQB70Lu3MRkFxEYwcF94xn60i3ds6sy3ERCjLEOOPrXkK6OieAPEsdrpGtf6UF8iG4iw3m7cBkUHgcDJqxB4W0uD4ZzyW2h6st1cxRw3kcRZZzg8soY88/nQB6Zf63p+m2D31xcL9mQgPInzBc+uKtx3VvKpaOeJ1AySrg4HvXicNjf2nhfxHpVtpGoTaXdRxLC72xSdnOAysueQB/FXXeHdOstE8U6mlnpN3DpsumxMAY2KuwzuHP8AFgjigDubbUILqCScEpGkhQs5ABwcZBz0qaK4gnJEU0chHUIwOPyryRLhv+FbeLNMXStQswv2me38+Iovlk5UKSeD7e1R+ANOWbxLo2paHpN9YaeliyX7zMdssnG3HPzdDzQB7BNNHbwPLK22NAWY+gFYun+MvD2q3i2ljqkM07/dUZG76EjBrYuTi1mO0t8h+UDJPHSvJvDXhW+vfCzTGfUY72zMr29pPCsSrISxXaepxmgD1lLmCRykc0buOqq4JoW6t3k8tZ4mfptDgn8q8e0bRoYmsptM0HWbC/gsphfyPuBkOwjapJwzFjkGqXgTw7PpvirSp7fSL+VGMktzcahGyyW2VPy7s7W5OKAPaItRgmvbm1Xdutwpdjjbz6H271HZazp2oPKlreRSNFK0LAMM7h1HvXG6LdxL4/1xDpN9FY36RqsrW7CORwCHJPvnrWP4f0PSfDviu9ZvDGotfDUHNrNEjNEImPDZzjgUAekRa1aza7No6CU3MMImdtvyYJxjPr7VdNxCsoiM0YkP8JYZ/KvPYZYNM+L97OLK8ghvbNYPP8pjFJPuzx+HeuR1DQr25N2H0rVJPFh1IeRqIVhEIw4KtnOMBeKAPbhd2zPsFxEXJxtDjOak82MSCMuu8jIXPJH0rwXWNAsGsPF2q2NhqCapbalH9jkAcAcpuKDv82/9K767tIJfiro1xPY6lJOun5S4Rv3CHJzvHrz+tAHf0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1t207MbscZ6ZpRnvQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEF5Z2+oWctpdxLNbzKUkjbowPUGo9O06z0mxjsrG3S3tohhI06LzmrdFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcd41vdQ+3aLotjqX9m/wBpyyLJdqoLrsUEKueMn39DXY1navomna7arbalax3EasGUMOVPqD2NAHIWl1r/AIYiGlT6pHrV9e3jJZzXBCiJAoJEhHf2HrWXrHxI8QadBPBFp2mzalaXCwXEYlby23DKlWOOw5BrtZPBnh+TSxpraZD9m8wS7ec7x/Fnrn3qtN8PfC8+nJYSaTEbZJDIEyeWP8R9TQBy1t8RPEFzoscw0/T0vWuYIiC7mPZKpKn1yCOa1fCHi7WfFGi6k9xZWUF7DEkkISRmjYOpK7u46c1rt4D8ONEsRsBsXZhQ7AZT7p69s8U+y8EeH9OtLq1tLBYYbpBHKqORuUEkDr7mgDCn1PUIPg4moaSIre5SyDjdIziPA5w3JJHvRqureK4vh/e3ay6UupJAsqNBKx2pgZPPf9K6TTvCeiaVpVxplpYollcAiSAklSCMHg1Hpfgzw/o8VzFZabEiXKCOVTlgyf3ee1AGPL4tvfD3ge41nXDZTTQwo6JasxLbgMFs8jk9a5vTvjRE+napc3lks32KBJ/MtQ6owZgoX5wDkE9ehFdxa+BfDVlBeQQ6VCI7yPy51OSHX057VBYfDrwrp1rdW0OkxNFdL5colJfK5yF56AHpQBy3hr4tvrMWpo9hHPc2lib1Psu9VcDA2/OAc5PUcVb8DfEi58U662n3UdiiNb+dGYvMR93GV2uOcZ6itzT/AIb+FdMW4W20tB9oiaFyzEny26qM9B7VLoPgDw74bvje6fZEXOCqySSFyinqq56DigC9oGo6lqP27+0bGG18m4ZIfLmEm9OzHHQ+1bNZekaBp2hfa/7PhMf2uYzy5YnLn69K1KACiiigAooooAKKKKACiiigArzrUNT8V+Jdc1e08M6lb6YmksIWWeASNcSEZ6n7q4716LXL614IstY1dNSW+v7GcgLN9jnMYnUdA+OtAHO6v8VofCs9pp2s6fNPeCGM3cloQyxORzkdvWtK++If2fWL7T7PQ7u+FlbLdyzRyIqiNl3A/MR2zx7VHrnwp0XWrqecXmoWYuQv2iO3nISUqAFLA9wBWVefC261Hxjc382rXUOnSWcdtm3nKyyBVAO/sQeaAN278VQ3sHhXUIRdxWmpzqylWVeShIVwe307io9f8R67p/jzT9OsdJlvLN7WSRljmRS7evzelJrvw90fVYdPtv7UvLC20tFEEFvOEWMjoxz396v6r4Ntdd0/T1fVb9LmzBEd/BNtlYEc5Ydc0AV/Fvj+HwjY2txd6ZczSTLueCFlLx/Ud6oeMvEN6fANj4s0m7ntPLMNx9nwpEquyjY/Hv2qXUfh1pd09tC2u6rBdmIxl1vD5lwo/vZ64p+ofDS11Lw7Z6FPrWq/YbYYCLKBvAPy7uOcY4oA7aNt8ase4Brz34t+Itb8N6Tpl1o9/HZiW68mZ3hEnBHBxg9MHpXc6ZZNp2nQWjXM1yYl2+bOcu31NZnifwrb+KUskuLu5t/sc4njMDAZcdCcjtQByGheMtc0bwQms+J2j1BrqUfZfJUROUI7qQOa1rf4lWd9o+lXlhpl3c3OpzPDDaqVDZT7xJJxgYrQ8W6DpWpWVo2o6k+nNbNiK6SURsCRgjJ45rNtfhlpUPh6PS4tRv2SOb7RbXImxJCx6lGHrmgDSn1+/m8L6rdvo19Z3NsrJ5O5DIRtB3ofunAOfwqlLPeap8Ko76x1W8trj7ALlbpgplbam75uMZOOcVYi8ER2/h680o65qjrdMWluZZ90m3GCuT0GKis/Akdt4ZGiW+v6p9hK7VIlUkR4I2A4+6QaANW0v7seDba+WGS8ujaq5RWCs7EDJyePeuLfxjq0Hwbl16yee5vkLL50yoGjw+MkdCB0rqrDwi+neH20iHXdTMeRsleQGSNR/CDjpUGleALHS9AvNDe9u7vTrlWUwzsCELHJIwOuaANDQ9W1LUdB+1XekzW84hVkRpEJmJXORg4HPrWHpXixNI8B32t6xJeSfZLmVZFm2mQEPgINvHBIGa0NG8FnRLO6t4de1eUTxiNGnuN5hA6FM9DVdPh5ZHQdT0a61K/u7XUGLuJnBKOTuLLx1zzQBU0/4o6ffQ6gfsMyz2Vp9sMUcqS70zjGUJAb2Na3hfxf/wAJNLIo02S2jEayJK08ciyA9htJ5HfNULD4cWunxXEces6oRNbi3z5wUqAQQRgdeOvvU3h/4e2Hh7xBLrUV7eXF3LF5Teaw2445wAOeKAOruJfIt5ZcZ2IWxnGcDNcR4A8bTeKGuDe3mnebI7GGzt93mxKpwd+eD2ORxzXb3EK3NtLA5IWRChx1wRiuP8LfDXTfCesvqlne3sszw+QwmcEFew6dqAOwn877PL5Gzztp8vf93djjPtmvN/CviTxfqvimbT7u60yaGymaO9SG2kRlGWAKsxweVHT1r0ieMzQSRrI0bOpUOvVcjqPesnw94eHh+znt11C7uxLI0m+5YMyljk4OPU5oAytA1bVLrxZ4jgu4p1jtxGbe2dkOAV7EevvVXR/iQuqalBbS6Bf2cE1y1qtzKVKeaP4eDn8elaFh4Maw1qbVF17U5ZpseasjqVcAYUEY7VDD4BtoYLKEarqBS0u2u1BcfM7HPPHSgBtr8Q7KfxiPDUtnNHcyF1ikV1dHKjJzg8cVWsPiSl5rJsZNDv4IBfNYNduVMYlHQcHPPH51NY/DmzsdVsb5NV1B/sUrywQs42KXzuHTOOTU9r4BsbS0kt0vr1g+ojUtzOCwlBzjOOhoApSfEgsJbiz8O6ldadHdfZTdx7QC27aSFJzjPGalXWr2T4sJpTNPDaDTjKIW2lJDu++Mcg9sGnL4DgZXjs/EGqwWTTtN9nt7gBFJbcVGBkDJPFWZ/BKTeKk8QDWNQju0QRKqsuwR5ztxjpQBl3HxPjsdbuLC90DUYLe3uFgmvDtMSFjhTnPQ0zWPivY6W908Oj6jeWdrN9nku4lAjEucFeTnuOfetTV/AsWradqVpJqd3i+uY7hmO0+WUIICjHA4rlPE/wAMr6/u5rPR5riCwu50urgvdfuvMB+Y+VjnOPXrQB6rC7SwRyMhQsoYqTyuR0qSucvdJ1W58Y6Vex30kWlWlvJ5sCPgSynAXI7gDJro6APO/E/j+/8ADOp6tbXSafGkFr9osg/mFp+ehxwO9W9I8dXlxp8xvtIc3sdgNQVLZhsmjPZSxzkd81d1rwSmsX2r3TahLG2o2S2YXYrCEA5JXPc1Sufh159tYJFr2oWs1rZ/YnlgKr50XoRigCrqPxYsdKWCa60bUfs01ql0JowrAI3HIzn7xUfjVq9+JdlZ+GNP17+zL2S1uwzOPkUwhTht24jnI6Cqt/8AC4ahp9vZTa1ceVDZJZ8RJllVw4PTr8qj8KbP8J7WaOJG1W4kSMSIqTxpIio7lyFVhgNk/e60AaWqfEfTdNttGuYrDUL2LVozJbfZodzHgEAjOc81v6Dr9j4j0xb+wdmi3FGV1KsjDgqQe4NYWneBm0saAkGqzNHo6yIiyIreYr9ie2AABj0q/wCD/Db+F9NubSS6Fw011Jcbwm3G9s4xQBN4i8RJoAslaBpGvJxCrk4jjOM7nb+EVTPjK20/RX1HWkjtB5/kwrDMs3n5xtKY9c98Yq/rumX+oLbvp+oC0lhcsVeISRygjGGHp9K5yf4ZWE2kCAvEbtbs3iyPApjVyACoTpsIHSgDQ/4WHoP/AAj9xrRknFrazi3uR5eWhc4+8B6ZHIzVJ/ix4XURMr3zpJIke77I6hSxwCSwHFR3Pw+mk8KajpNtdWNvNfsjSNHZqsaheeFHfPcnNbknh2XVPC0+ka3LBM8yFGlt4tgA/hIBzyOKAJrbxPp95ealaWxmebT1BnxEcAkZAHqfYVT0XxTbzeEW1y/vYmgjZ98scTKMBuBtIzntjFR+G/CM3hXw1NY2F+JtRmYySXl0pfe57kZyRjjrWfa+BtRbwtfaLqGqQv50xuIJbeEoYpN27J55Ge1AGnZ+PvD959r23E8X2S3NzN59u8W2MY5+YDPUVHpvxH8MatBezW2oHZZQ+fN5kToRH/eAI5H0qG68JarrWj6hY65q0M32m1Nun2aDy1U8Hc3JJOQOOmM1i2PwvnsrDUIUu9PhnubX7MJobQ9MgncGJyOOg9aAOm8O+PfD/iq6a30i6lmdULkmB1XGcdSMV01ee+EPh1deGPEP9ojUIEtvs5iNnaRMiMc53HJPNdB4SOuTW97c63IQ8t0/kQbAoijBwv1z1oA6KiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiobm4is7WW5ncRwxKXd26ADqaAJqK4u8+IVtp+g6drd3YXENhe3Qg8xiPkQn5ZD7H+tPsPiDp9xe63DexPYw6VKsbTysCsu4ZXbjnkYOPegDsaK5W8+IPh628O3WtJerNbW7bHVB827+7g9DV2x8X6Hf6TNqkV8i2kChpZJMqEyPegDdorL0bxDpevxSSaZeJOIztcDgqe2QavXN1BZWz3FzMkMKDLO7YAHuaAJqK5Kf4i+HhY6hPZXa3cllbNcvEmQSgOMjPbNXNK8b+HNZjuXsdVt5BbJ5k43Y2L6n2oA6GisXRfFeh+Inmj0rUYbmSH/WIp+ZR64Paq2geKYtZk1piIkttOuDCJEk3FgBkkjtQB0dFcwnxD8IyRLIuv2RyCdvmDcMZzkde1WdO8aeGtWnSCw1uynmf7saSgseM9PpQBvUVi6f4s0DVbqa1sdWtZ54gS6JICQAOT7iksvF3h7UbpbS01myluWJAhWUbsjrxQBt0Vjr4o0KS/+wR6tZveFtggWYFi3pj1rN0Hx9ousyy2slzDZ6hHcPbmzmlUSZU4zj3oA6qisSbxDFF4rtdCQRySSwvJIRKN0eMYyvXByeaVvFvh5Ln7M+tWKz7zH5ZmUNuHUY9aANqism+8TaHpt0ttfatZ287YKxyTBWOenFKNetB4gXRm3JcSQefExHyyrnnae5FAGrRRRQB4x49eZPGWs3GmFbiOHSAL+yCkmfLMAR6Mvyt9KxNS8TazpWj6LZeHNRfTYrTS1upFu04nY/wjIyW9q998iHzGk8qPewwzbRkj3NNktLaXHmW8T7RgbkBwKAPFPEN3e61qngvXf+Egl09JrZ1muY4spBJt+b6E9MGuln8TTWWu6SH1930S606WKS9aPCmdOAw44Y8/lXo5tbcxeUYIjGDnZsGPyoa1t3iWJoIjGvRCgwPwoA8c1Txnq8XgXQdTtPEYS/a5aGRXgyJ08wrvYY7AA/jV7xRqmv6RoGmQWniszXOozNJHfvAqxqgUHBI6D0+tepmxtCoU2sBA6DyxgU57W3kjWN4ImRfuqUBA+goA8h1bxGfEPwLu7nV5beXUTmEbU+9IrcFR6kc16d4cvra/8PWM1pMssawohZexCjIq99htNmz7LDtznHljGakihigTZFGka9cIoA/SgDiPimLE+HIPtJJuDcxrBH5zRiTLAMrFf4duc155a61rvhHwvqcmnRSQXbaosMtgSZRYx7TypbqG4wele8y28M+PNijkx03qDj86Q20Db90MZ3435UfN9fWgDx3TvHXiufwNqt7JdWsd5bXEaW8kqrllI5DAcZ9DSaX8SvEFx4X1GSYOb2G6jj+0G2Gy3ibq5xw2K9hFlaqjILaEI3VRGMGnLa26RtGsESxt95QgAP1FAHlOo+MPEdtp+pvpWqw6ulokM32qK1AC5fDoQP8AZyc+1aNj40uL/WPE9uuu26WFpbxTWl35IwhOSwOfvYxivRktoIkZI4Y0RuqqoANRNp1iUZDZ25Vhhh5S4I9OlAHmek+KvEE/w7vvEi65a6ncpb5+z29uoEDkj73ckAnIpT4t1S3E8tr4otNVdLCWcWyWe1vMAGOR2FelWumWFjC8NpZW8ETnLJHGFDH3A61JHaW0JJit4kJGDtQDIoA8d8GfELxRq0t6NQmthGtg00RkjClZR7DqK0fAHjbXNb8TQ2GpXfmI0Ds8YgUDI6EMO1eoJZWsZJS2hUkYO2MDIpYrS2hbdFbxRt0yiAH9KAJJHEcTuQSFBPFeQ/DfxRFeeNdRha2uzc6m8l0JHnLRxQ5yq7TwG5IIHpXsHXioY7S2hffFbxI/95UANAEzAEEHpivn/wAI2Gqalr99Lp39opJbalJ/xMPtZeGONWyUMR6kjivoGq1rYWdkZDa2sMBkbc/loF3H1OOtAHlWkePdfvPHun2s0ypo95PLEqTRoJBtB25A5Xkd+tWtG1vxVrPjfWNMi8Sactpp9yqLG1upkmUgMQMegyM16SumWCTtOllbrK7B2cRKGLDuTjrTIdH0y3vDdw6fax3LEkypCoc5684zQB45ofibV7fxVqWiwahbaVo41W58q9lj3rI24HylJ4B5Jqa/+JGt6f4reCTUoZLE6kLeJYIVcPGcdSPmDc164+jaZLB5D6datDv8zY0Kld397GOvvTRoOjrdfal0uyE+d3mCBd2fXOKANAHIBFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVk+JrWe+8Mana2yb55bZ1Rf7xI4Fa1FAHnU+kaj4g8B+HLaPTbdntpIWurW6BiXEYwy4KnuKzX+Elzp1rczaVqvm3q38d/aLdIWVWRWVY2OckYOM+1er0UAef2fhHXL7RvEb63JYx6lrEewR2ykxx7QQuSeTnjNV7/wAH+KfFHgu60fXb+wtnYIIY7SIkDZ0yxIznjtxXpFFAHm/w08HavoV9qGp6vHHbzXCJCIFnaYkL/EWJPX0rq/F/h4eKfDN3pJn8kzbSr7c4KkMMj0yK3aKAPMbnRvGWreHtcTUNJ0iG6e0NnaRW+N0i5zkyHov+yR19Kgn8K+ILzXmkTR7PToptDNm9xbyKNsxAOMDkgEYzivVaKAPFvA3g7xZofjp9ZvNISK3eyaEj7d5rFgPlJJOeSPwzWz4UtvGem6x4guLvw1DHFqcrXIP25CVYLgLwOc+vFeoUUAeU+BvDOsadpeo2ur+EbBLhhNPFcmWN3kdycITjI4JGc1z3hvwH4s0vxNpN5J4esYIIhGJXinj3IVjeNicDJzuDEDPSvd6KAPCPDfgnxfoPjDTNTj8OxEW0TwzzSagG87cT8wH8I6cAVefwR4iOjadKvh6yXVo9Ya5lkSRA4h3ZAL9W617TRQB4Tpfw+8SweL7O/wD7ESxMeoGd7mG8RoQhPOIjyCR3zU9z4G8QyWl1Mvhm1OoPrwvVmM8e8w7s43dQOBx717fRQB5rrH/CYSeNLPVLTwhbSR2PmxLN9ujVpkbABPGRjGce9cRYW1zrviXxbpFroGl3r3OoyE3k00YmtlJALKpG4ge3evoGoUtbeKZpkgjWVvvOFAJ/GgDxbxV8PtcvPF1xf2GhJNIwiSK+a5j2AKACWicHPT1FdtqcM1z4/wDDNrCiSHT4JJ7lwAuxSuwY+pPQV3NN2ru3YG7pnHNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsHxB4UsPEew3c97CyDCva3LRED8OK3qKAOE/4VRo3/QV1/wD8GL0f8Ko0b/oK6/8A+DF67uigDjIfhnokUIjN3q8hDbt738hY+3XpVlfh9oSqB/p5wMZN7Lk/+PV1VFAHEy/C/RZBJi+1lN7bhs1B/l9h7VEnwq0ZWz/amut7NqL4ru6KAOD/AOFUaN/0Ftf/APBi9L/wqjRv+grr/wD4MXru6KAOE/4VRo3/AEFdf/8ABi9H/CqNG/6Cuv8A/gxeu7ooA4T/AIVRo3/QV1//AMGL0f8ACqNG/wCgrr//AIMXru6KAOGh+F2lQTLLHq+vq6nIP9oMcH8RSz/C/S7mZppdX15nbqf7QYfoBXcUUAcKvwq0hGDLq2vgj/qItViP4c2MNwZ01rXhIV2k/biePoRiuyooA5OLwJbwxiNNd10KOg+2Z/mtP/4QiH/oPa7/AOBY/wDia6migDlv+EIh/wCg9rv/AIFj/wCJqnB4Amjnd5fFeuyxnO2PzlG38cV2tFAHHWvgrUrNWEPjDVyWOSZNj8enIqZfCmsLnHjDUzk55jjP9K6uigDlG8La2VO3xjqIPqYYz/Ss5/B/jEu2zx9cBc8A2SEgfnXeUUAcF/wh/jP/AKH+4/8AAFP8aP8AhD/Gf/Q/3H/gCn+Nd7RQBwX/AAh/jP8A6H+4/wDAFP8AGj/hD/Gf/Q/3H/gCn+Nd7RQBwX/CH+M/+h/uP/AFP8aP+EP8Z/8AQ/3H/gCn+Nd7RQBwX/CH+M/+h/uP/AFP8aP+EP8AGf8A0P8Acf8AgCn+Nd7RQBwX/CH+M/8Aof7j/wAAU/xo/wCEP8Z/9D/cf+AKf413tFAHBf8ACH+M/wDof7j/AMAU/wAaP+EP8Z/9D/cf+AKf413tFAHBf8If4z/6H+4/8AU/xo/4Q/xn/wBD/cf+AKf413tFAHBf8If4z/6H+4/8AU/xo/4Q/wAZ/wDQ/wBx/wCAKf413tFAHBf8If4z/wCh/uP/AABT/Gj/AIQ/xn/0P9x/4Ap/jXe0UAcF/wAIf4z/AOh/uP8AwBT/ABo/4Q/xn/0P9x/4Ap/jXe0UAcF/wh/jP/of7j/wBT/GrVp4b8YWofd408/d/wA9bBTj6YYV2dFAHKLovi5VAPiq3bHc6eMn/wAep39j+Lv+hotv/BcP/i66migDkl0Pxcsrv/wlkJDY+U6eML9PmqT+x/F3/Q0W3/guH/xddTRQBy39j+Lv+hotv/BcP/i6jbR/GXmpt8UWflYO7On857Y+autooA5KXR/GeF8nxPZk7hnfp+OO/RutQWmkePSz/bPE2mhf4fJsST+OWFdpRQBws2kfEbzn8nxLpBiz8u+yYNj3waZ/ZPxM/wChk0X/AMA2/wAa72igDgv7J+Jn/QyaL/4Bt/jR/ZPxM/6GTRf/AADb/Gu9ooA4L+yfiZ/0Mmi/+Abf40DSfiXn/kZNF/8AANv8a72igDlBB46CgG90QnHJ8uTml8jxz/z+aJ/37krqqKAOV8jxz/z+aJ/37kqSKLxoCvmXGjMN2ThZBkenSumooAyVPiAIN0emlsf89HGf/Hapz3Pi1IozDp2lSOc71Ny42/8AjvNdFRQBy323xt/0B9J/8DH/APiaPtvjb/oD6T/4GP8A/E11NFAHLfbfG3/QH0n/AMDH/wDiaPtvjb/oD6T/AOBj/wDxNdTRQBy323xt/wBAfSf/AAMf/wCJo+2+Nv8AoD6T/wCBj/8AxNdTRQBy323xt/0B9J/8DH/+Jo+2+Nv+gPpP/gY//wATXU0UAct9t8bf9AfSf/Ax/wD4mlS88ab1D6RpIXPJF4+cf9811FFACDpzS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWdr2pHR9Av9RVN7W0DSBfUgVo1HPBFcwSQTRrJFIpV0YZDA9QaAOA0658TRaFB4puNZS4gktWubiyMIVVG3KhD2weuetUv7V8SaQ+j3d1rYv7bXiIxGkABtnaMsGQjqoxzmui0z4daJpV81xBJfuhVkFvLdM8KqwwQEPGOeKj0z4a6HpMrSWs2o58to4xJcl1hDDBKA8KcEigDzbSvHfivV7vw3pRupbXUriOcliFKXSbGMb+3zDB+ldFpaeLX8cXWkN4iuHaytraeRJApVi+d4/Dt9K6zTfh1oOlzaRNbpcGTSTJ9lZ5ckB85B45HJqS08C6dY6/da3De6j9tulKSs1xkMOwxjtnigDgPDPifWrnxTa2Ka1f3dwb2SO4t7mALCYVJ5R+7D2rrrS11i2+JBtJfEN5PYm0a6Fu6rtB3hdv05q7b/DzR7ayito57/8AdXX2uOUz5dJO+DjgHuKmt/BNlb+IRrY1DU3vBwfMuMoVznbjHTPagDz7UfFnibRfEus3r3d5NpdpqCWzAwKbeNG2dT1BAb+XrW1P4k1u28M3d82sRmePWxZRk26/NH5uzbj1I5z7VuXfw10W8luzNc6iYby4+0T2/wBp/du+QeRjpwO/apJPhzoUmsHUSbwFrpbtrcT/ALkyjoxTFAHMXuoeOrbxLp+lNrFvHLfRTzKgtlYKEPyrnvkYrpNUTxL/AMJFpEVtrEcFpdKftERgUspVcnaT6mr974Psb7xLb69JdXy3luNsQSUBEB6gLjoe9VtW8FnVPE1trf8Abmo2724xHBEw8scYPBHegDE1fV/FE1xrF7pOq2UFhoxKy28tvueYqoZsntntXMax8U9ctbfU71IzBZSWcEtpKYwwgmddwRvXdjGa9D1LwDpOqX9xeTTXyG5CC5jhuCiTbem4Ac+9V774b6NqUuqfanuGttQjije3VgFjEf3SvHBoA6PRZ5brQ7C4nffNLbo7tjGSVBPFcx46vPENjeaONF1JIFvLpbZ42gV8ZySwJ9h0rr7S2js7OG1iyI4UEaZOTgDArA8U+Ef+EnlsnbVbu0FpIJY1h243jo3NAHGeJfHOu+HfF97przCTTYdPSWW6EIzbu3AcjuCe1ZfiLx74s0zw34XvVuglzqFrJJOkdoJCzDlSB2BGK7+58A2d7q15f3d9dTNe2QsriM7drqO/TrnmiLwHa20+hvbaheRR6REYoo8hvMVuoYkd+lAHP2Gq+NtSlttDXULGDURZrfzXjQZVkdsIgTscA5NZ2t+ONbtf7Mmn1m30qF3uLW7b7L5o86E43L/stn9K7vxF4NsvEMkdx9purC8jjMK3Fm+xyhIyp9Rx+FVR4BsEudKMd1cC106Jo0tm2usm77xckZJPGaAOD1X4l+LNDs9C1G5sUngmikkuYUTDSJuwjj+7njioR8S/ET/DZ9ckvLa21NtSMEUMsQC7B/CfTjvXfaf8Praw1WG6Gp3k9vAjxxWk210VGOdvIyQD0qhYfCjTLTVob2e+ubyOKaSdbadFMe5/vEjFAGXrnizxPf8Age18U6BeWlraJYNcXIeLeWlBAKj071LBf/EH/hCdYvLi6tFvLdEurS48gBZovL3su39M1oyfDMDw1qWh22u3cFrfTtMwEa4UMOUA/u/4Vq3/AIVv7vwQnh2PXZoZRH5T3giBZ4+Rtx06YH4UAc/Nr3im10rwzpxv7OTVtbd/9MMGEiUJvA29zyBWZrXjfxXoOlbJmtbq+s9VS0laKPAuIyu7gfwnFdWvgP7T4d0/TtT1i6uLvT5PMtb6JRFJGcYA4zxjj3qpP8Mrd7G2gi1e881L9b+eebEjzOox7YGKALPgPxHeeJptYu3u4bjT0nVLXZHtZPlyyt64PFdpWJ4e8Lab4YF6umoyR3c5ndCchWPXHtW3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFcZ8S9fvPDvhcXem3sdtfNOscKyRhhKT1U+gxk59qAOzorzW9+IurW3hHRdctdIgvRfRgSRpNgpIASR9MA1FpvxXuNStvsSaLt8QyOBBYNKAHRhkOW9MdaAPT6K4S18dai9xb2l7owtrtb+Kzu0MoYL5gO1kPcZFUrr4ha1bQ6xt0SCa40rUI7aaNJsbo5MbGUn+LJHHvQB6RRXmupeOPEsXhfW5I9EittZ00I8kTS7kWNxkMD3IHUV0/hrU/EF7o7XOuaTDazeWHiWCYP5gxn8DQB0dFY/hnUr/V9EivNSsPsNw7N+43ZwAcA1sUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFeZeOPGGs6P4z0+wt7m20+xULK0tyjFLjJwUyOBigD02iuT8ReJtQ0TXtDt0tbaaw1O6S18zed6sQTkDoRgVkeMviHd+GfE8OlRWUTwPbrO9xIrkICxBzt6AY6+9AHodFcbrnivVLe/a30WytLtYbD7dNJNKVBUk4C46/dNdBoOrw69oVlqturLFdRCRQ3UZ7UAaVFct4m8Qatp2rWGnaTZW1xLcxSyu1xIVChBnjHXNZqeO7rU7XQ49Gs4G1LU4nmaG5YqsapkPyP9oYFAHd0VkeGdXk13w/a6hLAIJZNyyRg5CsrFWAPcZBrXoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAori/D/jW51Txpq/h+8s4oVsyfIuI3JWXGMjnuAwyKafij4dGrCwX7a+bgWwuFtmMRfO3G/p14oA7aiuHu/ir4Zs9R+yM95IPN8nz47Zmi35xjd061Zl+JHhyHWRpjTzmXzPKMohbylf+6X6ZoA6+iuW/wCE+0b7NbzlbsLNemxwYDlJR2b0HvVOf4qeFrTV30y6upoLmOcwOskLAKexJ/unsaAO1orz2++LOkab40uPD91b3YMYQJIkDMWdic8f3cbefc16CCGUEdDQAtFctrHim9tNWm03SdFl1Ga3hE1wwkCKgPRQT1YjtVVviZ4ftbK1m1OWWxnuI/M+zyRkugzjnHTpQB2dFcX4i+I+jaRpkUtte28lzcQie3SQMVZD3O3kVFp/xO0U+FtJ1fWJkspdRjZlhXLn5Tg9OcUAdzRWFceLdEtPD0OvTXqrps20JNg4JbpW2jrJGrqcqwDA+xoAdRRWZrurHQ9HuNR+yTXSwKXaOHG7aOSefQUAadFYsPiWwk8JxeI5S0Ni9sLk7xyqkZ596y4/iDpcnhSy14Q3Gy+k8q2twuZJHyQFH5UAddRXN6T4tTV9O1GeLT7pLuwkaKaybHmBh29OavaDr1tr2ix6nGjwRsWVkmwChBwQaANaiqV3qKwWM1xbRm8eJciGBgWY+grnrPxs91Jqtu2gajHd6dGkj25UFpN/QLjjOOaAOuormNJ8XSalql1p8uiXtpPbQCdxJtPB6Lx3OOlT6N4qg1XT7+7uLO508WLssyXS7SABnP0xQB0FFctoXjiy1zU0sPsl3azTQm4tjOmBPED95T/StjT9b0/UzeC0n3mzkMU4KkbWHXrQBo0VhHW59R0uKbRYY5LqZFlSO5YqojJI3HH0/Ws8+No49XOnPYyu1vsS+uI2Hl20jY2qc8nOf1oA62isLW9bu7G5hsNN05r2/nQuoLBY4wDjc57CsO78WeIdE1GztNU0WC6a9LLEmnSFnDAZywb+HHegDuaKq6fepqFjFdIjxhwcpIMMpBwQR7EGrVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVhax4XtNb1rStSuZZd2nM7RxAgo5ZcHINbtFAHnbfCHSmBj/tbVRbfaHnFuswCAsCCAMcdTT4PhHosCT7b7UPNcxtHP5o8yEoMLtbHT2r0GigDkIvh7pceh3GnG5vpJZ5luHvXmzN5q9GDdselZv/Cp9OVLlU1jVR9rninuGMwJkZOmTj1wfwFeg0UAc4vg2wM2tNNPczpq6BJ45HyFABHy8cdaj8P+C4NAtrmIapqN358Xk5uJshExgBR2IHeunooAyvD2hQeHNGh0y2mnmiiJIed9zHJz1rVoooAKKKKACiiigAooooAKKKKACiiigAooooAK4fxd4BbxPrVpcnUrmKzPyXtsr/LIgGRgY4OevtXcUUAcd4o8FXWv3WlS2mtPYJpsyzQRrAHAZRgHk+lSa34S1PWU8o+JLiCCaEQ3MccCfvFxhsHquefXrXW0UAcTqnw+S4SBdJ1a50wJZrYSCNQ4kgB6c9Dyeferl54OJ0bSdL0nV7vS7fT2X/U4JlQfwtmuqooA5vxD4Ym1m+sr601OSxurRXjDCMOHVxhgRkVTn8CRRWekLpN81je6YjRRXPlhyyMDuDDIzknP1rsKKAMvw/o0Xh/Q7bTIpXmWEHMkn3nYklifqSa1KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAprglGCnDEHB9DTqKAPNofha1nq+m6pa6n/AKdBfPc3Uzq375X+8oXOB6fhWpa+EtcsJobG11uBdFjmM3lNagzZL7yu7OOpPPWu1ooA4ax8G61p6Sadb63CNK+0tcx7rYPMu5txTJ4xnPPWopvAepNbf2RDq0KaK1z9oZTBmb727buzgjPfrXfUUAefat4J16a5uo9N1azTT7i9S+Mc8LF1cEEjI7HAqnrfgDXdXs/EXm3OnNc6lJbtAQhGwRsCckjPIr02igDiNT8K66/iqLXNLv7GGZ7FbSfz4S+0q27envyRzXZwq6Qosrh5AoDMBjJ9cdqkooA5LVdD1+31q41Pw7eWitehEuIrxWKptGAy47+1ZV54L1+21WbU9Kv7Ce4voljvVvYPlBAxujxnHXpXoVFAHl0fw81vw8mfD91Y3Mt1biG6fUEJCEZw0YHux4+lYFz8GtXfRNHK3du+qWcLWzqJWjj8sszAggZz81e4UUAcJbeE9Z0v4fWmh2MmnSXsUoYm5jMkQUsSeD1Iz1ruIlKxIrY3BQDgYGafRQAVi+KbTUb/AMO3llpkdu89zG0J89yqqrAgngHnmtqigDg7Dwjqt54Dt/DerzRWhtEiSKazk3+ZsHG4MMYyBxVHw94H1jT/AIfXmh6s1tf3XnM9qfNKhATnIYDKnOTxXpVFAHC+DvB9/wCD9B1B4jDc6veSecwklYoD0C7zyQB3xUvh/QtTudFvtE8T6ZZpau5YPaznE25iTnoRiu1ooA5/QfBuieGZ5Z9JtWhklTa2ZWYEZz0Jp3hnSrzTLK7lvnWS/vLmS4kwcgZOFUH0ChRW9RQBzPh3Rb7R7XVr25Mc+p3873LIG+VTjCIGPOAABWBpuneLNWOt6fr2k29lY6mrfvorsSGMlcABa9FooA8/8K+H/EMOtWM+sW9rbWuk2jWlt5Um9p84G8/3eB0runt42ilRVVPMBDEDrnvU1FAHHW3hXWdNnju7LW0kuAiwOk8OIvKGNoVQeCOee+awtQ+E32jTdWdNcvX1XUJRNJIX2RMwYEAqOwx616dRQBwXijTPEE09o+maWJpraACK8hvRE4fHKuG4ZM06TTPF51y21C3h0xJZrSKO6mndmMTDO4Io9c+vau7ooAp6bZtYafHbPcSXLpnMsmNzEknnH1q5RRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZet6/p3h6zW51Gby1dwkaKpZ5GPZVHJP0rUrkPGem6pLqGh6xpdpHeyabO7SWrMFMiuuCVJ4BGKAJIPiBo1zJaiFpfLlumtJHlQx+RKBkBw2CMiuhk1GyitTdSXkCW4/5atIAn59K4XUNO1DxBNpjXXhSO2tzqnnXcbSI5dAmAzDoSSf0rhtc8A+K7zwfPpthYvC0OryXMMG9dskTfd78Y9KAPc11Kxa1+1C9tzb/89fNXb+ecVm6j4q06wsIb5Ga8tpJkiMloVkCFzhS3PAyR+deSeG/BHinT/DB/tPR1vJodSW5fT5JgI7hNpXgdAQcH3wK6PUdD1HU/CWrabp3hQaHcXlxAqNDKp+VWB8w4xjaB0HrQB6Xb31pdSyRQXMUskWBIqOGKZ6Zx0qHWNXtNC0ubUr5nW2hGZGRCxA9cDmua+HulX+g6dc6TfackT28pAvkx/poz99u4b1zWv4xt7q88Jala2Vs1xczQmOONSAST3yaAG6T4x0bV5pIYLiSGaOMSmO5iaE7D/ENwGR71qrqNk8bSLeW7ImNzCVSB9TmvM4/BOsReEbm8aW7v9dmtVtUS9KEwR5G5UxwfbNZfhTwT/YkfiuLXbaS00W9hQRy3cqkgjqTjgHccigD2Rbq3eUQrPGZCNwQOM49cU6aaK3haWaRY41GWZjgCvMvhHZXOpWr+KNRmjnmaFbC0ZDnEMfG4+7HmvSb21ivbOa2mjSSOVCrI4yD9aAKuma7pmsWkdzY3kUscibwA43AepHUVZhv7O4fZBdQSuOdqSBj+Qrzbw9o19YaK+jW3hYWN8LSWCXUvkwWwduO7A/pUPhHRtRTWdD/4pZtJfTldL28LqBcZTGBj7wJ55oA9TjuYJndIpo3dOGVWBK/X0qWuO8J2H2XxLr8v/CONpnmyqftJm3i65PzAfw//AF67GgAooooAKKKKACiiigArE1bxboehXAg1O/W3kIBAaNzwenIBFbdecavq2o6xqTeHZ9InjuxqKNDcCDMPkKQ24v68EYoA7yPU7KSKCUXUQWdQ0W9tpcH0B5qsviDSm1i40k3ka3tuqM8TnacN93Gev4V5b410+L/hItZGs6NqOoS3MKjRprWNmWAhcY4Pyndg5rGfQmvNT1u98Q6ffS6la6LbCGaKJiRchRkqRwWDFf1oA94lureAkSzxR4AJ3uBjPTrUwIIyDkV4le2Nh4p1Q3Oq2GpPNFoC7Q8LqDcAMecdWGVxXo/w8luZfAWkG9E4ulgCy/aAQ+4eueaANHWPEuj6A8KapfJbNPnywysS2OuMA1chv7SeyjvYrmJrWRQyTBxtIPTmvLvizbXt14m8O/Y7i7s/LWYyXlvbNL5QIx0Hr0rkLjTfEjeH9FsXtXGi27zxlp4JGW5bdlJHjX5gTlsZ9KAPoaWWOGMySyIiDqzMAB+NVbjV7C1urS2muVSW8JW3XBIkIGcAjjpXjqW13Jp3hWPxFFqN9oax3CXKLFJzJu/d70zuIA6Z9qi1rTbmfwdp+leEI9UjuW1KaW3N1EyNGmGBGcfKMHAzQB7kkiSruR1YZxlTnmory9tdPt2uLy4it4V+9JK4VR+Jrk/hlbWFp4Uihs7S6tplwLpblSHMuOTk9fqKXx5E3naFdzWT3mnWt75l3GqlsLtIVto+9hiDigDptO1bT9WgabT72C5jU7WaJw20+h9Ku15rr+o6VNoUjaZo0qxaheCO5lazcbSqZDlFwWHAH1ri4kv7nwVJaXj6wPsutbLeWCKRHFsynJA67evXpQB79RXzgZL+08F3kk97rKutzZsJbgusiM3EgQn8a35bjU7G314aNHrV3oktvDFELhpAySsfnYZ+bAHXFAHuFVLDUbfUoHmti5RJGiO9Cp3KcHg15v8ADYSafpfiC0v7m/uLKIq0bSQyrhCp3BA2W61Stru9/wCFX6xp2mPq6XFtcnypGifzhbmUYKk8k7M0AewUV4NZ3Mv9oeLbXTtT8QTJFpaNapcmTeHLcsoPPUDH410/hSx1DRPHlnbrqOsX2mXml+az3hZlEu7pz9047UAeoM6xozsQqqMknsKzLLxJompXItrHVrK5nIJEcU6sxx14Bqxq3/IHvcAkmBwABkn5TXkvgPwzqDeBLm4nffex2ciWcP2Ywy2sh3fxdWJz1oA9noryLRNSmup9D8x9ZFwulSxaj5iSqpkEYweeN2d3I5rO0bTvEulR+GdSttQ1m8ur+K5F3DdMxSNhGSgKn7vzYGaAPYH1ewTVk0t7lFvXQyLCc5ZR3Har1eJ+HYFg8c+H7r7Xr105jlW6F7FI0cUjAdCRxzkV7ZQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRkDrQAUUU0OrLuDAj1BoAdRTVdXGVYMPUHNOoAKKKKACop7eG5iMU8SSxnqjqCD+BqWigCKC2gtYhFbwxxRjkLGoUfkKloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAzdZ0PTvEFj9i1S2W4t94cIxPDDoatWdnDYWcVpbqVhiXaikk4H1NWKKACmsoZSp6EYNOooAyNE8N6X4eSUafAVaZt0kjuXdvQEnnA7CteiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvP/irJ5+jWWlWl3dwateXIFmLV2ViVGWLAclQuePpXoFVpbC0uLqG6mtYZLiDPlSugLJnrg9RQB5mfHV5c+D9NiGo2Wn6o8jWt9PfxskcMiAblIyCCc8c1y3hTxVeaV4T/ALKt9Tske61G4Q6jcsWt4lHOOTkbu3Ne2S6Bo88MkMul2bxSSea6NApDP/eIxyfeoh4X0BLd4F0XTxC5DNGLZNpI6EjFAHj3hnW9Q8O/DDxBdaVqmmyXdlqbNvdi0TqccLk9+cc10eq+L/Fnh/wkdWvZ9MvGvZI44Hs0LR2hbJJclsMO3Uc118dp4OGjXU62mkppqOROxhRY9yHvkYyDVzTIvD2q6CsWmw2FxpUvIjijUxHnPK4xnNAHmdn8S/ET+CNUvy+nS3ltPHHHPuVUKtnOVDkZGO55qTSfiRrzeEdevZ59Ou9RsnRYUx5Sru/vEttP0Br0S80rwzpGkXL3OmWEGnjDzgWylDjoSoHOM0umaT4ZvtHWTT9N0+TT7sLJ8luoSUdiRjn8aAOV+HfjXUNeTVbLVru2bU7VRIqJEY1RCOrHJBGe4NdP4N1G91Tw8l1qF5YXc7SODLYkmLAPABPpWlZaPpmmpIljp9rbJJw6wxKob64HNTWdla2FuLeztoreEEkRxIFUE+woAsUVTsNRttSjme2cssMzwPkYw6nBFU7fxRol3rcujQalBJqMQJe3VvmH9O9AGxRRWYuv6W+uPoq3iHUlTzDb4O7b69MUAadFU7fUra6vruzicma0KiUYxjcCR9elVJvE2i22uRaLNqMCalMMx25PzHr+HY0Aa9FY914o0Sx1mHSLnU4I9Qnx5cBPzNnp7Dp3rYoAKKKKACiimCRC7IrqXXGVB5H1oAfRRVa7vrSwjWS8uobdGYKGlcKCT25oAs0U1WDKGUggjII706gAooooAKKKZJIkUbSSOqIoyWY4AH1oAfRUSTxSQeckqNFjO9WBXHrmnRyJLGskbq6MMhlOQfxoAfRRRQAUUUUAFFFGR3oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArK8TR3M3hjU47Pd9pa2cR7Tg7sHpWrRQB5jZ6e9/8P/Cr2lguo2tsyveWaEDzSFIOc8Eh+Tn0rN1DwnqV8uuXNtpd1p0NzdWklpBA4R0YNiSX5Tx8pPFes2tpb2URitoUiQsWKoMDJ6mp6APO9M0W88KWvii0t49Qv7IxK9pHK/ms8jKdwGT03YzUOmaTeaj8JbXT5xdaPqFhGrBpD5eHTnqD909K9KqveWdvqFs9tdQrNC/3kboaAON+Hp1HVo7nxNqMrKL5VS3tkmLxxovBIHTJIzmu0uAptpA4YqVOQvXHtTLKxtdNtEtbOBIIE4WNBgD6VZoA4HwLDfW1hr1hqEOopAbyZ7RpiS5gIGMNnOetZHwq8P2el3V1LJFq0eqZk81LxTsVS5IIPQkjFeq0UAZ2urqD6FerpTql+Ym8gt0DY4ry3who93b/ABCs9Tmh1uXdZyQ3dxqHO2bGdq47deelex0UAec+Db9o/G/iGxSPUTYS7ZIJLmNzlxu3gM3b0Fc94C0u1HjrWL65bXFu3vZTCZ4mEckWOCSR1Bzj8K9nooA8c8HaNpz+P9Q1F59cku2uSYGuY2CSpsHLkjHDZx9BWZpcXjtPHsTz3t+0hvWW4t9rmHyO3JO3GOmOa92ooA8d06xk1PxfqFkdZ8T2ttHdBrKI7whPViWP8OeMZrJuJPHz+NZpbi41C2mF6FiggR3ie3z2wduMA5zzXvFFAHheo/2/G+vanYaz4geaxv0NhaNG+yRWI354+Zc7h7Ae9W7/AEiTTPileaje3HiBbe5hhuIDZbmV5M/NGccADoAe1e00UAMRtyK2CMgHB6ivJfiVpcGqeOdHF7eanFZxRFnENsZYlbPy9iOehr12kIB4NAHkXieee08d2uj2/ibWNKspYBhIIS0Ykyqqq8YAxkmq/i3Ude0nXH0+58RatawQWMf2GW3g3m9mwd28gdcgfnXsbRo7AsisR0JGcUrRo+Cyq2ORkZxQB4Fruu+K49Si+063rVjM1tbyXMFtbExxO2Q4BA7YB+pNerfDzVr7W/BdjeajvN0dyMzrtZ9pIDEepFdOUVuSoPbkUKqoMKoA9AKAPLPivres2F/p9rpWo3mmZRpDOkZdJSOiYUE5rL1jxbfa3oumR6lfXWnaVd2Aaa6trQu0tyDhomUjgY56c17M0aOQWRWx0yM4pDDFtC+Wm0HIG0YzQB4NB4ins/BPh+wl1K90vTJBcx3N3Fa5cyiQ7YypHAIJ4/Cqem+JLjw/8ONPlXXbrTbgavKnzwHDxk5+ZD2AIOB619BPa20ibHt4mTdu2lARn1+tNn0+zuVCz2kEqg5AeMEA/jQB5D4m13xBovgy0v8AS9avNSsdSlEkmpuoVrdD0CgD5QT3xxVK98c+IR8NVu/7VZJhchPtCQsJZIwpOA23GeOuMV7cLaAW4txDH5IGBHtG3HpjpQ1tA0XlNDGYhxsKjH5UAeFWfjrWU+E8upPrN0lxLfmIXF2h8xU2g4RgMD/eIxXYfBvxNf8AiXRL6a/uL24McyhJLlR029AQBnpn8a9DaxtHt/s7WsJh/wCeZjG38qfBbw20YjgiSKMdFRQo/IUAcz8RNcm8PeDrq/t5JYnDKnmxKCYwTgtyD0ry6fx2NR+HGsWmoaotzf2c8f2Kdo2Esqkgq2MDJ6iveJoYriJopo0kjYYKuMg/hUB0ywLBjZWxIwAfKXt07UAeYaZ8QNSn0XUrnTrptWgtoo3a7e12GBywDrtGNwUZPrxzUGka1r/inT9XsfD3iiW9WOITx6g1v5bJLu5i6YwRnGOletQ2ltbxtHDBFGjEllRAASfUCi3tLa0QpbQRQqTkiNAoJ/CgDy/SfFfiHVNG1nxXZLdSw2lsttBpsqY3TKF8yTjrgk/karfDj4k3Pi7X7jRrkz3Fs9uzNJPEFZW6FfkAGMevNeuRxRxJsjRUTk7VGBz1qBNNs4o5Y4LaKDzVKsYUCE59xQBzfw7uJZNBurd2LxWl7NBA/PMatx19OldfVHSNJtND02KwskKQRZxubJJJyST3NXqACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooriviDrWsaEdFutJJkDXZjuLYKMyx7CxwT0ICkj1oA7WivMNA8cXR0pXhu/7XuNQ1SW1sDcERLtXnkqvTA9KZ4g8eeIU069tLKxtrXWbC6hjn3Tboirn5dpI5z3yBigD1KiuN1XxVqvhvwst9rVjaG/eZYEjtpmaMluASduQOvQGsZPijdf2Bf37aG7y2tzHbgxs5iff0fJUNtHQ/LQB6XRXH+F/Fmoa/YapPJYW6vacQiCct5rbc4IZVK84HIrb8Pald6tolve31j9iuJAd8HmB9vPqOtAGrRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVxd1r3iHU9a1Wy8Ox2Hl6YFSRrsPmSUjO1cdBjvQB2lFeba38UZvCq6emt6LIrTRRtcyRSoViZvvDbktxVbxJ8Zrbw9rj6cNDu7tAkbpNC4w6uu5TjtwDx7UAepUV5pL8WJmu4IrDwrqN4k9mt9G6Mn+qI6kZ4xyMe1JqnxisbHTbHUoNKubizuYfNaQyJGYyDgqQx5YegoA9Morz7xr4zvLPwlYappVvdRwXpiY3aqh+zqzDhlJ5znHFaPijx5D4dvINOt9MvdV1CWEzm3tFBKxjqzelAHYUV5hJ8YoYdO069l8N6p5eotKluqBWZ2Q4wADnn9MV2XhLxPb+LdCTU7eCa3+do5IZhho3U4INAG7RXHfELxVe+E9Js7uzW2JnulgdpwxCA98LyazNG+IF8bjTo9Us0mt9VuRBZXlqhRG4OSVc7hyMUAeiUV5/efFOzstHn1KTSNQeK31J9PmSNQzKyjhuvQnA/Gm2fxZ0y40aS7l0zUor2O6Fo2niHdN5hBIwvfgGgD0KiuO+H/iy98WWepTXlt9na2ujCqGMxtjaD8yknB5rsaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArE17wzaeIJ9PmuZ7qJ7CbzovIk2Zbpz6jHH4mtuigDl7jwHos+lTacqTQRPctdI8D+W8MjHkoR92nW/gXRodAudIkSW4S6/11xO++Zz2Jc85Hb0rpqyvE13PY+GNTurU4nitneM4zhgOOKAMKLwbokHhy606XVb2a3aVXa5nvi0kLr02uT8pFMh+Hmi3GhyWX9p6pdRyyrKty1+zujL02tnA71yuraZpg+CWnteFkhuJbe5uHMhGWd1LnP4mqUN9Y+DZ9ZtvClxctp9wtvHBMp3xQ3BLZy75AXaOTyBmgD0bRvBmm6BY6jDHc3s325ds891cF3xt2gBj0wDWj4e0K08NaLBpdi0rW0Odhkbc3Jz1rzK21zXPE3wz8V2l1fb9RsWdVkt0BMse3IxwAc8jIHaltfF15p/wxuLrRtafWdRggiHlmAD7Nng9F+bHvmgD2GivMvhj4x1XxFqd9a3lyl3bRRK6zEKHV+jKdoAx+tdj4vvJtP8KajeW98LKaGEukzBSAR0GDxz0/GgDcoryfS/FXiOwRZLvUotWkudBOoxW6xqjCUEfKNoGRg/oazNA+IHig+fK8keop9gkm8shdyyp2UIAcH0bnigD2uovPh8/wAjzY/Oxny9w3Y9cda8U0H4ieKHuYnlmjvkms3cwNsDpKASNoQZA9m9Kp2PiC9X4gaDq0muRavdT6fKsltFEEMb7SRHwBznjnnigD3yoWubdJ1gaeNZmGVjLgMR7DrXiHh74meJri8gnupEnMyz77E7AUdQdqhVG7gjHNVtM1GTVPiJ4K1rUNetrq9u/NWS1SMRta/I2EbueWxzzmgD36iuRs9V1Cf4k32nf2pbTWEForm0SL543Y8bm+g9e9ddQBG80UTIskqIznChmALH0HrUleJa74YtfE/xomh1PxN5aW0cUlvaowVic/cH+c81f1fxrqmiRz2k2vQC8t9dS32uiKzWzBeo9BuPze1AHr1RyTRRbfNkRNx2ruYDJ9BXieo+MfFVnfeJr+08SWs+naJcwqsDQofPDkZXcOgGSM+1Z3xG1u88QaXqct1rNjaRadeBLbTgCJZCCAJA2c8gn2xQB9A1ymteCItU1g6naatqOl3MihLg2UgUTKOgYEHn361y19r3iceNrbw/pes6fHb3mnrOjzxhjbkADA5+Yk881B4w8b694d1iEWt9DcJYpEt/BJEqK7N1YEnd+XSgDU1v4V6dfyOBr+o2Yu4lgnXzVY3G0YGSwJJ+lR6l8H7bUrpbiTXb5XEUUR2pHyI0Kqfu9cE/nUvju9VPE3gud7q3e0bUFzCWAIYqcSbgeg59uaq+NviBrGia1d2emx25itbZbjftEnmA5+98w2jjjGaAMubwTrNp4u0zS7K41u302CwWzGpW0ka5ALN849BkAcZrbu/g5pUkTRWeo3dqkloLWUbY3LjOScspwSepGKztW+JmuI2lxaXZ2c7XWmpfM6gkEkkbQGYYBx161bu/HfiOWDw7c6db6ZG+po6TW13LgRMvJbeDytAGnq3gLUdR8E2fhlNdVIYAqvM1qGZwpBXGCAMYH1qh4u8J6illbazBd6pca9DF9meXSykLTRk9CGyMCu50STU5dLjfVltRdknJtWJjI7EZrlvGmr31xqTeGLS3shHcWLzTTXszRKRkLtQqQc8/hQBT8O+BL9NO8IT3t6YZtH82WSBkDs7SZyC2eoB54610/hPw2fC9hc2n2s3AmupLgEpt27znHvXnuk+Mrvw58PdDgsPsl1qEguD9ndmcsqyN91tw4HqT6U7WvGniDW/BHhjXNLFrZy3WoKk6sSVUgkYJzwvXNAHeeMPDEvie0soob4Wj2tytyGMXmBivQEZFJr/hKLWtNsYoLj7DeafMLi1nhjAVJB1OzoQcnj3rm/GXxE1DwnoFhItvZX+qXM3llbcsYR+IOQfar3hLxvqXiDwfqOrX2mw2NzaBtoZz5b4GQfUCgCrD8NtQh065sh4jdkudSTUJma2XczAgkcHGCyg/hUtx8N5p9W1HVF1uSG7nvo723aOEARMilACM/MCpweldV4b1G61bw5Y6heRwx3FxEJGWBiyDPTBPtiqHjTxNN4a061e1t457u8uVtoRM+yNWYE5duw4oAj8J+Fb3w7d6lc3etTai9+6yuJIwoVwMEjHbGOPaupryfW/HHilfCWvFYNOt9V03ymaS1lMqFHI5HuO9WdY8ReJB8OptSmutOttVheJ4hZ3O5WUkcPn1z0oA9PorzqTx9qui+H9bu/ENjZpfaekbRxWkhdXEnCkk9Bmqvhf4h+IfEdprCDS7CK9s4VlgYuwikGfmBJ5GBQB6fRXHeCdd8T+IbeHUNV0ywtNOuIBJCYZmaQscdQeAMZNddJv8p/Lx5m07d3TPbNAD6K4Xw1f6mnh/xFctDb/2lBezsU3s0RZRnjJyBVXwf428Q61cWK6rpdjbw6layT2bW8rMcp2fPSgD0SivJPCGteNb3WdX1jWpov7K06S4ilt4HzygyFVcc/XrWlofxD1m91PRk1DS7KOy1wObJ4LgtIm1d37wfTA470Aek0V5hpXjLx5rtvdTafoGkbLWeSF5JblwrlSR8oHNUvC/xU13WNStor/SLCCze4EMsscrZXOQCAfpQB65RXmmlfEq/v8Ax3Boradbvpl40i2l7CzfPsBOeeD07U7w94p8YXvivVbG9ttK+wWd8IZXM5V41ZQVCjo3rz3JFAHpPtRXDW1xdj4v3UV5aKiHTAbWZJiQ0YfncnTOT19BVR/H+rZfU00m2/sFLn7MZGuMXGd23ds/p1oA9EorzSHx94mGpXIudCs10611AWUtws53MWIClR7ZGa6l9SvrXx1Fp8zo1heWjPbqB8yyIfmyfQgj8qAOiooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApjoksbRuoZWBDA9CDT6KAMvTdCstN0oaYqedaKzFI5gGCgnO0Z7DtVxbG0W3NuttCIDwYxGNp/DpViigCGO2ghz5UMaBgAdqgZFJFZ2sCFIbaGNG6qiAA1PRQBBb2dtabvs9tDDuOW8tAufrinTQRXMZiniSWM9UdQQfwNS0UAV1s7VHR1toVdF2KwQZC+g9vaiGxtLdmaC1hiZvvFIwCfrirFFAFK20rT7OWSS2sreGSRizskYBYnqSabHoulwz+dFp9skvmebvWIA7vXPrV+igCjDo2mW99Jew2FtHdSfflWMBm/Gq6+GdDS7N2ulWi3Bl87zREN2/wDvZ9a1qKAKdtpdlZXl3d29ukdxdsHnkA5cgYGfwFXKKKAMt/DujSaqNUfTLY36sGFwYxvBHfNR3/hfQtVu/tV/pNpcXGAPMkiBbA962KKAMZPCmgRRXESaRaLHcEGZRGMOQcjP40658L6FeXJuLnSbOWYp5Zd4gTt9K16KAMg+F9DN7HeHS7b7THgJLs+ZcdMGl1Hwzomr3P2jUNLtbmbAXfJGCcDpWtRQBzeq+A/DOtvbvqGkwzNboI4s5GxR0AxTL34feFtRuYbi60eCSWKNYlY5+6vQHnmunooAwtU8HeHtZht4b/SreVLdQsXGNijsMdvaqd78OvCeoeQLjRoGECbIwMgKPQYNdTRQBBa2sNlaRW1ugSGJQiKOwHQVm674W0XxKkS6vYR3IiJKFsgjPXkVs0UAck3w18ItYxWR0aH7PE7PGuT8pbGcc98Cr0fgvw9F4ebQk0yIaYzbzBzjdnOa3GljTG6RRnpk07IPSgDnf+EF8Nf2KdI/sqH7CZBJ5fP3h3z1zUkXg7QrfQbnRbayEFjcgiVI2ILA+/Wt+igCC0tYLG0htbaNY4IUCRovRVAwBUGq6RYa3YvZajax3Nu/JRxxn1q6SByawp/FFn5s0VltuWg3edKHCxRFeoZzxkeg5oAdp3hDQdK0650+y02GO2uQRMmM+YPfNYM3gfwBYbrKays4jNtYxNKcttORxnsagHimwvtwfVp9WbzPM8jRYmdYl6AOVyT+lS3/AIksNOtpdZl8I6jJDEAz3Mlsu9R34b5sCgDUh0bwne3d9bpDbzT3kKx3ETEkuij5eD2A9KdZeAPDOn291BaaYkUd1H5cwDN8y5zjrVa31eDxH4h046ZbFobeIXM92y7Siup2x+uT1I9BXX0AZWh+HtM8OWr22lwGCFm3bN5IHGOM9BWhPClzbyQyAlJFKsAccGpaKAOds/A/h/T0uUtbHy1ukKTASN84PXPNT2/hTRbQ2Zt7JYjZwtBb7CR5aN1ArbooA5zQvBGieHZbmTT4JVe6ZnmMkrPuLdetR6X8P/DOjajHfWOmRx3EWfLbcT5eRg7Qema6eigDmtG8DaLoMt7JYLcp9t3ecjTsVyepA7GqVt8L/C1rtEdnKQGDYaZiCQcgmuyooA5G0+G/hqx1O11C2tZY5rWXzYAJm2xnuFHQDnpUtz8PvDt34gbW5rNzeO6yPiVgjOvRivQkYFdTRQBzX/CEaV/wkn9v+bffb8/e+0tt25ztx/dz2qCf4ceGbnXm1iaydrhpfOZDK3ll/wC8U6ZrrKKAOXbwFoj2+oQMty0d/cLczAzt/rFOQR6U+28PXP8AwnE2uXcyvbw2q21jECcx5++T7nArpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCwVSSQAOSTXLC61DxNqWyyla10OE/Pcrw92eQVQ9k/2hz6etHi2W81Brfw7pskkM95809ynSGIfez7t0H1rpLa3itLaK2gjWOKJQiIowAB0FAGNL4N0G4gjinsmlEY+RpJnZl9wS2c+9ZctnceC7lbyzuJ59FldI57WaRpGgJOPMVmJJGSMg/hWzq3iWw0lvIJe5vWB2WtspkkJ7ZA+6OnJxXK+K9M8VeJfDd6bi8j0OzWCSQ28H72WQBSdrvwB07fnQB12q+JNI0RYTf3qRtO22JACzOfZRkmsHVvG95bDy7LRJvPkO22W8fyvtDeiKNzfmBWf4cuLKw0HTtL0Cxt59Wkt0llJHywkjlpG9f9nOa6bRfD8WjrJe31x9r1F8ma8mxkDrtX+6o7CgDGi0PxL4otM+Jb7+zLaQc2GnNhscEb5TzkdCFx9a0bDwB4a06EQw6dvjVt4SaV5FDeuGJFW5fE9k1ybTTw+oXQUtsthlR/vP8AdH50l1p2pavHGt1dGxiWRXaK1bLSLzlWY9jnsB060AN+3aVpLzWOk2UUl3GAzWtlGqkZPBbGAPXmua1l9R1a+XT3SO71D5d1khJtrPPSSVuDJ/u/pWjcanuu5PDvhS1iWZFxcXe39zbgj1H3n9u3et3QNEh0HTEtUkaeUndNcSffmc9WY+tAC6Lotvotn5USjzZCHnk7yPjr7D0HQCtSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKZJIsUTyOcIgLMfQCn1yvjy9lh0WHT4UZpNSuEtCV6qrfeb8s0AHg61luPtniC8wbnUZDswThYFJCDHT3/Gm+JPEF2ur2vhrRww1S8QyNcFQyW0QPLsPXsB61Y0DX9Pm0uYwwm002xZreKWZgokCDBK+3vXGeC/FdxqVxquoWWk3WpXt7eOEuCgSKOFeEUyHtwTx60Ad9oHhyz8P2zJCXmuZTunupTmSZvVjXFeP/Hdh/aMPg61mjM9+xhurjPy26fxDjq+OMe9Q+Itc8Q316sEWqx2Npa5+2tZLkyMfuxRs33nJ4OOBmtzwX4C07QxLqVxYQHUbpvMJK7jED0XJ6n1Pc0AO8PebFp/2Xw5pRtoE/dveagpV5GHAbb1b6kitWHw1JclZda1Ge+k7xKTHB/3wOD+Oa6GoLu7t7G2e5uplhhQZZ2OABQAW9rb2UCxW8McMSDAVFAAFcxe6pfeItSfSdFzHYKB9r1IEgEHPyxEdW9T2qRTf+LVG5HstFLcg5Et0ozgj+6h4Pqa6OKK3sbVY4kjggjGABhVUUAQ6Zpdno9klpZQrFEvPHVj3JPcn1q7XLXviK8v4rpdCg8yCKFna/YZTIB+VB/E3H0rjPA3igaV4Zub66ub/W9YvZjPJaxoTJEOgBB4XA60AeuUVjeGNfj8T6HFqkVrPbJIzARzjDDBxWzQAUUUUAFFNZlRSzMFUdSTgVn3mv6RYR+Zd6naRLgnLSjoOtAGlRXI3vxI8N2sCvBcy37scCKzhaR8euMdKrt4+vXnSO08H65OjgbZWiEa8+uTxQB21Fcot/40uVDR6Pptp323FwXJ/wC+elRPp/jm+lRpNZ0/Tow3zJbW5kOPq1AHYUm4eorj7bwbqhuJX1Lxfql3BICDAm2IDPoV5qVPh14cUlpLeeZz955bh2J9+vvQB0F7qlhp0fmXt7b26+ssgX+dZ7eMfDiKWOt2RwOiyhj+AHJqa08M6NZQiKHT4SoGP3g38f8AAs1YXR9MRgyadaKw5BEK5H6UAUD4u0hrF7uCWa4RVJAit3JbHYcday7L4gJqCk23hvXiAQCXtQnP4tXXqqouFUKPQDFOoAz7e61GWULNpyQoereeG/TFaFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVzvjXxDc+FfC9zrFtZC8aBl3RF9uQTjI4PPI4oA6KiucTxroieHtP1q8uxaWt8oMbTAjBIztPoaZL4+8MQad9vk1WNbfzBGTsbKsegK4yM9sigDpqK53/hOPDn9ly6l/aafZIXCSvsbMZPTcMZH4ii38deGbuK9lg1i2kislVp5Fb5UDdOehz7UAdFRXO/8Jv4d/s2S/OpILeJ1jclGDKzfdBXGee3FWh4n0b7VfW5v41ksY1kud+VESkZBJPFAGxRWJp3i7QNWsp7uz1W3e3gGZXLbQg9TnHHv0rH8O+PIdf8AGOpaJAtvJBbwrPBdW84kWRSQDnH3Tk9KAOzorP1y+m0zQr6/t4FnltoHlWNm2htozjPbpWPpnj3w9qOm/af7VtBLHbieeJJNxjGAW4HJxmgDqKKyY/EujSz2ECX8TS6gnmWqDrIvqKtW2qWN5dXFrbXcMs9sds0aOC0Z9GHagC5RRRQAUUUUAFFFFABRRRQAUUUUAFFMkkSGNpJHVEUZZmOABXOHWrrXLhbbQgy2jKxl1Jo/kX08vOA568jgcdaANu91Kz02Lfd3CRjBIBPJx6DvXlPxA8X3U+owwafp20R2zNDc3JKFml/dgouMk/WvSdP8O2On3T3hMt1eOxY3Fy291z2Xso9gBXn2v6UmufFG1kiEsxiu4Y5hnAiWNN5I+pNAGxpPw9h0vR1m1i+m1a7t7RkiEoxFF8pztQcH6nmqWj66g8CaZpunTC3jSyT7VexAEQ5HKqB96Q88fia0/HPi6OzkTw/ps7tql0pLiCIytFFj5jtHc9s0fDvwzb2nhnRr24IluEtwYl8vYsW7knb3f1Y8/SgDQ0Lw4BJaX19GgW2i2WVvt5hBHzM3q7dz2rq6TpXMahr11qNz/ZnhwLNKH2XN5/yyth3wejP/ALP50Aamra3baRASyvPcH/V20I3SSE+g/rWZHo19rWoW2o64Vjht28y30+M5UEjrIejEenQVahtNJ8Mwy315dKJZP9deXcg3MfqeAPYYFU7i/wBb1rUIrfSYRaaURme/nUh29okPr/ePH1oA0tU1+z0vEI33F4R+7tLcbpG/AdB7nist9D1DxJNbXGuSfZ7KPEg02Jur/wDTRh97HoOK1tG8PadoMTrZQnzZDmWeVi8sh/2mPJ+nStWgBkcUcMaxxoqIowFUYAH0rnPG5ltfB2onT9sNzKgiV1XGCxA5/Oumqjq+lWut6VcabeqzW867X2NtP4HtQA7S7JNN0q0sowNsESxjHsOtLc6lY2RAubuGEt0DuATXPN4OvWjFu3ivWPsowPLUxq20dt4Xd+NT6N4E0HRGaSO2e7uGIJuL5zPJx0wW6fhQBVn8dwz749D0nUdWmUdYYSkY+rtgUJc+OdQCtHYaZpiHn/SJWlcD0IUY/WuuAAGAMCloA4G++HE2vyLL4h8Salc/MSbe2fyIgD/CAOSPrWppHw68K6K2+10iF5Nu3fcZlP8A49kV1VFAEUdtBDjyoY0wMDaoGBUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXNeMNC1DxDa2VnaXUUNqtwst2jhsyqpBCgqQRzz+ArpaKAPHPEPhbW/D9hFFaTG8gOtC7ts2zXBgQg5DjqwzSeNPDOuLpo1oqlzqdzfWztHaWrGONE6Ep94++TXslFAHmGteCPEOtabrF99psDqup2i2gjCPHCkWckkHJ3/Wta28MazeeDYbHURp1rqdpJE9u1qCYyY8bd+eTnBz9a7migDhdO8Kavqkur3Xil7NZL+1W0WCyzsjVd3zZPO7LZqAfDq4fwBqeg3OqGfUL4kvesuN2CNoIHUAACvQaKAPK9G+GmoRWd4NQXT0me3WOIRySyjcjAqWLsfl46AVd0Dw54vtvHq+INSj0ZIZrT7LPDabxsUHIK56kn1r0eigDN8QWt1feHtRs7Ly/tM9u8UfmkhcspHOPrXEaJ4Z8RWV9YXPiA6W1jpNq6ILGFjJOWUAhh7Be3WvSaKAPMfhjpQutQ1DXJZLoxwSyWenwXMPltBAGzjkZ5z+VdboWl6lZa9rd1dR2CW11MGg+zpiRgB1kPc10AAHQAUtABRRRQAUUUUAFFFFABRRRQAViXnjDw5p88kF3rlhDNH9+N51DD8M1t14v8QdGsm8aLD9k8OwRtaG5330HzysGwyg9yc0AdBbeJtA8Z32/UNZsF0tZB9ksjcBXnYH70oz0yOF/E13CavpEaBE1GxVQMACdAB+teB614c8BJaafrF/ot5paXUSvNDBdBTB823IjPJ9eMcVpj4d+CrW9vSmn6tex2VlHfAG5ws0bhjx3GNpoA9W1bx34X0TYL/W7SNnBKqr7yfwXNePSeKrzVvimR4dW1tmcyF7m9kGI+ApfbuxkDp61qeItD8K2Gl6L4i03w/YXemXzJGLNoP38pcHbtY9DnHFY3gfwno2peM7KLUdHgH2m0uJprc/dRlk2gAdsCgD1/RLTw5oVnIIL+xku5svcXTzJ5kznqSc9PboKXwnrlkfDdsLvUbFZlaRCBOuMCRgO/oBXB/EHw34e8LppzaZ4d0eWSaQ+ZDOCGZFGW2nIHTNaXgXwj4I8UeGxqUfh+28pp5VRmXkqGOPpwcfhQBd8X+MdLTW4dKvtegsNHe3Mk0sT7nuCSR5asudoGOfXNWbbxUs1pDaeGrWxs7VCoE99OiJ5fqiKSSceuKun4W+CT18O2Z+qVmeIPhz4csdFuLrTPDmlvNAhkK3Ctt2qCT0PXigDZtbPQI9Q/tG91mDUL3btWS4uUKxjuEQfKv5ZrbGs6SBganZAD/pun+NeT6VpHhVfA9v4l1vwpp4juQGSOyXlVP97c38qux2Pwzm8N2mtQeHBNFdzeRBBHDmV3zggDP9aAPTP7a0r/oJ2X/f9P8AGj+2tK/6Cdl/3/T/ABrzBrH4dx6ZPdzeDrmKSKcW4tXtD5sjkZ+QZ+YYBPHpWRqq+B10mHUbHwwsC299DBfW91aESiN842rnqeMUAezf21pX/QTsv+/6f40f21pX/QTsv+/6f415Ykfwu/si81G58ONaJaOqSxXFsVcFvu8Z71Pp9h8NL/w9d62fDX2e0tnCHzoMM5PQKATmgD0z+2tK/wCgnZ/9/wBP8acNV05pREt/amQnAQTLnP0zXlUMPw1k029vG8J3EL2arJLby2hWXYTjcFzyPU1oeHND+HXim5uIrHw+YZ7bbIRPC0bMp+6w55BxQB6cJEZQQ6kHkEGl3r/eH51xUvwn8JSkn7FOnJOI7qRQM9sA9Pamf8Ki8I/8+15/4GSf40AdxvX+8PzqP7Vb+f5HnxedjPl7xux6461y3/Cs/ChaJv7NP7tSo/evz9eeTUg+G/hIOH/saAuBt3knOPrmgDphPEZDGJU3gZK7hkD1xT96/wB4fnXLP8OPCbhv+JRECy7SysQfzzUVv8MfCltA8S6czh8/NJM7MPoScigDrt6/3h+dG9f7w/OuH/4VF4R/59rv/wADJP8AGj/hUXhH/n2u/wDwMk/xoA7jev8AeH506uF/4VF4R/59rz/wMk/xq43w40F1Cs+pFQu0A38vT0+9QB11Fcqvw/0dFCrPqgVRgAahLwP++qX/AIQHSP8An41X/wAGEv8A8VQB1NFct/wgOkf8/Gq/+DCX/wCKo/4QHSP+fjVf/BhL/wDFUAdTRXLf8IDpH/Pxqv8A4MJf/iqP+EB0j/n41X/wYS//ABVAHU0Vyknw/wBKeNlW71ZCRgMNQlyP1qFvh1ppilQalrKs4GGF/JlPpzQB2NFcF/wq20/6GLxB/wCBzUf8KttP+hi8Qf8Agc1AHe0VxDfDiJkiQ+I9fxECE/01uM1aj8ESRJsTxPrwX/r7JoA62iuUXwZMihR4n13A/wCno07/AIQ6f/oZ9d/8CqAOporH0jQ30qWSR9W1G93jAW6m3hfcCtigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5XUfCC6h4yttffUnCwxCE2bRI6OucnryMnFdVXiHjuNbfxfrjQW91K32SGTzUvWRLV2bBkKg9BxnAoA6rxj8LI/FOp3N7Dq09ibqARTxqiur7fu9eg9cU/Wfhvd6lbWgtvEd1Y3CacLC5eJBi4QA4yO3JP51ia14y8WR6zLpGkCGaTT7KKVplVStw7AZJLMNq8HkZ61X8TeP9dGn6kV1Kx0iWy02GfySvmPPJIOQpzjAPGRmgB03w+1jVbTRrO18Rm2t/D5WKCV4cLNMP4l9QOF/A1N4P0i80vx9pgvJ47hxZ3UTypwHcSZJx2qtLe3tl8KfCWoSXkU48y2MtvKn+sLNw24HIIz+NZN3rV7qvxZttI0a8j02ayN1i4lj3RyMxyQMHkUAela/4Kl8QeLbTVLu7hl0+3t3iFlLFuG5gQWz+X5VznhjwVrH/AArW40G31p7GX7fK0NzAuP3avjH0JBrM1z4j+ILfTNLYXmnWk1wtzDKzKWR5I+FKHryelEHjnUv+EK0Gy0iTZrb+cJo0iWQN5eQxJJAGWwfxoA9htYja2cEDymRo41QyP1YgYya5jxV4W1XWb6O60rXG08tA1tcRtH5iSRt6Ds3J5rnNQ1P/AIS34Ox+Ib1RFqC27yR+TO0YVw20kYPPTODXpNnIsllCyuHBReQc9qAOR1DwJKfCmk6PpWoLDJpuBHLcRCRWGMHcvQ1k6f8ADTUdO8Mx2TeIAl5ZXRu7G6jiCiFjncGHcHNbvjpXtILDWftdzBbWNyrXSxSbQ0R4OR37Vgaek7fD/wARa4L26eO9WZ7eO9feqRrkADGOuD+lAF4+Btau9ONzP4pmm1oXC3FtdqgEUWFK4VOmCpYH61nX/wAMdb1HTLpbnxNv1K7vIbqW48jCjygQoUdux/CtC01+/g8DeFY9Ijs0utQSOIPKT5UIEZYk9+i4H1rO8TeOfEfg/R7ma9TTb65e5jgtWtSdo3KSS68njHA70AXLv4d6tqOhX8N/ryT6peSxO9x5ACBY/urt7+9VbD4VXsOn6rDd6+Wlu9jQiCLZFBIhyHC+tafw08Z6n4ttr4apaJFLbSALLGjIsgI9G5GK6DxhNPa+EdTubW5ktp4YGkSWPGQR9aAObXwLr00Gqz6h4hjudUvLUWcc3kbUiizlht7k+tbGi+Gr/S/EDahLewywNYQ2hiEeCPLBwQfck1xOg+IvEtxpd7rFjeXc+nwaeZZH1WELmcDO1AMZXrk/Sry+OvFlj4Jm8W6np2miwa1SSCGGVjJubABPGMEn8KAPUaK8l8N/EzxBqEGqJd6XDNPb2BvImhR0BPH7shhnPPUVf+H3jvVfEuqXljqUunrOkAkjhjR0kU5OdwbnHTpQB6XRXAaNr13pPhrxFqGoRpPdWl/KGWJztY5AGM9ByKxU1/XtK+IHnau8IgfS5rp7a0nMiEIAQMEDB/nQB6zRXkfhP4na74k1ia2bT4IYZbWSa3LJIvlsq5UMSMNk+lX9D8aeKZ7jQ/7UsdP8nW4XNr5DsWR1Xdl+PunI6dKAPTaK8y+GmteLtVM8ur3OnS2CXU0JIJEwcN0HYivTaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArJHhrRRqNxqH9m25u7hSk0pTJdT1B9RWtRQBgXfhDwzNbRLd6TZmG2jKpvXAROpH0rzX4h6La+N9FWPw1pMZg007Xv8AygE8tOqRnq2OenHGK7rxIH8SapH4Yt59ttt83UyozmLoIs/ws2fyBrp7Ozt7Cyhs7WJYoIUCRoo4AHQUAeXW3w+0/wAbaBZNdaxbvBBEsVuumwhVjjA4U78tnv2rgrrwtZ+H/iFbeGbm+MdlAHuobm9RHQoVyQehPze9e2ah4B0m81U6lbTXum3LHMjWE5hEh9WA4J96r6X8M9A03WBqspu9Ru0XbG9/MZtnP8O7pQBxvhSytfE/jC3j1zTLKCTSLbfYxwoVS5jfpJsbkAenvXoR8C+F2gSE6HZ+WjMyjZ0LYz+eBWHFAuo/GeS6gMSppenCKbH3maQ8D8AP1rvScAn0oA5298CeGb/SItKn0mH7FExeOKMlApPXGD3rR0bRtN8PWEenaZCsECklY9xY+5yTk1TafWNXMT2W3T7Msdzzx5mcA/wr0XPvk9OK1rW1jtIgiFmOSSztliT1OaAEuLa21Kzkt7qBZreUbXjlXhh6EGq1/oWmanozaPdWiNYMgQwLlQFHQDHStKsbxR4itfC3h661a7BZIV+WNfvSMeij3JoAwbvSPC/hzRv+EbtNKNyL1yyadHIWZjjlssflUY65FRweFLGy06TS/wDhDoXsZRvfyroOxYdMlyDnk4OaPhzpOotFeeJtdgVNV1V96DcSYYMApHg/dxzwK7okDqcUAcb4ek8NeGJG061sLjSXm+c/alfDf9tCSvH1ro9S02w8QaTJZXai4srhcOEcgOPqD0q5JFHNG0cqK6MMMrDIIrkL61n8Fyz6xYyM+icvdaeBny89Xi9P93gUAbkXhvTIdAOiRxSDTypQxmZydp7bic4/Go7Twpo1nor6Mlpv05xtNvM7SKB6DcTj8K1redLm2injOY5UDqfYjIqWgDmrTwJ4esluhDZyf6VD5Epe4kYlP7oJbj8Kl0/wXoWlyzTWtrIs80ZieZ53d9noGYkj8Kt6j4i0nSb21sry+iju7pwkMGcu5J9B2961aAOesPBOhaat0tvay7LpSs6SXEjq4PXIZjz79aqWPw38LabdfabbTWWUxmIlp5GBQ9VILdPausooA5ay+HvhnTrgT2tg6Oqui/6RIQgYYbaC2Bwe1XLXwjotkdN8m1cDTSxtMzO3lbuDjJ5/Gt2igDm4vAfhuDVf7Si01VufMMoxI+0Oerbc7c++K6SiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrX93FYWE93MwWOFC7E+wqzXIeLRJrOq6Z4aiOYbh/PvsdRAvbPbLYFAFzwfZuumPqtzbLDf6o/2mcAcgH7in6Lj8c1viWNpGiEiGRQCyhhkZ6ZFc9458Rjwp4QvNRiaNblE2WqMM75Dwqgd64Hwdd6vaafPfanp/iFNVv5WnuWitAyc/dCnPCgY4oA9jqrqN/b6Xp1xfXThIIIzI7E9ABXkms/EaTQbsi41jVYZZM+Tb3OmqR16Hac1n2/iDxH44uoY9d0XU49FtHEhW0tTm7YdA4PRe+KAOr8GXVvoXg7UvFmpRPDNqNw9yTJy7KTiNc/lj60eDfFI1LxdLaeZPfXk8BmvJA+YbHHAhXsTnqa87+MHjD+2307w/pNtqVpJaN5lxbGEoVUDg7R1wOa7/wAC6rpGgeGLW30fQdanidRI9ytrkzMRyxOaAPT6K5b/AITQ/wDQua7/AOAh/wAarXnxDt7BVa50DXUDHA/0In+VAHYkhQSeAOTXlltJB8S/iJJId0mg6Aw8sDOy4uM9T6ha5j4hfGNNU09tC8PQ31vcytsupZISrxLnkAdc12vgbxX4R0+w03w5pdxO0xwgLW7jzJD1JJHr60Aei9K4WG8k8X+PZrZE3aJonDsG+Wa6OCPqFH6mrXjrxDc2FtBomjkPruqEx2qH+BR99z6YXOPetfwv4etfC+gW2l2pLCMZkkb70jnlmPuTQBtVg+M7qGz8GavPOqNGts4If7pyMDP51vVwXjSceI9c0/wdavvEki3GpBf4IFOQCf8AaPagDpfCsElt4T0mGUgyJaRhsHP8Irh/if8AEqfw9bSab4fRbjUiMSzDlbcnoPdz2FWPF/jK5iln0Xw8YYls4/8AT7+RgEtEx0Hq+OgHpWP8OvBkGpXaa/cRynTIJS+mpMcvOxyGnkz1JPI9KANT4XeA/wCyrBPEGuCS51+9XzHe4O4wgnO0Z6H1r0yiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAa7rGjOxCqoySegFeU2+v+JUuNd8VQaNaS2jny7W4uLtYkECZ5555POe9dp48N4vgXWPsETSXJt2VVXOSDwcY9s15hZnxL4y0/SrK08Pz/wDCM6cFjnt7iZYXu2UDGc4IXNAE9kvjf4mXOkeIjp+m6fYWbl7aK6ZnEjZx5mAOcY4zXXazodxFZCbxT4xufsJGxobaMW/mOegyCWPsBVybX/E9har5Xgl3RcKscF7EcD6elcBqOo/Ee7vLvUZ/CTeepC6eks0ZitQcgtjPzP0wT0xQB2nhbTPCtncS28Wj/Zp9gmEmokPNIv8AeIYll59QKxPGvxbNp5WneErb+0Lu4l+zpdgZhSQ/wg/xEV55ofg/xnFrV3qHibQdV1FbrBlijvI4xNgnhznOOeAMVa8SeH/Huo+ILW90LwtPpFnaQ+TbwRyRHywfvEc/ePr196AJdRnsfAXjDRNQuZn1HWE3ya5IGLbFkGMHGRgZOBXqljpvhzxDK+seFdY+z3Kjbvs5d0YPH3oun8q8P034ceL4ZL86l4f1O8jnRtqfaUAd8Hazndk4POKq2XgH4laTLFLpOjXWnTLF5bvb3Cgy8k5b5uv+FAHqet/EnX/DGty+H44LTxDelW8lrU7ZUYDOJIxnHc8HpWfc/GSTTPAu6S8ttR8STozmK1XCWqk8b/dc9PWuE0vwX8UtMurmWLTr2M3rD7XMkkfnOuecOTkHrXosfhnSbRLYR/DDUbiSEh/Ommj3u+fmLfPz64PFAFz4Q+CZ7a3l8W6+xn1jVBvBk6qjeo9TXdeJdd07wvpv2qaOM3DnZawKo3zSdlUDvWZd+NrnTLB7mbwjrSQQrk7EiOB7APmvNLD4gJqPxD/tPxDomoqqLjSLaUIixn+JsuVBY/jQB6P4M8O3rTv4n8SxKdfuwQE6i1i/hjX0Pqfeu2rybVvjpp2jarHaXWiXwjKb2dZI3IHPZWI7etWNQ+IHijXfD8V34M8J3sguAdtzdlEAHIyq7ufY9KAOg8ZeOYfD6/2fpyC912YDyLRecZ/icj7qjrzXmEnii+tLK5sPC9zDqnizU3aXU7uIZjtxjGFY8AD61iaP4K8cTalIPEWkam1jcv5l41rLH5s7A5AJLfd7YBFbL/CvSl+2tb+HPE6POjLGC8O2InoRh8nHuaALPgbw1ourWMY8S+ILC4e0l8z7FbXKkFieWlb+Mk9u1e6xJHDGkUSqiKMKigAAewr5kk+F+q6PdadeaP4Z1C/lhy1xHqRjSJm7YCPnGfU16L4VfxFa6lNrviDRNbvNVmBRYoHiFvAmeFUeZz9TQB61RXLf8JZqP/Qoa1/5B/8Ai6P+Es1H/oUNa/8AIP8A8XQB1NFct/wlmo/9ChrX/kH/AOLqOPxndyvIkfhXV3aM4cK0JKn0P7zigDraK5EeNblrlrYeF9VM6jc0QaHcB648zNS/8JZqP/Qoa1/5B/8Ai6AOporlv+Es1H/oUNa/8g//ABdA8W6genhHWT/35/8AjlAHU0Vyg8YXrSmIeFNYMigErmHIB6HHmU7/AISzUf8AoUNa/wDIP/xdAHU0Vy3/AAlmo/8AQoa1/wCQf/i6q3fju7siol8G+IW3dPKgST89rHFAHZ0VwB+JzCVYj4P8SiRgSqG0GSB6DdT/APhZM3/Ql+J//AIf40Ad5RXB/wDCyZv+hL8T/wDgEP8AGmzfE3yZliPhDxKWbO3/AEL72OvegDvqK86X4v6aA32nQNft2CBkD2RO/wCmM/rVhfizoBUE2msAkdP7Pk4/SgDvaK4T/hbPh/8A59dX/wDBfL/hR/wtnw//AM+ur/8Agvl/woA7uiuE/wCFs+H/APn11f8A8F8v+FH/AAtnw/8A8+ur/wDgvl/woA7uiuE/4Wz4f/59dX/8F8v+FH/C2fD/APz66v8A+C+X/CgDu6KwPDviyw8Tmf7DDeoIcbjcWzxA59Nw56Vv0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQAB0oooAK47xjCt/r3hnT7mTy7GS7aaTJwJHRcoh+pJOP9muxrM1rQ7LXreCK8Vv3E6XETo21kdTkEH9PxoA8z+Is2mT+I7wz3emSyWtksZsL53ickktuiYEDcQQM4PIFZOv+Mdd+0adp9tcT6Jarp0dxCJrhIpGc8bXdx8wHcCvZLzQtJ1C5S4vNOtbidAAsksQZhjpyaff6NpuqKi39hbXIT7omjDbfpmgDzO48R3WsRWVtqniuDQ4RaJL9ss5F23M3IZRIflIHGQB3qlr0L3cHhbU73xxdxwtcSW8l7CywxEqshEgyMZOAuehr1S48P6PdwQwXGl2ksUPESPEpCfQdqmudJ068s0s7mxt5bZMbYnjBVcdMCgDzPW/EOxtC0S38YtFpVzBK02tb0MjshGF3/dB554zxWbdeKNVk8IaZqY8WJbTRao9rHcMgWO6iDbd7KfvYHPXvXrL6DpElgli+m2rWqHKwmJdin2FE2gaRc2kNrPplpJbwf6qJogVT6DtQBS8KQX0emNNea+utrO3mQ3CxKihfQbeCKxfiRpNjLYWOuXlnHcppU4lkieMMrRHh8j2HP4V2dtbQ2lulvbxJFDGNqIgwFHoBTpYo54nilRXjcFWRhkEehoA8p0jw1p+mfDjX9atzb2jaoJbuF/LT5IjkpH8wIwR2/2qd/wmMth8NPCc+n3lnardPDa3VwqqUtQVO7jopBHevTJdLsLiwWxms4XtFACwsgKgDpxUEfh7RorOSzTTLRbaUgvEIhtYjuRQB5p4j8b6p4c8J3V9pfiK017F1HFHOkaFoFbOfM2/KfY8Vq/Czxnq3iZLy21RreVrcBo50ljMjA9mVCQPrXcR6DpMVg9jHptqtpIcvCsQCMfcVJYaRp2lK66fY29qH5YQxhc/XFAGX44W3bwTq4uioj+zOfmbaM445+tcF4RsNSi0ptWspP7A0htKX5zcLOskoGfMAPCd8+ufavV7uztr+2a2u4I54W+9HIu5T+FQrpGnrpx09bKAWZ4MAjGz8ulAHnMfiLxPafDy78WNrNpqUv2NWS1t4FCROWHzEg5JAPINY3g34jeItTj1W3ubyxkkS0ae2lnliUrIOxCHG33PSvXrbSNPsrSS0tbK3ht5M74kjAVsjByKht/DeiWglFvpNnEJV2ybIVG5fQ8UAeXfDPx3q+veKdT03VtUaUR2m8FVjKRuDyVZRjGOmak8OeLhZWPjhrLULbUby0lM1vKFTfONgy5CgbgD7V6fZaDpGmmQ2Wm2tuZF2OYogu4ehxTbTw7otjK0tppdnA7KVZo4VUkHqKAPJoNZgXxxZ6ra67Y6xfnSbmVjDCqtuCBgrbTyM5wDyKr+CviL4i1vWI1u9ShFvNbyNOsskKmJtrENEo+bjHIavYLXw1odjcrcWuk2cMy5xJHCoYZ680Q+G9Et52nh0mzjlYEM6wqCQevOO9AHmPhXxX4huf8AhHrjUvEUUkOtGa3WLyERomT7rA9yfcYqT4X3cVvf31rd+KnNz/aU6DTpDGDKc8NjG7n2OK9MTw/o8YgCaZaL9nYtDiIfuyepHpUi6Jpa6h/aC6fbC86+eIhv/PrQBRh0JofGF7r3n8TWaWyxc4G1iST+Y/WvMLH4h63/AMLEsdGu9VieO4vGicW4ikjKgnaBj5lJ4Bz3r2vrWZB4c0W2vBeQaVZx3IYsJVhUNk9TmgDUrxF/iX4kh+IK6RNdWbWD3/kJJbxLIpTsCd2Q31r26spfDWhpdC6XSbMTht/mCFd271z60Ac7qWoXFv8AFPR7QT2UsVxby/I6gSw4H8LZyc+mK5bUvH2tfamNtr+kwS/2p9iGmmHdKI9+3d1znv6V6W/hvRpdUOpyabbNekhvPKDfkdOawtZ8Bw6z4nh1OWeGO1j2O0EdsgkeRTkN5mN2M44oA5PWPGviqwv/ABRdwXlk1holzDEtu9vlpd+3gsCMY3GqvjT4meINH1+4OlIkulWc0ENwxhXCuwBZck5zjoQK9Om8KaFcJqCS6XbsuoMrXYKf64joW9agvPBHhrUJTJd6NaSuUCEsnUDpn1oA5O6uda/4WI6jxNaWVtLpy3CRzwAhV3ngAsASO7VPq3irU7abxJBFqNghs7GO8sn2Bt64O4kZ5yR+FdXqvhLQNbEI1LSra48hdkZdOVX0+lN1Pwb4d1hYVv8ASbacQx+VHuT7qf3fpQBxFx4p8Vyz+E47C504PrtoWZZ4DticJuLZB5+lM1/xb4o0rVLPw6s9u2pLam6uLuGwaVXBYqFEYPHTk10118MPCl4LMS2EmLJSkG2d12DOccGtHXPBmh+IkiXUbPe0QAWRHKPgdBuHJHPSgDldb8SamPAuha6yva3/ANvhimjwUD7mKMCvoeuD0r0hQCoOByPSub1TwbZ6hp+l6XG5t9Lsplma3QcyFOVG7qOeT610oGBgUAG0f3R+VG0f3R+VLRQAgAHaloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACsjWPEen6FNZxXryebdyGOGONC7MQMk4HYCteqs9jazXkF9JAj3NsrCKQjlAw5x9cUAYK/ETwk169n/bdutwjFXR9ylSOoORxWqPEOjm/jsRqdr9qkAKQ+YNzZGRgd+K8j+EmmWmveKvG2rX1tDIZrtoDGy7gAWYnr68flUvxT8D3WpXTanoswt7jRLONoY0T53GWz8w5yABigD2YzxLKIjKgkIyELDJHrinB1I4YH8a8a8GeJoPH3ijw7dSlkvrCymS7i/wBrgZPsetVfD0tv4d+MXiXQNSeVbPUIC1sruSqrjceSeBgGgD3DrzS14V8KvEzWWp+K7C/uLqaG2iNxa+axz5IJwFB9Qy4q/wDEPVNd8J/DbRpLbUr2DU57lVLGXJQMCdh9QOB+FAHs1FZ+hxXUGhWMV7cNcXSwqJZW6u2OTWb428Tr4Q8LXWsNCZnjwscf95ycAH2oA6KivOdC8fX48SromuxwCWfThqEbxfLsBGTGQepAHWodE+KkmpPY313pyWuj6jfNZWsrP84YDIZh02np7UAemUV554g+K1p4e1qO2utIvf7NM5t31HGIg4xnHqBzn6V3f223+w/bRKv2by/M8zPG3Gc0AWKKydB8QWPiLRU1WyZhauWAaQbehwafY+INK1O5ubexvoriS24mEZyE+p6UAadFZFl4m0TUb17O01O2muEOCiv39B6/hWhLd20L7JbiKNjztdwD+tAE9FICCMiloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq95FNPaSRQTCGRhgOV3Y/CrFFAHB/DzwBdeBZ9UVtTW9t72QS5ZNrhhnk9u9bOk6drUHirWL6/ktWsroItusbNuRVGACCMc9a6OigDiPDXgCHwx431jWrORfsmoxj9yfvI+7Jx7VkeOfhsfE3j3QtZjDGBG2X3z4/dryMfXp+NenUUAeY6j8M/tvxWtNdR3j01bcGaNDhWZCAiYHbufpVH47219qGh6ZbWOnXdz5N2J5XhiLKigEckd+a9cooA4k/ECz/wCJfaadZ3l1cTypCwNu6LGCOWJI6Csv43abeah4C3Wiu/2e5jlkRASSoPJ49K9KpCARgjINAHgWr6HqHirxff3ukpIBY6AIUnH3XlMeNoPfrWZLpI1/w78NNCjco7Sy/aEj+9Htf5iw7EDPJr6PREjXaiqo9FGKz7fQdJtL6a+t9OtorufPmTJGA7Z680Aec+OtX0TxVfW/hZdSsksLSUXOqTyOAEVeQg9S3OfSqnxH8TwR6RdaDDaX6aWunq8U9vExSUkfKpI6KBjNbh+CPgtr/wC2Pa3LyGXzSHnJUnOeRjkV2etaLBrOgXOjtI9vBPH5RMOAVX0GRigD53bxNLF8FNB0XTbqWCa9vDazuoIwpPI9xz2rttF1Z7HR/EvgbV5LXS302z+TUYPkVkYABm77iTXX6p8NdNvvBVh4dgneAaeyvbXBQMwdeQWHGc96y7n4UnU9J1g6pqxuNa1RUWS7WLaiBCCqhM9MgZ70AeX+AtTkl1bwr4a1JFsvsV6bu1uWhIN2CcKoOOhyTk+1S+MY0ufG95e+NtH1uztpZhHBc20o8tIwcKemPfivU5fAeq6lr+gahqN7ZJFoiAQpbxHdKwAALE9BkdKhv9H8ZeKtAvvDXiG0sooZ3wNRt5eNgcMP3fXJAx1oA7/TooodNtooJGkiWJQjsclhjg5q1VeytY7GxgtIs+XDGI1z6AYqxQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFWKS8Z5BLBEigfIVlJyffjjtTRLf/aVX7LB5OTl/OO4Dtxt/rRRQAyGbU2n2zWdukXPzLOWPtxtH86syNMEQpGrMSNwLYAHfHHNFFAEEUuoNu821gX5cjbMTk88fd+lBl1AXCqLWAxFcs/nHIOOmNvr70UUAQW95qshkE+lJFgNsP2gNuIPGeOMirFvcXcjfv7IxAngiQNj60UUAPE0/luzWrAh9qqHGSPX0qEXl59r8r+zJfK3Y87zExj1xnP6UUUASPc3KhttlI20AjDr8x9OtQQ3t9JcmOXSpY492BL5qEY9cA5oooAadR1AMQNFnIB4PnRc/wDj1SC8vCrE6XMCFBA8yPk56fe/GiigCSe5uYkRorCSZj1VXQbfzNRpeXjO4bTJlC9GMifNz9fxoooAnhmmk2eZavFuBLZZTt9Bwe9RTXd3GxEenSygDIIkQZPpyaKKAHQXNzLC7y2MkLgHCM6kt+RxR9qn2QkWU2XbDLuX5BjOTz+HFFFAGXP4hv4b5rceGtTkiDY89DFtI9cb8/pU8mtXcdwkX9h37Ky7jIvl7V9j82c0UUAH9uT+Xu/sTUd39zYmf/QsU9tYlDD/AIlN+QRnIRePbrRRQAja26oWOk6jgDPEYJ/nTk1h3IH9l36g9zGP8aKKAIbbxC11E8i6PqabW27ZINpPuMnpVgas32hYjp18N38fljaOM8nNFFAFhbzNnHc/Z7gbyo8sp84yccjt61Hc6mtsrn7LdylCQVjiJPQnI9enb1FFFAFJPEsTRhzpuqKCm7Bs3z9MY6+1Qx+LYpEVv7I1ldz7QGsXB+p44HvRRQAl14vhtp2iOj61IVJBaOxdl/PFR/8ACaQ+Xu/sTXeuMf2fJn+VFFAD28YQqu7+x9aOVBGLByT7dOtW08R27KS1nqSMG27TZSZ+vAxiiigCxLq8MCqZILsFgSAtu7/+gg4rNn8XwQtgaTrMnulhIf6UUUAXIPENtNb+abXUI/m27Xs5A35Y6VLBrNvPN5SQXgJx8z2sijk+pFFFAFtLlJJfLCyZGeTGwHHvjFQTarbwyvGVuGZM58u3dhx7gUUUAU73xPYWEipcJeANj51tZGAJ6A4Hel/4SbTAygtcruAIJtZAOTgfw+9FFADLzxbpFiFaeabY2MOltI6nPuqkdjSXHi/RbW5NvNcSrIMf8u8hHIyOQuKKKAKr+P8Aw8mM3Nxz6Wcp/wDZaVfHvh9oXkFzPtUgEG0lB59BtyaKKAJo/GmhSR+Yt24XGfmgkB/IrVcfEHw6Tj7Rdf8AgFN/8TRRQBND430GeVo1upQy9S9tIo/Mripn8W6IjIpvOXYqMRORn344HvRRQBB/wnOgbHf7VLhOv+jS5644G3mnP400KORY2u5NzDI228hHTPJC4FFFAER8eeHxEsn2mfaWK/8AHpLnP025x71cbxVoquEN4MlSwwjEY+uOvtRRQAz/AIS7RNhf7YcBtv8Aqnzn6Y6e9WP+Ek0j/n9j/WiigBjeJ9HVgv21ckE8Ke34U2HxVo06FlvAACR86Mp/IiiigAi8V6LM0gW8wY22ncjLz7ZHI9xUv/CSaR/z+x/rRRQAf8JJpH/P7H+tH/CSaR/z+x/rRRQAf8JJpH/P7H+tH/CSaR/z+x/rRRQAf8JJpH/P7H+tH/CSaR/z+x/rRRQAf8JJpH/P7H+tH/CSaR/z+x/rRRQA9Ne0x43kW7QpHjceeM0z/hJNI/5/Y/1oooAZL4p0SGJpZdRhjjUZZnOAB7moI/GvhqZo1i1m0dpM7AsgO7HXHrRRQAtz4z8OWRUXWsWsBb7okfbn86hTx94UkcJHr9gzMcBRMCTRRQAh+IHhJWKnxBp4IOCDMOKP+Fg+Ef8AoYdP/wC/woooAP8AhYPhH/oYdP8A+/wo/wCFg+Ef+hh0/wD7/CiigA/4WD4R/wChh0//AL/CnweO/Ct1MkMGv6e8jnCqJ15NFFAA/jvwrFM0L6/p4kU7SvnrwaenjbwxJv267YHy87v368Y60UUAW9P8RaNqsojsNTtbiRhkLHKGJGM9PxFalFFABRRRQAySVIY2kldURRlmY4AH1qm2t6UjFW1K0Vh1BmX/ABoooAWPWNMmcRxahau56Ksykn9auhgygggg8giiigBaKKKAP//Z"
ffdy0217
0
{"lines_data": [{"Word": "NO", "Confidence": 0.342, "X1": 0.85209, "Y1": 0.0892, "X2": 0.85209, "Y2": 0.089, "X3": 0.90052, "Y3": 0.0918, "X4": 0.8966, "Y4": 0.1538, "page": 0}, {"Word": ".", "Confidence": 0.732, "X1": 0.3233, "Y1": 0.1182, "X2": 0.34948, "Y2": 0.118, "X3": 0.34817, "Y3": 0.1368, "X4": 0.3233, "Y4": 0.1368, "page": 0}, {"Word": "X Chart for CLASS FEED RATIO", "Confidence": 0.90933, "X1": 0.34162, "Y1": 0.1092, "X2": 0.67147, "Y2": 0.109, "X3": 0.67147, "Y3": 0.1328, "X4": 0.34162, "Y4": 0.1328, "page": 0}, {"Word": "FEBRUARY 1989", "Confidence": 0.99, "X1": 0.44503, "Y1": 0.1392, "X2": 0.58901, "Y2": 0.139, "X3": 0.58901, "Y3": 0.1598, "X4": 0.44503, "Y4": 0.1588, "page": 0}, {"Word": "10.14", "Confidence": 0.992, "X1": 0.11911, "Y1": 0.1992, "X2": 0.1767, "Y2": 0.199, "X3": 0.17539, "Y3": 0.2208, "X4": 0.11911, "Y4": 0.2198, "page": 0}, {"Word": "TRADE SECRET-PRODUCED BY PHILIPP MOMME-QUALJECT TO", "Confidence": 0.32483, "X1": 0.48691, "Y1": 0.2152, "X2": 0.78665, "Y2": 0.215, "X3": 0.78665, "Y3": 0.2298, "X4": 0.48691, "Y4": 0.2318, "page": 0}, {"Word": "A COURT ORDER IN PHILIP MORRIS COMEAMLES, INC. ET AL", "Confidence": 0.7218, "X1": 0.48953, "Y1": 0.2282, "X2": 0.78796, "Y2": 0.228, "X3": 0.78927, "Y3": 0.2428, "X4": 0.48953, "Y4": 0.2438, "page": 0}, {"Word": "Y AMERICAN BROADCASTVIA COMPANIES, INC. ET AL. THIS", "Confidence": 0.57112, "X1": 0.48429, "Y1": 0.2382, "X2": 0.79188, "Y2": 0.238, "X3": 0.79319, "Y3": 0.2528, "X4": 0.48429, "Y4": 0.2568, "page": 0}, {"Word": "DOCUMENT AND IT'S CONTENTS SHALL NOT BE USED, SHOWN OR", "Confidence": 0.8741, "X1": 0.48822, "Y1": 0.2522, "X2": 0.81414, "Y2": 0.252, "X3": 0.81414, "Y3": 0.2638, "X4": 0.48822, "Y4": 0.2658, "page": 0}, {"Word": "DISTRIBUTED EXCEPT AS PROVIDED IN THE COURT'S ORDER.", "Confidence": 0.88962, "X1": 0.48822, "Y1": 0.2642, "X2": 0.79188, "Y2": 0.264, "X3": 0.79188, "Y3": 0.2758, "X4": 0.48822, "Y4": 0.2778, "page": 0}, {"Word": "9.98", "Confidence": 0.991, "X1": 0.12696, "Y1": 0.2702, "X2": 0.17408, "Y2": 0.27, "X3": 0.17408, "Y3": 0.2918, "X4": 0.12696, "Y4": 0.2928, "page": 0}, {"Word": "9.82", "Confidence": 0.991, "X1": 0.12827, "Y1": 0.3412, "X2": 0.17408, "Y2": 0.341, "X3": 0.17408, "Y3": 0.3628, "X4": 0.12696, "Y4": 0.3628, "page": 0}, {"Word": "mean", "Confidence": 0.866, "X1": 0.09555, "Y1": 0.4172, "X2": 0.09555, "Y2": 0.417, "X3": 0.11518, "Y3": 0.4168, "X4": 0.11387, "Y4": 0.4788, "page": 0}, {"Word": "9.66", "Confidence": 0.982, "X1": 0.12304, "Y1": 0.4122, "X2": 0.17277, "Y2": 0.412, "X3": 0.17277, "Y3": 0.4358, "X4": 0.12304, "Y4": 0.4338, "page": 0}, {"Word": "Samp 1 2", "Confidence": 0.30133, "X1": 0.09555, "Y1": 0.4852, "X2": 0.09555, "Y2": 0.485, "X3": 0.11257, "Y3": 0.4848, "X4": 0.11387, "Y4": 0.5748, "page": 0}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.13743, "Y1": 0.4852, "X2": 0.18325, "Y2": 0.485, "X3": 0.18325, "Y3": 0.5068, "X4": 0.13743, "Y4": 0.5078, "page": 0}, {"Word": "9.5", "Confidence": 0.963, "X1": 0.86126, "Y1": 0.4942, "X2": 0.88089, "Y2": 0.494, "X3": 0.87958, "Y3": 0.5048, "X4": 0.85995, "Y4": 0.5038, "page": 0}, {"Word": "1", "Confidence": 0.953, "X1": 0.20026, "Y1": 0.5662, "X2": 0.19895, "Y2": 0.566, "X3": 0.17932, "Y3": 0.5648, "X4": 0.17932, "Y4": 0.5398, "page": 0}, {"Word": "9.34", "Confidence": 0.979, "X1": 0.12435, "Y1": 0.5582, "X2": 0.17277, "Y2": 0.558, "X3": 0.17147, "Y3": 0.5798, "X4": 0.12435, "Y4": 0.5788, "page": 0}, {"Word": "9.18", "Confidence": 0.991, "X1": 0.12827, "Y1": 0.6282, "X2": 0.17408, "Y2": 0.628, "X3": 0.17539, "Y3": 0.6518, "X4": 0.12827, "Y4": 0.6508, "page": 0}, {"Word": "-", "Confidence": 0.886, "X1": 0.95942, "Y1": 0.6572, "X2": 0.95681, "Y2": 0.657, "X3": 0.93848, "Y3": 0.6558, "X4": 0.93979, "Y4": 0.6318, "page": 0}, {"Word": "9.82", "Confidence": 0.607, "X1": 0.86126, "Y1": 0.7052, "X2": 0.88613, "Y2": 0.705, "X3": 0.88613, "Y3": 0.7168, "X4": 0.86126, "Y4": 0.7168, "page": 0}, {"Word": "9.02", "Confidence": 0.944, "X1": 0.12827, "Y1": 0.7002, "X2": 0.17408, "Y2": 0.7, "X3": 0.17408, "Y3": 0.7208, "X4": 0.12696, "Y4": 0.7188, "page": 0}, {"Word": "8.86", "Confidence": 0.955, "X1": 0.12958, "Y1": 0.7692, "X2": 0.17408, "Y2": 0.769, "X3": 0.17539, "Y3": 0.7918, "X4": 0.12958, "Y4": 0.7918, "page": 0}, {"Word": "20", "Confidence": 0.995, "X1": 0.34817, "Y1": 0.8162, "X2": 0.37435, "Y2": 0.816, "X3": 0.37696, "Y3": 0.8378, "X4": 0.34948, "Y4": 0.8388, "page": 0}, {"Word": "60", "Confidence": 0.997, "X1": 0.66099, "Y1": 0.8182, "X2": 0.6911, "Y2": 0.818, "X3": 0.6911, "Y3": 0.8378, "X4": 0.66099, "Y4": 0.8378, "page": 0}, {"Word": "80", "Confidence": 0.998, "X1": 0.82068, "Y1": 0.8182, "X2": 0.84555, "Y2": 0.818, "X3": 0.84424, "Y3": 0.8378, "X4": 0.81937, "Y4": 0.8368, "page": 0}, {"Word": "40", "Confidence": 0.998, "X1": 0.50654, "Y1": 0.8162, "X2": 0.53403, "Y2": 0.816, "X3": 0.53534, "Y3": 0.8388, "X4": 0.50785, "Y4": 0.8388, "page": 0}, {"Word": "sample number", "Confidence": 0.92, "X1": 0.44503, "Y1": 0.8532, "X2": 0.59162, "Y2": 0.853, "X3": 0.59293, "Y3": 0.8738, "X4": 0.44503, "Y4": 0.8748, "page": 0}, {"Word": "2030978409", "Confidence": 0.683, "X1": 0.70157, "Y1": 0.8512, "X2": 0.87435, "Y2": 0.851, "X3": 0.87304, "Y3": 0.8738, "X4": 0.70026, "Y4": 0.8668, "page": 0}, {"Word": "2030978409", "Confidence": 0.994, "X1": 0.82984, "Y1": 0.9362, "X2": 0.95681, "Y2": 0.936, "X3": 0.95681, "Y3": 0.9528, "X4": 0.82984, "Y4": 0.9538, "page": 0}, {"Word": "2030978409", "Confidence": 0.664, "X1": 0.03534, "Y1": 0.9842, "X2": 0.13613, "Y2": 0.984, "X3": 0.13613, "Y3": 0.9968, "X4": 0.03534, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "NO", "Confidence": 0.342, "X1": 0.85209, "Y1": 0.1022, "X2": 0.85209, "Y2": 0.102, "X3": 0.90052, "Y3": 0.1028, "X4": 0.89921, "Y4": 0.1528, "page": 0, "Index": 0}, {"Word": ".", "Confidence": 0.732, "X1": 0.3233, "Y1": 0.1172, "X2": 0.34031, "Y2": 0.117, "X3": 0.34031, "Y3": 0.1368, "X4": 0.3233, "Y4": 0.1358, "page": 0, "Index": 1}, {"Word": "X", "Confidence": 0.855, "X1": 0.36257, "Y1": 0.1102, "X2": 0.37565, "Y2": 0.11, "X3": 0.37435, "Y3": 0.1338, "X4": 0.36126, "Y4": 0.1338, "page": 0, "Index": 2}, {"Word": "Chart", "Confidence": 0.997, "X1": 0.38089, "Y1": 0.1102, "X2": 0.44241, "Y2": 0.11, "X3": 0.44241, "Y3": 0.1328, "X4": 0.38089, "Y4": 0.1328, "page": 0, "Index": 3}, {"Word": "for", "Confidence": 0.998, "X1": 0.44895, "Y1": 0.1112, "X2": 0.48429, "Y2": 0.111, "X3": 0.48429, "Y3": 0.1318, "X4": 0.44764, "Y4": 0.1318, "page": 0, "Index": 4}, {"Word": "CLASS", "Confidence": 0.997, "X1": 0.49084, "Y1": 0.1112, "X2": 0.54974, "Y2": 0.111, "X3": 0.54974, "Y3": 0.1318, "X4": 0.48953, "Y4": 0.1318, "page": 0, "Index": 5}, {"Word": "FEED", "Confidence": 0.615, "X1": 0.55628, "Y1": 0.1112, "X2": 0.6034, "Y2": 0.111, "X3": 0.6034, "Y3": 0.1318, "X4": 0.55497, "Y4": 0.1318, "page": 0, "Index": 6}, {"Word": "RATIO", "Confidence": 0.994, "X1": 0.60995, "Y1": 0.1102, "X2": 0.67147, "Y2": 0.11, "X3": 0.67016, "Y3": 0.1328, "X4": 0.60864, "Y4": 0.1318, "page": 0, "Index": 7}, {"Word": "FEBRUARY", "Confidence": 0.991, "X1": 0.44764, "Y1": 0.1392, "X2": 0.53534, "Y2": 0.139, "X3": 0.53534, "Y3": 0.1598, "X4": 0.44634, "Y4": 0.1598, "page": 0, "Index": 8}, {"Word": "1989", "Confidence": 0.989, "X1": 0.54058, "Y1": 0.1402, "X2": 0.59031, "Y2": 0.14, "X3": 0.58901, "Y3": 0.1598, "X4": 0.54058, "Y4": 0.1598, "page": 0, "Index": 9}, {"Word": "10.14", "Confidence": 0.992, "X1": 0.11911, "Y1": 0.1992, "X2": 0.17539, "Y2": 0.199, "X3": 0.17408, "Y3": 0.2208, "X4": 0.11911, "Y4": 0.2198, "page": 0, "Index": 10}, {"Word": "TRADE", "Confidence": 0.62, "X1": 0.48822, "Y1": 0.2192, "X2": 0.52094, "Y2": 0.219, "X3": 0.52094, "Y3": 0.2318, "X4": 0.48822, "Y4": 0.2318, "page": 0, "Index": 11}, {"Word": "SECRET-PRODUCED", "Confidence": 0.197, "X1": 0.52487, "Y1": 0.2172, "X2": 0.62042, "Y2": 0.217, "X3": 0.62173, "Y3": 0.2318, "X4": 0.52487, "Y4": 0.2318, "page": 0, "Index": 12}, {"Word": "BY", "Confidence": 0.138, "X1": 0.62435, "Y1": 0.2162, "X2": 0.63743, "Y2": 0.216, "X3": 0.63743, "Y3": 0.2318, "X4": 0.62435, "Y4": 0.2318, "page": 0, "Index": 13}, {"Word": "PHILIPP", "Confidence": 0.116, "X1": 0.64136, "Y1": 0.2162, "X2": 0.67277, "Y2": 0.216, "X3": 0.67408, "Y3": 0.2318, "X4": 0.64136, "Y4": 0.2318, "page": 0, "Index": 14}, {"Word": "MOMME-QUALJECT", "Confidence": 0.031, "X1": 0.6767, "Y1": 0.2152, "X2": 0.76571, "Y2": 0.215, "X3": 0.76702, "Y3": 0.2308, "X4": 0.67801, "Y4": 0.2318, "page": 0, "Index": 15}, {"Word": "TO", "Confidence": 0.847, "X1": 0.76963, "Y1": 0.2152, "X2": 0.78665, "Y2": 0.215, "X3": 0.78665, "Y3": 0.2308, "X4": 0.77094, "Y4": 0.2308, "page": 0, "Index": 16}, {"Word": "A", "Confidence": 0.991, "X1": 0.48953, "Y1": 0.2332, "X2": 0.49476, "Y2": 0.233, "X3": 0.49476, "Y3": 0.2428, "X4": 0.49084, "Y4": 0.2428, "page": 0, "Index": 17}, {"Word": "COURT", "Confidence": 0.939, "X1": 0.49738, "Y1": 0.2322, "X2": 0.53272, "Y2": 0.232, "X3": 0.53272, "Y3": 0.2428, "X4": 0.49869, "Y4": 0.2428, "page": 0, "Index": 18}, {"Word": "ORDER", "Confidence": 0.991, "X1": 0.53534, "Y1": 0.2312, "X2": 0.57068, "Y2": 0.231, "X3": 0.57068, "Y3": 0.2428, "X4": 0.53665, "Y4": 0.2428, "page": 0, "Index": 19}, {"Word": "IN", "Confidence": 0.416, "X1": 0.5733, "Y1": 0.2312, "X2": 0.58508, "Y2": 0.231, "X3": 0.58508, "Y3": 0.2428, "X4": 0.57461, "Y4": 0.2428, "page": 0, "Index": 20}, {"Word": "PHILIP", "Confidence": 0.098, "X1": 0.58901, "Y1": 0.2302, "X2": 0.62042, "Y2": 0.23, "X3": 0.62173, "Y3": 0.2428, "X4": 0.58901, "Y4": 0.2428, "page": 0, "Index": 21}, {"Word": "MORRIS", "Confidence": 0.587, "X1": 0.62435, "Y1": 0.2302, "X2": 0.66492, "Y2": 0.23, "X3": 0.66492, "Y3": 0.2428, "X4": 0.62435, "Y4": 0.2428, "page": 0, "Index": 22}, {"Word": "COMEAMLES,", "Confidence": 0.297, "X1": 0.66754, "Y1": 0.2292, "X2": 0.73037, "Y2": 0.229, "X3": 0.72906, "Y3": 0.2428, "X4": 0.66754, "Y4": 0.2428, "page": 0, "Index": 23}, {"Word": "INC.", "Confidence": 0.909, "X1": 0.73298, "Y1": 0.2292, "X2": 0.75393, "Y2": 0.229, "X3": 0.75393, "Y3": 0.2428, "X4": 0.73298, "Y4": 0.2428, "page": 0, "Index": 24}, {"Word": "ET", "Confidence": 0.997, "X1": 0.75785, "Y1": 0.2292, "X2": 0.76963, "Y2": 0.229, "X3": 0.76963, "Y3": 0.2428, "X4": 0.75785, "Y4": 0.2428, "page": 0, "Index": 25}, {"Word": "AL", "Confidence": 0.993, "X1": 0.77356, "Y1": 0.2292, "X2": 0.78796, "Y2": 0.229, "X3": 0.78796, "Y3": 0.2438, "X4": 0.77356, "Y4": 0.2438, "page": 0, "Index": 26}, {"Word": "Y", "Confidence": 0.759, "X1": 0.48953, "Y1": 0.2452, "X2": 0.49607, "Y2": 0.245, "X3": 0.49607, "Y3": 0.2558, "X4": 0.48822, "Y4": 0.2568, "page": 0, "Index": 27}, {"Word": "AMERICAN", "Confidence": 0.8, "X1": 0.5, "Y1": 0.2442, "X2": 0.55105, "Y2": 0.244, "X3": 0.54974, "Y3": 0.2548, "X4": 0.49869, "Y4": 0.2558, "page": 0, "Index": 28}, {"Word": "BROADCASTVIA", "Confidence": 0.213, "X1": 0.55366, "Y1": 0.2432, "X2": 0.6322, "Y2": 0.243, "X3": 0.63089, "Y3": 0.2528, "X4": 0.55236, "Y4": 0.2548, "page": 0, "Index": 29}, {"Word": "COMPANIES,", "Confidence": 0.471, "X1": 0.63482, "Y1": 0.2412, "X2": 0.69764, "Y2": 0.241, "X3": 0.69634, "Y3": 0.2528, "X4": 0.63351, "Y4": 0.2528, "page": 0, "Index": 30}, {"Word": "INC.", "Confidence": 0.605, "X1": 0.70026, "Y1": 0.2412, "X2": 0.72251, "Y2": 0.241, "X3": 0.7212, "Y3": 0.2528, "X4": 0.70026, "Y4": 0.2528, "page": 0, "Index": 31}, {"Word": "ET", "Confidence": 0.669, "X1": 0.72513, "Y1": 0.2402, "X2": 0.73691, "Y2": 0.24, "X3": 0.7356, "Y3": 0.2528, "X4": 0.72513, "Y4": 0.2528, "page": 0, "Index": 32}, {"Word": "AL.", "Confidence": 0.339, "X1": 0.73953, "Y1": 0.2402, "X2": 0.75916, "Y2": 0.24, "X3": 0.75916, "Y3": 0.2528, "X4": 0.73822, "Y4": 0.2528, "page": 0, "Index": 33}, {"Word": "THIS", "Confidence": 0.713, "X1": 0.76309, "Y1": 0.2392, "X2": 0.78927, "Y2": 0.239, "X3": 0.78796, "Y3": 0.2528, "X4": 0.76178, "Y4": 0.2528, "page": 0, "Index": 34}, {"Word": "DOCUMENT", "Confidence": 0.88, "X1": 0.48953, "Y1": 0.2542, "X2": 0.54581, "Y2": 0.254, "X3": 0.5445, "Y3": 0.2658, "X4": 0.48953, "Y4": 0.2658, "page": 0, "Index": 35}, {"Word": "AND", "Confidence": 0.683, "X1": 0.54843, "Y1": 0.2542, "X2": 0.56937, "Y2": 0.254, "X3": 0.56937, "Y3": 0.2658, "X4": 0.54712, "Y4": 0.2658, "page": 0, "Index": 36}, {"Word": "IT'S", "Confidence": 0.666, "X1": 0.5733, "Y1": 0.2542, "X2": 0.5877, "Y2": 0.254, "X3": 0.58639, "Y3": 0.2648, "X4": 0.57199, "Y4": 0.2658, "page": 0, "Index": 37}, {"Word": "CONTENTS", "Confidence": 0.994, "X1": 0.59162, "Y1": 0.2532, "X2": 0.64267, "Y2": 0.253, "X3": 0.64136, "Y3": 0.2648, "X4": 0.59031, "Y4": 0.2648, "page": 0, "Index": 38}, {"Word": "SHALL", "Confidence": 0.886, "X1": 0.6466, "Y1": 0.2532, "X2": 0.67801, "Y2": 0.253, "X3": 0.6767, "Y3": 0.2648, "X4": 0.64529, "Y4": 0.2648, "page": 0, "Index": 39}, {"Word": "NOT", "Confidence": 0.991, "X1": 0.68194, "Y1": 0.2532, "X2": 0.70157, "Y2": 0.253, "X3": 0.70026, "Y3": 0.2648, "X4": 0.68063, "Y4": 0.2648, "page": 0, "Index": 40}, {"Word": "BE", "Confidence": 0.997, "X1": 0.7055, "Y1": 0.2532, "X2": 0.71728, "Y2": 0.253, "X3": 0.71597, "Y3": 0.2648, "X4": 0.70288, "Y4": 0.2648, "page": 0, "Index": 41}, {"Word": "USED,", "Confidence": 0.658, "X1": 0.7199, "Y1": 0.2532, "X2": 0.75, "Y2": 0.253, "X3": 0.74738, "Y3": 0.2648, "X4": 0.71859, "Y4": 0.2648, "page": 0, "Index": 42}, {"Word": "SHOWN", "Confidence": 0.993, "X1": 0.75262, "Y1": 0.2522, "X2": 0.79188, "Y2": 0.252, "X3": 0.78927, "Y3": 0.2638, "X4": 0.75131, "Y4": 0.2648, "page": 0, "Index": 43}, {"Word": "OR", "Confidence": 0.993, "X1": 0.7945, "Y1": 0.2522, "X2": 0.81021, "Y2": 0.252, "X3": 0.8089, "Y3": 0.2638, "X4": 0.79188, "Y4": 0.2638, "page": 0, "Index": 44}, {"Word": "DISTRIBUTED", "Confidence": 0.97, "X1": 0.48953, "Y1": 0.2662, "X2": 0.55497, "Y2": 0.266, "X3": 0.55366, "Y3": 0.2778, "X4": 0.48953, "Y4": 0.2788, "page": 0, "Index": 45}, {"Word": "EXCEPT", "Confidence": 0.886, "X1": 0.55759, "Y1": 0.2662, "X2": 0.59555, "Y2": 0.266, "X3": 0.59555, "Y3": 0.2768, "X4": 0.55759, "Y4": 0.2778, "page": 0, "Index": 46}, {"Word": "AS", "Confidence": 0.968, "X1": 0.59948, "Y1": 0.2652, "X2": 0.61126, "Y2": 0.265, "X3": 0.61126, "Y3": 0.2768, "X4": 0.59817, "Y4": 0.2768, "page": 0, "Index": 47}, {"Word": "PROVIDED", "Confidence": 0.679, "X1": 0.61518, "Y1": 0.2652, "X2": 0.66492, "Y2": 0.265, "X3": 0.66361, "Y3": 0.2768, "X4": 0.61387, "Y4": 0.2768, "page": 0, "Index": 48}, {"Word": "IN", "Confidence": 0.997, "X1": 0.66885, "Y1": 0.2652, "X2": 0.67801, "Y2": 0.265, "X3": 0.67801, "Y3": 0.2768, "X4": 0.66754, "Y4": 0.2768, "page": 0, "Index": 49}, {"Word": "THE", "Confidence": 0.995, "X1": 0.68194, "Y1": 0.2652, "X2": 0.70026, "Y2": 0.265, "X3": 0.69895, "Y3": 0.2768, "X4": 0.68063, "Y4": 0.2768, "page": 0, "Index": 50}, {"Word": "COURT'S", "Confidence": 0.814, "X1": 0.70288, "Y1": 0.2642, "X2": 0.74738, "Y2": 0.264, "X3": 0.74607, "Y3": 0.2768, "X4": 0.70288, "Y4": 0.2768, "page": 0, "Index": 51}, {"Word": "ORDER.", "Confidence": 0.808, "X1": 0.75, "Y1": 0.2642, "X2": 0.79188, "Y2": 0.264, "X3": 0.79058, "Y3": 0.2768, "X4": 0.74869, "Y4": 0.2768, "page": 0, "Index": 52}, {"Word": "9.98", "Confidence": 0.991, "X1": 0.12696, "Y1": 0.2702, "X2": 0.17277, "Y2": 0.27, "X3": 0.17277, "Y3": 0.2918, "X4": 0.12696, "Y4": 0.2928, "page": 0, "Index": 53}, {"Word": "9.82", "Confidence": 0.991, "X1": 0.12696, "Y1": 0.3412, "X2": 0.17277, "Y2": 0.341, "X3": 0.17277, "Y3": 0.3628, "X4": 0.12696, "Y4": 0.3628, "page": 0, "Index": 54}, {"Word": "mean", "Confidence": 0.866, "X1": 0.09817, "Y1": 0.4292, "X2": 0.09686, "Y2": 0.429, "X3": 0.11518, "Y3": 0.4278, "X4": 0.11518, "Y4": 0.4778, "page": 0, "Index": 55}, {"Word": "9.66", "Confidence": 0.982, "X1": 0.12435, "Y1": 0.4122, "X2": 0.17147, "Y2": 0.412, "X3": 0.17147, "Y3": 0.4358, "X4": 0.12435, "Y4": 0.4358, "page": 0, "Index": 56}, {"Word": "2", "Confidence": 0.006, "X1": 0.09555, "Y1": 0.4962, "X2": 0.09555, "Y2": 0.496, "X3": 0.11387, "Y3": 0.4948, "X4": 0.11387, "Y4": 0.5028, "page": 0, "Index": 57}, {"Word": "9.5", "Confidence": 0.994, "X1": 0.13743, "Y1": 0.4852, "X2": 0.1767, "Y2": 0.485, "X3": 0.1767, "Y3": 0.5078, "X4": 0.13743, "Y4": 0.5078, "page": 0, "Index": 58}, {"Word": "9.5", "Confidence": 0.963, "X1": 0.85995, "Y1": 0.4942, "X2": 0.87827, "Y2": 0.494, "X3": 0.87827, "Y3": 0.5048, "X4": 0.85995, "Y4": 0.5038, "page": 0, "Index": 59}, {"Word": "1", "Confidence": 0.015, "X1": 0.09555, "Y1": 0.5122, "X2": 0.09555, "Y2": 0.512, "X3": 0.11387, "Y3": 0.5118, "X4": 0.11387, "Y4": 0.5188, "page": 0, "Index": 60}, {"Word": "Samp", "Confidence": 0.883, "X1": 0.09817, "Y1": 0.5272, "X2": 0.09555, "Y2": 0.527, "X3": 0.11387, "Y3": 0.5268, "X4": 0.11387, "Y4": 0.5748, "page": 0, "Index": 61}, {"Word": "1", "Confidence": 0.953, "X1": 0.20026, "Y1": 0.5592, "X2": 0.20026, "Y2": 0.559, "X3": 0.17932, "Y3": 0.5588, "X4": 0.17932, "Y4": 0.5478, "page": 0, "Index": 62}, {"Word": "9.34", "Confidence": 0.979, "X1": 0.12565, "Y1": 0.5582, "X2": 0.17277, "Y2": 0.558, "X3": 0.17147, "Y3": 0.5798, "X4": 0.12565, "Y4": 0.5788, "page": 0, "Index": 63}, {"Word": "-", "Confidence": 0.886, "X1": 0.95942, "Y1": 0.6482, "X2": 0.95942, "Y2": 0.648, "X3": 0.93979, "Y3": 0.6468, "X4": 0.93979, "Y4": 0.6368, "page": 0, "Index": 64}, {"Word": "9.18", "Confidence": 0.991, "X1": 0.12827, "Y1": 0.6282, "X2": 0.17408, "Y2": 0.628, "X3": 0.17408, "Y3": 0.6518, "X4": 0.12827, "Y4": 0.6518, "page": 0, "Index": 65}, {"Word": "9.82", "Confidence": 0.607, "X1": 0.86126, "Y1": 0.7052, "X2": 0.88482, "Y2": 0.705, "X3": 0.88482, "Y3": 0.7168, "X4": 0.86126, "Y4": 0.7168, "page": 0, "Index": 66}, {"Word": "9.02", "Confidence": 0.944, "X1": 0.12827, "Y1": 0.7002, "X2": 0.17277, "Y2": 0.7, "X3": 0.17147, "Y3": 0.7208, "X4": 0.12696, "Y4": 0.7198, "page": 0, "Index": 67}, {"Word": "8.86", "Confidence": 0.955, "X1": 0.12958, "Y1": 0.7692, "X2": 0.17277, "Y2": 0.769, "X3": 0.17408, "Y3": 0.7908, "X4": 0.12958, "Y4": 0.7918, "page": 0, "Index": 68}, {"Word": "20", "Confidence": 0.995, "X1": 0.34817, "Y1": 0.8162, "X2": 0.37435, "Y2": 0.816, "X3": 0.37565, "Y3": 0.8368, "X4": 0.35079, "Y4": 0.8388, "page": 0, "Index": 69}, {"Word": "60", "Confidence": 0.997, "X1": 0.6623, "Y1": 0.8182, "X2": 0.68848, "Y2": 0.818, "X3": 0.68848, "Y3": 0.8378, "X4": 0.6623, "Y4": 0.8378, "page": 0, "Index": 70}, {"Word": "80", "Confidence": 0.998, "X1": 0.82068, "Y1": 0.8182, "X2": 0.84555, "Y2": 0.818, "X3": 0.84424, "Y3": 0.8378, "X4": 0.81937, "Y4": 0.8368, "page": 0, "Index": 71}, {"Word": "40", "Confidence": 0.998, "X1": 0.50654, "Y1": 0.8162, "X2": 0.53403, "Y2": 0.816, "X3": 0.53403, "Y3": 0.8388, "X4": 0.50654, "Y4": 0.8388, "page": 0, "Index": 72}, {"Word": "sample", "Confidence": 0.885, "X1": 0.44634, "Y1": 0.8542, "X2": 0.5144, "Y2": 0.854, "X3": 0.51309, "Y3": 0.8748, "X4": 0.44634, "Y4": 0.8758, "page": 0, "Index": 73}, {"Word": "number", "Confidence": 0.955, "X1": 0.51963, "Y1": 0.8532, "X2": 0.59162, "Y2": 0.853, "X3": 0.59162, "Y3": 0.8748, "X4": 0.51963, "Y4": 0.8748, "page": 0, "Index": 74}, {"Word": "2030978409", "Confidence": 0.683, "X1": 0.7055, "Y1": 0.8522, "X2": 0.86911, "Y2": 0.852, "X3": 0.86649, "Y3": 0.8738, "X4": 0.70157, "Y4": 0.8668, "page": 0, "Index": 75}, {"Word": "2030978409", "Confidence": 0.994, "X1": 0.83246, "Y1": 0.9372, "X2": 0.95419, "Y2": 0.937, "X3": 0.95288, "Y3": 0.9538, "X4": 0.83115, "Y4": 0.9538, "page": 0, "Index": 76}, {"Word": "2030978409", "Confidence": 0.664, "X1": 0.03665, "Y1": 0.9852, "X2": 0.1322, "Y2": 0.985, "X3": 0.1322, "Y3": 0.9978, "X4": 0.03796, "Y4": 0.9978, "page": 0, "Index": 77}]}
"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"
ffdy0217
2
{"lines_data": [{"Word": "Variable:", "Confidence": 0.99, "X1": 0.0877, "Y1": 0.0882, "X2": 0.18717, "Y2": 0.088, "X3": 0.18717, "Y3": 0.1028, "X4": 0.0877, "Y4": 0.1028, "page": 0}, {"Word": "CLASS FEED RATIO", "Confidence": 0.81967, "X1": 0.3233, "Y1": 0.0882, "X2": 0.5, "Y2": 0.088, "X3": 0.5, "Y3": 0.1018, "X4": 0.3233, "Y4": 0.1018, "page": 0}, {"Word": "P", "Confidence": 0.686, "X1": 0.85995, "Y1": 0.0662, "X2": 0.93063, "Y2": 0.066, "X3": 0.92801, "Y3": 0.1178, "X4": 0.85864, "Y4": 0.1138, "page": 0}, {"Word": "79", "Confidence": 0.992, "X1": 0.38089, "Y1": 0.1172, "X2": 0.40183, "Y2": 0.117, "X3": 0.40183, "Y3": 0.1278, "X4": 0.38089, "Y4": 0.1278, "page": 0}, {"Word": "Sample size", "Confidence": 0.97, "X1": 0.08508, "Y1": 0.1162, "X2": 0.21335, "Y2": 0.116, "X3": 0.21335, "Y3": 0.1308, "X4": 0.08508, "Y4": 0.1298, "page": 0}, {"Word": "average", "Confidence": 0.743, "X1": 0.08901, "Y1": 0.1332, "X2": 0.17016, "Y2": 0.133, "X3": 0.16885, "Y3": 0.1448, "X4": 0.08901, "Y4": 0.1428, "page": 0}, {"Word": "9.40840", "Confidence": 0.698, "X1": 0.39005, "Y1": 0.1302, "X2": 0.46859, "Y2": 0.13, "X3": 0.46859, "Y3": 0.1428, "X4": 0.39005, "Y4": 0.1418, "page": 0}, {"Word": "edian", "Confidence": 0.848, "X1": 0.10079, "Y1": 0.1462, "X2": 0.15838, "Y2": 0.146, "X3": 0.15838, "Y3": 0.1568, "X4": 0.10079, "Y4": 0.1568, "page": 0}, {"Word": "9.48", "Confidence": 0.622, "X1": 0.39005, "Y1": 0.1442, "X2": 0.43194, "Y2": 0.144, "X3": 0.43194, "Y3": 0.1558, "X4": 0.39005, "Y4": 0.1558, "page": 0}, {"Word": "Mode", "Confidence": 0.986, "X1": 0.0877, "Y1": 0.1592, "X2": 0.13743, "Y2": 0.159, "X3": 0.13743, "Y3": 0.1698, "X4": 0.0877, "Y4": 0.1698, "page": 0}, {"Word": "9.49", "Confidence": 0.97, "X1": 0.39136, "Y1": 0.1582, "X2": 0.43325, "Y2": 0.158, "X3": 0.43325, "Y3": 0.1708, "X4": 0.39136, "Y4": 0.1698, "page": 0}, {"Word": "Geometric mean", "Confidence": 0.983, "X1": 0.08901, "Y1": 0.1722, "X2": 0.24215, "Y2": 0.172, "X3": 0.24215, "Y3": 0.1858, "X4": 0.0877, "Y4": 0.1838, "page": 0}, {"Word": "-32768", "Confidence": 0.996, "X1": 0.3377, "Y1": 0.1722, "X2": 0.40314, "Y2": 0.172, "X3": 0.40314, "Y3": 0.1848, "X4": 0.3377, "Y4": 0.1848, "page": 0}, {"Word": "Variance", "Confidence": 0.967, "X1": 0.09162, "Y1": 0.1872, "X2": 0.17801, "Y2": 0.187, "X3": 0.17801, "Y3": 0.1988, "X4": 0.09031, "Y4": 0.1978, "page": 0}, {"Word": "1. 54167", "Confidence": 0.975, "X1": 0.39005, "Y1": 0.1852, "X2": 0.46728, "Y2": 0.185, "X3": 0.46859, "Y3": 0.1988, "X4": 0.39136, "Y4": 0.2008, "page": 0}, {"Word": "Standard deviation", "Confidence": 0.994, "X1": 0.08901, "Y1": 0.2002, "X2": 0.28403, "Y2": 0.2, "X3": 0.28403, "Y3": 0.2138, "X4": 0.08901, "Y4": 0.2138, "page": 0}, {"Word": "1.24164", "Confidence": 0.992, "X1": 0.39005, "Y1": 0.2022, "X2": 0.46728, "Y2": 0.202, "X3": 0.46728, "Y3": 0.2148, "X4": 0.39005, "Y4": 0.2128, "page": 0}, {"Word": "Standard error", "Confidence": 0.995, "X1": 0.0877, "Y1": 0.2152, "X2": 0.24084, "Y2": 0.215, "X3": 0.24084, "Y3": 0.2288, "X4": 0.0877, "Y4": 0.2278, "page": 0}, {"Word": "0.139695", "Confidence": 0.994, "X1": 0.39005, "Y1": 0.2162, "X2": 0.47775, "Y2": 0.216, "X3": 0.47775, "Y3": 0.2288, "X4": 0.39005, "Y4": 0.2268, "page": 0}, {"Word": "Minimum", "Confidence": 0.616, "X1": 0.0877, "Y1": 0.2312, "X2": 0.16492, "Y2": 0.231, "X3": 0.16492, "Y3": 0.2418, "X4": 0.08639, "Y4": 0.2408, "page": 0}, {"Word": "0", "Confidence": 0.653, "X1": 0.39005, "Y1": 0.2312, "X2": 0.40314, "Y2": 0.231, "X3": 0.40183, "Y3": 0.2418, "X4": 0.39005, "Y4": 0.2408, "page": 0}, {"Word": "Maximum", "Confidence": 0.727, "X1": 0.0877, "Y1": 0.2452, "X2": 0.16885, "Y2": 0.245, "X3": 0.16754, "Y3": 0.2558, "X4": 0.0877, "Y4": 0.2548, "page": 0}, {"Word": "14.55", "Confidence": 0.997, "X1": 0.38089, "Y1": 0.2452, "X2": 0.43586, "Y2": 0.245, "X3": 0.43586, "Y3": 0.2568, "X4": 0.37958, "Y4": 0.2558, "page": 0}, {"Word": "KS = 2.78862E-4", "Confidence": 0.995, "X1": 0.58115, "Y1": 0.2442, "X2": 0.74869, "Y2": 0.244, "X3": 0.74869, "Y3": 0.2588, "X4": 0.58115, "Y4": 0.2588, "page": 0}, {"Word": "Range", "Confidence": 0.997, "X1": 0.0877, "Y1": 0.2592, "X2": 0.14529, "Y2": 0.259, "X3": 0.14529, "Y3": 0.2708, "X4": 0.08639, "Y4": 0.2688, "page": 0}, {"Word": "14.55", "Confidence": 0.996, "X1": 0.37958, "Y1": 0.2592, "X2": 0.43455, "Y2": 0.259, "X3": 0.43455, "Y3": 0.2698, "X4": 0.37958, "Y4": 0.2688, "page": 0}, {"Word": "Lower quartile", "Confidence": 0.9965, "X1": 0.08639, "Y1": 0.2732, "X2": 0.24215, "Y2": 0.273, "X3": 0.24215, "Y3": 0.2848, "X4": 0.08639, "Y4": 0.2838, "page": 0}, {"Word": "9.39", "Confidence": 0.995, "X1": 0.38743, "Y1": 0.2722, "X2": 0.43455, "Y2": 0.272, "X3": 0.43455, "Y3": 0.2838, "X4": 0.38743, "Y4": 0.2828, "page": 0}, {"Word": "Upper quartile", "Confidence": 0.995, "X1": 0.08639, "Y1": 0.2862, "X2": 0.25, "Y2": 0.286, "X3": 0.25, "Y3": 0.2978, "X4": 0.08639, "Y4": 0.2968, "page": 0}, {"Word": "9.8", "Confidence": 0.617, "X1": 0.38874, "Y1": 0.2862, "X2": 0.42277, "Y2": 0.286, "X3": 0.42277, "Y3": 0.2968, "X4": 0.38874, "Y4": 0.2968, "page": 0}, {"Word": "Interquartile range", "Confidence": 0.946, "X1": 0.08901, "Y1": 0.2992, "X2": 0.2945, "Y2": 0.299, "X3": 0.2945, "Y3": 0.3108, "X4": 0.08901, "Y4": 0.3098, "page": 0}, {"Word": "0.21", "Confidence": 0.97, "X1": 0.39136, "Y1": 0.2992, "X2": 0.43325, "Y2": 0.299, "X3": 0.43325, "Y3": 0.3098, "X4": 0.39136, "Y4": 0.3108, "page": 0}, {"Word": "TRADE SECRET-PRODUCED BY PHILIP MORRIS-SUBJECT TO", "Confidence": 0.76683, "X1": 0.56937, "Y1": 0.2992, "X2": 0.83508, "Y2": 0.299, "X3": 0.84293, "Y3": 0.3088, "X4": 0.57723, "Y4": 0.4208, "page": 0}, {"Word": "Skewness", "Confidence": 0.956, "X1": 0.09031, "Y1": 0.3122, "X2": 0.17539, "Y2": 0.312, "X3": 0.17539, "Y3": 0.3238, "X4": 0.09031, "Y4": 0.3228, "page": 0}, {"Word": "-4.81401", "Confidence": 0.992, "X1": 0.37827, "Y1": 0.3122, "X2": 0.46728, "Y2": 0.312, "X3": 0.46597, "Y3": 0.3238, "X4": 0.37827, "Y4": 0.3228, "page": 0}, {"Word": "A COURT ORDER IN PHILIP MORRIS COMPANIES, INC. ET AL.", "Confidence": 0.6833, "X1": 0.57592, "Y1": 0.3112, "X2": 0.84031, "Y2": 0.311, "X3": 0.84817, "Y3": 0.3208, "X4": 0.58246, "Y4": 0.4318, "page": 0}, {"Word": "Standardized skewness", "Confidence": 0.9385, "X1": 0.08901, "Y1": 0.3262, "X2": 0.31806, "Y2": 0.326, "X3": 0.31806, "Y3": 0.3378, "X4": 0.08901, "Y4": 0.3368, "page": 0}, {"Word": "-17.4681", "Confidence": 0.994, "X1": 0.36911, "Y1": 0.3252, "X2": 0.45419, "Y2": 0.325, "X3": 0.45419, "Y3": 0.3378, "X4": 0.36911, "Y4": 0.3378, "page": 0}, {"Word": "Y AMERICAN BROADCASTING COMPANIES INC. ET AL. THIS", "Confidence": 0.64325, "X1": 0.57984, "Y1": 0.3192, "X2": 0.84424, "Y2": 0.319, "X3": 0.8534, "Y3": 0.3298, "X4": 0.5877, "Y4": 0.4418, "page": 0}, {"Word": "DOCUMENT AND ITS CONTENTS SHALL NOT BE USED, SHOWN OR", "Confidence": 0.7658, "X1": 0.58901, "Y1": 0.3202, "X2": 0.87565, "Y2": 0.32, "X3": 0.88351, "Y3": 0.3308, "X4": 0.59686, "Y4": 0.4508, "page": 0}, {"Word": "Kurtosis", "Confidence": 0.991, "X1": 0.08639, "Y1": 0.3392, "X2": 0.17539, "Y2": 0.339, "X3": 0.17539, "Y3": 0.3508, "X4": 0.08639, "Y4": 0.3508, "page": 0}, {"Word": "46.64", "Confidence": 0.998, "X1": 0.37958, "Y1": 0.3392, "X2": 0.43325, "Y2": 0.339, "X3": 0.43325, "Y3": 0.3508, "X4": 0.37958, "Y4": 0.3508, "page": 0}, {"Word": "DISTRIBUTED EXCEPT AS PROVIDED IN THE COURT'S ORDER.", "Confidence": 0.90975, "X1": 0.59686, "Y1": 0.3402, "X2": 0.86126, "Y2": 0.34, "X3": 0.8678, "Y3": 0.3498, "X4": 0.60471, "Y4": 0.4608, "page": 0}, {"Word": "Standardized kurtosis", "Confidence": 0.992, "X1": 0.08639, "Y1": 0.3532, "X2": 0.31806, "Y2": 0.353, "X3": 0.31806, "Y3": 0.3648, "X4": 0.08639, "Y4": 0.3648, "page": 0}, {"Word": "84.6188", "Confidence": 0.857, "X1": 0.37958, "Y1": 0.3532, "X2": 0.45812, "Y2": 0.353, "X3": 0.45812, "Y3": 0.3658, "X4": 0.37958, "Y4": 0.3648, "page": 0}, {"Word": "--", "Confidence": 0.779, "X1": 0.08901, "Y1": 0.3682, "X2": 0.12042, "Y2": 0.368, "X3": 0.12042, "Y3": 0.3758, "X4": 0.0877, "Y4": 0.3758, "page": 0}, {"Word": "2030978414", "Confidence": 0.378, "X1": 0.72906, "Y1": 0.8492, "X2": 0.89791, "Y2": 0.849, "X3": 0.8966, "Y3": 0.8748, "X4": 0.72775, "Y4": 0.8698, "page": 0}, {"Word": "2030978411", "Confidence": 0.992, "X1": 0.82984, "Y1": 0.9362, "X2": 0.95681, "Y2": 0.936, "X3": 0.95681, "Y3": 0.9528, "X4": 0.82984, "Y4": 0.9528, "page": 0}, {"Word": "2030978411", "Confidence": 0.991, "X1": 0.03665, "Y1": 0.9842, "X2": 0.13482, "Y2": 0.984, "X3": 0.13482, "Y3": 0.9968, "X4": 0.03665, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": "Variable:", "Confidence": 0.99, "X1": 0.09162, "Y1": 0.0882, "X2": 0.18717, "Y2": 0.088, "X3": 0.18717, "Y3": 0.1038, "X4": 0.09031, "Y4": 0.1028, "page": 0, "Index": 0}, {"Word": "CLASS", "Confidence": 0.824, "X1": 0.32461, "Y1": 0.0882, "X2": 0.37696, "Y2": 0.088, "X3": 0.37827, "Y3": 0.1018, "X4": 0.32461, "Y4": 0.1028, "page": 0, "Index": 1}, {"Word": "FEED", "Confidence": 0.987, "X1": 0.38743, "Y1": 0.0882, "X2": 0.43194, "Y2": 0.088, "X3": 0.43194, "Y3": 0.1018, "X4": 0.38743, "Y4": 0.1018, "page": 0, "Index": 2}, {"Word": "RATIO", "Confidence": 0.648, "X1": 0.44241, "Y1": 0.0892, "X2": 0.49738, "Y2": 0.089, "X3": 0.49607, "Y3": 0.1018, "X4": 0.44241, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "P", "Confidence": 0.686, "X1": 0.85995, "Y1": 0.0642, "X2": 0.89791, "Y2": 0.064, "X3": 0.89267, "Y3": 0.1158, "X4": 0.85864, "Y4": 0.1138, "page": 0, "Index": 4}, {"Word": "79", "Confidence": 0.992, "X1": 0.38089, "Y1": 0.1172, "X2": 0.39921, "Y2": 0.117, "X3": 0.39921, "Y3": 0.1278, "X4": 0.38089, "Y4": 0.1278, "page": 0, "Index": 5}, {"Word": "Sample", "Confidence": 0.951, "X1": 0.08901, "Y1": 0.1162, "X2": 0.15314, "Y2": 0.116, "X3": 0.15183, "Y3": 0.1308, "X4": 0.0877, "Y4": 0.1298, "page": 0, "Index": 6}, {"Word": "size", "Confidence": 0.989, "X1": 0.16361, "Y1": 0.1172, "X2": 0.20681, "Y2": 0.117, "X3": 0.20681, "Y3": 0.1318, "X4": 0.16361, "Y4": 0.1308, "page": 0, "Index": 7}, {"Word": "average", "Confidence": 0.743, "X1": 0.09031, "Y1": 0.1332, "X2": 0.16754, "Y2": 0.133, "X3": 0.16754, "Y3": 0.1448, "X4": 0.09031, "Y4": 0.1428, "page": 0, "Index": 8}, {"Word": "9.40840", "Confidence": 0.698, "X1": 0.39005, "Y1": 0.1312, "X2": 0.46204, "Y2": 0.131, "X3": 0.46335, "Y3": 0.1428, "X4": 0.39005, "Y4": 0.1418, "page": 0, "Index": 9}, {"Word": "edian", "Confidence": 0.848, "X1": 0.10209, "Y1": 0.1462, "X2": 0.15183, "Y2": 0.146, "X3": 0.15183, "Y3": 0.1578, "X4": 0.10209, "Y4": 0.1568, "page": 0, "Index": 10}, {"Word": "9.48", "Confidence": 0.622, "X1": 0.39136, "Y1": 0.1442, "X2": 0.43194, "Y2": 0.144, "X3": 0.43194, "Y3": 0.1558, "X4": 0.39136, "Y4": 0.1558, "page": 0, "Index": 11}, {"Word": "Mode", "Confidence": 0.986, "X1": 0.08901, "Y1": 0.1592, "X2": 0.13089, "Y2": 0.159, "X3": 0.13089, "Y3": 0.1708, "X4": 0.08901, "Y4": 0.1708, "page": 0, "Index": 12}, {"Word": "9.49", "Confidence": 0.97, "X1": 0.39398, "Y1": 0.1582, "X2": 0.43194, "Y2": 0.158, "X3": 0.43194, "Y3": 0.1708, "X4": 0.39398, "Y4": 0.1708, "page": 0, "Index": 13}, {"Word": "Geometric", "Confidence": 0.991, "X1": 0.08901, "Y1": 0.1722, "X2": 0.18455, "Y2": 0.172, "X3": 0.18325, "Y3": 0.1858, "X4": 0.08901, "Y4": 0.1848, "page": 0, "Index": 14}, {"Word": "mean", "Confidence": 0.975, "X1": 0.19503, "Y1": 0.1742, "X2": 0.23691, "Y2": 0.174, "X3": 0.2356, "Y3": 0.1868, "X4": 0.19372, "Y4": 0.1858, "page": 0, "Index": 15}, {"Word": "-32768", "Confidence": 0.996, "X1": 0.33901, "Y1": 0.1722, "X2": 0.39921, "Y2": 0.172, "X3": 0.39791, "Y3": 0.1858, "X4": 0.3377, "Y4": 0.1848, "page": 0, "Index": 16}, {"Word": "Variance", "Confidence": 0.967, "X1": 0.09293, "Y1": 0.1882, "X2": 0.17408, "Y2": 0.188, "X3": 0.17277, "Y3": 0.1998, "X4": 0.09162, "Y4": 0.1988, "page": 0, "Index": 17}, {"Word": "1.", "Confidence": 0.995, "X1": 0.39136, "Y1": 0.1882, "X2": 0.40838, "Y2": 0.188, "X3": 0.40838, "Y3": 0.2008, "X4": 0.39136, "Y4": 0.2008, "page": 0, "Index": 18}, {"Word": "54167", "Confidence": 0.955, "X1": 0.41099, "Y1": 0.1862, "X2": 0.46466, "Y2": 0.186, "X3": 0.46466, "Y3": 0.1988, "X4": 0.4123, "Y4": 0.2008, "page": 0, "Index": 19}, {"Word": "Standard", "Confidence": 0.994, "X1": 0.09031, "Y1": 0.2012, "X2": 0.17408, "Y2": 0.201, "X3": 0.17277, "Y3": 0.2138, "X4": 0.08901, "Y4": 0.2128, "page": 0, "Index": 20}, {"Word": "deviation", "Confidence": 0.994, "X1": 0.18455, "Y1": 0.2012, "X2": 0.28141, "Y2": 0.201, "X3": 0.2801, "Y3": 0.2148, "X4": 0.18325, "Y4": 0.2138, "page": 0, "Index": 21}, {"Word": "1.24164", "Confidence": 0.992, "X1": 0.39136, "Y1": 0.2022, "X2": 0.46466, "Y2": 0.202, "X3": 0.46466, "Y3": 0.2148, "X4": 0.39136, "Y4": 0.2138, "page": 0, "Index": 22}, {"Word": "Standard", "Confidence": 0.996, "X1": 0.09031, "Y1": 0.2162, "X2": 0.17277, "Y2": 0.216, "X3": 0.17277, "Y3": 0.2288, "X4": 0.08901, "Y4": 0.2288, "page": 0, "Index": 23}, {"Word": "error", "Confidence": 0.994, "X1": 0.18455, "Y1": 0.2172, "X2": 0.23822, "Y2": 0.217, "X3": 0.23691, "Y3": 0.2288, "X4": 0.18325, "Y4": 0.2288, "page": 0, "Index": 24}, {"Word": "0.139695", "Confidence": 0.994, "X1": 0.39005, "Y1": 0.2162, "X2": 0.47513, "Y2": 0.216, "X3": 0.47513, "Y3": 0.2288, "X4": 0.39136, "Y4": 0.2278, "page": 0, "Index": 25}, {"Word": "Minimum", "Confidence": 0.616, "X1": 0.08901, "Y1": 0.2312, "X2": 0.1623, "Y2": 0.231, "X3": 0.16099, "Y3": 0.2418, "X4": 0.08901, "Y4": 0.2418, "page": 0, "Index": 26}, {"Word": "0", "Confidence": 0.653, "X1": 0.39267, "Y1": 0.2312, "X2": 0.40183, "Y2": 0.231, "X3": 0.40052, "Y3": 0.2418, "X4": 0.39136, "Y4": 0.2408, "page": 0, "Index": 27}, {"Word": "Maximum", "Confidence": 0.727, "X1": 0.08901, "Y1": 0.2452, "X2": 0.1623, "Y2": 0.245, "X3": 0.16099, "Y3": 0.2568, "X4": 0.08901, "Y4": 0.2548, "page": 0, "Index": 28}, {"Word": "14.55", "Confidence": 0.997, "X1": 0.38089, "Y1": 0.2462, "X2": 0.43063, "Y2": 0.246, "X3": 0.43063, "Y3": 0.2568, "X4": 0.38089, "Y4": 0.2558, "page": 0, "Index": 29}, {"Word": "KS", "Confidence": 0.997, "X1": 0.58246, "Y1": 0.2452, "X2": 0.60471, "Y2": 0.245, "X3": 0.60471, "Y3": 0.2588, "X4": 0.58115, "Y4": 0.2588, "page": 0, "Index": 30}, {"Word": "=", "Confidence": 0.994, "X1": 0.61649, "Y1": 0.2452, "X2": 0.62696, "Y2": 0.245, "X3": 0.62565, "Y3": 0.2588, "X4": 0.61518, "Y4": 0.2588, "page": 0, "Index": 31}, {"Word": "2.78862E-4", "Confidence": 0.994, "X1": 0.63743, "Y1": 0.2452, "X2": 0.74607, "Y2": 0.245, "X3": 0.74476, "Y3": 0.2588, "X4": 0.63743, "Y4": 0.2588, "page": 0, "Index": 32}, {"Word": "Range", "Confidence": 0.997, "X1": 0.08901, "Y1": 0.2602, "X2": 0.14136, "Y2": 0.26, "X3": 0.14005, "Y3": 0.2708, "X4": 0.08901, "Y4": 0.2688, "page": 0, "Index": 33}, {"Word": "14.55", "Confidence": 0.996, "X1": 0.38089, "Y1": 0.2592, "X2": 0.43063, "Y2": 0.259, "X3": 0.43063, "Y3": 0.2698, "X4": 0.38089, "Y4": 0.2698, "page": 0, "Index": 34}, {"Word": "Lower", "Confidence": 0.997, "X1": 0.0877, "Y1": 0.2732, "X2": 0.14136, "Y2": 0.273, "X3": 0.14005, "Y3": 0.2848, "X4": 0.0877, "Y4": 0.2828, "page": 0, "Index": 35}, {"Word": "quartile", "Confidence": 0.996, "X1": 0.15183, "Y1": 0.2732, "X2": 0.23691, "Y2": 0.273, "X3": 0.2356, "Y3": 0.2848, "X4": 0.15183, "Y4": 0.2848, "page": 0, "Index": 36}, {"Word": "9.39", "Confidence": 0.995, "X1": 0.38874, "Y1": 0.2722, "X2": 0.43194, "Y2": 0.272, "X3": 0.43063, "Y3": 0.2838, "X4": 0.39005, "Y4": 0.2838, "page": 0, "Index": 37}, {"Word": "Upper", "Confidence": 0.997, "X1": 0.0877, "Y1": 0.2852, "X2": 0.14005, "Y2": 0.285, "X3": 0.14005, "Y3": 0.2978, "X4": 0.0877, "Y4": 0.2968, "page": 0, "Index": 38}, {"Word": "quartile", "Confidence": 0.993, "X1": 0.15183, "Y1": 0.2862, "X2": 0.23691, "Y2": 0.286, "X3": 0.2356, "Y3": 0.2978, "X4": 0.15183, "Y4": 0.2978, "page": 0, "Index": 39}, {"Word": "9.8", "Confidence": 0.617, "X1": 0.39005, "Y1": 0.2862, "X2": 0.42147, "Y2": 0.286, "X3": 0.42147, "Y3": 0.2968, "X4": 0.39005, "Y4": 0.2968, "page": 0, "Index": 40}, {"Word": "Interquartile", "Confidence": 0.97, "X1": 0.09162, "Y1": 0.2992, "X2": 0.22644, "Y2": 0.299, "X3": 0.22513, "Y3": 0.3108, "X4": 0.09031, "Y4": 0.3098, "page": 0, "Index": 41}, {"Word": "range", "Confidence": 0.922, "X1": 0.23822, "Y1": 0.3002, "X2": 0.29188, "Y2": 0.3, "X3": 0.28927, "Y3": 0.3118, "X4": 0.23691, "Y4": 0.3108, "page": 0, "Index": 42}, {"Word": "0.21", "Confidence": 0.97, "X1": 0.39267, "Y1": 0.3002, "X2": 0.43194, "Y2": 0.3, "X3": 0.43194, "Y3": 0.3108, "X4": 0.39267, "Y4": 0.3108, "page": 0, "Index": 43}, {"Word": "TO", "Confidence": 0.986, "X1": 0.81414, "Y1": 0.3022, "X2": 0.82723, "Y2": 0.302, "X3": 0.8377, "Y3": 0.3118, "X4": 0.82461, "Y4": 0.3178, "page": 0, "Index": 44}, {"Word": "Skewness", "Confidence": 0.956, "X1": 0.09162, "Y1": 0.3132, "X2": 0.17277, "Y2": 0.313, "X3": 0.17277, "Y3": 0.3248, "X4": 0.09162, "Y4": 0.3228, "page": 0, "Index": 45}, {"Word": "-4.81401", "Confidence": 0.992, "X1": 0.37958, "Y1": 0.3122, "X2": 0.46466, "Y2": 0.312, "X3": 0.46466, "Y3": 0.3248, "X4": 0.37827, "Y4": 0.3228, "page": 0, "Index": 46}, {"Word": "MORRIS-SUBJECT", "Confidence": 0.423, "X1": 0.73429, "Y1": 0.3092, "X2": 0.81152, "Y2": 0.309, "X3": 0.82199, "Y3": 0.3188, "X4": 0.74346, "Y4": 0.3508, "page": 0, "Index": 47}, {"Word": "ET", "Confidence": 0.957, "X1": 0.8089, "Y1": 0.3182, "X2": 0.82068, "Y2": 0.318, "X3": 0.83246, "Y3": 0.3278, "X4": 0.82068, "Y4": 0.3318, "page": 0, "Index": 48}, {"Word": "AL.", "Confidence": 0.019, "X1": 0.8233, "Y1": 0.3112, "X2": 0.83639, "Y2": 0.311, "X3": 0.84817, "Y3": 0.3208, "X4": 0.83508, "Y4": 0.3268, "page": 0, "Index": 49}, {"Word": "Standardized", "Confidence": 0.991, "X1": 0.08901, "Y1": 0.3262, "X2": 0.21597, "Y2": 0.326, "X3": 0.21466, "Y3": 0.3378, "X4": 0.09031, "Y4": 0.3368, "page": 0, "Index": 50}, {"Word": "-17.4681", "Confidence": 0.994, "X1": 0.37042, "Y1": 0.3262, "X2": 0.45419, "Y2": 0.326, "X3": 0.45419, "Y3": 0.3378, "X4": 0.37042, "Y4": 0.3378, "page": 0, "Index": 51}, {"Word": "INC.", "Confidence": 0.681, "X1": 0.78927, "Y1": 0.3242, "X2": 0.80628, "Y2": 0.324, "X3": 0.81806, "Y3": 0.3328, "X4": 0.79974, "Y4": 0.3408, "page": 0, "Index": 52}, {"Word": "THIS", "Confidence": 0.845, "X1": 0.82068, "Y1": 0.3202, "X2": 0.84424, "Y2": 0.32, "X3": 0.8534, "Y3": 0.3308, "X4": 0.83115, "Y4": 0.3398, "page": 0, "Index": 53}, {"Word": "OR", "Confidence": 0.994, "X1": 0.85602, "Y1": 0.3232, "X2": 0.87042, "Y2": 0.323, "X3": 0.87958, "Y3": 0.3328, "X4": 0.86518, "Y4": 0.3388, "page": 0, "Index": 54}, {"Word": "skewness", "Confidence": 0.886, "X1": 0.22775, "Y1": 0.3272, "X2": 0.31283, "Y2": 0.327, "X3": 0.31152, "Y3": 0.3388, "X4": 0.22644, "Y4": 0.3378, "page": 0, "Index": 55}, {"Word": "COMPANIES,", "Confidence": 0.632, "X1": 0.73168, "Y1": 0.3332, "X2": 0.78665, "Y2": 0.333, "X3": 0.79712, "Y3": 0.3418, "X4": 0.74215, "Y4": 0.3648, "page": 0, "Index": 56}, {"Word": "AL.", "Confidence": 0.615, "X1": 0.80105, "Y1": 0.3312, "X2": 0.81937, "Y2": 0.331, "X3": 0.82853, "Y3": 0.3408, "X4": 0.81152, "Y4": 0.3488, "page": 0, "Index": 57}, {"Word": "SHOWN", "Confidence": 0.991, "X1": 0.82068, "Y1": 0.3302, "X2": 0.8534, "Y2": 0.33, "X3": 0.86257, "Y3": 0.3398, "X4": 0.82984, "Y4": 0.3538, "page": 0, "Index": 58}, {"Word": "Kurtosis", "Confidence": 0.991, "X1": 0.08901, "Y1": 0.3402, "X2": 0.17277, "Y2": 0.34, "X3": 0.17147, "Y3": 0.3508, "X4": 0.0877, "Y4": 0.3508, "page": 0, "Index": 59}, {"Word": "46.64", "Confidence": 0.998, "X1": 0.37958, "Y1": 0.3392, "X2": 0.43194, "Y2": 0.339, "X3": 0.43194, "Y3": 0.3518, "X4": 0.37958, "Y4": 0.3508, "page": 0, "Index": 60}, {"Word": "PHILIP", "Confidence": 0.883, "X1": 0.70288, "Y1": 0.3432, "X2": 0.73168, "Y2": 0.343, "X3": 0.74084, "Y3": 0.3518, "X4": 0.71073, "Y4": 0.3638, "page": 0, "Index": 61}, {"Word": "INC.", "Confidence": 0.956, "X1": 0.76702, "Y1": 0.3462, "X2": 0.78534, "Y2": 0.346, "X3": 0.7945, "Y3": 0.3558, "X4": 0.77618, "Y4": 0.3628, "page": 0, "Index": 62}, {"Word": "ET", "Confidence": 0.955, "X1": 0.78796, "Y1": 0.3402, "X2": 0.79974, "Y2": 0.34, "X3": 0.8089, "Y3": 0.3498, "X4": 0.79712, "Y4": 0.3548, "page": 0, "Index": 63}, {"Word": "USED,", "Confidence": 0.624, "X1": 0.79188, "Y1": 0.3462, "X2": 0.81806, "Y2": 0.346, "X3": 0.82723, "Y3": 0.3548, "X4": 0.80105, "Y4": 0.3658, "page": 0, "Index": 64}, {"Word": "ORDER.", "Confidence": 0.847, "X1": 0.82592, "Y1": 0.3412, "X2": 0.85995, "Y2": 0.341, "X3": 0.86911, "Y3": 0.3498, "X4": 0.83377, "Y4": 0.3648, "page": 0, "Index": 65}, {"Word": "Standardized", "Confidence": 0.993, "X1": 0.08901, "Y1": 0.3532, "X2": 0.21728, "Y2": 0.353, "X3": 0.21466, "Y3": 0.3658, "X4": 0.0877, "Y4": 0.3648, "page": 0, "Index": 66}, {"Word": "kurtosis", "Confidence": 0.991, "X1": 0.22775, "Y1": 0.3532, "X2": 0.31283, "Y2": 0.353, "X3": 0.31152, "Y3": 0.3648, "X4": 0.22644, "Y4": 0.3658, "page": 0, "Index": 67}, {"Word": "84.6188", "Confidence": 0.857, "X1": 0.37958, "Y1": 0.3542, "X2": 0.45419, "Y2": 0.354, "X3": 0.45288, "Y3": 0.3658, "X4": 0.37958, "Y4": 0.3658, "page": 0, "Index": 68}, {"Word": "BY", "Confidence": 0.848, "X1": 0.68717, "Y1": 0.3562, "X2": 0.70026, "Y2": 0.356, "X3": 0.70812, "Y3": 0.3648, "X4": 0.69634, "Y4": 0.3708, "page": 0, "Index": 69}, {"Word": "MORRIS", "Confidence": 0.655, "X1": 0.69503, "Y1": 0.3572, "X2": 0.73037, "Y2": 0.357, "X3": 0.73953, "Y3": 0.3658, "X4": 0.70419, "Y4": 0.3798, "page": 0, "Index": 70}, {"Word": "COMPANIES", "Confidence": 0.354, "X1": 0.71073, "Y1": 0.3562, "X2": 0.7644, "Y2": 0.356, "X3": 0.77356, "Y3": 0.3638, "X4": 0.7199, "Y4": 0.3858, "page": 0, "Index": 71}, {"Word": "BE", "Confidence": 0.32, "X1": 0.7788, "Y1": 0.3592, "X2": 0.78927, "Y2": 0.359, "X3": 0.79843, "Y3": 0.3668, "X4": 0.78796, "Y4": 0.3708, "page": 0, "Index": 72}, {"Word": "COURT'S", "Confidence": 0.66, "X1": 0.78534, "Y1": 0.3572, "X2": 0.8233, "Y2": 0.357, "X3": 0.83246, "Y3": 0.3658, "X4": 0.79319, "Y4": 0.3818, "page": 0, "Index": 73}, {"Word": "--", "Confidence": 0.779, "X1": 0.09031, "Y1": 0.3672, "X2": 0.10733, "Y2": 0.367, "X3": 0.10733, "Y3": 0.3758, "X4": 0.08901, "Y4": 0.3748, "page": 0, "Index": 74}, {"Word": "SECRET-PRODUCED", "Confidence": 0.467, "X1": 0.60079, "Y1": 0.3632, "X2": 0.68455, "Y2": 0.363, "X3": 0.69372, "Y3": 0.3718, "X4": 0.60864, "Y4": 0.4068, "page": 0, "Index": 75}, {"Word": "NOT", "Confidence": 0.638, "X1": 0.75785, "Y1": 0.3652, "X2": 0.77618, "Y2": 0.365, "X3": 0.78534, "Y3": 0.3718, "X4": 0.76702, "Y4": 0.3798, "page": 0, "Index": 76}, {"Word": "BROADCASTING", "Confidence": 0.425, "X1": 0.64005, "Y1": 0.3802, "X2": 0.70812, "Y2": 0.38, "X3": 0.71728, "Y3": 0.3878, "X4": 0.64791, "Y4": 0.4168, "page": 0, "Index": 77}, {"Word": "PHILIP", "Confidence": 0.384, "X1": 0.6623, "Y1": 0.3732, "X2": 0.69241, "Y2": 0.373, "X3": 0.70157, "Y3": 0.3818, "X4": 0.67147, "Y4": 0.3938, "page": 0, "Index": 78}, {"Word": "SHALL", "Confidence": 0.675, "X1": 0.72775, "Y1": 0.3742, "X2": 0.75524, "Y2": 0.374, "X3": 0.7644, "Y3": 0.3808, "X4": 0.73691, "Y4": 0.3928, "page": 0, "Index": 79}, {"Word": "THE", "Confidence": 0.991, "X1": 0.76702, "Y1": 0.3752, "X2": 0.78272, "Y2": 0.375, "X3": 0.79058, "Y3": 0.3828, "X4": 0.77487, "Y4": 0.3898, "page": 0, "Index": 80}, {"Word": "IN", "Confidence": 0.611, "X1": 0.65052, "Y1": 0.3872, "X2": 0.65969, "Y2": 0.387, "X3": 0.66885, "Y3": 0.3948, "X4": 0.65969, "Y4": 0.3988, "page": 0, "Index": 81}, {"Word": "CONTENTS", "Confidence": 0.93, "X1": 0.67932, "Y1": 0.3862, "X2": 0.72513, "Y2": 0.386, "X3": 0.73429, "Y3": 0.3938, "X4": 0.68848, "Y4": 0.4128, "page": 0, "Index": 82}, {"Word": "PROVIDED", "Confidence": 0.943, "X1": 0.70681, "Y1": 0.3882, "X2": 0.75131, "Y2": 0.388, "X3": 0.76047, "Y3": 0.3958, "X4": 0.71466, "Y4": 0.4148, "page": 0, "Index": 83}, {"Word": "IN", "Confidence": 0.997, "X1": 0.75393, "Y1": 0.3832, "X2": 0.7644, "Y2": 0.383, "X3": 0.77225, "Y3": 0.3908, "X4": 0.76178, "Y4": 0.3948, "page": 0, "Index": 84}, {"Word": "TRADE", "Confidence": 0.994, "X1": 0.57068, "Y1": 0.3992, "X2": 0.59817, "Y2": 0.399, "X3": 0.60602, "Y3": 0.4078, "X4": 0.57723, "Y4": 0.4208, "page": 0, "Index": 85}, {"Word": "ORDER", "Confidence": 0.934, "X1": 0.6178, "Y1": 0.3922, "X2": 0.64791, "Y2": 0.392, "X3": 0.65707, "Y3": 0.3998, "X4": 0.62565, "Y4": 0.4138, "page": 0, "Index": 86}, {"Word": "COURT", "Confidence": 0.969, "X1": 0.58508, "Y1": 0.4062, "X2": 0.61518, "Y2": 0.406, "X3": 0.62304, "Y3": 0.4148, "X4": 0.59162, "Y4": 0.4278, "page": 0, "Index": 87}, {"Word": "AMERICAN", "Confidence": 0.85, "X1": 0.59031, "Y1": 0.4102, "X2": 0.63743, "Y2": 0.41, "X3": 0.64529, "Y3": 0.4178, "X4": 0.59948, "Y4": 0.4368, "page": 0, "Index": 88}, {"Word": "ITS", "Confidence": 0.912, "X1": 0.6623, "Y1": 0.4062, "X2": 0.6767, "Y2": 0.406, "X3": 0.68586, "Y3": 0.4138, "X4": 0.67147, "Y4": 0.4198, "page": 0, "Index": 89}, {"Word": "AS", "Confidence": 0.996, "X1": 0.69372, "Y1": 0.4082, "X2": 0.7055, "Y2": 0.408, "X3": 0.71204, "Y3": 0.4158, "X4": 0.70157, "Y4": 0.4208, "page": 0, "Index": 90}, {"Word": "AND", "Confidence": 0.64, "X1": 0.64136, "Y1": 0.4132, "X2": 0.65969, "Y2": 0.413, "X3": 0.66885, "Y3": 0.4208, "X4": 0.65052, "Y4": 0.4288, "page": 0, "Index": 91}, {"Word": "EXCEPT", "Confidence": 0.962, "X1": 0.65838, "Y1": 0.4142, "X2": 0.6911, "Y2": 0.414, "X3": 0.69895, "Y3": 0.4218, "X4": 0.66492, "Y4": 0.4358, "page": 0, "Index": 92}, {"Word": "A", "Confidence": 0.991, "X1": 0.57723, "Y1": 0.4202, "X2": 0.58246, "Y2": 0.42, "X3": 0.58901, "Y3": 0.4288, "X4": 0.58377, "Y4": 0.4308, "page": 0, "Index": 93}, {"Word": "Y", "Confidence": 0.146, "X1": 0.58115, "Y1": 0.4292, "X2": 0.5877, "Y2": 0.429, "X3": 0.59686, "Y3": 0.4378, "X4": 0.58901, "Y4": 0.4408, "page": 0, "Index": 94}, {"Word": "DOCUMENT", "Confidence": 0.934, "X1": 0.58901, "Y1": 0.4212, "X2": 0.63874, "Y2": 0.421, "X3": 0.64791, "Y3": 0.4298, "X4": 0.59817, "Y4": 0.4508, "page": 0, "Index": 95}, {"Word": "DISTRIBUTED", "Confidence": 0.882, "X1": 0.59817, "Y1": 0.4292, "X2": 0.65576, "Y2": 0.429, "X3": 0.6623, "Y3": 0.4368, "X4": 0.60602, "Y4": 0.4608, "page": 0, "Index": 96}, {"Word": "2030978414", "Confidence": 0.378, "X1": 0.73037, "Y1": 0.8502, "X2": 0.89398, "Y2": 0.85, "X3": 0.89398, "Y3": 0.8758, "X4": 0.72906, "Y4": 0.8698, "page": 0, "Index": 97}, {"Word": "2030978411", "Confidence": 0.992, "X1": 0.83246, "Y1": 0.9372, "X2": 0.9555, "Y2": 0.937, "X3": 0.9555, "Y3": 0.9538, "X4": 0.83246, "Y4": 0.9538, "page": 0, "Index": 98}, {"Word": "2030978411", "Confidence": 0.991, "X1": 0.03796, "Y1": 0.9852, "X2": 0.13351, "Y2": 0.985, "X3": 0.13351, "Y3": 0.9968, "X4": 0.03796, "Y4": 0.9978, "page": 0, "Index": 99}]}
"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"
ffdy0217
1
{"lines_data": [{"Word": ":", "Confidence": 0.846, "X1": 0.35163, "Y1": 0.1092, "X2": 0.36993, "Y2": 0.109, "X3": 0.36993, "Y3": 0.1248, "X4": 0.35163, "Y4": 0.1238, "page": 0}, {"Word": "HISTOGRAM CLASS FEED RATIO", "Confidence": 0.97975, "X1": 0.36471, "Y1": 0.1132, "X2": 0.65882, "Y2": 0.113, "X3": 0.65882, "Y3": 0.1358, "X4": 0.3634, "Y4": 0.1348, "page": 0}, {"Word": "FEBRUARY 1989", "Confidence": 0.9915, "X1": 0.44444, "Y1": 0.1412, "X2": 0.58954, "Y2": 0.141, "X3": 0.58954, "Y3": 0.1628, "X4": 0.44444, "Y4": 0.1628, "page": 0}, {"Word": "80", "Confidence": 0.994, "X1": 0.14771, "Y1": 0.2012, "X2": 0.17124, "Y2": 0.201, "X3": 0.17124, "Y3": 0.2228, "X4": 0.14771, "Y4": 0.2228, "page": 0}, {"Word": "60", "Confidence": 0.97, "X1": 0.15163, "Y1": 0.3452, "X2": 0.17386, "Y2": 0.345, "X3": 0.17386, "Y3": 0.3668, "X4": 0.15033, "Y4": 0.3658, "page": 0}, {"Word": "OCUMENT AND ITS CONTENTS SHALL NOT BE USED. SHOWN OR", "Confidence": 0.9296, "X1": 0.67582, "Y1": 0.3912, "X2": 0.76863, "Y2": 0.391, "X3": 0.78693, "Y3": 0.3928, "X4": 0.69281, "Y4": 0.6258, "page": 0}, {"Word": "TRADE SECRET-PRODUCED BY PHILIP MORRIS-SUBJECT TO", "Confidence": 0.52033, "X1": 0.63268, "Y1": 0.3972, "X2": 0.71765, "Y2": 0.397, "X3": 0.73725, "Y3": 0.4008, "X4": 0.6549, "Y4": 0.6188, "page": 0}, {"Word": "AMERICAN BROADCASTING COMPANIES, INC. ET AL. THIS", "Confidence": 0.40857, "X1": 0.66013, "Y1": 0.3992, "X2": 0.74771, "Y2": 0.399, "X3": 0.76601, "Y3": 0.4018, "X4": 0.67974, "Y4": 0.6268, "page": 0}, {"Word": "DISTRIBUTED EXCEPT AS PROVIDED IN THE COURT'S ORDER-", "Confidence": 0.82938, "X1": 0.68889, "Y1": 0.4062, "X2": 0.77778, "Y2": 0.406, "X3": 0.79477, "Y3": 0.4098, "X4": 0.70588, "Y4": 0.6348, "page": 0}, {"Word": "frequency", "Confidence": 0.89, "X1": 0.11111, "Y1": 0.4362, "X2": 0.11111, "Y2": 0.436, "X3": 0.13464, "Y3": 0.4358, "X4": 0.13464, "Y4": 0.5628, "page": 0}, {"Word": "0", "Confidence": 0.547, "X1": 0.11765, "Y1": 0.5222, "X2": 0.06667, "Y2": 0.522, "X3": 0.06928, "Y3": 0.4908, "X4": 0.11634, "Y4": 0.4958, "page": 0}, {"Word": "40", "Confidence": 0.992, "X1": 0.14771, "Y1": 0.4902, "X2": 0.17386, "Y2": 0.49, "X3": 0.17516, "Y3": 0.5088, "X4": 0.14902, "Y4": 0.5088, "page": 0}, {"Word": "20", "Confidence": 0.91, "X1": 0.14902, "Y1": 0.6312, "X2": 0.17386, "Y2": 0.631, "X3": 0.17516, "Y3": 0.6548, "X4": 0.15033, "Y4": 0.6548, "page": 0}, {"Word": "-", "Confidence": 0.713, "X1": 0.31895, "Y1": 0.8052, "X2": 0.31765, "Y2": 0.805, "X3": 0.3085, "Y3": 0.8048, "X4": 0.3098, "Y4": 0.7898, "page": 0}, {"Word": "-1", "Confidence": 0.992, "X1": 0.19477, "Y1": 0.8202, "X2": 0.2183, "Y2": 0.82, "X3": 0.21961, "Y3": 0.8378, "X4": 0.19739, "Y4": 0.8388, "page": 0}, {"Word": "5", "Confidence": 0.996, "X1": 0.40784, "Y1": 0.8172, "X2": 0.42745, "Y2": 0.817, "X3": 0.42876, "Y3": 0.8378, "X4": 0.40915, "Y4": 0.8378, "page": 0}, {"Word": "8", "Confidence": 0.996, "X1": 0.51111, "Y1": 0.8192, "X2": 0.5281, "Y2": 0.819, "X3": 0.52941, "Y3": 0.8378, "X4": 0.51111, "Y4": 0.8378, "page": 0}, {"Word": "2", "Confidence": 0.998, "X1": 0.30327, "Y1": 0.8192, "X2": 0.32288, "Y2": 0.819, "X3": 0.32418, "Y3": 0.8388, "X4": 0.30327, "Y4": 0.8378, "page": 0}, {"Word": "11", "Confidence": 0.996, "X1": 0.61176, "Y1": 0.8172, "X2": 0.6366, "Y2": 0.817, "X3": 0.63791, "Y3": 0.8388, "X4": 0.61176, "Y4": 0.8388, "page": 0}, {"Word": "14", "Confidence": 0.994, "X1": 0.71503, "Y1": 0.8172, "X2": 0.73987, "Y2": 0.817, "X3": 0.73987, "Y3": 0.8388, "X4": 0.71634, "Y4": 0.8388, "page": 0}, {"Word": "17", "Confidence": 0.997, "X1": 0.82092, "Y1": 0.8182, "X2": 0.84444, "Y2": 0.818, "X3": 0.84314, "Y3": 0.8398, "X4": 0.8183, "Y4": 0.8388, "page": 0}, {"Word": "CCLSFFE9.DATA1", "Confidence": 0.982, "X1": 0.44314, "Y1": 0.8512, "X2": 0.59477, "Y2": 0.851, "X3": 0.59608, "Y3": 0.8758, "X4": 0.44314, "Y4": 0.8768, "page": 0}, {"Word": "2030978410", "Confidence": 0.966, "X1": 0.6915, "Y1": 0.8602, "X2": 0.86405, "Y2": 0.86, "X3": 0.86275, "Y3": 0.8838, "X4": 0.6902, "Y4": 0.8788, "page": 0}, {"Word": ".-", "Confidence": 0.567, "X1": 0.40131, "Y1": 0.9352, "X2": 0.42745, "Y2": 0.935, "X3": 0.42745, "Y3": 0.9428, "X4": 0.40131, "Y4": 0.9428, "page": 0}, {"Word": "2030978410", "Confidence": 0.922, "X1": 0.83137, "Y1": 0.9352, "X2": 0.95686, "Y2": 0.935, "X3": 0.95686, "Y3": 0.9528, "X4": 0.83137, "Y4": 0.9538, "page": 0}, {"Word": "2030978410", "Confidence": 0.991, "X1": 0.0366, "Y1": 0.9842, "X2": 0.13856, "Y2": 0.984, "X3": 0.13856, "Y3": 0.9968, "X4": 0.0366, "Y4": 0.9978, "page": 0}], "words_data": [{"Word": ":", "Confidence": 0.846, "X1": 0.35294, "Y1": 0.1092, "X2": 0.36471, "Y2": 0.109, "X3": 0.3634, "Y3": 0.1248, "X4": 0.35163, "Y4": 0.1238, "page": 0, "Index": 0}, {"Word": "HISTOGRAM", "Confidence": 0.941, "X1": 0.36993, "Y1": 0.1132, "X2": 0.4719, "Y2": 0.113, "X3": 0.4719, "Y3": 0.1358, "X4": 0.36993, "Y4": 0.1348, "page": 0, "Index": 1}, {"Word": "CLASS", "Confidence": 0.997, "X1": 0.47843, "Y1": 0.1132, "X2": 0.53595, "Y2": 0.113, "X3": 0.53595, "Y3": 0.1358, "X4": 0.47712, "Y4": 0.1358, "page": 0, "Index": 2}, {"Word": "FEED", "Confidence": 0.987, "X1": 0.54248, "Y1": 0.1132, "X2": 0.59085, "Y2": 0.113, "X3": 0.59085, "Y3": 0.1358, "X4": 0.54248, "Y4": 0.1358, "page": 0, "Index": 3}, {"Word": "RATIO", "Confidence": 0.994, "X1": 0.59739, "Y1": 0.1132, "X2": 0.65882, "Y2": 0.113, "X3": 0.65882, "Y3": 0.1358, "X4": 0.59739, "Y4": 0.1358, "page": 0, "Index": 4}, {"Word": "FEBRUARY", "Confidence": 0.993, "X1": 0.44575, "Y1": 0.1422, "X2": 0.53464, "Y2": 0.142, "X3": 0.53333, "Y3": 0.1628, "X4": 0.44444, "Y4": 0.1628, "page": 0, "Index": 5}, {"Word": "1989", "Confidence": 0.99, "X1": 0.53987, "Y1": 0.1422, "X2": 0.58824, "Y2": 0.142, "X3": 0.58693, "Y3": 0.1638, "X4": 0.53856, "Y4": 0.1628, "page": 0, "Index": 6}, {"Word": "80", "Confidence": 0.994, "X1": 0.14771, "Y1": 0.2012, "X2": 0.17124, "Y2": 0.201, "X3": 0.17124, "Y3": 0.2228, "X4": 0.14771, "Y4": 0.2228, "page": 0, "Index": 7}, {"Word": "60", "Confidence": 0.97, "X1": 0.15033, "Y1": 0.3452, "X2": 0.17386, "Y2": 0.345, "X3": 0.17255, "Y3": 0.3668, "X4": 0.15033, "Y4": 0.3658, "page": 0, "Index": 8}, {"Word": "OR", "Confidence": 0.817, "X1": 0.76471, "Y1": 0.3912, "X2": 0.76993, "Y2": 0.391, "X3": 0.78562, "Y3": 0.3928, "X4": 0.7817, "Y4": 0.4048, "page": 0, "Index": 9}, {"Word": "TO", "Confidence": 0.934, "X1": 0.71634, "Y1": 0.3982, "X2": 0.72026, "Y2": 0.398, "X3": 0.73725, "Y3": 0.4008, "X4": 0.73203, "Y4": 0.4128, "page": 0, "Index": 10}, {"Word": "THIS", "Confidence": 0.584, "X1": 0.74248, "Y1": 0.4022, "X2": 0.74902, "Y2": 0.402, "X3": 0.76471, "Y3": 0.4058, "X4": 0.75686, "Y4": 0.4248, "page": 0, "Index": 11}, {"Word": "SHOWN", "Confidence": 0.991, "X1": 0.75294, "Y1": 0.4062, "X2": 0.76471, "Y2": 0.406, "X3": 0.78039, "Y3": 0.4078, "X4": 0.76863, "Y4": 0.4358, "page": 0, "Index": 12}, {"Word": "MORRIS-SUBJECT", "Confidence": 0.358, "X1": 0.6902, "Y1": 0.4122, "X2": 0.71503, "Y2": 0.412, "X3": 0.73072, "Y3": 0.4158, "X4": 0.70458, "Y4": 0.4808, "page": 0, "Index": 13}, {"Word": "ORDER-", "Confidence": 0.817, "X1": 0.76732, "Y1": 0.4072, "X2": 0.77908, "Y2": 0.407, "X3": 0.79477, "Y3": 0.4098, "X4": 0.7817, "Y4": 0.4418, "page": 0, "Index": 14}, {"Word": "AL.", "Confidence": 0.174, "X1": 0.73725, "Y1": 0.4242, "X2": 0.74118, "Y2": 0.424, "X3": 0.75686, "Y3": 0.4278, "X4": 0.75163, "Y4": 0.4408, "page": 0, "Index": 15}, {"Word": "frequency", "Confidence": 0.89, "X1": 0.11111, "Y1": 0.4372, "X2": 0.11242, "Y2": 0.437, "X3": 0.13333, "Y3": 0.4368, "X4": 0.13464, "Y4": 0.5588, "page": 0, "Index": 16}, {"Word": "USED.", "Confidence": 0.775, "X1": 0.74379, "Y1": 0.4372, "X2": 0.75294, "Y2": 0.437, "X3": 0.76863, "Y3": 0.4378, "X4": 0.75948, "Y4": 0.4598, "page": 0, "Index": 17}, {"Word": "ET", "Confidence": 0.28, "X1": 0.73333, "Y1": 0.4402, "X2": 0.73595, "Y2": 0.44, "X3": 0.75033, "Y3": 0.4438, "X4": 0.74641, "Y4": 0.4528, "page": 0, "Index": 18}, {"Word": "COURT'S", "Confidence": 0.485, "X1": 0.75425, "Y1": 0.4422, "X2": 0.76601, "Y2": 0.442, "X3": 0.7817, "Y3": 0.4448, "X4": 0.76993, "Y4": 0.4758, "page": 0, "Index": 19}, {"Word": "INC.", "Confidence": 0.387, "X1": 0.72549, "Y1": 0.4512, "X2": 0.73203, "Y2": 0.451, "X3": 0.74641, "Y3": 0.4548, "X4": 0.73987, "Y4": 0.4718, "page": 0, "Index": 20}, {"Word": "BE", "Confidence": 0.97, "X1": 0.73987, "Y1": 0.4612, "X2": 0.74379, "Y2": 0.461, "X3": 0.75817, "Y3": 0.4628, "X4": 0.75556, "Y4": 0.4708, "page": 0, "Index": 21}, {"Word": "COMPANIES,", "Confidence": 0.543, "X1": 0.70588, "Y1": 0.4702, "X2": 0.72418, "Y2": 0.47, "X3": 0.73856, "Y3": 0.4738, "X4": 0.72157, "Y4": 0.5198, "page": 0, "Index": 22}, {"Word": "NOT", "Confidence": 0.992, "X1": 0.73333, "Y1": 0.4722, "X2": 0.73856, "Y2": 0.472, "X3": 0.75425, "Y3": 0.4738, "X4": 0.74771, "Y4": 0.4888, "page": 0, "Index": 23}, {"Word": "THE", "Confidence": 0.998, "X1": 0.74771, "Y1": 0.4752, "X2": 0.75294, "Y2": 0.475, "X3": 0.76863, "Y3": 0.4778, "X4": 0.7634, "Y4": 0.4918, "page": 0, "Index": 24}, {"Word": "PHILIP", "Confidence": 0.87, "X1": 0.67843, "Y1": 0.4802, "X2": 0.68889, "Y2": 0.48, "X3": 0.70327, "Y3": 0.4838, "X4": 0.69412, "Y4": 0.5078, "page": 0, "Index": 25}, {"Word": "0", "Confidence": 0.547, "X1": 0.09935, "Y1": 0.5222, "X2": 0.07451, "Y2": 0.522, "X3": 0.07712, "Y3": 0.4908, "X4": 0.10196, "Y4": 0.4918, "page": 0, "Index": 26}, {"Word": "SHALL", "Confidence": 0.969, "X1": 0.72288, "Y1": 0.4892, "X2": 0.73203, "Y2": 0.489, "X3": 0.74771, "Y3": 0.4908, "X4": 0.73856, "Y4": 0.5148, "page": 0, "Index": 27}, {"Word": "IN", "Confidence": 0.923, "X1": 0.74379, "Y1": 0.4912, "X2": 0.74641, "Y2": 0.491, "X3": 0.76209, "Y3": 0.4948, "X4": 0.75948, "Y4": 0.5018, "page": 0, "Index": 28}, {"Word": "PROVIDED", "Confidence": 0.774, "X1": 0.7281, "Y1": 0.5022, "X2": 0.74248, "Y2": 0.502, "X3": 0.75817, "Y3": 0.5048, "X4": 0.74379, "Y4": 0.5428, "page": 0, "Index": 29}, {"Word": "40", "Confidence": 0.992, "X1": 0.14902, "Y1": 0.4892, "X2": 0.17386, "Y2": 0.489, "X3": 0.17255, "Y3": 0.5088, "X4": 0.14902, "Y4": 0.5078, "page": 0, "Index": 30}, {"Word": "BY", "Confidence": 0.679, "X1": 0.67451, "Y1": 0.5072, "X2": 0.67712, "Y2": 0.507, "X3": 0.69281, "Y3": 0.5098, "X4": 0.6902, "Y4": 0.5198, "page": 0, "Index": 31}, {"Word": "CONTENTS", "Confidence": 0.896, "X1": 0.70588, "Y1": 0.5152, "X2": 0.72157, "Y2": 0.515, "X3": 0.73725, "Y3": 0.5178, "X4": 0.72157, "Y4": 0.5548, "page": 0, "Index": 32}, {"Word": "SECRET-PRODUCED", "Confidence": 0.243, "X1": 0.64314, "Y1": 0.5192, "X2": 0.6732, "Y2": 0.519, "X3": 0.68889, "Y3": 0.5218, "X4": 0.66405, "Y4": 0.5928, "page": 0, "Index": 33}, {"Word": "BROADCASTING", "Confidence": 0.615, "X1": 0.68105, "Y1": 0.5192, "X2": 0.70588, "Y2": 0.519, "X3": 0.72026, "Y3": 0.5228, "X4": 0.69804, "Y4": 0.5798, "page": 0, "Index": 34}, {"Word": "AS", "Confidence": 0.994, "X1": 0.72288, "Y1": 0.5422, "X2": 0.7268, "Y2": 0.542, "X3": 0.74248, "Y3": 0.5448, "X4": 0.73856, "Y4": 0.5538, "page": 0, "Index": 35}, {"Word": "ITS", "Confidence": 0.998, "X1": 0.69935, "Y1": 0.5552, "X2": 0.70458, "Y2": 0.555, "X3": 0.72157, "Y3": 0.5578, "X4": 0.71634, "Y4": 0.5698, "page": 0, "Index": 36}, {"Word": "EXCEPT", "Confidence": 0.991, "X1": 0.71111, "Y1": 0.5532, "X2": 0.72288, "Y2": 0.553, "X3": 0.73856, "Y3": 0.5558, "X4": 0.7268, "Y4": 0.5828, "page": 0, "Index": 37}, {"Word": "AND", "Confidence": 0.956, "X1": 0.69281, "Y1": 0.5702, "X2": 0.69935, "Y2": 0.57, "X3": 0.71503, "Y3": 0.5718, "X4": 0.7098, "Y4": 0.5868, "page": 0, "Index": 38}, {"Word": "AMERICAN", "Confidence": 0.277, "X1": 0.66405, "Y1": 0.5792, "X2": 0.67974, "Y2": 0.579, "X3": 0.69673, "Y3": 0.5828, "X4": 0.68235, "Y4": 0.6198, "page": 0, "Index": 39}, {"Word": "DISTRIBUTED", "Confidence": 0.653, "X1": 0.6902, "Y1": 0.5822, "X2": 0.7098, "Y2": 0.582, "X3": 0.7268, "Y3": 0.5858, "X4": 0.70719, "Y4": 0.6338, "page": 0, "Index": 40}, {"Word": "TRADE", "Confidence": 0.038, "X1": 0.63268, "Y1": 0.5932, "X2": 0.64183, "Y2": 0.593, "X3": 0.66405, "Y3": 0.5958, "X4": 0.65621, "Y4": 0.6178, "page": 0, "Index": 41}, {"Word": "OCUMENT", "Confidence": 0.932, "X1": 0.67582, "Y1": 0.5872, "X2": 0.6915, "Y2": 0.587, "X3": 0.7085, "Y3": 0.5888, "X4": 0.69412, "Y4": 0.6238, "page": 0, "Index": 42}, {"Word": "20", "Confidence": 0.91, "X1": 0.15033, "Y1": 0.6312, "X2": 0.17386, "Y2": 0.631, "X3": 0.17386, "Y3": 0.6538, "X4": 0.15033, "Y4": 0.6548, "page": 0, "Index": 43}, {"Word": "-", "Confidence": 0.713, "X1": 0.31895, "Y1": 0.8012, "X2": 0.31765, "Y2": 0.801, "X3": 0.3085, "Y3": 0.8008, "X4": 0.3098, "Y4": 0.7958, "page": 0, "Index": 44}, {"Word": "-1", "Confidence": 0.992, "X1": 0.19477, "Y1": 0.8202, "X2": 0.2183, "Y2": 0.82, "X3": 0.21961, "Y3": 0.8378, "X4": 0.19608, "Y4": 0.8388, "page": 0, "Index": 45}, {"Word": "5", "Confidence": 0.996, "X1": 0.40915, "Y1": 0.8172, "X2": 0.42484, "Y2": 0.817, "X3": 0.42484, "Y3": 0.8378, "X4": 0.40915, "Y4": 0.8378, "page": 0, "Index": 46}, {"Word": "8", "Confidence": 0.996, "X1": 0.51242, "Y1": 0.8182, "X2": 0.5281, "Y2": 0.818, "X3": 0.5268, "Y3": 0.8378, "X4": 0.51111, "Y4": 0.8368, "page": 0, "Index": 47}, {"Word": "2", "Confidence": 0.998, "X1": 0.30458, "Y1": 0.8192, "X2": 0.32157, "Y2": 0.819, "X3": 0.32026, "Y3": 0.8388, "X4": 0.30327, "Y4": 0.8378, "page": 0, "Index": 48}, {"Word": "11", "Confidence": 0.996, "X1": 0.61176, "Y1": 0.8172, "X2": 0.6366, "Y2": 0.817, "X3": 0.6366, "Y3": 0.8388, "X4": 0.61176, "Y4": 0.8388, "page": 0, "Index": 49}, {"Word": "14", "Confidence": 0.994, "X1": 0.71503, "Y1": 0.8172, "X2": 0.73856, "Y2": 0.817, "X3": 0.73856, "Y3": 0.8388, "X4": 0.71503, "Y4": 0.8388, "page": 0, "Index": 50}, {"Word": "17", "Confidence": 0.997, "X1": 0.81961, "Y1": 0.8182, "X2": 0.84314, "Y2": 0.818, "X3": 0.84052, "Y3": 0.8398, "X4": 0.8183, "Y4": 0.8388, "page": 0, "Index": 51}, {"Word": "CCLSFFE9.DATA1", "Confidence": 0.982, "X1": 0.44575, "Y1": 0.8522, "X2": 0.59477, "Y2": 0.852, "X3": 0.59608, "Y3": 0.8758, "X4": 0.44444, "Y4": 0.8768, "page": 0, "Index": 52}, {"Word": "2030978410", "Confidence": 0.966, "X1": 0.69281, "Y1": 0.8602, "X2": 0.85621, "Y2": 0.86, "X3": 0.85621, "Y3": 0.8848, "X4": 0.6902, "Y4": 0.8788, "page": 0, "Index": 53}, {"Word": ".-", "Confidence": 0.567, "X1": 0.40131, "Y1": 0.9352, "X2": 0.41961, "Y2": 0.935, "X3": 0.41961, "Y3": 0.9428, "X4": 0.40131, "Y4": 0.9428, "page": 0, "Index": 54}, {"Word": "2030978410", "Confidence": 0.922, "X1": 0.83268, "Y1": 0.9352, "X2": 0.95294, "Y2": 0.935, "X3": 0.95163, "Y3": 0.9538, "X4": 0.83268, "Y4": 0.9528, "page": 0, "Index": 55}, {"Word": "2030978410", "Confidence": 0.991, "X1": 0.03791, "Y1": 0.9852, "X2": 0.13333, "Y2": 0.985, "X3": 0.13333, "Y3": 0.9978, "X4": 0.03791, "Y4": 0.9978, "page": 0, "Index": 56}]}
"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"
ffvb0016
0
{"lines_data": [{"Word": "CASE NAME:'", "Confidence": 0.825, "X1": 0.13005, "Y1": 0.0852, "X2": 0.2601, "Y2": 0.085, "X3": 0.2601, "Y3": 0.1028, "X4": 0.13131, "Y4": 0.1048, "page": 0}, {"Word": "Berko v. Ligg, RJR, AM, PM, et al.", "Confidence": 0.96888, "X1": 0.42929, "Y1": 0.0872, "X2": 0.83586, "Y2": 0.087, "X3": 0.83586, "Y3": 0.1078, "X4": 0.42929, "Y4": 0.1078, "page": 0}, {"Word": "COMPLAINT FILED:", "Confidence": 0.9955, "X1": 0.13131, "Y1": 0.2112, "X2": 0.32197, "Y2": 0.211, "X3": 0.32197, "Y3": 0.2288, "X4": 0.13131, "Y4": 0.2298, "page": 0}, {"Word": "5/25/84", "Confidence": 0.991, "X1": 0.43182, "Y1": 0.2132, "X2": 0.5202, "Y2": 0.213, "X3": 0.5202, "Y3": 0.2308, "X4": 0.43182, "Y4": 0.2328, "page": 0}, {"Word": "THIRD PARTY COMPLAINT:", "Confidence": 0.96367, "X1": 0.13131, "Y1": 0.3362, "X2": 0.39015, "Y2": 0.336, "X3": 0.39015, "Y3": 0.3528, "X4": 0.13131, "Y4": 0.3538, "page": 0}, {"Word": "NAME :", "Confidence": 0.991, "X1": 0.27273, "Y1": 0.3532, "X2": 0.33586, "Y2": 0.353, "X3": 0.33586, "Y3": 0.3678, "X4": 0.27273, "Y4": 0.3678, "page": 0}, {"Word": "FILED:", "Confidence": 0.995, "X1": 0.27273, "Y1": 0.4472, "X2": 0.34848, "Y2": 0.447, "X3": 0.34722, "Y3": 0.4648, "X4": 0.27273, "Y4": 0.4628, "page": 0}, {"Word": "INJURY ALLEGED :", "Confidence": 0.87033, "X1": 0.1351, "Y1": 0.4912, "X2": 0.31187, "Y2": 0.491, "X3": 0.31187, "Y3": 0.5098, "X4": 0.1351, "Y4": 0.5128, "page": 0}, {"Word": "Bronchogenic Carcinoma.", "Confidence": 0.9925, "X1": 0.43434, "Y1": 0.4962, "X2": 0.70328, "Y2": 0.496, "X3": 0.70328, "Y3": 0.5138, "X4": 0.43434, "Y4": 0.5138, "page": 0}, {"Word": "DAMAGES:", "Confidence": 0.883, "X1": 0.1351, "Y1": 0.6182, "X2": 0.23232, "Y2": 0.618, "X3": 0.23232, "Y3": 0.6348, "X4": 0.1351, "Y4": 0.6348, "page": 0}, {"Word": "Unspecified.", "Confidence": 0.904, "X1": 0.43182, "Y1": 0.6192, "X2": 0.57576, "Y2": 0.619, "X3": 0.57576, "Y3": 0.6388, "X4": 0.43182, "Y4": 0.6398, "page": 0}, {"Word": "DISPOSITION:", "Confidence": 0.991, "X1": 0.13384, "Y1": 0.7402, "X2": 0.27904, "Y2": 0.74, "X3": 0.27904, "Y3": 0.7588, "X4": 0.13384, "Y4": 0.7588, "page": 0}, {"Word": "Pending.", "Confidence": 0.823, "X1": 0.43561, "Y1": 0.7442, "X2": 0.53283, "Y2": 0.744, "X3": 0.53283, "Y3": 0.7628, "X4": 0.43561, "Y4": 0.7618, "page": 0}, {"Word": "JURISDICTION:", "Confidence": 0.934, "X1": 0.14015, "Y1": 0.8652, "X2": 0.29293, "Y2": 0.865, "X3": 0.29293, "Y3": 0.8828, "X4": 0.14015, "Y4": 0.8838, "page": 0}, {"Word": "USDC, Dist of NJ.", "Confidence": 0.90325, "X1": 0.43561, "Y1": 0.8682, "X2": 0.6351, "Y2": 0.868, "X3": 0.6351, "Y3": 0.8858, "X4": 0.43561, "Y4": 0.8858, "page": 0}, {"Word": "2063304204", "Confidence": 0.994, "X1": 0.90404, "Y1": 0.9132, "X2": 0.8952, "Y2": 0.913, "X3": 0.87626, "Y3": 0.9118, "X4": 0.8851, "Y4": 0.8158, "page": 0}], "words_data": [{"Word": "CASE", "Confidence": 0.981, "X1": 0.13131, "Y1": 0.0872, "X2": 0.17929, "Y2": 0.087, "X3": 0.17929, "Y3": 0.1048, "X4": 0.13131, "Y4": 0.1048, "page": 0, "Index": 0}, {"Word": "NAME:'", "Confidence": 0.669, "X1": 0.18813, "Y1": 0.0852, "X2": 0.2601, "Y2": 0.085, "X3": 0.2601, "Y3": 0.1028, "X4": 0.18813, "Y4": 0.1048, "page": 0, "Index": 1}, {"Word": "Berko", "Confidence": 0.994, "X1": 0.43056, "Y1": 0.0882, "X2": 0.49242, "Y2": 0.088, "X3": 0.49242, "Y3": 0.1078, "X4": 0.42929, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "v.", "Confidence": 0.998, "X1": 0.50126, "Y1": 0.0882, "X2": 0.52904, "Y2": 0.088, "X3": 0.52904, "Y3": 0.1078, "X4": 0.50126, "Y4": 0.1078, "page": 0, "Index": 3}, {"Word": "Ligg,", "Confidence": 0.941, "X1": 0.53662, "Y1": 0.0882, "X2": 0.59975, "Y2": 0.088, "X3": 0.59975, "Y3": 0.1078, "X4": 0.53662, "Y4": 0.1078, "page": 0, "Index": 4}, {"Word": "RJR,", "Confidence": 0.949, "X1": 0.6048, "Y1": 0.0882, "X2": 0.65909, "Y2": 0.088, "X3": 0.65909, "Y3": 0.1078, "X4": 0.6048, "Y4": 0.1078, "page": 0, "Index": 5}, {"Word": "AM,", "Confidence": 0.922, "X1": 0.66414, "Y1": 0.0882, "X2": 0.70581, "Y2": 0.088, "X3": 0.70581, "Y3": 0.1078, "X4": 0.6654, "Y4": 0.1078, "page": 0, "Index": 6}, {"Word": "PM,", "Confidence": 0.956, "X1": 0.71338, "Y1": 0.0882, "X2": 0.75379, "Y2": 0.088, "X3": 0.75505, "Y3": 0.1078, "X4": 0.71338, "Y4": 0.1078, "page": 0, "Index": 7}, {"Word": "et", "Confidence": 0.998, "X1": 0.7601, "Y1": 0.0882, "X2": 0.78788, "Y2": 0.088, "X3": 0.78788, "Y3": 0.1078, "X4": 0.7601, "Y4": 0.1078, "page": 0, "Index": 8}, {"Word": "al.", "Confidence": 0.993, "X1": 0.79672, "Y1": 0.0872, "X2": 0.8346, "Y2": 0.087, "X3": 0.8346, "Y3": 0.1078, "X4": 0.79672, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "COMPLAINT", "Confidence": 0.995, "X1": 0.13131, "Y1": 0.2122, "X2": 0.2399, "Y2": 0.212, "X3": 0.2399, "Y3": 0.2298, "X4": 0.13131, "Y4": 0.2308, "page": 0, "Index": 10}, {"Word": "FILED:", "Confidence": 0.996, "X1": 0.24874, "Y1": 0.2122, "X2": 0.32197, "Y2": 0.212, "X3": 0.32071, "Y3": 0.2298, "X4": 0.24747, "Y4": 0.2298, "page": 0, "Index": 11}, {"Word": "5/25/84", "Confidence": 0.991, "X1": 0.43434, "Y1": 0.2142, "X2": 0.51894, "Y2": 0.214, "X3": 0.51768, "Y3": 0.2308, "X4": 0.43308, "Y4": 0.2328, "page": 0, "Index": 12}, {"Word": "THIRD", "Confidence": 0.994, "X1": 0.13258, "Y1": 0.3372, "X2": 0.19192, "Y2": 0.337, "X3": 0.19192, "Y3": 0.3538, "X4": 0.13258, "Y4": 0.3548, "page": 0, "Index": 13}, {"Word": "PARTY", "Confidence": 0.997, "X1": 0.20202, "Y1": 0.3362, "X2": 0.26389, "Y2": 0.336, "X3": 0.26389, "Y3": 0.3538, "X4": 0.20202, "Y4": 0.3538, "page": 0, "Index": 14}, {"Word": "COMPLAINT:", "Confidence": 0.9, "X1": 0.27273, "Y1": 0.3362, "X2": 0.39141, "Y2": 0.336, "X3": 0.39015, "Y3": 0.3538, "X4": 0.27273, "Y4": 0.3538, "page": 0, "Index": 15}, {"Word": "NAME", "Confidence": 0.991, "X1": 0.27399, "Y1": 0.3532, "X2": 0.32071, "Y2": 0.353, "X3": 0.32071, "Y3": 0.3688, "X4": 0.27399, "Y4": 0.3688, "page": 0, "Index": 16}, {"Word": ":", "Confidence": 0.991, "X1": 0.32449, "Y1": 0.3532, "X2": 0.33586, "Y2": 0.353, "X3": 0.33586, "Y3": 0.3688, "X4": 0.32449, "Y4": 0.3688, "page": 0, "Index": 17}, {"Word": "FILED:", "Confidence": 0.995, "X1": 0.27399, "Y1": 0.4482, "X2": 0.34722, "Y2": 0.448, "X3": 0.34848, "Y3": 0.4658, "X4": 0.27399, "Y4": 0.4638, "page": 0, "Index": 18}, {"Word": "INJURY", "Confidence": 0.997, "X1": 0.1351, "Y1": 0.4942, "X2": 0.20707, "Y2": 0.494, "X3": 0.20707, "Y3": 0.5118, "X4": 0.13636, "Y4": 0.5128, "page": 0, "Index": 19}, {"Word": "ALLEGED", "Confidence": 0.673, "X1": 0.21465, "Y1": 0.4922, "X2": 0.29545, "Y2": 0.492, "X3": 0.29545, "Y3": 0.5108, "X4": 0.21465, "Y4": 0.5118, "page": 0, "Index": 20}, {"Word": ":", "Confidence": 0.941, "X1": 0.30051, "Y1": 0.4922, "X2": 0.31187, "Y2": 0.492, "X3": 0.31187, "Y3": 0.5108, "X4": 0.30051, "Y4": 0.5108, "page": 0, "Index": 21}, {"Word": "Bronchogenic", "Confidence": 0.991, "X1": 0.43434, "Y1": 0.4972, "X2": 0.57576, "Y2": 0.497, "X3": 0.57576, "Y3": 0.5138, "X4": 0.43434, "Y4": 0.5148, "page": 0, "Index": 22}, {"Word": "Carcinoma.", "Confidence": 0.994, "X1": 0.58586, "Y1": 0.4972, "X2": 0.70455, "Y2": 0.497, "X3": 0.70455, "Y3": 0.5138, "X4": 0.58586, "Y4": 0.5138, "page": 0, "Index": 23}, {"Word": "DAMAGES:", "Confidence": 0.883, "X1": 0.13636, "Y1": 0.6192, "X2": 0.23106, "Y2": 0.619, "X3": 0.23232, "Y3": 0.6348, "X4": 0.13763, "Y4": 0.6348, "page": 0, "Index": 24}, {"Word": "Unspecified.", "Confidence": 0.904, "X1": 0.43308, "Y1": 0.6192, "X2": 0.57576, "Y2": 0.619, "X3": 0.57702, "Y3": 0.6388, "X4": 0.43308, "Y4": 0.6398, "page": 0, "Index": 25}, {"Word": "DISPOSITION:", "Confidence": 0.991, "X1": 0.1351, "Y1": 0.7402, "X2": 0.2803, "Y2": 0.74, "X3": 0.2803, "Y3": 0.7598, "X4": 0.1351, "Y4": 0.7588, "page": 0, "Index": 26}, {"Word": "Pending.", "Confidence": 0.823, "X1": 0.43687, "Y1": 0.7452, "X2": 0.53409, "Y2": 0.745, "X3": 0.53283, "Y3": 0.7628, "X4": 0.43561, "Y4": 0.7618, "page": 0, "Index": 27}, {"Word": "JURISDICTION:", "Confidence": 0.934, "X1": 0.14141, "Y1": 0.8652, "X2": 0.29293, "Y2": 0.865, "X3": 0.29293, "Y3": 0.8838, "X4": 0.14141, "Y4": 0.8838, "page": 0, "Index": 28}, {"Word": "USDC,", "Confidence": 0.655, "X1": 0.43687, "Y1": 0.8692, "X2": 0.49747, "Y2": 0.869, "X3": 0.49747, "Y3": 0.8868, "X4": 0.43687, "Y4": 0.8858, "page": 0, "Index": 29}, {"Word": "Dist", "Confidence": 0.982, "X1": 0.50505, "Y1": 0.8692, "X2": 0.55556, "Y2": 0.869, "X3": 0.55556, "Y3": 0.8868, "X4": 0.50379, "Y4": 0.8868, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.56313, "Y1": 0.8692, "X2": 0.59091, "Y2": 0.869, "X3": 0.58965, "Y3": 0.8868, "X4": 0.56313, "Y4": 0.8868, "page": 0, "Index": 31}, {"Word": "NJ.", "Confidence": 0.978, "X1": 0.59975, "Y1": 0.8682, "X2": 0.6351, "Y2": 0.868, "X3": 0.63384, "Y3": 0.8868, "X4": 0.59975, "Y4": 0.8868, "page": 0, "Index": 32}, {"Word": "2063304204", "Confidence": 0.994, "X1": 0.90404, "Y1": 0.9112, "X2": 0.89646, "Y2": 0.911, "X3": 0.87626, "Y3": 0.9108, "X4": 0.8851, "Y4": 0.8168, "page": 0, "Index": 33}]}
"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"
ffcm0133
0
{"lines_data": [{"Word": "ALITY OF THE DOCUMENT KELING FILMED.", "Confidence": 0.6665, "X1": 0.99467, "Y1": 0.0452, "X2": 0.75467, "Y2": 0.045, "X3": 0.75467, "Y3": 0.0338, "X4": 0.99467, "Y4": 0.0308, "page": 0}, {"Word": "779092086", "Confidence": 0.733, "X1": 0.74533, "Y1": 0.0682, "X2": 0.448, "Y2": 0.068, "X3": 0.44667, "Y3": 0.0408, "X4": 0.744, "Y4": 0.0308, "page": 0}, {"Word": "AN THIS NOTICE. IT IS DUE TO THE", "Confidence": 0.709, "X1": 0.996, "Y1": 0.0562, "X2": 0.768, "Y2": 0.056, "X3": 0.768, "Y3": 0.0438, "X4": 0.996, "Y4": 0.0388, "page": 0}, {"Word": "RICE IF THE FILE IMAGE 15 LESS CLEAR", "Confidence": 0.6075, "X1": 0.99733, "Y1": 0.0672, "X2": 0.73867, "Y2": 0.067, "X3": 0.73867, "Y3": 0.0528, "X4": 0.99733, "Y4": 0.0488, "page": 0}, {"Word": "Mark", "Confidence": 0.223, "X1": 0.60133, "Y1": 0.3392, "X2": 0.53333, "Y2": 0.339, "X3": 0.532, "Y3": 0.3188, "X4": 0.59867, "Y4": 0.3138, "page": 0}, {"Word": "mot totally) for KOOL's share (321 vs. 38%).", "Confidence": 0.69287, "X1": 0.75467, "Y1": 0.3842, "X2": 0.47467, "Y2": 0.384, "X3": 0.47467, "Y3": 0.3748, "X4": 0.75467, "Y4": 0.3748, "page": 0}, {"Word": "Black retail submarket data is used (which is mostly Black but", "Confidence": 0.62436, "X1": 0.75467, "Y1": 0.3902, "X2": 0.36667, "Y2": 0.39, "X3": 0.36667, "Y3": 0.3818, "X4": 0.75467, "Y4": 0.3828, "page": 0}, {"Word": "reported at 27% when the esknown wegsost is ignored and the", "Confidence": 0.66336, "X1": 0.75467, "Y1": 0.3982, "X2": 0.38533, "Y2": 0.398, "X3": 0.38533, "Y3": 0.3898, "X4": 0.75467, "Y4": 0.3908, "page": 0}, {"Word": "reported. Thus, Lhe \"white\" part of the business has bren", "Confidence": 0.6598, "X1": 0.75467, "Y1": 0.4142, "X2": 0.38933, "Y2": 0.414, "X3": 0.38933, "Y3": 0.4058, "X4": 0.75467, "Y4": 0.4068, "page": 0}, {"Word": "reported at SJ2 1342 + 191) the Black part han piso been", "Confidence": 0.58075, "X1": 0.75467, "Y1": 0.4072, "X2": 0.40533, "Y2": 0.407, "X3": 0.40533, "Y3": 0.3988, "X4": 0.75467, "Y4": 0.3988, "page": 0}, {"Word": "advertising agescion that Ignore the 18; of salep that are not", "Confidence": 0.46982, "X1": 0.75467, "Y1": 0.4222, "X2": 0.368, "Y2": 0.422, "X3": 0.368, "Y3": 0.4138, "X4": 0.75467, "Y4": 0.4148, "page": 0}, {"Word": "Other estimates hast heen calistared by Lhe hirand Group and", "Confidence": 0.5, "X1": 0.75467, "Y1": 0.4302, "X2": 0.38533, "Y2": 0.43, "X3": 0.38533, "Y3": 0.4218, "X4": 0.75467, "Y4": 0.4228, "page": 0}, {"Word": "377", "Confidence": 0.607, "X1": 0.468, "Y1": 0.4612, "X2": 0.44933, "Y2": 0.461, "X3": 0.44933, "Y3": 0.4528, "X4": 0.46933, "Y4": 0.4528, "page": 0}, {"Word": "101", "Confidence": 0.601, "X1": 0.584, "Y1": 0.4632, "X2": 0.56667, "Y2": 0.463, "X3": 0.56667, "Y3": 0.4548, "X4": 0.584, "Y4": 0.4548, "page": 0}, {"Word": "1 of Xaoan Volume", "Confidence": 0.349, "X1": 0.75467, "Y1": 0.4632, "X2": 0.64533, "Y2": 0.463, "X3": 0.64533, "Y3": 0.4528, "X4": 0.75467, "Y4": 0.4528, "page": 0}, {"Word": "317", "Confidence": 0.884, "X1": 0.468, "Y1": 0.4772, "X2": 0.44933, "Y2": 0.477, "X3": 0.44933, "Y3": 0.4688, "X4": 0.46933, "Y4": 0.4688, "page": 0}, {"Word": "% of VoluBle", "Confidence": 0.402, "X1": 0.756, "Y1": 0.4792, "X2": 0.684, "Y2": 0.479, "X3": 0.684, "Y3": 0.4688, "X4": 0.756, "Y4": 0.4698, "page": 0}, {"Word": "19.0", "Confidence": 0.615, "X1": 0.46933, "Y1": 0.4932, "X2": 0.44133, "Y2": 0.493, "X3": 0.44133, "Y3": 0.4838, "X4": 0.47067, "Y4": 0.4838, "page": 0}, {"Word": "11 .7", "Confidence": 0.8685, "X1": 0.53733, "Y1": 0.4932, "X2": 0.508, "Y2": 0.493, "X3": 0.50933, "Y3": 0.4838, "X4": 0.53867, "Y4": 0.4838, "page": 0}, {"Word": "Yolume (Billion Unito)", "Confidence": 0.357, "X1": 0.75733, "Y1": 0.4942, "X2": 0.616, "Y2": 0.494, "X3": 0.616, "Y3": 0.4838, "X4": 0.75733, "Y4": 0.4848, "page": 0}, {"Word": "VEknown", "Confidence": 0.601, "X1": 0.412, "Y1": 0.5072, "X2": 0.36667, "Y2": 0.507, "X3": 0.36667, "Y3": 0.4978, "X4": 0.412, "Y4": 0.4978, "page": 0}, {"Word": "aile", "Confidence": 0.205, "X1": 0.56267, "Y1": 0.5172, "X2": 0.528, "Y2": 0.517, "X3": 0.528, "Y3": 0.5098, "X4": 0.564, "Y4": 0.5098, "page": 0}, {"Word": "Mol, Volume By Denographie Group", "Confidence": 0.5732, "X1": 0.66267, "Y1": 0.5482, "X2": 0.45733, "Y2": 0.548, "X3": 0.45733, "Y3": 0.5368, "X4": 0.66267, "Y4": 0.5368, "page": 0}, {"Word": "10% over the other groups gives the following tables", "Confidence": 0.78211, "X1": 0.75467, "Y1": 0.5632, "X2": 0.42667, "Y2": 0.563, "X3": 0.42667, "Y3": 0.5528, "X4": 0.75467, "Y4": 0.5548, "page": 0}, {"Word": "that about 18% of KOOL's business is not reported. Spreauing this", "Confidence": 0.57, "X1": 0.75333, "Y1": 0.5692, "X2": 0.34133, "Y2": 0.569, "X3": 0.34267, "Y3": 0.5598, "X4": 0.75333, "Y4": 0.5638, "page": 0}, {"Word": "mot sast to admit how much they smoke. These too fartors mesi", "Confidence": 0.66442, "X1": 0.75467, "Y1": 0.5782, "X2": 0.36533, "Y2": 0.578, "X3": 0.36533, "Y3": 0.5698, "X4": 0.75467, "Y4": 0.5708, "page": 0}, {"Word": "Smoking REBis. Also consumatiim is undertoported thy those .hu", "Confidence": 0.30533, "X1": 0.75733, "Y1": 0.5862, "X2": 0.36533, "Y2": 0.586, "X3": 0.36667, "Y3": 0.5768, "X4": 0.75733, "Y4": 0.5788, "page": 0}, {"Word": "Im underreported by those who just quit and will enn aterl", "Confidence": 0.43255, "X1": 0.75333, "Y1": 0.5932, "X2": 0.38133, "Y2": 0.593, "X3": 0.38133, "Y3": 0.5848, "X4": 0.75333, "Y4": 0.5868, "page": 0}, {"Word": "by each demographic classificatios. The problem is that iscidracm", "Confidence": 0.64522, "X1": 0.75333, "Y1": 0.6012, "X2": 0.34, "Y2": 0.601, "X3": 0.34, "Y3": 0.5928, "X4": 0.75333, "Y4": 0.5938, "page": 0}, {"Word": "Studies, one arrives at a volume of KOOL cigarettes that are swiked", "Confidence": 0.63975, "X1": 0.75467, "Y1": 0.6092, "X2": 0.33333, "Y2": 0.609, "X3": 0.33467, "Y3": 0.6008, "X4": 0.75467, "Y4": 0.6028, "page": 0}, {"Word": "Doing the Istest National Switcher, Black Switcher and Ruper", "Confidence": 0.589, "X1": 0.756, "Y1": 0.6172, "X2": 0.37733, "Y2": 0.617, "X3": 0.37733, "Y3": 0.6088, "X4": 0.756, "Y4": 0.6098, "page": 0}, {"Word": "to 503. My estimate is 371.", "Confidence": 0.68517, "X1": 0.752, "Y1": 0.6352, "X2": 0.57867, "Y2": 0.635, "X3": 0.57867, "Y3": 0.6248, "X4": 0.752, "Y4": 0.6248, "page": 0}, {"Word": "has bers n question for sometime. Estimates have ranged irom 212", "Confidence": 0.46164, "X1": 0.75467, "Y1": 0.6402, "X2": 0.344, "Y2": 0.64, "X3": 0.344, "Y3": 0.6318, "X4": 0.75467, "Y4": 0.6328, "page": 0}, {"Word": "Just how dependent", "Confidence": 0.54367, "X1": 0.456, "Y1": 0.6472, "X2": 0.34133, "Y2": 0.647, "X3": 0.34133, "Y3": 0.6388, "X4": 0.45733, "Y4": 0.6398, "page": 0}, {"Word": "KOOL is heavily dependent on the Black market.", "Confidence": 0.65212, "X1": 0.75467, "Y1": 0.6492, "X2": 0.46267, "Y2": 0.649, "X3": 0.46267, "Y3": 0.6398, "X4": 0.75467, "Y4": 0.6408, "page": 0}, {"Word": "Jule 6. 1277", "Confidence": 0.346, "X1": 0.47733, "Y1": 0.6892, "X2": 0.39067, "Y2": 0.689, "X3": 0.38933, "Y3": 0.6768, "X4": 0.47733, "Y4": 0.6768, "page": 0}, {"Word": "DAVE.", "Confidence": 0.496, "X1": 0.516, "Y1": 0.6852, "X2": 0.488, "Y2": 0.685, "X3": 0.488, "Y3": 0.6768, "X4": 0.51733, "Y4": 0.6778, "page": 0}, {"Word": "SUARAT", "Confidence": 0.191, "X1": 0.812, "Y1": 0.6792, "X2": 0.772, "Y2": 0.679, "X3": 0.772, "Y3": 0.6718, "X4": 0.812, "Y4": 0.6718, "page": 0}, {"Word": "S.M. MATTESON/LEF", "Confidence": 0.3285, "X1": 0.756, "Y1": 0.6892, "X2": 0.64667, "Y2": 0.689, "X3": 0.64667, "Y3": 0.6808, "X4": 0.756, "Y4": 0.6808, "page": 0}, {"Word": "C.C", "Confidence": 0.195, "X1": 0.81067, "Y1": 0.7262, "X2": 0.78933, "Y2": 0.726, "X3": 0.78933, "Y3": 0.7188, "X4": 0.80933, "Y4": 0.7188, "page": 0}, {"Word": "INTERNAL CORRESPONDENCE", "Confidence": 0.5605, "X1": 0.64533, "Y1": 0.7552, "X2": 0.50267, "Y2": 0.755, "X3": 0.50267, "Y3": 0.7468, "X4": 0.64533, "Y4": 0.7478, "page": 0}], "words_data": [{"Word": "FILMED.", "Confidence": 0.652, "X1": 0.80267, "Y1": 0.0462, "X2": 0.756, "Y2": 0.046, "X3": 0.756, "Y3": 0.0348, "X4": 0.804, "Y4": 0.0338, "page": 0, "Index": 0}, {"Word": "KELING", "Confidence": 0.089, "X1": 0.84533, "Y1": 0.0452, "X2": 0.808, "Y2": 0.045, "X3": 0.808, "Y3": 0.0338, "X4": 0.84533, "Y4": 0.0338, "page": 0, "Index": 1}, {"Word": "DOCUMENT", "Confidence": 0.638, "X1": 0.908, "Y1": 0.0442, "X2": 0.84933, "Y2": 0.044, "X3": 0.84933, "Y3": 0.0338, "X4": 0.908, "Y4": 0.0328, "page": 0, "Index": 2}, {"Word": "THE", "Confidence": 0.719, "X1": 0.93333, "Y1": 0.0432, "X2": 0.912, "Y2": 0.043, "X3": 0.912, "Y3": 0.0328, "X4": 0.93333, "Y4": 0.0318, "page": 0, "Index": 3}, {"Word": "OF", "Confidence": 0.998, "X1": 0.95733, "Y1": 0.0432, "X2": 0.94133, "Y2": 0.043, "X3": 0.94133, "Y3": 0.0318, "X4": 0.95733, "Y4": 0.0318, "page": 0, "Index": 4}, {"Word": "ALITY", "Confidence": 0.903, "X1": 0.996, "Y1": 0.0422, "X2": 0.96, "Y2": 0.042, "X3": 0.96, "Y3": 0.0318, "X4": 0.996, "Y4": 0.0308, "page": 0, "Index": 5}, {"Word": "779092086", "Confidence": 0.733, "X1": 0.74, "Y1": 0.0682, "X2": 0.45333, "Y2": 0.068, "X3": 0.452, "Y3": 0.0428, "X4": 0.74, "Y4": 0.0318, "page": 0, "Index": 6}, {"Word": "THE", "Confidence": 0.716, "X1": 0.79467, "Y1": 0.0562, "X2": 0.772, "Y2": 0.056, "X3": 0.772, "Y3": 0.0448, "X4": 0.79467, "Y4": 0.0448, "page": 0, "Index": 7}, {"Word": "TO", "Confidence": 0.785, "X1": 0.816, "Y1": 0.0562, "X2": 0.80133, "Y2": 0.056, "X3": 0.80133, "Y3": 0.0438, "X4": 0.816, "Y4": 0.0438, "page": 0, "Index": 8}, {"Word": "DUE", "Confidence": 0.171, "X1": 0.84533, "Y1": 0.0552, "X2": 0.82133, "Y2": 0.055, "X3": 0.82133, "Y3": 0.0438, "X4": 0.84533, "Y4": 0.0438, "page": 0, "Index": 9}, {"Word": "IS", "Confidence": 0.755, "X1": 0.86533, "Y1": 0.0542, "X2": 0.84933, "Y2": 0.054, "X3": 0.84933, "Y3": 0.0438, "X4": 0.86533, "Y4": 0.0428, "page": 0, "Index": 10}, {"Word": "IT", "Confidence": 0.834, "X1": 0.88667, "Y1": 0.0542, "X2": 0.87067, "Y2": 0.054, "X3": 0.87067, "Y3": 0.0428, "X4": 0.88667, "Y4": 0.0428, "page": 0, "Index": 11}, {"Word": "NOTICE.", "Confidence": 0.623, "X1": 0.94267, "Y1": 0.0532, "X2": 0.89067, "Y2": 0.053, "X3": 0.892, "Y3": 0.0428, "X4": 0.94267, "Y4": 0.0408, "page": 0, "Index": 12}, {"Word": "THIS", "Confidence": 0.988, "X1": 0.976, "Y1": 0.0522, "X2": 0.94667, "Y2": 0.052, "X3": 0.948, "Y3": 0.0408, "X4": 0.97733, "Y4": 0.0398, "page": 0, "Index": 13}, {"Word": "AN", "Confidence": 0.8, "X1": 0.996, "Y1": 0.0512, "X2": 0.98133, "Y2": 0.051, "X3": 0.98267, "Y3": 0.0398, "X4": 0.996, "Y4": 0.0388, "page": 0, "Index": 14}, {"Word": "CLEAR", "Confidence": 0.955, "X1": 0.78533, "Y1": 0.0672, "X2": 0.74667, "Y2": 0.067, "X3": 0.74533, "Y3": 0.0528, "X4": 0.784, "Y4": 0.0538, "page": 0, "Index": 15}, {"Word": "LESS", "Confidence": 0.829, "X1": 0.81867, "Y1": 0.0662, "X2": 0.788, "Y2": 0.066, "X3": 0.788, "Y3": 0.0538, "X4": 0.81733, "Y4": 0.0538, "page": 0, "Index": 16}, {"Word": "15", "Confidence": 0.63, "X1": 0.83733, "Y1": 0.0652, "X2": 0.82133, "Y2": 0.065, "X3": 0.82133, "Y3": 0.0538, "X4": 0.83733, "Y4": 0.0538, "page": 0, "Index": 17}, {"Word": "IMAGE", "Confidence": 0.609, "X1": 0.88133, "Y1": 0.0652, "X2": 0.844, "Y2": 0.065, "X3": 0.84267, "Y3": 0.0538, "X4": 0.88133, "Y4": 0.0528, "page": 0, "Index": 18}, {"Word": "FILE", "Confidence": 0.155, "X1": 0.91467, "Y1": 0.0642, "X2": 0.88533, "Y2": 0.064, "X3": 0.88533, "Y3": 0.0528, "X4": 0.91467, "Y4": 0.0518, "page": 0, "Index": 19}, {"Word": "THE", "Confidence": 0.776, "X1": 0.94267, "Y1": 0.0632, "X2": 0.91867, "Y2": 0.063, "X3": 0.91867, "Y3": 0.0518, "X4": 0.94267, "Y4": 0.0518, "page": 0, "Index": 20}, {"Word": "IF", "Confidence": 0.261, "X1": 0.96267, "Y1": 0.0632, "X2": 0.94667, "Y2": 0.063, "X3": 0.948, "Y3": 0.0508, "X4": 0.964, "Y4": 0.0508, "page": 0, "Index": 21}, {"Word": "RICE", "Confidence": 0.645, "X1": 0.996, "Y1": 0.0632, "X2": 0.968, "Y2": 0.063, "X3": 0.96933, "Y3": 0.0508, "X4": 0.99733, "Y4": 0.0498, "page": 0, "Index": 22}, {"Word": "Mark", "Confidence": 0.223, "X1": 0.596, "Y1": 0.3392, "X2": 0.53733, "Y2": 0.339, "X3": 0.53467, "Y3": 0.3178, "X4": 0.59333, "Y4": 0.3138, "page": 0, "Index": 23}, {"Word": "38%).", "Confidence": 0.379, "X1": 0.51333, "Y1": 0.3842, "X2": 0.48, "Y2": 0.384, "X3": 0.48133, "Y3": 0.3748, "X4": 0.51333, "Y4": 0.3748, "page": 0, "Index": 24}, {"Word": "vs.", "Confidence": 0.707, "X1": 0.53867, "Y1": 0.3852, "X2": 0.51733, "Y2": 0.385, "X3": 0.51733, "Y3": 0.3748, "X4": 0.53867, "Y4": 0.3748, "page": 0, "Index": 25}, {"Word": "(321", "Confidence": 0.606, "X1": 0.568, "Y1": 0.3852, "X2": 0.54267, "Y2": 0.385, "X3": 0.54267, "Y3": 0.3748, "X4": 0.568, "Y4": 0.3748, "page": 0, "Index": 26}, {"Word": "share", "Confidence": 0.84, "X1": 0.60533, "Y1": 0.3852, "X2": 0.57467, "Y2": 0.385, "X3": 0.57467, "Y3": 0.3748, "X4": 0.60667, "Y4": 0.3748, "page": 0, "Index": 27}, {"Word": "KOOL's", "Confidence": 0.473, "X1": 0.65067, "Y1": 0.3852, "X2": 0.61067, "Y2": 0.385, "X3": 0.61067, "Y3": 0.3748, "X4": 0.65067, "Y4": 0.3748, "page": 0, "Index": 28}, {"Word": "for", "Confidence": 0.992, "X1": 0.67467, "Y1": 0.3852, "X2": 0.65467, "Y2": 0.385, "X3": 0.65467, "Y3": 0.3758, "X4": 0.67467, "Y4": 0.3758, "page": 0, "Index": 29}, {"Word": "totally)", "Confidence": 0.671, "X1": 0.73067, "Y1": 0.3852, "X2": 0.68, "Y2": 0.385, "X3": 0.68, "Y3": 0.3758, "X4": 0.73067, "Y4": 0.3758, "page": 0, "Index": 30}, {"Word": "mot", "Confidence": 0.875, "X1": 0.75467, "Y1": 0.3842, "X2": 0.73467, "Y2": 0.384, "X3": 0.73467, "Y3": 0.3758, "X4": 0.75467, "Y4": 0.3758, "page": 0, "Index": 31}, {"Word": "but", "Confidence": 0.666, "X1": 0.388, "Y1": 0.3912, "X2": 0.36933, "Y2": 0.391, "X3": 0.36933, "Y3": 0.3818, "X4": 0.388, "Y4": 0.3818, "page": 0, "Index": 32}, {"Word": "Black", "Confidence": 0.637, "X1": 0.42533, "Y1": 0.3912, "X2": 0.39467, "Y2": 0.391, "X3": 0.39467, "Y3": 0.3818, "X4": 0.42667, "Y4": 0.3828, "page": 0, "Index": 33}, {"Word": "mostly", "Confidence": 0.636, "X1": 0.46933, "Y1": 0.3912, "X2": 0.432, "Y2": 0.391, "X3": 0.432, "Y3": 0.3828, "X4": 0.46933, "Y4": 0.3828, "page": 0, "Index": 34}, {"Word": "is", "Confidence": 0.814, "X1": 0.48667, "Y1": 0.3912, "X2": 0.476, "Y2": 0.391, "X3": 0.47733, "Y3": 0.3828, "X4": 0.488, "Y4": 0.3828, "page": 0, "Index": 35}, {"Word": "(which", "Confidence": 0.603, "X1": 0.53067, "Y1": 0.3912, "X2": 0.49467, "Y2": 0.391, "X3": 0.49467, "Y3": 0.3828, "X4": 0.532, "Y4": 0.3828, "page": 0, "Index": 36}, {"Word": "used", "Confidence": 0.476, "X1": 0.56267, "Y1": 0.3912, "X2": 0.53733, "Y2": 0.391, "X3": 0.53733, "Y3": 0.3828, "X4": 0.56267, "Y4": 0.3828, "page": 0, "Index": 37}, {"Word": "is", "Confidence": 0.852, "X1": 0.58, "Y1": 0.3912, "X2": 0.568, "Y2": 0.391, "X3": 0.568, "Y3": 0.3828, "X4": 0.58133, "Y4": 0.3828, "page": 0, "Index": 38}, {"Word": "data", "Confidence": 0.606, "X1": 0.612, "Y1": 0.3912, "X2": 0.58533, "Y2": 0.391, "X3": 0.58667, "Y3": 0.3828, "X4": 0.612, "Y4": 0.3838, "page": 0, "Index": 39}, {"Word": "submarket", "Confidence": 0.344, "X1": 0.67467, "Y1": 0.3922, "X2": 0.61733, "Y2": 0.392, "X3": 0.61733, "Y3": 0.3838, "X4": 0.67467, "Y4": 0.3838, "page": 0, "Index": 40}, {"Word": "retail", "Confidence": 0.625, "X1": 0.71733, "Y1": 0.3922, "X2": 0.68, "Y2": 0.392, "X3": 0.68, "Y3": 0.3838, "X4": 0.71733, "Y4": 0.3838, "page": 0, "Index": 41}, {"Word": "Black", "Confidence": 0.609, "X1": 0.75467, "Y1": 0.3922, "X2": 0.724, "Y2": 0.392, "X3": 0.72533, "Y3": 0.3838, "X4": 0.75467, "Y4": 0.3848, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.998, "X1": 0.40667, "Y1": 0.3982, "X2": 0.388, "Y2": 0.398, "X3": 0.388, "Y3": 0.3908, "X4": 0.408, "Y4": 0.3908, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.998, "X1": 0.432, "Y1": 0.3992, "X2": 0.41333, "Y2": 0.399, "X3": 0.41467, "Y3": 0.3908, "X4": 0.432, "Y4": 0.3908, "page": 0, "Index": 44}, {"Word": "ignored", "Confidence": 0.608, "X1": 0.48133, "Y1": 0.3992, "X2": 0.43733, "Y2": 0.399, "X3": 0.43867, "Y3": 0.3908, "X4": 0.48267, "Y4": 0.3908, "page": 0, "Index": 45}, {"Word": "is", "Confidence": 0.801, "X1": 0.5, "Y1": 0.3992, "X2": 0.48933, "Y2": 0.399, "X3": 0.48933, "Y3": 0.3908, "X4": 0.5, "Y4": 0.3908, "page": 0, "Index": 46}, {"Word": "wegsost", "Confidence": 0.062, "X1": 0.55067, "Y1": 0.3992, "X2": 0.50667, "Y2": 0.399, "X3": 0.50667, "Y3": 0.3908, "X4": 0.55067, "Y4": 0.3908, "page": 0, "Index": 47}, {"Word": "esknown", "Confidence": 0.617, "X1": 0.59867, "Y1": 0.3992, "X2": 0.55733, "Y2": 0.399, "X3": 0.55733, "Y3": 0.3908, "X4": 0.6, "Y4": 0.3918, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.624, "X1": 0.624, "Y1": 0.3992, "X2": 0.60667, "Y2": 0.399, "X3": 0.608, "Y3": 0.3918, "X4": 0.62533, "Y4": 0.3918, "page": 0, "Index": 49}, {"Word": "when", "Confidence": 0.665, "X1": 0.656, "Y1": 0.3992, "X2": 0.63067, "Y2": 0.399, "X3": 0.632, "Y3": 0.3918, "X4": 0.65733, "Y4": 0.3918, "page": 0, "Index": 50}, {"Word": "27%", "Confidence": 0.629, "X1": 0.68133, "Y1": 0.3992, "X2": 0.66133, "Y2": 0.399, "X3": 0.66267, "Y3": 0.3918, "X4": 0.68267, "Y4": 0.3918, "page": 0, "Index": 51}, {"Word": "at", "Confidence": 0.685, "X1": 0.7, "Y1": 0.3992, "X2": 0.68667, "Y2": 0.399, "X3": 0.688, "Y3": 0.3918, "X4": 0.70133, "Y4": 0.3918, "page": 0, "Index": 52}, {"Word": "reported", "Confidence": 0.61, "X1": 0.75467, "Y1": 0.3992, "X2": 0.70533, "Y2": 0.399, "X3": 0.70667, "Y3": 0.3918, "X4": 0.75467, "Y4": 0.3918, "page": 0, "Index": 53}, {"Word": "bren", "Confidence": 0.829, "X1": 0.42, "Y1": 0.4142, "X2": 0.39467, "Y2": 0.414, "X3": 0.396, "Y3": 0.4068, "X4": 0.42133, "Y4": 0.4068, "page": 0, "Index": 54}, {"Word": "been", "Confidence": 0.417, "X1": 0.43333, "Y1": 0.4062, "X2": 0.408, "Y2": 0.406, "X3": 0.40933, "Y3": 0.3988, "X4": 0.43467, "Y4": 0.3988, "page": 0, "Index": 55}, {"Word": "has", "Confidence": 0.887, "X1": 0.44533, "Y1": 0.4142, "X2": 0.42533, "Y2": 0.414, "X3": 0.42667, "Y3": 0.4068, "X4": 0.44667, "Y4": 0.4068, "page": 0, "Index": 56}, {"Word": "piso", "Confidence": 0.607, "X1": 0.464, "Y1": 0.4062, "X2": 0.43867, "Y2": 0.406, "X3": 0.44, "Y3": 0.3988, "X4": 0.46533, "Y4": 0.3988, "page": 0, "Index": 57}, {"Word": "han", "Confidence": 0.636, "X1": 0.49067, "Y1": 0.4072, "X2": 0.47067, "Y2": 0.407, "X3": 0.472, "Y3": 0.3988, "X4": 0.49067, "Y4": 0.3988, "page": 0, "Index": 58}, {"Word": "business", "Confidence": 0.076, "X1": 0.50133, "Y1": 0.4152, "X2": 0.45067, "Y2": 0.415, "X3": 0.452, "Y3": 0.4068, "X4": 0.50267, "Y4": 0.4068, "page": 0, "Index": 59}, {"Word": "part", "Confidence": 0.649, "X1": 0.52, "Y1": 0.4072, "X2": 0.49467, "Y2": 0.407, "X3": 0.496, "Y3": 0.3988, "X4": 0.52, "Y4": 0.3988, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.906, "X1": 0.52533, "Y1": 0.4152, "X2": 0.50667, "Y2": 0.415, "X3": 0.50667, "Y3": 0.4068, "X4": 0.52667, "Y4": 0.4068, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.036, "X1": 0.544, "Y1": 0.4152, "X2": 0.53067, "Y2": 0.415, "X3": 0.532, "Y3": 0.4068, "X4": 0.54533, "Y4": 0.4068, "page": 0, "Index": 62}, {"Word": "Black", "Confidence": 0.655, "X1": 0.55733, "Y1": 0.4072, "X2": 0.52667, "Y2": 0.407, "X3": 0.528, "Y3": 0.3988, "X4": 0.55867, "Y4": 0.3988, "page": 0, "Index": 63}, {"Word": "part", "Confidence": 0.934, "X1": 0.576, "Y1": 0.4152, "X2": 0.54933, "Y2": 0.415, "X3": 0.55067, "Y3": 0.4068, "X4": 0.576, "Y4": 0.4068, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.998, "X1": 0.58133, "Y1": 0.4082, "X2": 0.56267, "Y2": 0.408, "X3": 0.564, "Y3": 0.3988, "X4": 0.58267, "Y4": 0.3988, "page": 0, "Index": 65}, {"Word": "191)", "Confidence": 0.616, "X1": 0.612, "Y1": 0.4082, "X2": 0.58667, "Y2": 0.408, "X3": 0.58667, "Y3": 0.3988, "X4": 0.61333, "Y4": 0.3988, "page": 0, "Index": 66}, {"Word": "\"white\"", "Confidence": 0.671, "X1": 0.62267, "Y1": 0.4152, "X2": 0.58, "Y2": 0.415, "X3": 0.58133, "Y3": 0.4068, "X4": 0.624, "Y4": 0.4068, "page": 0, "Index": 67}, {"Word": "+", "Confidence": 0.139, "X1": 0.62267, "Y1": 0.4082, "X2": 0.61733, "Y2": 0.408, "X3": 0.61867, "Y3": 0.3988, "X4": 0.624, "Y4": 0.3988, "page": 0, "Index": 68}, {"Word": "Lhe", "Confidence": 0.911, "X1": 0.64933, "Y1": 0.4162, "X2": 0.63067, "Y2": 0.416, "X3": 0.632, "Y3": 0.4068, "X4": 0.64933, "Y4": 0.4068, "page": 0, "Index": 69}, {"Word": "1342", "Confidence": 0.319, "X1": 0.65467, "Y1": 0.4082, "X2": 0.63067, "Y2": 0.408, "X3": 0.63067, "Y3": 0.3988, "X4": 0.656, "Y4": 0.3998, "page": 0, "Index": 70}, {"Word": "SJ2", "Confidence": 0.164, "X1": 0.68133, "Y1": 0.4082, "X2": 0.66133, "Y2": 0.408, "X3": 0.66267, "Y3": 0.3998, "X4": 0.68267, "Y4": 0.3998, "page": 0, "Index": 71}, {"Word": "Thus,", "Confidence": 0.691, "X1": 0.68667, "Y1": 0.4162, "X2": 0.65333, "Y2": 0.416, "X3": 0.65467, "Y3": 0.4068, "X4": 0.68667, "Y4": 0.4078, "page": 0, "Index": 72}, {"Word": "at", "Confidence": 0.997, "X1": 0.7, "Y1": 0.4082, "X2": 0.68667, "Y2": 0.408, "X3": 0.68667, "Y3": 0.3998, "X4": 0.70133, "Y4": 0.3998, "page": 0, "Index": 73}, {"Word": "reported.", "Confidence": 0.657, "X1": 0.75467, "Y1": 0.4162, "X2": 0.69867, "Y2": 0.416, "X3": 0.7, "Y3": 0.4078, "X4": 0.756, "Y4": 0.4078, "page": 0, "Index": 74}, {"Word": "reported", "Confidence": 0.772, "X1": 0.75467, "Y1": 0.4082, "X2": 0.70533, "Y2": 0.408, "X3": 0.70667, "Y3": 0.3998, "X4": 0.75467, "Y4": 0.3998, "page": 0, "Index": 75}, {"Word": "not", "Confidence": 0.095, "X1": 0.38933, "Y1": 0.4222, "X2": 0.36933, "Y2": 0.422, "X3": 0.37067, "Y3": 0.4148, "X4": 0.38933, "Y4": 0.4148, "page": 0, "Index": 76}, {"Word": "are", "Confidence": 0.814, "X1": 0.41333, "Y1": 0.4222, "X2": 0.39467, "Y2": 0.422, "X3": 0.39467, "Y3": 0.4148, "X4": 0.41333, "Y4": 0.4148, "page": 0, "Index": 77}, {"Word": "that", "Confidence": 0.646, "X1": 0.444, "Y1": 0.4222, "X2": 0.42, "Y2": 0.422, "X3": 0.42, "Y3": 0.4148, "X4": 0.444, "Y4": 0.4148, "page": 0, "Index": 78}, {"Word": "salep", "Confidence": 0.385, "X1": 0.48133, "Y1": 0.4232, "X2": 0.45067, "Y2": 0.423, "X3": 0.45067, "Y3": 0.4148, "X4": 0.48267, "Y4": 0.4148, "page": 0, "Index": 79}, {"Word": "of", "Confidence": 0.997, "X1": 0.5, "Y1": 0.4232, "X2": 0.488, "Y2": 0.423, "X3": 0.488, "Y3": 0.4148, "X4": 0.50133, "Y4": 0.4148, "page": 0, "Index": 80}, {"Word": "18;", "Confidence": 0.047, "X1": 0.52533, "Y1": 0.4232, "X2": 0.50667, "Y2": 0.423, "X3": 0.50667, "Y3": 0.4148, "X4": 0.52533, "Y4": 0.4148, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.644, "X1": 0.54933, "Y1": 0.4232, "X2": 0.53067, "Y2": 0.423, "X3": 0.53067, "Y3": 0.4148, "X4": 0.55067, "Y4": 0.4148, "page": 0, "Index": 82}, {"Word": "Ignore", "Confidence": 0.123, "X1": 0.59333, "Y1": 0.4232, "X2": 0.556, "Y2": 0.423, "X3": 0.55733, "Y3": 0.4148, "X4": 0.59333, "Y4": 0.4148, "page": 0, "Index": 83}, {"Word": "that", "Confidence": 0.626, "X1": 0.624, "Y1": 0.4232, "X2": 0.59867, "Y2": 0.423, "X3": 0.6, "Y3": 0.4148, "X4": 0.624, "Y4": 0.4148, "page": 0, "Index": 84}, {"Word": "agescion", "Confidence": 0.186, "X1": 0.68133, "Y1": 0.4232, "X2": 0.63067, "Y2": 0.423, "X3": 0.632, "Y3": 0.4148, "X4": 0.68133, "Y4": 0.4148, "page": 0, "Index": 85}, {"Word": "advertising", "Confidence": 0.605, "X1": 0.75467, "Y1": 0.4232, "X2": 0.68667, "Y2": 0.423, "X3": 0.688, "Y3": 0.4148, "X4": 0.756, "Y4": 0.4158, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.036, "X1": 0.408, "Y1": 0.4302, "X2": 0.388, "Y2": 0.43, "X3": 0.388, "Y3": 0.4228, "X4": 0.408, "Y4": 0.4218, "page": 0, "Index": 87}, {"Word": "Group", "Confidence": 0.702, "X1": 0.44533, "Y1": 0.4312, "X2": 0.41333, "Y2": 0.431, "X3": 0.41333, "Y3": 0.4218, "X4": 0.44533, "Y4": 0.4218, "page": 0, "Index": 88}, {"Word": "hirand", "Confidence": 0.679, "X1": 0.48267, "Y1": 0.4312, "X2": 0.45067, "Y2": 0.431, "X3": 0.45067, "Y3": 0.4218, "X4": 0.484, "Y4": 0.4218, "page": 0, "Index": 89}, {"Word": "Lhe", "Confidence": 0.647, "X1": 0.50667, "Y1": 0.4312, "X2": 0.488, "Y2": 0.431, "X3": 0.488, "Y3": 0.4218, "X4": 0.508, "Y4": 0.4218, "page": 0, "Index": 90}, {"Word": "by", "Confidence": 0.61, "X1": 0.52667, "Y1": 0.4312, "X2": 0.512, "Y2": 0.431, "X3": 0.512, "Y3": 0.4218, "X4": 0.52667, "Y4": 0.4218, "page": 0, "Index": 91}, {"Word": "calistared", "Confidence": 0.593, "X1": 0.59333, "Y1": 0.4312, "X2": 0.53067, "Y2": 0.431, "X3": 0.53067, "Y3": 0.4218, "X4": 0.59333, "Y4": 0.4228, "page": 0, "Index": 92}, {"Word": "heen", "Confidence": 0.663, "X1": 0.62533, "Y1": 0.4312, "X2": 0.59867, "Y2": 0.431, "X3": 0.6, "Y3": 0.4228, "X4": 0.62533, "Y4": 0.4228, "page": 0, "Index": 93}, {"Word": "hast", "Confidence": 0.06, "X1": 0.656, "Y1": 0.4322, "X2": 0.63067, "Y2": 0.432, "X3": 0.632, "Y3": 0.4228, "X4": 0.65733, "Y4": 0.4228, "page": 0, "Index": 94}, {"Word": "estimates", "Confidence": 0.153, "X1": 0.71733, "Y1": 0.4322, "X2": 0.66133, "Y2": 0.432, "X3": 0.66267, "Y3": 0.4228, "X4": 0.71867, "Y4": 0.4238, "page": 0, "Index": 95}, {"Word": "Other", "Confidence": 0.857, "X1": 0.75467, "Y1": 0.4322, "X2": 0.724, "Y2": 0.432, "X3": 0.72533, "Y3": 0.4238, "X4": 0.756, "Y4": 0.4238, "page": 0, "Index": 96}, {"Word": "377", "Confidence": 0.607, "X1": 0.468, "Y1": 0.4612, "X2": 0.44933, "Y2": 0.461, "X3": 0.44933, "Y3": 0.4528, "X4": 0.468, "Y4": 0.4528, "page": 0, "Index": 97}, {"Word": "101", "Confidence": 0.601, "X1": 0.584, "Y1": 0.4632, "X2": 0.568, "Y2": 0.463, "X3": 0.568, "Y3": 0.4548, "X4": 0.584, "Y4": 0.4548, "page": 0, "Index": 98}, {"Word": "Volume", "Confidence": 0.196, "X1": 0.68667, "Y1": 0.4642, "X2": 0.64667, "Y2": 0.464, "X3": 0.648, "Y3": 0.4538, "X4": 0.68667, "Y4": 0.4538, "page": 0, "Index": 99}, {"Word": "Xaoan", "Confidence": 0.181, "X1": 0.724, "Y1": 0.4642, "X2": 0.692, "Y2": 0.464, "X3": 0.692, "Y3": 0.4538, "X4": 0.72533, "Y4": 0.4538, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.74267, "Y1": 0.4642, "X2": 0.72933, "Y2": 0.464, "X3": 0.72933, "Y3": 0.4538, "X4": 0.74267, "Y4": 0.4538, "page": 0, "Index": 101}, {"Word": "1", "Confidence": 0.021, "X1": 0.75467, "Y1": 0.4632, "X2": 0.748, "Y2": 0.463, "X3": 0.748, "Y3": 0.4538, "X4": 0.75467, "Y4": 0.4538, "page": 0, "Index": 102}, {"Word": "317", "Confidence": 0.884, "X1": 0.468, "Y1": 0.4772, "X2": 0.45067, "Y2": 0.477, "X3": 0.45067, "Y3": 0.4688, "X4": 0.468, "Y4": 0.4688, "page": 0, "Index": 103}, {"Word": "VoluBle", "Confidence": 0.309, "X1": 0.724, "Y1": 0.4792, "X2": 0.684, "Y2": 0.479, "X3": 0.684, "Y3": 0.4698, "X4": 0.724, "Y4": 0.4698, "page": 0, "Index": 104}, {"Word": "of", "Confidence": 0.883, "X1": 0.74267, "Y1": 0.4792, "X2": 0.72933, "Y2": 0.479, "X3": 0.72933, "Y3": 0.4698, "X4": 0.74267, "Y4": 0.4698, "page": 0, "Index": 105}, {"Word": "%", "Confidence": 0.014, "X1": 0.75467, "Y1": 0.4792, "X2": 0.748, "Y2": 0.479, "X3": 0.748, "Y3": 0.4698, "X4": 0.75467, "Y4": 0.4698, "page": 0, "Index": 106}, {"Word": "19.0", "Confidence": 0.615, "X1": 0.46933, "Y1": 0.4932, "X2": 0.44533, "Y2": 0.493, "X3": 0.44533, "Y3": 0.4838, "X4": 0.46933, "Y4": 0.4838, "page": 0, "Index": 107}, {"Word": ".7", "Confidence": 0.805, "X1": 0.52533, "Y1": 0.4932, "X2": 0.512, "Y2": 0.493, "X3": 0.512, "Y3": 0.4838, "X4": 0.52533, "Y4": 0.4838, "page": 0, "Index": 108}, {"Word": "11", "Confidence": 0.932, "X1": 0.53867, "Y1": 0.4932, "X2": 0.528, "Y2": 0.493, "X3": 0.528, "Y3": 0.4838, "X4": 0.53867, "Y4": 0.4838, "page": 0, "Index": 109}, {"Word": "Unito)", "Confidence": 0.299, "X1": 0.65733, "Y1": 0.4952, "X2": 0.616, "Y2": 0.495, "X3": 0.616, "Y3": 0.4848, "X4": 0.65733, "Y4": 0.4848, "page": 0, "Index": 110}, {"Word": "(Billion", "Confidence": 0.149, "X1": 0.712, "Y1": 0.4942, "X2": 0.66133, "Y2": 0.494, "X3": 0.66133, "Y3": 0.4848, "X4": 0.712, "Y4": 0.4848, "page": 0, "Index": 111}, {"Word": "Yolume", "Confidence": 0.623, "X1": 0.75467, "Y1": 0.4952, "X2": 0.716, "Y2": 0.495, "X3": 0.716, "Y3": 0.4848, "X4": 0.756, "Y4": 0.4858, "page": 0, "Index": 112}, {"Word": "VEknown", "Confidence": 0.601, "X1": 0.41333, "Y1": 0.5072, "X2": 0.368, "Y2": 0.507, "X3": 0.368, "Y3": 0.4988, "X4": 0.41333, "Y4": 0.4988, "page": 0, "Index": 113}, {"Word": "aile", "Confidence": 0.205, "X1": 0.55467, "Y1": 0.5172, "X2": 0.532, "Y2": 0.517, "X3": 0.53067, "Y3": 0.5108, "X4": 0.556, "Y4": 0.5108, "page": 0, "Index": 114}, {"Word": "Group", "Confidence": 0.752, "X1": 0.49333, "Y1": 0.5482, "X2": 0.46, "Y2": 0.548, "X3": 0.46, "Y3": 0.5378, "X4": 0.49333, "Y4": 0.5378, "page": 0, "Index": 115}, {"Word": "Denographie", "Confidence": 0.72, "X1": 0.568, "Y1": 0.5482, "X2": 0.49733, "Y2": 0.548, "X3": 0.49733, "Y3": 0.5378, "X4": 0.568, "Y4": 0.5378, "page": 0, "Index": 116}, {"Word": "By", "Confidence": 0.225, "X1": 0.588, "Y1": 0.5492, "X2": 0.572, "Y2": 0.549, "X3": 0.572, "Y3": 0.5378, "X4": 0.588, "Y4": 0.5378, "page": 0, "Index": 117}, {"Word": "Volume", "Confidence": 0.75, "X1": 0.632, "Y1": 0.5492, "X2": 0.59067, "Y2": 0.549, "X3": 0.59067, "Y3": 0.5378, "X4": 0.632, "Y4": 0.5378, "page": 0, "Index": 118}, {"Word": "Mol,", "Confidence": 0.419, "X1": 0.66267, "Y1": 0.5502, "X2": 0.63467, "Y2": 0.55, "X3": 0.63467, "Y3": 0.5378, "X4": 0.66267, "Y4": 0.5378, "page": 0, "Index": 119}, {"Word": "tables", "Confidence": 0.883, "X1": 0.468, "Y1": 0.5632, "X2": 0.42933, "Y2": 0.563, "X3": 0.42933, "Y3": 0.5538, "X4": 0.468, "Y4": 0.5538, "page": 0, "Index": 120}, {"Word": "following", "Confidence": 0.657, "X1": 0.53067, "Y1": 0.5632, "X2": 0.472, "Y2": 0.563, "X3": 0.472, "Y3": 0.5538, "X4": 0.53067, "Y4": 0.5538, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.998, "X1": 0.55467, "Y1": 0.5642, "X2": 0.536, "Y2": 0.564, "X3": 0.53467, "Y3": 0.5538, "X4": 0.55467, "Y4": 0.5538, "page": 0, "Index": 122}, {"Word": "gives", "Confidence": 0.608, "X1": 0.59333, "Y1": 0.5642, "X2": 0.56, "Y2": 0.564, "X3": 0.56, "Y3": 0.5538, "X4": 0.59333, "Y4": 0.5538, "page": 0, "Index": 123}, {"Word": "groups", "Confidence": 0.67, "X1": 0.63733, "Y1": 0.5642, "X2": 0.59733, "Y2": 0.564, "X3": 0.596, "Y3": 0.5548, "X4": 0.63733, "Y4": 0.5548, "page": 0, "Index": 124}, {"Word": "other", "Confidence": 0.955, "X1": 0.67467, "Y1": 0.5642, "X2": 0.64133, "Y2": 0.564, "X3": 0.64133, "Y3": 0.5548, "X4": 0.67467, "Y4": 0.5548, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.885, "X1": 0.7, "Y1": 0.5652, "X2": 0.68, "Y2": 0.565, "X3": 0.68, "Y3": 0.5548, "X4": 0.7, "Y4": 0.5548, "page": 0, "Index": 126}, {"Word": "over", "Confidence": 0.482, "X1": 0.73067, "Y1": 0.5652, "X2": 0.704, "Y2": 0.565, "X3": 0.704, "Y3": 0.5548, "X4": 0.72933, "Y4": 0.5548, "page": 0, "Index": 127}, {"Word": "10%", "Confidence": 0.901, "X1": 0.75467, "Y1": 0.5652, "X2": 0.73467, "Y2": 0.565, "X3": 0.73467, "Y3": 0.5548, "X4": 0.75333, "Y4": 0.5558, "page": 0, "Index": 128}, {"Word": "this", "Confidence": 0.316, "X1": 0.368, "Y1": 0.5702, "X2": 0.34533, "Y2": 0.57, "X3": 0.34533, "Y3": 0.5608, "X4": 0.36933, "Y4": 0.5608, "page": 0, "Index": 129}, {"Word": "Spreauing", "Confidence": 0.643, "X1": 0.432, "Y1": 0.5702, "X2": 0.37467, "Y2": 0.57, "X3": 0.37467, "Y3": 0.5608, "X4": 0.432, "Y4": 0.5618, "page": 0, "Index": 130}, {"Word": "reported.", "Confidence": 0.703, "X1": 0.5, "Y1": 0.5702, "X2": 0.44133, "Y2": 0.57, "X3": 0.44267, "Y3": 0.5618, "X4": 0.5, "Y4": 0.5618, "page": 0, "Index": 131}, {"Word": "not", "Confidence": 0.933, "X1": 0.52533, "Y1": 0.5712, "X2": 0.50533, "Y2": 0.571, "X3": 0.50667, "Y3": 0.5628, "X4": 0.52533, "Y4": 0.5628, "page": 0, "Index": 132}, {"Word": "is", "Confidence": 0.933, "X1": 0.54267, "Y1": 0.5712, "X2": 0.53067, "Y2": 0.571, "X3": 0.53067, "Y3": 0.5628, "X4": 0.54267, "Y4": 0.5628, "page": 0, "Index": 133}, {"Word": "business", "Confidence": 0.239, "X1": 0.59867, "Y1": 0.5712, "X2": 0.54933, "Y2": 0.571, "X3": 0.54933, "Y3": 0.5628, "X4": 0.6, "Y4": 0.5628, "page": 0, "Index": 134}, {"Word": "KOOL's", "Confidence": 0.667, "X1": 0.64267, "Y1": 0.5722, "X2": 0.60533, "Y2": 0.572, "X3": 0.60667, "Y3": 0.5628, "X4": 0.644, "Y4": 0.5638, "page": 0, "Index": 135}, {"Word": "of", "Confidence": 0.177, "X1": 0.66133, "Y1": 0.5722, "X2": 0.648, "Y2": 0.572, "X3": 0.648, "Y3": 0.5638, "X4": 0.66267, "Y4": 0.5638, "page": 0, "Index": 136}, {"Word": "18%", "Confidence": 0.206, "X1": 0.68533, "Y1": 0.5722, "X2": 0.668, "Y2": 0.572, "X3": 0.668, "Y3": 0.5638, "X4": 0.68667, "Y4": 0.5638, "page": 0, "Index": 137}, {"Word": "about", "Confidence": 0.54, "X1": 0.724, "Y1": 0.5722, "X2": 0.692, "Y2": 0.572, "X3": 0.692, "Y3": 0.5638, "X4": 0.724, "Y4": 0.5638, "page": 0, "Index": 138}, {"Word": "that", "Confidence": 0.913, "X1": 0.75333, "Y1": 0.5732, "X2": 0.72933, "Y2": 0.573, "X3": 0.72933, "Y3": 0.5638, "X4": 0.75333, "Y4": 0.5638, "page": 0, "Index": 139}, {"Word": ".hu", "Confidence": 0.013, "X1": 0.388, "Y1": 0.5852, "X2": 0.368, "Y2": 0.585, "X3": 0.368, "Y3": 0.5778, "X4": 0.388, "Y4": 0.5778, "page": 0, "Index": 140}, {"Word": "mesi", "Confidence": 0.098, "X1": 0.39333, "Y1": 0.5782, "X2": 0.36933, "Y2": 0.578, "X3": 0.36933, "Y3": 0.5698, "X4": 0.39333, "Y4": 0.5698, "page": 0, "Index": 141}, {"Word": "those", "Confidence": 0.386, "X1": 0.424, "Y1": 0.5862, "X2": 0.39333, "Y2": 0.586, "X3": 0.39333, "Y3": 0.5778, "X4": 0.424, "Y4": 0.5778, "page": 0, "Index": 142}, {"Word": "thy", "Confidence": 0.034, "X1": 0.444, "Y1": 0.5862, "X2": 0.42933, "Y2": 0.586, "X3": 0.42933, "Y3": 0.5778, "X4": 0.444, "Y4": 0.5778, "page": 0, "Index": 143}, {"Word": "fartors", "Confidence": 0.941, "X1": 0.444, "Y1": 0.5782, "X2": 0.4, "Y2": 0.578, "X3": 0.4, "Y3": 0.5698, "X4": 0.444, "Y4": 0.5698, "page": 0, "Index": 144}, {"Word": "too", "Confidence": 0.556, "X1": 0.46933, "Y1": 0.5782, "X2": 0.44933, "Y2": 0.578, "X3": 0.44933, "Y3": 0.5698, "X4": 0.46933, "Y4": 0.5698, "page": 0, "Index": 145}, {"Word": "These", "Confidence": 0.756, "X1": 0.50667, "Y1": 0.5792, "X2": 0.47467, "Y2": 0.579, "X3": 0.47467, "Y3": 0.5698, "X4": 0.50667, "Y4": 0.5698, "page": 0, "Index": 146}, {"Word": "undertoported", "Confidence": 0.281, "X1": 0.532, "Y1": 0.5862, "X2": 0.44933, "Y2": 0.586, "X3": 0.44933, "Y3": 0.5778, "X4": 0.532, "Y4": 0.5778, "page": 0, "Index": 147}, {"Word": "is", "Confidence": 0.933, "X1": 0.548, "Y1": 0.5872, "X2": 0.536, "Y2": 0.587, "X3": 0.53733, "Y3": 0.5778, "X4": 0.54933, "Y4": 0.5778, "page": 0, "Index": 148}, {"Word": "smoke.", "Confidence": 0.364, "X1": 0.556, "Y1": 0.5792, "X2": 0.516, "Y2": 0.579, "X3": 0.516, "Y3": 0.5698, "X4": 0.556, "Y4": 0.5698, "page": 0, "Index": 149}, {"Word": "they", "Confidence": 0.99, "X1": 0.58667, "Y1": 0.5792, "X2": 0.56133, "Y2": 0.579, "X3": 0.56133, "Y3": 0.5698, "X4": 0.58667, "Y4": 0.5708, "page": 0, "Index": 150}, {"Word": "much", "Confidence": 0.491, "X1": 0.61867, "Y1": 0.5792, "X2": 0.592, "Y2": 0.579, "X3": 0.59333, "Y3": 0.5708, "X4": 0.61867, "Y4": 0.5708, "page": 0, "Index": 151}, {"Word": "consumatiim", "Confidence": 0.316, "X1": 0.624, "Y1": 0.5872, "X2": 0.55867, "Y2": 0.587, "X3": 0.55867, "Y3": 0.5778, "X4": 0.624, "Y4": 0.5788, "page": 0, "Index": 152}, {"Word": "how", "Confidence": 0.991, "X1": 0.644, "Y1": 0.5802, "X2": 0.624, "Y2": 0.58, "X3": 0.624, "Y3": 0.5708, "X4": 0.644, "Y4": 0.5708, "page": 0, "Index": 153}, {"Word": "admit", "Confidence": 0.444, "X1": 0.68133, "Y1": 0.5802, "X2": 0.648, "Y2": 0.58, "X3": 0.648, "Y3": 0.5708, "X4": 0.68133, "Y4": 0.5708, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.918, "X1": 0.69867, "Y1": 0.5802, "X2": 0.68667, "Y2": 0.58, "X3": 0.68667, "Y3": 0.5708, "X4": 0.69867, "Y4": 0.5708, "page": 0, "Index": 155}, {"Word": "sast", "Confidence": 0.773, "X1": 0.73067, "Y1": 0.5802, "X2": 0.70533, "Y2": 0.58, "X3": 0.70533, "Y3": 0.5708, "X4": 0.73067, "Y4": 0.5718, "page": 0, "Index": 156}, {"Word": "mot", "Confidence": 0.651, "X1": 0.75467, "Y1": 0.5802, "X2": 0.736, "Y2": 0.58, "X3": 0.736, "Y3": 0.5718, "X4": 0.75467, "Y4": 0.5718, "page": 0, "Index": 157}, {"Word": "aterl", "Confidence": 0.333, "X1": 0.41867, "Y1": 0.5932, "X2": 0.38667, "Y2": 0.593, "X3": 0.38667, "Y3": 0.5858, "X4": 0.41867, "Y4": 0.5858, "page": 0, "Index": 158}, {"Word": "enn", "Confidence": 0.155, "X1": 0.44933, "Y1": 0.5942, "X2": 0.424, "Y2": 0.594, "X3": 0.424, "Y3": 0.5858, "X4": 0.44933, "Y4": 0.5858, "page": 0, "Index": 159}, {"Word": "will", "Confidence": 0.191, "X1": 0.48, "Y1": 0.5942, "X2": 0.45467, "Y2": 0.594, "X3": 0.456, "Y3": 0.5858, "X4": 0.48133, "Y4": 0.5858, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.144, "X1": 0.50667, "Y1": 0.5942, "X2": 0.48667, "Y2": 0.594, "X3": 0.48667, "Y3": 0.5858, "X4": 0.50667, "Y4": 0.5858, "page": 0, "Index": 161}, {"Word": "quit", "Confidence": 0.65, "X1": 0.53733, "Y1": 0.5952, "X2": 0.51067, "Y2": 0.595, "X3": 0.51067, "Y3": 0.5858, "X4": 0.53733, "Y4": 0.5858, "page": 0, "Index": 162}, {"Word": "just", "Confidence": 0.253, "X1": 0.568, "Y1": 0.5952, "X2": 0.54133, "Y2": 0.595, "X3": 0.54133, "Y3": 0.5858, "X4": 0.568, "Y4": 0.5858, "page": 0, "Index": 163}, {"Word": "who", "Confidence": 0.955, "X1": 0.59333, "Y1": 0.5952, "X2": 0.57333, "Y2": 0.595, "X3": 0.57333, "Y3": 0.5858, "X4": 0.59333, "Y4": 0.5858, "page": 0, "Index": 164}, {"Word": "those", "Confidence": 0.372, "X1": 0.63067, "Y1": 0.5952, "X2": 0.59867, "Y2": 0.595, "X3": 0.59867, "Y3": 0.5858, "X4": 0.63067, "Y4": 0.5868, "page": 0, "Index": 165}, {"Word": "by", "Confidence": 0.991, "X1": 0.64933, "Y1": 0.5952, "X2": 0.636, "Y2": 0.595, "X3": 0.636, "Y3": 0.5868, "X4": 0.64933, "Y4": 0.5868, "page": 0, "Index": 166}, {"Word": "Also", "Confidence": 0.216, "X1": 0.656, "Y1": 0.5882, "X2": 0.62933, "Y2": 0.588, "X3": 0.62933, "Y3": 0.5788, "X4": 0.656, "Y4": 0.5788, "page": 0, "Index": 167}, {"Word": "REBis.", "Confidence": 0.16, "X1": 0.70667, "Y1": 0.5882, "X2": 0.66533, "Y2": 0.588, "X3": 0.66667, "Y3": 0.5788, "X4": 0.70667, "Y4": 0.5788, "page": 0, "Index": 168}, {"Word": "underreported", "Confidence": 0.677, "X1": 0.736, "Y1": 0.5952, "X2": 0.65467, "Y2": 0.595, "X3": 0.65467, "Y3": 0.5868, "X4": 0.736, "Y4": 0.5868, "page": 0, "Index": 169}, {"Word": "Im", "Confidence": 0.037, "X1": 0.75333, "Y1": 0.5962, "X2": 0.74267, "Y2": 0.596, "X3": 0.74267, "Y3": 0.5868, "X4": 0.75333, "Y4": 0.5868, "page": 0, "Index": 170}, {"Word": "Smoking", "Confidence": 0.409, "X1": 0.75467, "Y1": 0.5882, "X2": 0.71067, "Y2": 0.588, "X3": 0.71067, "Y3": 0.5788, "X4": 0.756, "Y4": 0.5798, "page": 0, "Index": 171}, {"Word": "iscidracm", "Confidence": 0.5, "X1": 0.39867, "Y1": 0.6012, "X2": 0.344, "Y2": 0.601, "X3": 0.344, "Y3": 0.5938, "X4": 0.39867, "Y4": 0.5938, "page": 0, "Index": 172}, {"Word": "that", "Confidence": 0.658, "X1": 0.43067, "Y1": 0.6022, "X2": 0.40533, "Y2": 0.602, "X3": 0.40533, "Y3": 0.5938, "X4": 0.43067, "Y4": 0.5938, "page": 0, "Index": 173}, {"Word": "is", "Confidence": 0.744, "X1": 0.448, "Y1": 0.6022, "X2": 0.436, "Y2": 0.602, "X3": 0.43733, "Y3": 0.5938, "X4": 0.44933, "Y4": 0.5938, "page": 0, "Index": 174}, {"Word": "problem", "Confidence": 0.56, "X1": 0.49867, "Y1": 0.6022, "X2": 0.45467, "Y2": 0.602, "X3": 0.456, "Y3": 0.5938, "X4": 0.49867, "Y4": 0.5938, "page": 0, "Index": 175}, {"Word": "The", "Confidence": 0.998, "X1": 0.52267, "Y1": 0.6032, "X2": 0.504, "Y2": 0.603, "X3": 0.50533, "Y3": 0.5938, "X4": 0.524, "Y4": 0.5938, "page": 0, "Index": 176}, {"Word": "classificatios.", "Confidence": 0.45, "X1": 0.62933, "Y1": 0.6032, "X2": 0.53467, "Y2": 0.603, "X3": 0.53467, "Y3": 0.5938, "X4": 0.63067, "Y4": 0.5938, "page": 0, "Index": 177}, {"Word": "demographic", "Confidence": 0.378, "X1": 0.70533, "Y1": 0.6032, "X2": 0.636, "Y2": 0.603, "X3": 0.636, "Y3": 0.5938, "X4": 0.70533, "Y4": 0.5948, "page": 0, "Index": 178}, {"Word": "each", "Confidence": 0.522, "X1": 0.736, "Y1": 0.6032, "X2": 0.712, "Y2": 0.603, "X3": 0.712, "Y3": 0.5948, "X4": 0.73733, "Y4": 0.5948, "page": 0, "Index": 179}, {"Word": "by", "Confidence": 0.997, "X1": 0.75333, "Y1": 0.6032, "X2": 0.74133, "Y2": 0.603, "X3": 0.74133, "Y3": 0.5948, "X4": 0.75467, "Y4": 0.5948, "page": 0, "Index": 180}, {"Word": "swiked", "Confidence": 0.33, "X1": 0.37467, "Y1": 0.6092, "X2": 0.336, "Y2": 0.609, "X3": 0.33733, "Y3": 0.6018, "X4": 0.37467, "Y4": 0.6018, "page": 0, "Index": 181}, {"Word": "are", "Confidence": 0.809, "X1": 0.4, "Y1": 0.6092, "X2": 0.38, "Y2": 0.609, "X3": 0.38, "Y3": 0.6018, "X4": 0.4, "Y4": 0.6018, "page": 0, "Index": 182}, {"Word": "that", "Confidence": 0.919, "X1": 0.42933, "Y1": 0.6102, "X2": 0.40533, "Y2": 0.61, "X3": 0.40533, "Y3": 0.6018, "X4": 0.43067, "Y4": 0.6018, "page": 0, "Index": 183}, {"Word": "cigarettes", "Confidence": 0.601, "X1": 0.49867, "Y1": 0.6102, "X2": 0.436, "Y2": 0.61, "X3": 0.436, "Y3": 0.6018, "X4": 0.49867, "Y4": 0.6018, "page": 0, "Index": 184}, {"Word": "KOOL", "Confidence": 0.651, "X1": 0.532, "Y1": 0.6112, "X2": 0.50533, "Y2": 0.611, "X3": 0.50533, "Y3": 0.6018, "X4": 0.532, "Y4": 0.6018, "page": 0, "Index": 185}, {"Word": "of", "Confidence": 0.672, "X1": 0.548, "Y1": 0.6112, "X2": 0.53467, "Y2": 0.611, "X3": 0.536, "Y3": 0.6018, "X4": 0.54933, "Y4": 0.6018, "page": 0, "Index": 186}, {"Word": "volume", "Confidence": 0.291, "X1": 0.592, "Y1": 0.6112, "X2": 0.55467, "Y2": 0.611, "X3": 0.55467, "Y3": 0.6018, "X4": 0.59333, "Y4": 0.6018, "page": 0, "Index": 187}, {"Word": "a", "Confidence": 0.154, "X1": 0.604, "Y1": 0.6112, "X2": 0.59733, "Y2": 0.611, "X3": 0.59733, "Y3": 0.6018, "X4": 0.604, "Y4": 0.6018, "page": 0, "Index": 188}, {"Word": "at", "Confidence": 0.894, "X1": 0.62267, "Y1": 0.6112, "X2": 0.61067, "Y2": 0.611, "X3": 0.61067, "Y3": 0.6018, "X4": 0.62267, "Y4": 0.6018, "page": 0, "Index": 189}, {"Word": "arrives", "Confidence": 0.962, "X1": 0.67333, "Y1": 0.6112, "X2": 0.62933, "Y2": 0.611, "X3": 0.62933, "Y3": 0.6018, "X4": 0.67333, "Y4": 0.6028, "page": 0, "Index": 190}, {"Word": "one", "Confidence": 0.632, "X1": 0.69867, "Y1": 0.6122, "X2": 0.67867, "Y2": 0.612, "X3": 0.68, "Y3": 0.6028, "X4": 0.7, "Y4": 0.6028, "page": 0, "Index": 191}, {"Word": "Studies,", "Confidence": 0.762, "X1": 0.75333, "Y1": 0.6122, "X2": 0.704, "Y2": 0.612, "X3": 0.704, "Y3": 0.6028, "X4": 0.75467, "Y4": 0.6038, "page": 0, "Index": 192}, {"Word": "Ruper", "Confidence": 0.702, "X1": 0.412, "Y1": 0.6172, "X2": 0.37867, "Y2": 0.617, "X3": 0.38, "Y3": 0.6088, "X4": 0.412, "Y4": 0.6088, "page": 0, "Index": 193}, {"Word": "and", "Confidence": 0.709, "X1": 0.436, "Y1": 0.6182, "X2": 0.416, "Y2": 0.618, "X3": 0.41733, "Y3": 0.6088, "X4": 0.43733, "Y4": 0.6088, "page": 0, "Index": 194}, {"Word": "Switcher", "Confidence": 0.586, "X1": 0.49333, "Y1": 0.6182, "X2": 0.44133, "Y2": 0.618, "X3": 0.44133, "Y3": 0.6088, "X4": 0.49333, "Y4": 0.6088, "page": 0, "Index": 195}, {"Word": "Black", "Confidence": 0.625, "X1": 0.532, "Y1": 0.6192, "X2": 0.49867, "Y2": 0.619, "X3": 0.49867, "Y3": 0.6088, "X4": 0.532, "Y4": 0.6088, "page": 0, "Index": 196}, {"Word": "Switcher,", "Confidence": 0.522, "X1": 0.59333, "Y1": 0.6192, "X2": 0.53467, "Y2": 0.619, "X3": 0.53467, "Y3": 0.6088, "X4": 0.59467, "Y4": 0.6088, "page": 0, "Index": 197}, {"Word": "National", "Confidence": 0.289, "X1": 0.64933, "Y1": 0.6192, "X2": 0.59733, "Y2": 0.619, "X3": 0.59733, "Y3": 0.6088, "X4": 0.64933, "Y4": 0.6098, "page": 0, "Index": 198}, {"Word": "Istest", "Confidence": 0.634, "X1": 0.692, "Y1": 0.6202, "X2": 0.65333, "Y2": 0.62, "X3": 0.65333, "Y3": 0.6098, "X4": 0.692, "Y4": 0.6098, "page": 0, "Index": 199}, {"Word": "the", "Confidence": 0.735, "X1": 0.71733, "Y1": 0.6202, "X2": 0.69867, "Y2": 0.62, "X3": 0.69867, "Y3": 0.6098, "X4": 0.71733, "Y4": 0.6108, "page": 0, "Index": 200}, {"Word": "Doing", "Confidence": 0.499, "X1": 0.75467, "Y1": 0.6202, "X2": 0.72267, "Y2": 0.62, "X3": 0.72267, "Y3": 0.6108, "X4": 0.756, "Y4": 0.6108, "page": 0, "Index": 201}, {"Word": "371.", "Confidence": 0.683, "X1": 0.604, "Y1": 0.6352, "X2": 0.58, "Y2": 0.635, "X3": 0.58133, "Y3": 0.6258, "X4": 0.604, "Y4": 0.6258, "page": 0, "Index": 202}, {"Word": "is", "Confidence": 0.405, "X1": 0.62267, "Y1": 0.6352, "X2": 0.60933, "Y2": 0.635, "X3": 0.60933, "Y3": 0.6258, "X4": 0.62267, "Y4": 0.6258, "page": 0, "Index": 203}, {"Word": "estimate", "Confidence": 0.656, "X1": 0.68, "Y1": 0.6352, "X2": 0.628, "Y2": 0.635, "X3": 0.628, "Y3": 0.6248, "X4": 0.68, "Y4": 0.6258, "page": 0, "Index": 204}, {"Word": "My", "Confidence": 0.659, "X1": 0.7, "Y1": 0.6352, "X2": 0.684, "Y2": 0.635, "X3": 0.684, "Y3": 0.6258, "X4": 0.7, "Y4": 0.6258, "page": 0, "Index": 205}, {"Word": "503.", "Confidence": 0.738, "X1": 0.736, "Y1": 0.6362, "X2": 0.708, "Y2": 0.636, "X3": 0.70933, "Y3": 0.6258, "X4": 0.736, "Y4": 0.6258, "page": 0, "Index": 206}, {"Word": "to", "Confidence": 0.97, "X1": 0.75333, "Y1": 0.6362, "X2": 0.74133, "Y2": 0.636, "X3": 0.74133, "Y3": 0.6258, "X4": 0.75333, "Y4": 0.6258, "page": 0, "Index": 207}, {"Word": "212", "Confidence": 0.246, "X1": 0.368, "Y1": 0.6412, "X2": 0.348, "Y2": 0.641, "X3": 0.34933, "Y3": 0.6318, "X4": 0.36933, "Y4": 0.6318, "page": 0, "Index": 208}, {"Word": "irom", "Confidence": 0.382, "X1": 0.39867, "Y1": 0.6412, "X2": 0.37467, "Y2": 0.641, "X3": 0.37467, "Y3": 0.6318, "X4": 0.4, "Y4": 0.6318, "page": 0, "Index": 209}, {"Word": "ranged", "Confidence": 0.686, "X1": 0.44267, "Y1": 0.6412, "X2": 0.404, "Y2": 0.641, "X3": 0.40533, "Y3": 0.6318, "X4": 0.444, "Y4": 0.6318, "page": 0, "Index": 210}, {"Word": "have", "Confidence": 0.791, "X1": 0.47467, "Y1": 0.6412, "X2": 0.448, "Y2": 0.641, "X3": 0.44933, "Y3": 0.6318, "X4": 0.476, "Y4": 0.6318, "page": 0, "Index": 211}, {"Word": "Estimates", "Confidence": 0.388, "X1": 0.53733, "Y1": 0.6412, "X2": 0.48, "Y2": 0.641, "X3": 0.48, "Y3": 0.6318, "X4": 0.53733, "Y4": 0.6328, "page": 0, "Index": 212}, {"Word": "sometime.", "Confidence": 0.233, "X1": 0.604, "Y1": 0.6422, "X2": 0.54667, "Y2": 0.642, "X3": 0.548, "Y3": 0.6328, "X4": 0.60533, "Y4": 0.6328, "page": 0, "Index": 213}, {"Word": "for", "Confidence": 0.938, "X1": 0.62933, "Y1": 0.6422, "X2": 0.61067, "Y2": 0.642, "X3": 0.61067, "Y3": 0.6328, "X4": 0.63067, "Y4": 0.6328, "page": 0, "Index": 214}, {"Word": "question", "Confidence": 0.282, "X1": 0.68533, "Y1": 0.6422, "X2": 0.63467, "Y2": 0.642, "X3": 0.63467, "Y3": 0.6328, "X4": 0.68667, "Y4": 0.6338, "page": 0, "Index": 215}, {"Word": "n", "Confidence": 0.22, "X1": 0.69733, "Y1": 0.6432, "X2": 0.692, "Y2": 0.643, "X3": 0.692, "Y3": 0.6338, "X4": 0.69867, "Y4": 0.6338, "page": 0, "Index": 216}, {"Word": "bers", "Confidence": 0.686, "X1": 0.72933, "Y1": 0.6432, "X2": 0.704, "Y2": 0.643, "X3": 0.70533, "Y3": 0.6338, "X4": 0.73067, "Y4": 0.6338, "page": 0, "Index": 217}, {"Word": "has", "Confidence": 0.226, "X1": 0.75467, "Y1": 0.6432, "X2": 0.73467, "Y2": 0.643, "X3": 0.73467, "Y3": 0.6338, "X4": 0.75467, "Y4": 0.6338, "page": 0, "Index": 218}, {"Word": "dependent", "Confidence": 0.31, "X1": 0.4, "Y1": 0.6482, "X2": 0.34267, "Y2": 0.648, "X3": 0.34267, "Y3": 0.6388, "X4": 0.4, "Y4": 0.6398, "page": 0, "Index": 219}, {"Word": "how", "Confidence": 0.896, "X1": 0.42533, "Y1": 0.6482, "X2": 0.40667, "Y2": 0.648, "X3": 0.40667, "Y3": 0.6398, "X4": 0.42533, "Y4": 0.6408, "page": 0, "Index": 220}, {"Word": "Just", "Confidence": 0.425, "X1": 0.456, "Y1": 0.6492, "X2": 0.43067, "Y2": 0.649, "X3": 0.43067, "Y3": 0.6408, "X4": 0.456, "Y4": 0.6408, "page": 0, "Index": 221}, {"Word": "market.", "Confidence": 0.622, "X1": 0.51333, "Y1": 0.6492, "X2": 0.46667, "Y2": 0.649, "X3": 0.46667, "Y3": 0.6398, "X4": 0.51333, "Y4": 0.6398, "page": 0, "Index": 222}, {"Word": "Black", "Confidence": 0.694, "X1": 0.55067, "Y1": 0.6502, "X2": 0.51867, "Y2": 0.65, "X3": 0.51867, "Y3": 0.6398, "X4": 0.55067, "Y4": 0.6408, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.613, "X1": 0.57467, "Y1": 0.6502, "X2": 0.556, "Y2": 0.65, "X3": 0.556, "Y3": 0.6408, "X4": 0.57467, "Y4": 0.6408, "page": 0, "Index": 224}, {"Word": "on", "Confidence": 0.851, "X1": 0.59333, "Y1": 0.6502, "X2": 0.58, "Y2": 0.65, "X3": 0.58, "Y3": 0.6408, "X4": 0.59333, "Y4": 0.6408, "page": 0, "Index": 225}, {"Word": "dependent", "Confidence": 0.585, "X1": 0.656, "Y1": 0.6502, "X2": 0.59733, "Y2": 0.65, "X3": 0.59733, "Y3": 0.6408, "X4": 0.656, "Y4": 0.6408, "page": 0, "Index": 226}, {"Word": "heavily", "Confidence": 0.6, "X1": 0.70667, "Y1": 0.6502, "X2": 0.66133, "Y2": 0.65, "X3": 0.66133, "Y3": 0.6408, "X4": 0.70667, "Y4": 0.6408, "page": 0, "Index": 227}, {"Word": "is", "Confidence": 0.706, "X1": 0.72267, "Y1": 0.6512, "X2": 0.71067, "Y2": 0.651, "X3": 0.71067, "Y3": 0.6408, "X4": 0.72267, "Y4": 0.6408, "page": 0, "Index": 228}, {"Word": "KOOL", "Confidence": 0.546, "X1": 0.75467, "Y1": 0.6512, "X2": 0.72933, "Y2": 0.651, "X3": 0.72933, "Y3": 0.6408, "X4": 0.75467, "Y4": 0.6418, "page": 0, "Index": 229}, {"Word": "1277", "Confidence": 0.663, "X1": 0.42533, "Y1": 0.6902, "X2": 0.39733, "Y2": 0.69, "X3": 0.396, "Y3": 0.6778, "X4": 0.42533, "Y4": 0.6768, "page": 0, "Index": 230}, {"Word": "6.", "Confidence": 0.009, "X1": 0.444, "Y1": 0.6892, "X2": 0.428, "Y2": 0.689, "X3": 0.428, "Y3": 0.6768, "X4": 0.444, "Y4": 0.6768, "page": 0, "Index": 231}, {"Word": "Jule", "Confidence": 0.366, "X1": 0.47467, "Y1": 0.6892, "X2": 0.44667, "Y2": 0.689, "X3": 0.44667, "Y3": 0.6768, "X4": 0.47467, "Y4": 0.6778, "page": 0, "Index": 232}, {"Word": "DAVE.", "Confidence": 0.496, "X1": 0.51467, "Y1": 0.6852, "X2": 0.488, "Y2": 0.685, "X3": 0.48933, "Y3": 0.6768, "X4": 0.516, "Y4": 0.6778, "page": 0, "Index": 233}, {"Word": "SUARAT", "Confidence": 0.191, "X1": 0.812, "Y1": 0.6802, "X2": 0.776, "Y2": 0.68, "X3": 0.776, "Y3": 0.6728, "X4": 0.812, "Y4": 0.6728, "page": 0, "Index": 234}, {"Word": "MATTESON/LEF", "Confidence": 0.514, "X1": 0.72267, "Y1": 0.6902, "X2": 0.648, "Y2": 0.69, "X3": 0.648, "Y3": 0.6818, "X4": 0.72267, "Y4": 0.6818, "page": 0, "Index": 235}, {"Word": "S.M.", "Confidence": 0.143, "X1": 0.75467, "Y1": 0.6902, "X2": 0.728, "Y2": 0.69, "X3": 0.728, "Y3": 0.6818, "X4": 0.75467, "Y4": 0.6818, "page": 0, "Index": 236}, {"Word": "C.C", "Confidence": 0.195, "X1": 0.81067, "Y1": 0.7262, "X2": 0.796, "Y2": 0.726, "X3": 0.796, "Y3": 0.7188, "X4": 0.81067, "Y4": 0.7188, "page": 0, "Index": 237}, {"Word": "CORRESPONDENCE", "Confidence": 0.249, "X1": 0.59333, "Y1": 0.7562, "X2": 0.50533, "Y2": 0.756, "X3": 0.50533, "Y3": 0.7478, "X4": 0.59333, "Y4": 0.7488, "page": 0, "Index": 238}, {"Word": "INTERNAL", "Confidence": 0.872, "X1": 0.64533, "Y1": 0.7572, "X2": 0.596, "Y2": 0.757, "X3": 0.596, "Y3": 0.7488, "X4": 0.64533, "Y4": 0.7488, "page": 0, "Index": 239}]}
"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"
ffjw0181
8
{"lines_data": [{"Word": "We need to give Vic Han the resources he needs to produce and", "Confidence": 0.92346, "X1": 0.21141, "Y1": 0.0922, "X2": 0.92607, "Y2": 0.092, "X3": 0.92607, "Y3": 0.1098, "X4": 0.21141, "Y4": 0.1108, "page": 0}, {"Word": "place op-eds and to conduct a wide-ranging \"Letters to the Editor\"", "Confidence": 0.89209, "X1": 0.15045, "Y1": 0.1222, "X2": 0.92348, "Y2": 0.122, "X3": 0.92348, "Y3": 0.1388, "X4": 0.15045, "Y4": 0.1418, "page": 0}, {"Word": "program, connected with the field operation. The Letters to the", "Confidence": 0.949, "X1": 0.15045, "Y1": 0.1522, "X2": 0.92348, "Y2": 0.152, "X3": 0.92348, "Y3": 0.1698, "X4": 0.15045, "Y4": 0.1728, "page": 0}, {"Word": "Editor program is a clear example of how the various functions of", "Confidence": 0.95058, "X1": 0.14916, "Y1": 0.1822, "X2": 0.92607, "Y2": 0.182, "X3": 0.92607, "Y3": 0.1988, "X4": 0.14916, "Y4": 0.1998, "page": 0}, {"Word": "this plan will directly interrelate.", "Confidence": 0.9706, "X1": 0.15045, "Y1": 0.2112, "X2": 0.57717, "Y2": 0.211, "X3": 0.57717, "Y3": 0.2298, "X4": 0.15045, "Y4": 0.2318, "page": 0}, {"Word": "The relationship with electronic journalism is inherently", "Confidence": 0.73171, "X1": 0.20493, "Y1": 0.2712, "X2": 0.92088, "Y2": 0.271, "X3": 0.92088, "Y3": 0.2888, "X4": 0.20493, "Y4": 0.2888, "page": 0}, {"Word": "riskier. Reaction statements and press conferences are clearly", "Confidence": 0.85025, "X1": 0.14656, "Y1": 0.3002, "X2": 0.92088, "Y2": 0.3, "X3": 0.92088, "Y3": 0.3158, "X4": 0.14656, "Y4": 0.3168, "page": 0}, {"Word": "less dangerous than agreeing to appear on shows like \"60 Minutes\"", "Confidence": 0.85764, "X1": 0.14397, "Y1": 0.3282, "X2": 0.91829, "Y2": 0.328, "X3": 0.91829, "Y3": 0.3458, "X4": 0.14397, "Y4": 0.3478, "page": 0}, {"Word": "or \"20/20.\" Decisions must be made on an ad hoc basis: Is this a", "Confidence": 0.95136, "X1": 0.14527, "Y1": 0.3582, "X2": 0.92088, "Y2": 0.358, "X3": 0.92088, "Y3": 0.3748, "X4": 0.14527, "Y4": 0.3758, "page": 0}, {"Word": "loaded situation? Where the program seems to be fair or balanced,", "Confidence": 0.92109, "X1": 0.14527, "Y1": 0.3892, "X2": 0.9144, "Y2": 0.389, "X3": 0.9144, "Y3": 0.4058, "X4": 0.14527, "Y4": 0.4068, "page": 0}, {"Word": "we should participate and respond.", "Confidence": 0.8784, "X1": 0.14397, "Y1": 0.4162, "X2": 0.54864, "Y2": 0.416, "X3": 0.54864, "Y3": 0.4338, "X4": 0.14397, "Y4": 0.4358, "page": 0}, {"Word": "Our electronic strategy should also exercise the option of", "Confidence": 0.86411, "X1": 0.19715, "Y1": 0.4762, "X2": 0.91569, "Y2": 0.476, "X3": 0.91569, "Y3": 0.4928, "X4": 0.19715, "Y4": 0.4938, "page": 0}, {"Word": "bypassing national journalism and going to local T.V. This is", "Confidence": 0.9221, "X1": 0.14008, "Y1": 0.5052, "X2": 0.91699, "Y2": 0.505, "X3": 0.91699, "Y3": 0.5218, "X4": 0.14008, "Y4": 0.5238, "page": 0}, {"Word": "likely to be both safer and softer. The company should have a", "Confidence": 0.96042, "X1": 0.13878, "Y1": 0.5342, "X2": 0.91699, "Y2": 0.534, "X3": 0.91699, "Y3": 0.5508, "X4": 0.13878, "Y4": 0.5518, "page": 0}, {"Word": "small studio with full satellite capacity, so spokespersons and", "Confidence": 0.875, "X1": 0.13878, "Y1": 0.5642, "X2": 0.9144, "Y2": 0.564, "X3": 0.9144, "Y3": 0.5808, "X4": 0.13878, "Y4": 0.5818, "page": 0}, {"Word": "executives can be interviewed by local television reporters or", "Confidence": 0.92189, "X1": 0.13878, "Y1": 0.5922, "X2": 0.91569, "Y2": 0.592, "X3": 0.91699, "Y3": 0.6098, "X4": 0.13878, "Y4": 0.6108, "page": 0}, {"Word": "anchors from remote locations.", "Confidence": 0.89325, "X1": 0.13878, "Y1": 0.6222, "X2": 0.5201, "Y2": 0.622, "X3": 0.5201, "Y3": 0.6398, "X4": 0.13878, "Y4": 0.6408, "page": 0}, {"Word": "Securing and scheduling auch", "Confidence": 0.8425, "X1": 0.54864, "Y1": 0.6222, "X2": 0.9118, "Y2": 0.622, "X3": 0.9118, "Y3": 0.6398, "X4": 0.54864, "Y4": 0.6408, "page": 0}, {"Word": "interviews represent classic examples of the functions that should", "Confidence": 0.87544, "X1": 0.13619, "Y1": 0.6502, "X2": 0.9118, "Y2": 0.65, "X3": 0.9118, "Y3": 0.6678, "X4": 0.13619, "Y4": 0.6698, "page": 0}, {"Word": "be performed by regional press secretaries.", "Confidence": 0.8835, "X1": 0.13489, "Y1": 0.6812, "X2": 0.64591, "Y2": 0.681, "X3": 0.64591, "Y3": 0.6988, "X4": 0.13489, "Y4": 0.7008, "page": 0}, {"Word": "V. Wargame the Opposition", "Confidence": 0.89075, "X1": 0.1323, "Y1": 0.7712, "X2": 0.46044, "Y2": 0.771, "X3": 0.46044, "Y3": 0.7878, "X4": 0.1323, "Y4": 0.7898, "page": 0}, {"Word": "There should be a segment of the shop not involved in day-to-", "Confidence": 0.90675, "X1": 0.18936, "Y1": 0.8282, "X2": 0.91051, "Y2": 0.828, "X3": 0.91051, "Y3": 0.8478, "X4": 0.18936, "Y4": 0.8488, "page": 0}, {"Word": "2073576748", "Confidence": 0.995, "X1": 0.96757, "Y1": 0.8832, "X2": 0.97147, "Y2": 0.883, "X3": 0.94812, "Y3": 0.8838, "X4": 0.94423, "Y4": 0.7828, "page": 0}, {"Word": "9", "Confidence": 0.949, "X1": 0.50973, "Y1": 0.8762, "X2": 0.52529, "Y2": 0.876, "X3": 0.52529, "Y3": 0.8888, "X4": 0.50973, "Y4": 0.8888, "page": 0}, {"Word": "3990027793", "Confidence": 0.981, "X1": 0.02594, "Y1": 0.9692, "X2": 0.12451, "Y2": 0.969, "X3": 0.12451, "Y3": 0.9838, "X4": 0.02594, "Y4": 0.9828, "page": 0}], "words_data": [{"Word": "We", "Confidence": 0.992, "X1": 0.21141, "Y1": 0.0952, "X2": 0.23735, "Y2": 0.095, "X3": 0.23735, "Y3": 0.1108, "X4": 0.21141, "Y4": 0.1108, "page": 0, "Index": 0}, {"Word": "need", "Confidence": 0.613, "X1": 0.24384, "Y1": 0.0942, "X2": 0.29442, "Y2": 0.094, "X3": 0.29442, "Y3": 0.1108, "X4": 0.24384, "Y4": 0.1108, "page": 0, "Index": 1}, {"Word": "to", "Confidence": 0.998, "X1": 0.3048, "Y1": 0.0942, "X2": 0.32944, "Y2": 0.094, "X3": 0.33074, "Y3": 0.1108, "X4": 0.3061, "Y4": 0.1108, "page": 0, "Index": 2}, {"Word": "give", "Confidence": 0.981, "X1": 0.33852, "Y1": 0.0942, "X2": 0.38911, "Y2": 0.094, "X3": 0.38911, "Y3": 0.1108, "X4": 0.33982, "Y4": 0.1108, "page": 0, "Index": 3}, {"Word": "Vic", "Confidence": 0.847, "X1": 0.39818, "Y1": 0.0942, "X2": 0.4345, "Y2": 0.094, "X3": 0.4345, "Y3": 0.1108, "X4": 0.39818, "Y4": 0.1108, "page": 0, "Index": 4}, {"Word": "Han", "Confidence": 0.765, "X1": 0.44228, "Y1": 0.0942, "X2": 0.48119, "Y2": 0.094, "X3": 0.48119, "Y3": 0.1108, "X4": 0.44228, "Y4": 0.1108, "page": 0, "Index": 5}, {"Word": "the", "Confidence": 0.997, "X1": 0.49157, "Y1": 0.0932, "X2": 0.52789, "Y2": 0.093, "X3": 0.52789, "Y3": 0.1108, "X4": 0.49157, "Y4": 0.1108, "page": 0, "Index": 6}, {"Word": "resources", "Confidence": 0.846, "X1": 0.53567, "Y1": 0.0932, "X2": 0.64462, "Y2": 0.093, "X3": 0.64462, "Y3": 0.1108, "X4": 0.53567, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "he", "Confidence": 0.995, "X1": 0.6511, "Y1": 0.0932, "X2": 0.67834, "Y2": 0.093, "X3": 0.67834, "Y3": 0.1108, "X4": 0.6511, "Y4": 0.1108, "page": 0, "Index": 8}, {"Word": "needs", "Confidence": 0.982, "X1": 0.68482, "Y1": 0.0932, "X2": 0.74708, "Y2": 0.093, "X3": 0.74708, "Y3": 0.1108, "X4": 0.68482, "Y4": 0.1108, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.998, "X1": 0.75616, "Y1": 0.0932, "X2": 0.7808, "Y2": 0.093, "X3": 0.7808, "Y3": 0.1108, "X4": 0.75616, "Y4": 0.1108, "page": 0, "Index": 10}, {"Word": "produce", "Confidence": 0.993, "X1": 0.78988, "Y1": 0.0932, "X2": 0.87549, "Y2": 0.093, "X3": 0.87549, "Y3": 0.1108, "X4": 0.78988, "Y4": 0.1108, "page": 0, "Index": 11}, {"Word": "and", "Confidence": 0.998, "X1": 0.88586, "Y1": 0.0932, "X2": 0.92348, "Y2": 0.093, "X3": 0.92348, "Y3": 0.1098, "X4": 0.88586, "Y4": 0.1098, "page": 0, "Index": 12}, {"Word": "place", "Confidence": 0.957, "X1": 0.15175, "Y1": 0.1252, "X2": 0.21271, "Y2": 0.125, "X3": 0.21271, "Y3": 0.1418, "X4": 0.15045, "Y4": 0.1418, "page": 0, "Index": 13}, {"Word": "op-eds", "Confidence": 0.679, "X1": 0.2192, "Y1": 0.1242, "X2": 0.29442, "Y2": 0.124, "X3": 0.29442, "Y3": 0.1418, "X4": 0.2192, "Y4": 0.1418, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.998, "X1": 0.3035, "Y1": 0.1242, "X2": 0.34112, "Y2": 0.124, "X3": 0.33982, "Y3": 0.1418, "X4": 0.3022, "Y4": 0.1418, "page": 0, "Index": 15}, {"Word": "to", "Confidence": 0.998, "X1": 0.35149, "Y1": 0.1242, "X2": 0.37743, "Y2": 0.124, "X3": 0.37613, "Y3": 0.1418, "X4": 0.35149, "Y4": 0.1418, "page": 0, "Index": 16}, {"Word": "conduct", "Confidence": 0.658, "X1": 0.38392, "Y1": 0.1232, "X2": 0.47082, "Y2": 0.123, "X3": 0.47082, "Y3": 0.1418, "X4": 0.38262, "Y4": 0.1418, "page": 0, "Index": 17}, {"Word": "a", "Confidence": 0.994, "X1": 0.4773, "Y1": 0.1232, "X2": 0.49157, "Y2": 0.123, "X3": 0.49027, "Y3": 0.1418, "X4": 0.4773, "Y4": 0.1418, "page": 0, "Index": 18}, {"Word": "wide-ranging", "Confidence": 0.93, "X1": 0.49935, "Y1": 0.1232, "X2": 0.64462, "Y2": 0.123, "X3": 0.64332, "Y3": 0.1408, "X4": 0.49805, "Y4": 0.1418, "page": 0, "Index": 19}, {"Word": "\"Letters", "Confidence": 0.629, "X1": 0.6524, "Y1": 0.1222, "X2": 0.74838, "Y2": 0.122, "X3": 0.74708, "Y3": 0.1408, "X4": 0.6511, "Y4": 0.1408, "page": 0, "Index": 20}, {"Word": "to", "Confidence": 0.998, "X1": 0.75746, "Y1": 0.1222, "X2": 0.7808, "Y2": 0.122, "X3": 0.77951, "Y3": 0.1398, "X4": 0.75616, "Y4": 0.1398, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.991, "X1": 0.79118, "Y1": 0.1222, "X2": 0.82879, "Y2": 0.122, "X3": 0.8275, "Y3": 0.1398, "X4": 0.78988, "Y4": 0.1398, "page": 0, "Index": 22}, {"Word": "Editor\"", "Confidence": 0.981, "X1": 0.83658, "Y1": 0.1222, "X2": 0.92348, "Y2": 0.122, "X3": 0.92218, "Y3": 0.1398, "X4": 0.83528, "Y4": 0.1398, "page": 0, "Index": 23}, {"Word": "program,", "Confidence": 0.906, "X1": 0.15045, "Y1": 0.1552, "X2": 0.24903, "Y2": 0.155, "X3": 0.24903, "Y3": 0.1728, "X4": 0.15045, "Y4": 0.1728, "page": 0, "Index": 24}, {"Word": "connected", "Confidence": 0.991, "X1": 0.25811, "Y1": 0.1542, "X2": 0.36835, "Y2": 0.154, "X3": 0.36835, "Y3": 0.1718, "X4": 0.25811, "Y4": 0.1728, "page": 0, "Index": 25}, {"Word": "with", "Confidence": 0.991, "X1": 0.37743, "Y1": 0.1542, "X2": 0.42802, "Y2": 0.154, "X3": 0.42802, "Y3": 0.1718, "X4": 0.37743, "Y4": 0.1718, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.998, "X1": 0.43969, "Y1": 0.1532, "X2": 0.4786, "Y2": 0.153, "X3": 0.4786, "Y3": 0.1718, "X4": 0.43969, "Y4": 0.1718, "page": 0, "Index": 27}, {"Word": "field", "Confidence": 0.955, "X1": 0.48898, "Y1": 0.1532, "X2": 0.54864, "Y2": 0.153, "X3": 0.54864, "Y3": 0.1708, "X4": 0.48898, "Y4": 0.1718, "page": 0, "Index": 28}, {"Word": "operation.", "Confidence": 0.991, "X1": 0.56031, "Y1": 0.1532, "X2": 0.68093, "Y2": 0.153, "X3": 0.67964, "Y3": 0.1708, "X4": 0.55901, "Y4": 0.1708, "page": 0, "Index": 29}, {"Word": "The", "Confidence": 0.994, "X1": 0.70298, "Y1": 0.1532, "X2": 0.7406, "Y2": 0.153, "X3": 0.7393, "Y3": 0.1708, "X4": 0.70298, "Y4": 0.1708, "page": 0, "Index": 30}, {"Word": "Letters", "Confidence": 0.668, "X1": 0.74968, "Y1": 0.1542, "X2": 0.83528, "Y2": 0.154, "X3": 0.83528, "Y3": 0.1698, "X4": 0.74968, "Y4": 0.1708, "page": 0, "Index": 31}, {"Word": "to", "Confidence": 0.998, "X1": 0.84825, "Y1": 0.1542, "X2": 0.87289, "Y2": 0.154, "X3": 0.87289, "Y3": 0.1698, "X4": 0.84825, "Y4": 0.1698, "page": 0, "Index": 32}, {"Word": "the", "Confidence": 0.998, "X1": 0.88586, "Y1": 0.1542, "X2": 0.92218, "Y2": 0.154, "X3": 0.92218, "Y3": 0.1698, "X4": 0.88457, "Y4": 0.1698, "page": 0, "Index": 33}, {"Word": "Editor", "Confidence": 0.996, "X1": 0.15045, "Y1": 0.1832, "X2": 0.22309, "Y2": 0.183, "X3": 0.22309, "Y3": 0.2008, "X4": 0.15045, "Y4": 0.2008, "page": 0, "Index": 34}, {"Word": "program", "Confidence": 0.966, "X1": 0.23087, "Y1": 0.1822, "X2": 0.31777, "Y2": 0.182, "X3": 0.31777, "Y3": 0.1998, "X4": 0.23087, "Y4": 0.2008, "page": 0, "Index": 35}, {"Word": "is", "Confidence": 0.996, "X1": 0.32944, "Y1": 0.1822, "X2": 0.35409, "Y2": 0.182, "X3": 0.35409, "Y3": 0.1998, "X4": 0.32815, "Y4": 0.1998, "page": 0, "Index": 36}, {"Word": "a", "Confidence": 0.731, "X1": 0.36446, "Y1": 0.1822, "X2": 0.37743, "Y2": 0.182, "X3": 0.37613, "Y3": 0.1998, "X4": 0.36316, "Y4": 0.1998, "page": 0, "Index": 37}, {"Word": "clear", "Confidence": 0.902, "X1": 0.38651, "Y1": 0.1822, "X2": 0.44877, "Y2": 0.182, "X3": 0.44877, "Y3": 0.1998, "X4": 0.38651, "Y4": 0.1998, "page": 0, "Index": 38}, {"Word": "example", "Confidence": 0.906, "X1": 0.45914, "Y1": 0.1822, "X2": 0.54345, "Y2": 0.182, "X3": 0.54345, "Y3": 0.1998, "X4": 0.45785, "Y4": 0.1998, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.55253, "Y1": 0.1822, "X2": 0.57977, "Y2": 0.182, "X3": 0.57977, "Y3": 0.1998, "X4": 0.55253, "Y4": 0.1998, "page": 0, "Index": 40}, {"Word": "how", "Confidence": 0.996, "X1": 0.58625, "Y1": 0.1822, "X2": 0.62516, "Y2": 0.182, "X3": 0.62516, "Y3": 0.1998, "X4": 0.58625, "Y4": 0.1998, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.63554, "Y1": 0.1822, "X2": 0.67185, "Y2": 0.182, "X3": 0.67185, "Y3": 0.1998, "X4": 0.63554, "Y4": 0.1998, "page": 0, "Index": 42}, {"Word": "various", "Confidence": 0.95, "X1": 0.68093, "Y1": 0.1822, "X2": 0.76654, "Y2": 0.182, "X3": 0.76524, "Y3": 0.1998, "X4": 0.68093, "Y4": 0.1998, "page": 0, "Index": 43}, {"Word": "functions", "Confidence": 0.97, "X1": 0.77562, "Y1": 0.1822, "X2": 0.88457, "Y2": 0.182, "X3": 0.88457, "Y3": 0.1998, "X4": 0.77562, "Y4": 0.1998, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.89494, "Y1": 0.1822, "X2": 0.92088, "Y2": 0.182, "X3": 0.92088, "Y3": 0.1998, "X4": 0.89494, "Y4": 0.1998, "page": 0, "Index": 45}, {"Word": "this", "Confidence": 0.991, "X1": 0.15045, "Y1": 0.2122, "X2": 0.19974, "Y2": 0.212, "X3": 0.19974, "Y3": 0.2318, "X4": 0.15045, "Y4": 0.2318, "page": 0, "Index": 46}, {"Word": "plan", "Confidence": 0.964, "X1": 0.20623, "Y1": 0.2122, "X2": 0.25681, "Y2": 0.212, "X3": 0.25681, "Y3": 0.2318, "X4": 0.20623, "Y4": 0.2318, "page": 0, "Index": 47}, {"Word": "will", "Confidence": 0.991, "X1": 0.26589, "Y1": 0.2122, "X2": 0.31777, "Y2": 0.212, "X3": 0.31777, "Y3": 0.2318, "X4": 0.26589, "Y4": 0.2318, "page": 0, "Index": 48}, {"Word": "directly", "Confidence": 0.952, "X1": 0.32685, "Y1": 0.2122, "X2": 0.42412, "Y2": 0.212, "X3": 0.42542, "Y3": 0.2308, "X4": 0.32685, "Y4": 0.2318, "page": 0, "Index": 49}, {"Word": "interrelate.", "Confidence": 0.955, "X1": 0.4332, "Y1": 0.2122, "X2": 0.57717, "Y2": 0.212, "X3": 0.57717, "Y3": 0.2298, "X4": 0.4332, "Y4": 0.2308, "page": 0, "Index": 50}, {"Word": "The", "Confidence": 0.998, "X1": 0.20752, "Y1": 0.2732, "X2": 0.24254, "Y2": 0.273, "X3": 0.24254, "Y3": 0.2888, "X4": 0.20752, "Y4": 0.2888, "page": 0, "Index": 51}, {"Word": "relationship", "Confidence": 0.627, "X1": 0.2594, "Y1": 0.2722, "X2": 0.40467, "Y2": 0.272, "X3": 0.40467, "Y3": 0.2888, "X4": 0.2594, "Y4": 0.2888, "page": 0, "Index": 52}, {"Word": "with", "Confidence": 0.991, "X1": 0.41894, "Y1": 0.2722, "X2": 0.46952, "Y2": 0.272, "X3": 0.46952, "Y3": 0.2888, "X4": 0.41894, "Y4": 0.2888, "page": 0, "Index": 53}, {"Word": "electronic", "Confidence": 0.604, "X1": 0.48638, "Y1": 0.2722, "X2": 0.60571, "Y2": 0.272, "X3": 0.60441, "Y3": 0.2888, "X4": 0.48638, "Y4": 0.2888, "page": 0, "Index": 54}, {"Word": "journalism", "Confidence": 0.281, "X1": 0.62127, "Y1": 0.2722, "X2": 0.7393, "Y2": 0.272, "X3": 0.7393, "Y3": 0.2888, "X4": 0.62127, "Y4": 0.2888, "page": 0, "Index": 55}, {"Word": "is", "Confidence": 0.993, "X1": 0.75616, "Y1": 0.2722, "X2": 0.7821, "Y2": 0.272, "X3": 0.7808, "Y3": 0.2898, "X4": 0.75486, "Y4": 0.2888, "page": 0, "Index": 56}, {"Word": "inherently", "Confidence": 0.628, "X1": 0.79767, "Y1": 0.2732, "X2": 0.91829, "Y2": 0.273, "X3": 0.91699, "Y3": 0.2898, "X4": 0.79767, "Y4": 0.2898, "page": 0, "Index": 57}, {"Word": "riskier.", "Confidence": 0.619, "X1": 0.14786, "Y1": 0.3022, "X2": 0.24514, "Y2": 0.302, "X3": 0.24514, "Y3": 0.3168, "X4": 0.14786, "Y4": 0.3168, "page": 0, "Index": 58}, {"Word": "Reaction", "Confidence": 0.969, "X1": 0.27367, "Y1": 0.3012, "X2": 0.37095, "Y2": 0.301, "X3": 0.36965, "Y3": 0.3168, "X4": 0.27237, "Y4": 0.3168, "page": 0, "Index": 59}, {"Word": "statements", "Confidence": 0.655, "X1": 0.38521, "Y1": 0.3012, "X2": 0.50454, "Y2": 0.301, "X3": 0.50324, "Y3": 0.3168, "X4": 0.38392, "Y4": 0.3168, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.999, "X1": 0.51621, "Y1": 0.3002, "X2": 0.55383, "Y2": 0.3, "X3": 0.55383, "Y3": 0.3168, "X4": 0.51492, "Y4": 0.3168, "page": 0, "Index": 61}, {"Word": "press", "Confidence": 0.961, "X1": 0.56809, "Y1": 0.3002, "X2": 0.62646, "Y2": 0.3, "X3": 0.62646, "Y3": 0.3168, "X4": 0.56809, "Y4": 0.3168, "page": 0, "Index": 62}, {"Word": "conferences", "Confidence": 0.884, "X1": 0.64073, "Y1": 0.3002, "X2": 0.77173, "Y2": 0.3, "X3": 0.77043, "Y3": 0.3168, "X4": 0.64073, "Y4": 0.3168, "page": 0, "Index": 63}, {"Word": "are", "Confidence": 0.971, "X1": 0.7834, "Y1": 0.3012, "X2": 0.82231, "Y2": 0.301, "X3": 0.82101, "Y3": 0.3168, "X4": 0.7821, "Y4": 0.3168, "page": 0, "Index": 64}, {"Word": "clearly", "Confidence": 0.744, "X1": 0.83658, "Y1": 0.3012, "X2": 0.91958, "Y2": 0.301, "X3": 0.91829, "Y3": 0.3168, "X4": 0.83528, "Y4": 0.3168, "page": 0, "Index": 65}, {"Word": "less", "Confidence": 0.609, "X1": 0.14656, "Y1": 0.3312, "X2": 0.19455, "Y2": 0.331, "X3": 0.19455, "Y3": 0.3478, "X4": 0.14656, "Y4": 0.3478, "page": 0, "Index": 66}, {"Word": "dangerous", "Confidence": 0.955, "X1": 0.20363, "Y1": 0.3312, "X2": 0.31388, "Y2": 0.331, "X3": 0.31388, "Y3": 0.3478, "X4": 0.20363, "Y4": 0.3478, "page": 0, "Index": 67}, {"Word": "than", "Confidence": 0.987, "X1": 0.32555, "Y1": 0.3312, "X2": 0.37354, "Y2": 0.331, "X3": 0.37354, "Y3": 0.3478, "X4": 0.32425, "Y4": 0.3478, "page": 0, "Index": 68}, {"Word": "agreeing", "Confidence": 0.608, "X1": 0.38392, "Y1": 0.3302, "X2": 0.48119, "Y2": 0.33, "X3": 0.48119, "Y3": 0.3468, "X4": 0.38392, "Y4": 0.3478, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.998, "X1": 0.49157, "Y1": 0.3302, "X2": 0.51492, "Y2": 0.33, "X3": 0.51492, "Y3": 0.3468, "X4": 0.49157, "Y4": 0.3468, "page": 0, "Index": 70}, {"Word": "appear", "Confidence": 0.995, "X1": 0.52529, "Y1": 0.3302, "X2": 0.59792, "Y2": 0.33, "X3": 0.59792, "Y3": 0.3468, "X4": 0.52529, "Y4": 0.3468, "page": 0, "Index": 71}, {"Word": "on", "Confidence": 0.998, "X1": 0.607, "Y1": 0.3302, "X2": 0.63294, "Y2": 0.33, "X3": 0.63294, "Y3": 0.3468, "X4": 0.607, "Y4": 0.3468, "page": 0, "Index": 72}, {"Word": "shows", "Confidence": 0.992, "X1": 0.64202, "Y1": 0.3302, "X2": 0.70298, "Y2": 0.33, "X3": 0.70298, "Y3": 0.3468, "X4": 0.64202, "Y4": 0.3468, "page": 0, "Index": 73}, {"Word": "like", "Confidence": 0.906, "X1": 0.71206, "Y1": 0.3292, "X2": 0.76135, "Y2": 0.329, "X3": 0.76135, "Y3": 0.3468, "X4": 0.71206, "Y4": 0.3468, "page": 0, "Index": 74}, {"Word": "\"60", "Confidence": 0.774, "X1": 0.77432, "Y1": 0.3292, "X2": 0.80934, "Y2": 0.329, "X3": 0.80934, "Y3": 0.3468, "X4": 0.77432, "Y4": 0.3468, "page": 0, "Index": 75}, {"Word": "Minutes\"", "Confidence": 0.612, "X1": 0.81712, "Y1": 0.3292, "X2": 0.91829, "Y2": 0.329, "X3": 0.91829, "Y3": 0.3468, "X4": 0.81712, "Y4": 0.3468, "page": 0, "Index": 76}, {"Word": "or", "Confidence": 0.9, "X1": 0.14656, "Y1": 0.3602, "X2": 0.16861, "Y2": 0.36, "X3": 0.16861, "Y3": 0.3768, "X4": 0.14527, "Y4": 0.3768, "page": 0, "Index": 77}, {"Word": "\"20/20.\"", "Confidence": 0.941, "X1": 0.18158, "Y1": 0.3602, "X2": 0.27756, "Y2": 0.36, "X3": 0.27626, "Y3": 0.3758, "X4": 0.18029, "Y4": 0.3768, "page": 0, "Index": 78}, {"Word": "Decisions", "Confidence": 0.936, "X1": 0.29442, "Y1": 0.3592, "X2": 0.40597, "Y2": 0.359, "X3": 0.40597, "Y3": 0.3758, "X4": 0.29442, "Y4": 0.3758, "page": 0, "Index": 79}, {"Word": "must", "Confidence": 0.981, "X1": 0.41375, "Y1": 0.3592, "X2": 0.46563, "Y2": 0.359, "X3": 0.46433, "Y3": 0.3758, "X4": 0.41245, "Y4": 0.3758, "page": 0, "Index": 80}, {"Word": "be", "Confidence": 0.993, "X1": 0.47211, "Y1": 0.3592, "X2": 0.49935, "Y2": 0.359, "X3": 0.49935, "Y3": 0.3758, "X4": 0.47211, "Y4": 0.3758, "page": 0, "Index": 81}, {"Word": "made", "Confidence": 0.983, "X1": 0.50713, "Y1": 0.3592, "X2": 0.55772, "Y2": 0.359, "X3": 0.55772, "Y3": 0.3758, "X4": 0.50713, "Y4": 0.3758, "page": 0, "Index": 82}, {"Word": "on", "Confidence": 0.997, "X1": 0.5655, "Y1": 0.3592, "X2": 0.59274, "Y2": 0.359, "X3": 0.59144, "Y3": 0.3758, "X4": 0.5642, "Y4": 0.3758, "page": 0, "Index": 83}, {"Word": "an", "Confidence": 0.998, "X1": 0.60182, "Y1": 0.3592, "X2": 0.62516, "Y2": 0.359, "X3": 0.62516, "Y3": 0.3758, "X4": 0.60052, "Y4": 0.3758, "page": 0, "Index": 84}, {"Word": "ad", "Confidence": 0.997, "X1": 0.63424, "Y1": 0.3592, "X2": 0.65888, "Y2": 0.359, "X3": 0.65888, "Y3": 0.3758, "X4": 0.63424, "Y4": 0.3758, "page": 0, "Index": 85}, {"Word": "hoc", "Confidence": 0.998, "X1": 0.66796, "Y1": 0.3592, "X2": 0.70687, "Y2": 0.359, "X3": 0.70558, "Y3": 0.3758, "X4": 0.66796, "Y4": 0.3758, "page": 0, "Index": 86}, {"Word": "basis:", "Confidence": 0.981, "X1": 0.71466, "Y1": 0.3592, "X2": 0.78859, "Y2": 0.359, "X3": 0.78859, "Y3": 0.3758, "X4": 0.71336, "Y4": 0.3758, "page": 0, "Index": 87}, {"Word": "Is", "Confidence": 0.969, "X1": 0.80934, "Y1": 0.3592, "X2": 0.83398, "Y2": 0.359, "X3": 0.83398, "Y3": 0.3758, "X4": 0.80934, "Y4": 0.3758, "page": 0, "Index": 88}, {"Word": "this", "Confidence": 0.982, "X1": 0.84436, "Y1": 0.3592, "X2": 0.89235, "Y2": 0.359, "X3": 0.89235, "Y3": 0.3758, "X4": 0.84436, "Y4": 0.3758, "page": 0, "Index": 89}, {"Word": "a", "Confidence": 0.663, "X1": 0.90143, "Y1": 0.3592, "X2": 0.9144, "Y2": 0.359, "X3": 0.9144, "Y3": 0.3758, "X4": 0.90143, "Y4": 0.3758, "page": 0, "Index": 90}, {"Word": "loaded", "Confidence": 0.991, "X1": 0.14656, "Y1": 0.3912, "X2": 0.2166, "Y2": 0.391, "X3": 0.2166, "Y3": 0.4068, "X4": 0.14527, "Y4": 0.4058, "page": 0, "Index": 91}, {"Word": "situation?", "Confidence": 0.961, "X1": 0.22568, "Y1": 0.3902, "X2": 0.3476, "Y2": 0.39, "X3": 0.3463, "Y3": 0.4068, "X4": 0.22568, "Y4": 0.4068, "page": 0, "Index": 92}, {"Word": "Where", "Confidence": 0.857, "X1": 0.36446, "Y1": 0.3902, "X2": 0.42672, "Y2": 0.39, "X3": 0.42672, "Y3": 0.4068, "X4": 0.36446, "Y4": 0.4068, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.43709, "Y1": 0.3902, "X2": 0.47471, "Y2": 0.39, "X3": 0.47471, "Y3": 0.4068, "X4": 0.43709, "Y4": 0.4068, "page": 0, "Index": 94}, {"Word": "program", "Confidence": 0.962, "X1": 0.48249, "Y1": 0.3902, "X2": 0.5655, "Y2": 0.39, "X3": 0.5655, "Y3": 0.4068, "X4": 0.48249, "Y4": 0.4068, "page": 0, "Index": 95}, {"Word": "seems", "Confidence": 0.484, "X1": 0.57458, "Y1": 0.3892, "X2": 0.63554, "Y2": 0.389, "X3": 0.63554, "Y3": 0.4068, "X4": 0.57458, "Y4": 0.4068, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.64462, "Y1": 0.3892, "X2": 0.66926, "Y2": 0.389, "X3": 0.66926, "Y3": 0.4068, "X4": 0.64462, "Y4": 0.4068, "page": 0, "Index": 97}, {"Word": "be", "Confidence": 0.985, "X1": 0.67704, "Y1": 0.3892, "X2": 0.70169, "Y2": 0.389, "X3": 0.70169, "Y3": 0.4068, "X4": 0.67704, "Y4": 0.4068, "page": 0, "Index": 98}, {"Word": "fair", "Confidence": 0.955, "X1": 0.71077, "Y1": 0.3892, "X2": 0.76005, "Y2": 0.389, "X3": 0.76005, "Y3": 0.4068, "X4": 0.71077, "Y4": 0.4068, "page": 0, "Index": 99}, {"Word": "or", "Confidence": 0.997, "X1": 0.76913, "Y1": 0.3892, "X2": 0.79507, "Y2": 0.389, "X3": 0.79507, "Y3": 0.4068, "X4": 0.76913, "Y4": 0.4068, "page": 0, "Index": 100}, {"Word": "balanced,", "Confidence": 0.944, "X1": 0.80285, "Y1": 0.3892, "X2": 0.9144, "Y2": 0.389, "X3": 0.9144, "Y3": 0.4068, "X4": 0.80285, "Y4": 0.4068, "page": 0, "Index": 101}, {"Word": "we", "Confidence": 0.667, "X1": 0.14527, "Y1": 0.4192, "X2": 0.16861, "Y2": 0.419, "X3": 0.16861, "Y3": 0.4358, "X4": 0.14527, "Y4": 0.4358, "page": 0, "Index": 102}, {"Word": "should", "Confidence": 0.955, "X1": 0.17899, "Y1": 0.4182, "X2": 0.25032, "Y2": 0.418, "X3": 0.25032, "Y3": 0.4358, "X4": 0.17899, "Y4": 0.4358, "page": 0, "Index": 103}, {"Word": "participate", "Confidence": 0.825, "X1": 0.2594, "Y1": 0.4172, "X2": 0.39559, "Y2": 0.417, "X3": 0.39559, "Y3": 0.4358, "X4": 0.2594, "Y4": 0.4358, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.998, "X1": 0.40467, "Y1": 0.4172, "X2": 0.44358, "Y2": 0.417, "X3": 0.44358, "Y3": 0.4358, "X4": 0.40467, "Y4": 0.4358, "page": 0, "Index": 105}, {"Word": "respond.", "Confidence": 0.947, "X1": 0.45266, "Y1": 0.4172, "X2": 0.54734, "Y2": 0.417, "X3": 0.54734, "Y3": 0.4348, "X4": 0.45266, "Y4": 0.4358, "page": 0, "Index": 106}, {"Word": "Our", "Confidence": 0.991, "X1": 0.19844, "Y1": 0.4782, "X2": 0.23606, "Y2": 0.478, "X3": 0.23606, "Y3": 0.4938, "X4": 0.19844, "Y4": 0.4938, "page": 0, "Index": 107}, {"Word": "electronic", "Confidence": 0.937, "X1": 0.25162, "Y1": 0.4772, "X2": 0.37095, "Y2": 0.477, "X3": 0.37095, "Y3": 0.4938, "X4": 0.25162, "Y4": 0.4938, "page": 0, "Index": 108}, {"Word": "strategy", "Confidence": 0.67, "X1": 0.38521, "Y1": 0.4772, "X2": 0.48119, "Y2": 0.477, "X3": 0.48119, "Y3": 0.4938, "X4": 0.38521, "Y4": 0.4938, "page": 0, "Index": 109}, {"Word": "should", "Confidence": 0.991, "X1": 0.49416, "Y1": 0.4762, "X2": 0.5668, "Y2": 0.476, "X3": 0.5668, "Y3": 0.4938, "X4": 0.49416, "Y4": 0.4938, "page": 0, "Index": 110}, {"Word": "also", "Confidence": 0.876, "X1": 0.57977, "Y1": 0.4762, "X2": 0.62776, "Y2": 0.476, "X3": 0.62776, "Y3": 0.4938, "X4": 0.57977, "Y4": 0.4938, "page": 0, "Index": 111}, {"Word": "exercise", "Confidence": 0.322, "X1": 0.64073, "Y1": 0.4762, "X2": 0.73671, "Y2": 0.476, "X3": 0.73671, "Y3": 0.4938, "X4": 0.63943, "Y4": 0.4938, "page": 0, "Index": 112}, {"Word": "the", "Confidence": 0.998, "X1": 0.74968, "Y1": 0.4762, "X2": 0.78729, "Y2": 0.476, "X3": 0.78729, "Y3": 0.4938, "X4": 0.74968, "Y4": 0.4938, "page": 0, "Index": 113}, {"Word": "option", "Confidence": 0.994, "X1": 0.79896, "Y1": 0.4762, "X2": 0.87289, "Y2": 0.476, "X3": 0.87289, "Y3": 0.4928, "X4": 0.79896, "Y4": 0.4928, "page": 0, "Index": 114}, {"Word": "of", "Confidence": 0.998, "X1": 0.88586, "Y1": 0.4772, "X2": 0.9131, "Y2": 0.477, "X3": 0.9131, "Y3": 0.4928, "X4": 0.88586, "Y4": 0.4928, "page": 0, "Index": 115}, {"Word": "bypassing", "Confidence": 0.772, "X1": 0.14008, "Y1": 0.5072, "X2": 0.24903, "Y2": 0.507, "X3": 0.24903, "Y3": 0.5238, "X4": 0.14008, "Y4": 0.5238, "page": 0, "Index": 116}, {"Word": "national", "Confidence": 0.994, "X1": 0.2607, "Y1": 0.5062, "X2": 0.36057, "Y2": 0.506, "X3": 0.36057, "Y3": 0.5228, "X4": 0.2607, "Y4": 0.5238, "page": 0, "Index": 117}, {"Word": "journalism", "Confidence": 0.858, "X1": 0.37354, "Y1": 0.5062, "X2": 0.49287, "Y2": 0.506, "X3": 0.49287, "Y3": 0.5228, "X4": 0.37354, "Y4": 0.5228, "page": 0, "Index": 118}, {"Word": "and", "Confidence": 0.998, "X1": 0.50713, "Y1": 0.5052, "X2": 0.54475, "Y2": 0.505, "X3": 0.54475, "Y3": 0.5228, "X4": 0.50713, "Y4": 0.5228, "page": 0, "Index": 119}, {"Word": "going", "Confidence": 0.997, "X1": 0.55772, "Y1": 0.5052, "X2": 0.61997, "Y2": 0.505, "X3": 0.61868, "Y3": 0.5228, "X4": 0.55772, "Y4": 0.5228, "page": 0, "Index": 120}, {"Word": "to", "Confidence": 0.998, "X1": 0.63165, "Y1": 0.5052, "X2": 0.65629, "Y2": 0.505, "X3": 0.65629, "Y3": 0.5228, "X4": 0.63165, "Y4": 0.5228, "page": 0, "Index": 121}, {"Word": "local", "Confidence": 0.991, "X1": 0.66926, "Y1": 0.5052, "X2": 0.73152, "Y2": 0.505, "X3": 0.73022, "Y3": 0.5228, "X4": 0.66796, "Y4": 0.5228, "page": 0, "Index": 122}, {"Word": "T.V.", "Confidence": 0.991, "X1": 0.74449, "Y1": 0.5052, "X2": 0.79507, "Y2": 0.505, "X3": 0.79377, "Y3": 0.5228, "X4": 0.74449, "Y4": 0.5228, "page": 0, "Index": 123}, {"Word": "This", "Confidence": 0.982, "X1": 0.82361, "Y1": 0.5052, "X2": 0.87289, "Y2": 0.505, "X3": 0.8716, "Y3": 0.5228, "X4": 0.82231, "Y4": 0.5228, "page": 0, "Index": 124}, {"Word": "is", "Confidence": 0.64, "X1": 0.88586, "Y1": 0.5052, "X2": 0.9118, "Y2": 0.505, "X3": 0.9118, "Y3": 0.5228, "X4": 0.88457, "Y4": 0.5228, "page": 0, "Index": 125}, {"Word": "likely", "Confidence": 0.992, "X1": 0.14008, "Y1": 0.5362, "X2": 0.21141, "Y2": 0.536, "X3": 0.21141, "Y3": 0.5528, "X4": 0.14008, "Y4": 0.5528, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.22698, "Y1": 0.5362, "X2": 0.25032, "Y2": 0.536, "X3": 0.25032, "Y3": 0.5528, "X4": 0.22568, "Y4": 0.5528, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.998, "X1": 0.26329, "Y1": 0.5362, "X2": 0.29053, "Y2": 0.536, "X3": 0.28923, "Y3": 0.5528, "X4": 0.262, "Y4": 0.5528, "page": 0, "Index": 128}, {"Word": "both", "Confidence": 0.991, "X1": 0.30091, "Y1": 0.5362, "X2": 0.35279, "Y2": 0.536, "X3": 0.35279, "Y3": 0.5528, "X4": 0.30091, "Y4": 0.5528, "page": 0, "Index": 129}, {"Word": "safer", "Confidence": 0.997, "X1": 0.36576, "Y1": 0.5352, "X2": 0.42672, "Y2": 0.535, "X3": 0.42672, "Y3": 0.5518, "X4": 0.36576, "Y4": 0.5528, "page": 0, "Index": 130}, {"Word": "and", "Confidence": 0.998, "X1": 0.44099, "Y1": 0.5352, "X2": 0.4786, "Y2": 0.535, "X3": 0.4773, "Y3": 0.5518, "X4": 0.43969, "Y4": 0.5518, "page": 0, "Index": 131}, {"Word": "softer.", "Confidence": 0.683, "X1": 0.49027, "Y1": 0.5352, "X2": 0.57588, "Y2": 0.535, "X3": 0.57588, "Y3": 0.5518, "X4": 0.49027, "Y4": 0.5518, "page": 0, "Index": 132}, {"Word": "The", "Confidence": 0.994, "X1": 0.60182, "Y1": 0.5352, "X2": 0.63813, "Y2": 0.535, "X3": 0.63813, "Y3": 0.5518, "X4": 0.60182, "Y4": 0.5518, "page": 0, "Index": 133}, {"Word": "company", "Confidence": 0.946, "X1": 0.64981, "Y1": 0.5352, "X2": 0.73541, "Y2": 0.535, "X3": 0.73541, "Y3": 0.5518, "X4": 0.64981, "Y4": 0.5518, "page": 0, "Index": 134}, {"Word": "should", "Confidence": 0.991, "X1": 0.74838, "Y1": 0.5352, "X2": 0.82101, "Y2": 0.535, "X3": 0.82101, "Y3": 0.5518, "X4": 0.74838, "Y4": 0.5518, "page": 0, "Index": 135}, {"Word": "have", "Confidence": 0.991, "X1": 0.83398, "Y1": 0.5342, "X2": 0.88457, "Y2": 0.534, "X3": 0.88457, "Y3": 0.5518, "X4": 0.83398, "Y4": 0.5518, "page": 0, "Index": 136}, {"Word": "a", "Confidence": 0.946, "X1": 0.89624, "Y1": 0.5342, "X2": 0.90921, "Y2": 0.534, "X3": 0.90921, "Y3": 0.5518, "X4": 0.89624, "Y4": 0.5518, "page": 0, "Index": 137}, {"Word": "small", "Confidence": 0.852, "X1": 0.14008, "Y1": 0.5662, "X2": 0.19974, "Y2": 0.566, "X3": 0.19974, "Y3": 0.5808, "X4": 0.14008, "Y4": 0.5808, "page": 0, "Index": 138}, {"Word": "studio", "Confidence": 0.991, "X1": 0.21271, "Y1": 0.5662, "X2": 0.28405, "Y2": 0.566, "X3": 0.28405, "Y3": 0.5818, "X4": 0.21271, "Y4": 0.5818, "page": 0, "Index": 139}, {"Word": "with", "Confidence": 0.981, "X1": 0.29702, "Y1": 0.5662, "X2": 0.3489, "Y2": 0.566, "X3": 0.3489, "Y3": 0.5818, "X4": 0.29702, "Y4": 0.5818, "page": 0, "Index": 140}, {"Word": "full", "Confidence": 0.982, "X1": 0.36316, "Y1": 0.5662, "X2": 0.41115, "Y2": 0.566, "X3": 0.40986, "Y3": 0.5818, "X4": 0.36316, "Y4": 0.5818, "page": 0, "Index": 141}, {"Word": "satellite", "Confidence": 0.678, "X1": 0.42412, "Y1": 0.5652, "X2": 0.53178, "Y2": 0.565, "X3": 0.53178, "Y3": 0.5818, "X4": 0.42283, "Y4": 0.5818, "page": 0, "Index": 142}, {"Word": "capacity,", "Confidence": 0.966, "X1": 0.54475, "Y1": 0.5652, "X2": 0.6524, "Y2": 0.565, "X3": 0.6524, "Y3": 0.5818, "X4": 0.54475, "Y4": 0.5818, "page": 0, "Index": 143}, {"Word": "so", "Confidence": 0.821, "X1": 0.66407, "Y1": 0.5652, "X2": 0.68872, "Y2": 0.565, "X3": 0.68872, "Y3": 0.5818, "X4": 0.66407, "Y4": 0.5818, "page": 0, "Index": 144}, {"Word": "spokespersons", "Confidence": 0.61, "X1": 0.70298, "Y1": 0.5652, "X2": 0.85992, "Y2": 0.565, "X3": 0.85992, "Y3": 0.5818, "X4": 0.70298, "Y4": 0.5818, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.994, "X1": 0.87289, "Y1": 0.5652, "X2": 0.91051, "Y2": 0.565, "X3": 0.91051, "Y3": 0.5818, "X4": 0.87289, "Y4": 0.5818, "page": 0, "Index": 146}, {"Word": "executives", "Confidence": 0.949, "X1": 0.14008, "Y1": 0.5952, "X2": 0.25811, "Y2": 0.595, "X3": 0.25681, "Y3": 0.6108, "X4": 0.14008, "Y4": 0.6108, "page": 0, "Index": 147}, {"Word": "can", "Confidence": 0.998, "X1": 0.27237, "Y1": 0.5952, "X2": 0.30999, "Y2": 0.595, "X3": 0.30869, "Y3": 0.6108, "X4": 0.27108, "Y4": 0.6108, "page": 0, "Index": 148}, {"Word": "be", "Confidence": 0.969, "X1": 0.32425, "Y1": 0.5942, "X2": 0.35149, "Y2": 0.594, "X3": 0.35019, "Y3": 0.6108, "X4": 0.32296, "Y4": 0.6108, "page": 0, "Index": 149}, {"Word": "interviewed", "Confidence": 0.941, "X1": 0.36576, "Y1": 0.5932, "X2": 0.49805, "Y2": 0.593, "X3": 0.49805, "Y3": 0.6108, "X4": 0.36576, "Y4": 0.6108, "page": 0, "Index": 150}, {"Word": "by", "Confidence": 0.998, "X1": 0.50973, "Y1": 0.5932, "X2": 0.53696, "Y2": 0.593, "X3": 0.53696, "Y3": 0.6108, "X4": 0.50973, "Y4": 0.6108, "page": 0, "Index": 151}, {"Word": "local", "Confidence": 0.625, "X1": 0.55253, "Y1": 0.5932, "X2": 0.61219, "Y2": 0.593, "X3": 0.61089, "Y3": 0.6108, "X4": 0.55123, "Y4": 0.6108, "page": 0, "Index": 152}, {"Word": "television", "Confidence": 0.867, "X1": 0.62646, "Y1": 0.5932, "X2": 0.74449, "Y2": 0.593, "X3": 0.74319, "Y3": 0.6098, "X4": 0.62646, "Y4": 0.6108, "page": 0, "Index": 153}, {"Word": "reporters", "Confidence": 0.959, "X1": 0.76005, "Y1": 0.5932, "X2": 0.869, "Y2": 0.593, "X3": 0.8677, "Y3": 0.6098, "X4": 0.75875, "Y4": 0.6098, "page": 0, "Index": 154}, {"Word": "or", "Confidence": 0.991, "X1": 0.88327, "Y1": 0.5932, "X2": 0.90921, "Y2": 0.593, "X3": 0.90791, "Y3": 0.6098, "X4": 0.88197, "Y4": 0.6098, "page": 0, "Index": 155}, {"Word": "anchors", "Confidence": 0.992, "X1": 0.14008, "Y1": 0.6252, "X2": 0.22049, "Y2": 0.625, "X3": 0.22049, "Y3": 0.6408, "X4": 0.13878, "Y4": 0.6408, "page": 0, "Index": 156}, {"Word": "from", "Confidence": 0.985, "X1": 0.23995, "Y1": 0.6252, "X2": 0.28664, "Y2": 0.625, "X3": 0.28664, "Y3": 0.6408, "X4": 0.23865, "Y4": 0.6408, "page": 0, "Index": 157}, {"Word": "remote", "Confidence": 0.655, "X1": 0.3061, "Y1": 0.6242, "X2": 0.38003, "Y2": 0.624, "X3": 0.38003, "Y3": 0.6408, "X4": 0.3061, "Y4": 0.6408, "page": 0, "Index": 158}, {"Word": "locations.", "Confidence": 0.941, "X1": 0.39689, "Y1": 0.6232, "X2": 0.51751, "Y2": 0.623, "X3": 0.51881, "Y3": 0.6408, "X4": 0.39689, "Y4": 0.6408, "page": 0, "Index": 159}, {"Word": "Securing", "Confidence": 0.976, "X1": 0.55123, "Y1": 0.6232, "X2": 0.64851, "Y2": 0.623, "X3": 0.64851, "Y3": 0.6408, "X4": 0.54994, "Y4": 0.6408, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.998, "X1": 0.66667, "Y1": 0.6232, "X2": 0.70428, "Y2": 0.623, "X3": 0.70298, "Y3": 0.6408, "X4": 0.66537, "Y4": 0.6408, "page": 0, "Index": 161}, {"Word": "scheduling", "Confidence": 0.796, "X1": 0.71984, "Y1": 0.6232, "X2": 0.84176, "Y2": 0.623, "X3": 0.84047, "Y3": 0.6408, "X4": 0.71855, "Y4": 0.6408, "page": 0, "Index": 162}, {"Word": "auch", "Confidence": 0.6, "X1": 0.85863, "Y1": 0.6232, "X2": 0.90921, "Y2": 0.623, "X3": 0.90791, "Y3": 0.6408, "X4": 0.85733, "Y4": 0.6408, "page": 0, "Index": 163}, {"Word": "interviews", "Confidence": 0.653, "X1": 0.13878, "Y1": 0.6532, "X2": 0.25811, "Y2": 0.653, "X3": 0.25681, "Y3": 0.6698, "X4": 0.13619, "Y4": 0.6698, "page": 0, "Index": 164}, {"Word": "represent", "Confidence": 0.668, "X1": 0.26459, "Y1": 0.6522, "X2": 0.37613, "Y2": 0.652, "X3": 0.37484, "Y3": 0.6698, "X4": 0.26329, "Y4": 0.6698, "page": 0, "Index": 165}, {"Word": "classic", "Confidence": 0.993, "X1": 0.38132, "Y1": 0.6522, "X2": 0.46822, "Y2": 0.652, "X3": 0.46693, "Y3": 0.6698, "X4": 0.38003, "Y4": 0.6698, "page": 0, "Index": 166}, {"Word": "examples", "Confidence": 0.667, "X1": 0.47601, "Y1": 0.6512, "X2": 0.57198, "Y2": 0.651, "X3": 0.57198, "Y3": 0.6698, "X4": 0.47471, "Y4": 0.6698, "page": 0, "Index": 167}, {"Word": "of", "Confidence": 0.998, "X1": 0.57977, "Y1": 0.6512, "X2": 0.60571, "Y2": 0.651, "X3": 0.60571, "Y3": 0.6698, "X4": 0.57977, "Y4": 0.6698, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.61349, "Y1": 0.6512, "X2": 0.64981, "Y2": 0.651, "X3": 0.64981, "Y3": 0.6698, "X4": 0.61349, "Y4": 0.6698, "page": 0, "Index": 169}, {"Word": "functions", "Confidence": 0.956, "X1": 0.65888, "Y1": 0.6512, "X2": 0.76654, "Y2": 0.651, "X3": 0.76654, "Y3": 0.6688, "X4": 0.65759, "Y4": 0.6698, "page": 0, "Index": 170}, {"Word": "that", "Confidence": 0.991, "X1": 0.77562, "Y1": 0.6512, "X2": 0.8262, "Y2": 0.651, "X3": 0.8262, "Y3": 0.6688, "X4": 0.77562, "Y4": 0.6688, "page": 0, "Index": 171}, {"Word": "should", "Confidence": 0.955, "X1": 0.83268, "Y1": 0.6502, "X2": 0.90791, "Y2": 0.65, "X3": 0.90791, "Y3": 0.6688, "X4": 0.83268, "Y4": 0.6688, "page": 0, "Index": 172}, {"Word": "be", "Confidence": 0.991, "X1": 0.13619, "Y1": 0.6832, "X2": 0.16213, "Y2": 0.683, "X3": 0.16083, "Y3": 0.7008, "X4": 0.13619, "Y4": 0.7008, "page": 0, "Index": 173}, {"Word": "performed", "Confidence": 0.968, "X1": 0.16991, "Y1": 0.6822, "X2": 0.27886, "Y2": 0.682, "X3": 0.27886, "Y3": 0.7008, "X4": 0.16991, "Y4": 0.7008, "page": 0, "Index": 174}, {"Word": "by", "Confidence": 0.998, "X1": 0.28794, "Y1": 0.6822, "X2": 0.31518, "Y2": 0.682, "X3": 0.31518, "Y3": 0.7008, "X4": 0.28664, "Y4": 0.7008, "page": 0, "Index": 175}, {"Word": "regional", "Confidence": 0.803, "X1": 0.32425, "Y1": 0.6822, "X2": 0.42412, "Y2": 0.682, "X3": 0.42283, "Y3": 0.6998, "X4": 0.32425, "Y4": 0.7008, "page": 0, "Index": 176}, {"Word": "press", "Confidence": 0.856, "X1": 0.43191, "Y1": 0.6812, "X2": 0.49546, "Y2": 0.681, "X3": 0.49546, "Y3": 0.6998, "X4": 0.43191, "Y4": 0.6998, "page": 0, "Index": 177}, {"Word": "secretaries.", "Confidence": 0.685, "X1": 0.50324, "Y1": 0.6812, "X2": 0.64591, "Y2": 0.681, "X3": 0.64591, "Y3": 0.6998, "X4": 0.50324, "Y4": 0.6998, "page": 0, "Index": 178}, {"Word": "Opposition", "Confidence": 0.6, "X1": 0.33463, "Y1": 0.7712, "X2": 0.45525, "Y2": 0.771, "X3": 0.45525, "Y3": 0.7878, "X4": 0.33463, "Y4": 0.7898, "page": 0, "Index": 179}, {"Word": "V.", "Confidence": 0.997, "X1": 0.1323, "Y1": 0.7722, "X2": 0.15824, "Y2": 0.772, "X3": 0.15953, "Y3": 0.7898, "X4": 0.1323, "Y4": 0.7898, "page": 0, "Index": 180}, {"Word": "Wargame", "Confidence": 0.968, "X1": 0.18936, "Y1": 0.7722, "X2": 0.27626, "Y2": 0.772, "X3": 0.27756, "Y3": 0.7898, "X4": 0.18936, "Y4": 0.7898, "page": 0, "Index": 181}, {"Word": "the", "Confidence": 0.998, "X1": 0.28794, "Y1": 0.7722, "X2": 0.32555, "Y2": 0.772, "X3": 0.32555, "Y3": 0.7898, "X4": 0.28794, "Y4": 0.7898, "page": 0, "Index": 182}, {"Word": "There", "Confidence": 0.873, "X1": 0.18936, "Y1": 0.8312, "X2": 0.25292, "Y2": 0.831, "X3": 0.25422, "Y3": 0.8488, "X4": 0.19066, "Y4": 0.8488, "page": 0, "Index": 183}, {"Word": "should", "Confidence": 0.979, "X1": 0.2607, "Y1": 0.8312, "X2": 0.33593, "Y2": 0.831, "X3": 0.33722, "Y3": 0.8488, "X4": 0.2607, "Y4": 0.8488, "page": 0, "Index": 184}, {"Word": "be", "Confidence": 0.979, "X1": 0.34371, "Y1": 0.8312, "X2": 0.37095, "Y2": 0.831, "X3": 0.37224, "Y3": 0.8488, "X4": 0.34371, "Y4": 0.8488, "page": 0, "Index": 185}, {"Word": "a", "Confidence": 0.885, "X1": 0.37873, "Y1": 0.8312, "X2": 0.39429, "Y2": 0.831, "X3": 0.39429, "Y3": 0.8488, "X4": 0.37873, "Y4": 0.8488, "page": 0, "Index": 186}, {"Word": "segment", "Confidence": 0.654, "X1": 0.40078, "Y1": 0.8302, "X2": 0.49027, "Y2": 0.83, "X3": 0.49027, "Y3": 0.8488, "X4": 0.40078, "Y4": 0.8488, "page": 0, "Index": 187}, {"Word": "of", "Confidence": 0.995, "X1": 0.49676, "Y1": 0.8302, "X2": 0.5214, "Y2": 0.83, "X3": 0.5214, "Y3": 0.8488, "X4": 0.49676, "Y4": 0.8488, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.985, "X1": 0.52789, "Y1": 0.8302, "X2": 0.56939, "Y2": 0.83, "X3": 0.56939, "Y3": 0.8488, "X4": 0.52789, "Y4": 0.8488, "page": 0, "Index": 189}, {"Word": "shop", "Confidence": 0.886, "X1": 0.57588, "Y1": 0.8302, "X2": 0.62516, "Y2": 0.83, "X3": 0.62516, "Y3": 0.8488, "X4": 0.57588, "Y4": 0.8488, "page": 0, "Index": 190}, {"Word": "not", "Confidence": 0.996, "X1": 0.63035, "Y1": 0.8292, "X2": 0.67185, "Y2": 0.829, "X3": 0.67056, "Y3": 0.8488, "X4": 0.63035, "Y4": 0.8488, "page": 0, "Index": 191}, {"Word": "involved", "Confidence": 0.844, "X1": 0.67834, "Y1": 0.8292, "X2": 0.77691, "Y2": 0.829, "X3": 0.77562, "Y3": 0.8488, "X4": 0.67834, "Y4": 0.8488, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.996, "X1": 0.7834, "Y1": 0.8292, "X2": 0.81193, "Y2": 0.829, "X3": 0.81064, "Y3": 0.8488, "X4": 0.7834, "Y4": 0.8488, "page": 0, "Index": 193}, {"Word": "day-to-", "Confidence": 0.809, "X1": 0.81842, "Y1": 0.8282, "X2": 0.90791, "Y2": 0.828, "X3": 0.90661, "Y3": 0.8488, "X4": 0.81842, "Y4": 0.8488, "page": 0, "Index": 194}, {"Word": "2073576748", "Confidence": 0.995, "X1": 0.96887, "Y1": 0.8812, "X2": 0.97147, "Y2": 0.881, "X3": 0.94942, "Y3": 0.8808, "X4": 0.94423, "Y4": 0.7838, "page": 0, "Index": 195}, {"Word": "9", "Confidence": 0.949, "X1": 0.51102, "Y1": 0.8762, "X2": 0.5201, "Y2": 0.876, "X3": 0.5201, "Y3": 0.8888, "X4": 0.51102, "Y4": 0.8888, "page": 0, "Index": 196}, {"Word": "3990027793", "Confidence": 0.981, "X1": 0.02724, "Y1": 0.9692, "X2": 0.12322, "Y2": 0.969, "X3": 0.12322, "Y3": 0.9848, "X4": 0.02594, "Y4": 0.9828, "page": 0, "Index": 197}]}
"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"
ffjw0181
7
{"lines_data": [{"Word": "Editorial board presentations for the regional papers should", "Confidence": 0.86075, "X1": 0.20725, "Y1": 0.0902, "X2": 0.92617, "Y2": 0.09, "X3": 0.92617, "Y3": 0.1088, "X4": 0.20725, "Y4": 0.1098, "page": 0}, {"Word": "not be left entirely to press staff either. There should be a New", "Confidence": 0.83769, "X1": 0.14896, "Y1": 0.1192, "X2": 0.92487, "Y2": 0.119, "X3": 0.92487, "Y3": 0.1358, "X4": 0.14896, "Y4": 0.1368, "page": 0}, {"Word": "York-based operational executive of stature who heads the editorial", "Confidence": 0.936, "X1": 0.14767, "Y1": 0.1472, "X2": 0.92487, "Y2": 0.147, "X3": 0.92487, "Y3": 0.1648, "X4": 0.14767, "Y4": 0.1668, "page": 0}, {"Word": "board team for each region.", "Confidence": 0.9396, "X1": 0.14637, "Y1": 0.1802, "X2": 0.47021, "Y2": 0.18, "X3": 0.47021, "Y3": 0.1958, "X4": 0.14637, "Y4": 0.1958, "page": 0}, {"Word": "The quality of the contact matters. Someone of clear and", "Confidence": 0.9237, "X1": 0.20078, "Y1": 0.2392, "X2": 0.92358, "Y2": 0.239, "X3": 0.92358, "Y3": 0.2548, "X4": 0.20078, "Y4": 0.2568, "page": 0}, {"Word": "undeniable importance from the company can multiply the", "Confidence": 0.93937, "X1": 0.14637, "Y1": 0.2682, "X2": 0.92098, "Y2": 0.268, "X3": 0.92098, "Y3": 0.2858, "X4": 0.14637, "Y4": 0.2858, "page": 0}, {"Word": "persuasiveness of the case because his or her presence sende a", "Confidence": 0.81409, "X1": 0.14378, "Y1": 0.2972, "X2": 0.92358, "Y2": 0.297, "X3": 0.92358, "Y3": 0.3138, "X4": 0.14378, "Y4": 0.3158, "page": 0}, {"Word": "nonverbal signal of the seriousness with which the company views an", "Confidence": 0.89045, "X1": 0.14508, "Y1": 0.3272, "X2": 0.91969, "Y2": 0.327, "X3": 0.91969, "Y3": 0.3438, "X4": 0.14508, "Y4": 0.3448, "page": 0}, {"Word": "exchange with this particular group or editorial board. A two-year", "Confidence": 0.9149, "X1": 0.14378, "Y1": 0.3562, "X2": 0.92098, "Y2": 0.356, "X3": 0.92098, "Y3": 0.3728, "X4": 0.14378, "Y4": 0.3748, "page": 0}, {"Word": "plan should schedule auch sessions with fifty of the most", "Confidence": 0.9265, "X1": 0.14249, "Y1": 0.3852, "X2": 0.91969, "Y2": 0.385, "X3": 0.91969, "Y3": 0.4018, "X4": 0.14249, "Y4": 0.4038, "page": 0}, {"Word": "influential papers in the country. We should not focus simply on", "Confidence": 0.86764, "X1": 0.14249, "Y1": 0.4152, "X2": 0.91839, "Y2": 0.415, "X3": 0.91839, "Y3": 0.4328, "X4": 0.14249, "Y4": 0.4328, "page": 0}, {"Word": "the top ten. While it may be more inviting to think about them,", "Confidence": 0.97923, "X1": 0.1399, "Y1": 0.4442, "X2": 0.91451, "Y2": 0.444, "X3": 0.91451, "Y3": 0.4618, "X4": 0.1399, "Y4": 0.4638, "page": 0}, {"Word": "they may be harder to influence. What has to be done there is", "Confidence": 0.88185, "X1": 0.1399, "Y1": 0.4752, "X2": 0.9158, "Y2": 0.475, "X3": 0.9158, "Y3": 0.4918, "X4": 0.1399, "Y4": 0.4938, "page": 0}, {"Word": "important, but often marginal. There is also a certain essential", "Confidence": 0.9101, "X1": 0.14119, "Y1": 0.5052, "X2": 0.91451, "Y2": 0.505, "X3": 0.91451, "Y3": 0.5228, "X4": 0.14119, "Y4": 0.5238, "page": 0}, {"Word": "element of damage control. But the real productivity may come with", "Confidence": 0.93982, "X1": 0.1386, "Y1": 0.5342, "X2": 0.9158, "Y2": 0.534, "X3": 0.9158, "Y3": 0.5518, "X4": 0.1386, "Y4": 0.5528, "page": 0}, {"Word": "the top fifty papers, and perhaps the next fifty, not just the top", "Confidence": 0.82585, "X1": 0.1386, "Y1": 0.5642, "X2": 0.91451, "Y2": 0.564, "X3": 0.91451, "Y3": 0.5818, "X4": 0.1386, "Y4": 0.5838, "page": 0}, {"Word": "ten. They may be more important for the purpose of targeted", "Confidence": 0.95618, "X1": 0.13731, "Y1": 0.5932, "X2": 0.91321, "Y2": 0.593, "X3": 0.91321, "Y3": 0.6118, "X4": 0.13731, "Y4": 0.6138, "page": 0}, {"Word": "political action and jury pools.", "Confidence": 0.9886, "X1": 0.13601, "Y1": 0.6252, "X2": 0.51684, "Y2": 0.625, "X3": 0.51684, "Y3": 0.6428, "X4": 0.13601, "Y4": 0.6448, "page": 0}, {"Word": "The task of the press operation is not simply to plant", "Confidence": 0.91545, "X1": 0.1956, "Y1": 0.6842, "X2": 0.91062, "Y2": 0.684, "X3": 0.91062, "Y3": 0.7028, "X4": 0.1956, "Y4": 0.7038, "page": 0}, {"Word": "positive press, or to minimize the damage of bad stories. We also", "Confidence": 0.87717, "X1": 0.13472, "Y1": 0.7142, "X2": 0.91062, "Y2": 0.714, "X3": 0.91062, "Y3": 0.7318, "X4": 0.13472, "Y4": 0.7348, "page": 0}, {"Word": "need the ability to place stories about the opposition focused on", "Confidence": 0.97545, "X1": 0.13342, "Y1": 0.7442, "X2": 0.90933, "Y2": 0.744, "X3": 0.90933, "Y3": 0.7618, "X4": 0.13342, "Y4": 0.7628, "page": 0}, {"Word": "policy mistakes or contradictions as revealed in our research.", "Confidence": 0.87111, "X1": 0.13083, "Y1": 0.7722, "X2": 0.87047, "Y2": 0.772, "X3": 0.87047, "Y3": 0.7898, "X4": 0.13083, "Y4": 0.7928, "page": 0}, {"Word": "2073576747", "Confidence": 0.994, "X1": 0.9456, "Y1": 0.8922, "X2": 0.93912, "Y2": 0.892, "X3": 0.9158, "Y3": 0.8908, "X4": 0.92098, "Y4": 0.7878, "page": 0}, {"Word": ".", "Confidence": 0.918, "X1": 0.93135, "Y1": 0.9342, "X2": 0.93005, "Y2": 0.934, "X3": 0.9171, "Y3": 0.9328, "X4": 0.9171, "Y4": 0.9198, "page": 0}, {"Word": "3990027792", "Confidence": 0.993, "X1": 0.02591, "Y1": 0.9692, "X2": 0.12565, "Y2": 0.969, "X3": 0.12435, "Y3": 0.9838, "X4": 0.02591, "Y4": 0.9818, "page": 0}], "words_data": [{"Word": "Editorial", "Confidence": 0.991, "X1": 0.20725, "Y1": 0.0922, "X2": 0.31736, "Y2": 0.092, "X3": 0.31736, "Y3": 0.1088, "X4": 0.20725, "Y4": 0.1078, "page": 0, "Index": 0}, {"Word": "board", "Confidence": 0.997, "X1": 0.32642, "Y1": 0.0922, "X2": 0.39119, "Y2": 0.092, "X3": 0.39119, "Y3": 0.1098, "X4": 0.32642, "Y4": 0.1088, "page": 0, "Index": 1}, {"Word": "presentations", "Confidence": 0.653, "X1": 0.39896, "Y1": 0.0912, "X2": 0.5544, "Y2": 0.091, "X3": 0.5544, "Y3": 0.1098, "X4": 0.39896, "Y4": 0.1098, "page": 0, "Index": 2}, {"Word": "for", "Confidence": 0.998, "X1": 0.56477, "Y1": 0.0912, "X2": 0.60233, "Y2": 0.091, "X3": 0.60233, "Y3": 0.1098, "X4": 0.56347, "Y4": 0.1098, "page": 0, "Index": 3}, {"Word": "the", "Confidence": 0.998, "X1": 0.61399, "Y1": 0.0912, "X2": 0.65155, "Y2": 0.091, "X3": 0.65026, "Y3": 0.1098, "X4": 0.61269, "Y4": 0.1098, "page": 0, "Index": 4}, {"Word": "regional", "Confidence": 0.616, "X1": 0.65933, "Y1": 0.0912, "X2": 0.75518, "Y2": 0.091, "X3": 0.75518, "Y3": 0.1098, "X4": 0.65933, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "papers", "Confidence": 0.639, "X1": 0.76554, "Y1": 0.0912, "X2": 0.83808, "Y2": 0.091, "X3": 0.83808, "Y3": 0.1098, "X4": 0.76425, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "should", "Confidence": 0.994, "X1": 0.84845, "Y1": 0.0912, "X2": 0.92098, "Y2": 0.091, "X3": 0.92098, "Y3": 0.1088, "X4": 0.84715, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "not", "Confidence": 0.992, "X1": 0.15026, "Y1": 0.1212, "X2": 0.18653, "Y2": 0.121, "X3": 0.18653, "Y3": 0.1368, "X4": 0.15026, "Y4": 0.1368, "page": 0, "Index": 8}, {"Word": "be", "Confidence": 0.716, "X1": 0.19301, "Y1": 0.1212, "X2": 0.22021, "Y2": 0.121, "X3": 0.22021, "Y3": 0.1368, "X4": 0.19301, "Y4": 0.1368, "page": 0, "Index": 9}, {"Word": "left", "Confidence": 0.637, "X1": 0.22927, "Y1": 0.1212, "X2": 0.2785, "Y2": 0.121, "X3": 0.2785, "Y3": 0.1368, "X4": 0.22927, "Y4": 0.1368, "page": 0, "Index": 10}, {"Word": "entirely", "Confidence": 0.741, "X1": 0.28627, "Y1": 0.1212, "X2": 0.38601, "Y2": 0.121, "X3": 0.38601, "Y3": 0.1378, "X4": 0.28627, "Y4": 0.1368, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.39767, "Y1": 0.1212, "X2": 0.42098, "Y2": 0.121, "X3": 0.42098, "Y3": 0.1378, "X4": 0.39767, "Y4": 0.1378, "page": 0, "Index": 12}, {"Word": "press", "Confidence": 0.676, "X1": 0.42876, "Y1": 0.1212, "X2": 0.49093, "Y2": 0.121, "X3": 0.49093, "Y3": 0.1378, "X4": 0.42876, "Y4": 0.1378, "page": 0, "Index": 13}, {"Word": "staff", "Confidence": 0.656, "X1": 0.5, "Y1": 0.1202, "X2": 0.56088, "Y2": 0.12, "X3": 0.56088, "Y3": 0.1378, "X4": 0.5, "Y4": 0.1378, "page": 0, "Index": 14}, {"Word": "either.", "Confidence": 0.846, "X1": 0.56995, "Y1": 0.1202, "X2": 0.65674, "Y2": 0.12, "X3": 0.65544, "Y3": 0.1378, "X4": 0.56995, "Y4": 0.1378, "page": 0, "Index": 15}, {"Word": "There", "Confidence": 0.924, "X1": 0.67617, "Y1": 0.1202, "X2": 0.73446, "Y2": 0.12, "X3": 0.73446, "Y3": 0.1368, "X4": 0.67617, "Y4": 0.1368, "page": 0, "Index": 16}, {"Word": "should", "Confidence": 0.995, "X1": 0.74482, "Y1": 0.1202, "X2": 0.81606, "Y2": 0.12, "X3": 0.81477, "Y3": 0.1368, "X4": 0.74482, "Y4": 0.1368, "page": 0, "Index": 17}, {"Word": "be", "Confidence": 0.901, "X1": 0.82513, "Y1": 0.1202, "X2": 0.85233, "Y2": 0.12, "X3": 0.85104, "Y3": 0.1368, "X4": 0.82383, "Y4": 0.1368, "page": 0, "Index": 18}, {"Word": "a", "Confidence": 0.995, "X1": 0.86269, "Y1": 0.1202, "X2": 0.87435, "Y2": 0.12, "X3": 0.87306, "Y3": 0.1368, "X4": 0.8614, "Y4": 0.1368, "page": 0, "Index": 19}, {"Word": "New", "Confidence": 0.813, "X1": 0.88342, "Y1": 0.1202, "X2": 0.92098, "Y2": 0.12, "X3": 0.92098, "Y3": 0.1368, "X4": 0.88212, "Y4": 0.1368, "page": 0, "Index": 20}, {"Word": "York-based", "Confidence": 0.783, "X1": 0.14896, "Y1": 0.1502, "X2": 0.26813, "Y2": 0.15, "X3": 0.26813, "Y3": 0.1668, "X4": 0.14896, "Y4": 0.1668, "page": 0, "Index": 21}, {"Word": "operational", "Confidence": 0.991, "X1": 0.27461, "Y1": 0.1492, "X2": 0.41062, "Y2": 0.149, "X3": 0.40933, "Y3": 0.1668, "X4": 0.27461, "Y4": 0.1668, "page": 0, "Index": 22}, {"Word": "executive", "Confidence": 0.948, "X1": 0.4171, "Y1": 0.1492, "X2": 0.52461, "Y2": 0.149, "X3": 0.52332, "Y3": 0.1668, "X4": 0.4158, "Y4": 0.1668, "page": 0, "Index": 23}, {"Word": "of", "Confidence": 0.998, "X1": 0.52979, "Y1": 0.1482, "X2": 0.55699, "Y2": 0.148, "X3": 0.55699, "Y3": 0.1668, "X4": 0.52979, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "stature", "Confidence": 0.991, "X1": 0.56347, "Y1": 0.1482, "X2": 0.65026, "Y2": 0.148, "X3": 0.64896, "Y3": 0.1658, "X4": 0.56347, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "who", "Confidence": 0.998, "X1": 0.65415, "Y1": 0.1482, "X2": 0.69301, "Y2": 0.148, "X3": 0.69301, "Y3": 0.1658, "X4": 0.65415, "Y4": 0.1658, "page": 0, "Index": 26}, {"Word": "heads", "Confidence": 0.963, "X1": 0.69819, "Y1": 0.1482, "X2": 0.76166, "Y2": 0.148, "X3": 0.76036, "Y3": 0.1658, "X4": 0.69819, "Y4": 0.1658, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.955, "X1": 0.76813, "Y1": 0.1482, "X2": 0.8057, "Y2": 0.148, "X3": 0.8044, "Y3": 0.1658, "X4": 0.76684, "Y4": 0.1658, "page": 0, "Index": 28}, {"Word": "editorial", "Confidence": 0.797, "X1": 0.81088, "Y1": 0.1482, "X2": 0.92228, "Y2": 0.148, "X3": 0.92098, "Y3": 0.1658, "X4": 0.80959, "Y4": 0.1658, "page": 0, "Index": 29}, {"Word": "board", "Confidence": 0.955, "X1": 0.14767, "Y1": 0.1812, "X2": 0.20725, "Y2": 0.181, "X3": 0.20725, "Y3": 0.1968, "X4": 0.14767, "Y4": 0.1968, "page": 0, "Index": 30}, {"Word": "team", "Confidence": 0.794, "X1": 0.22021, "Y1": 0.1812, "X2": 0.26554, "Y2": 0.181, "X3": 0.26554, "Y3": 0.1958, "X4": 0.21891, "Y4": 0.1968, "page": 0, "Index": 31}, {"Word": "for", "Confidence": 0.998, "X1": 0.2785, "Y1": 0.1812, "X2": 0.31477, "Y2": 0.181, "X3": 0.31347, "Y3": 0.1958, "X4": 0.2772, "Y4": 0.1958, "page": 0, "Index": 32}, {"Word": "each", "Confidence": 0.956, "X1": 0.32772, "Y1": 0.1812, "X2": 0.37565, "Y2": 0.181, "X3": 0.37435, "Y3": 0.1958, "X4": 0.32642, "Y4": 0.1958, "page": 0, "Index": 33}, {"Word": "region.", "Confidence": 0.995, "X1": 0.38731, "Y1": 0.1802, "X2": 0.4715, "Y2": 0.18, "X3": 0.47021, "Y3": 0.1968, "X4": 0.38601, "Y4": 0.1958, "page": 0, "Index": 34}, {"Word": "The", "Confidence": 0.997, "X1": 0.20466, "Y1": 0.2402, "X2": 0.24093, "Y2": 0.24, "X3": 0.24093, "Y3": 0.2568, "X4": 0.20466, "Y4": 0.2578, "page": 0, "Index": 35}, {"Word": "quality", "Confidence": 0.993, "X1": 0.25518, "Y1": 0.2402, "X2": 0.34067, "Y2": 0.24, "X3": 0.34067, "Y3": 0.2568, "X4": 0.25518, "Y4": 0.2568, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.994, "X1": 0.35622, "Y1": 0.2402, "X2": 0.38342, "Y2": 0.24, "X3": 0.38342, "Y3": 0.2568, "X4": 0.35492, "Y4": 0.2568, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.887, "X1": 0.39637, "Y1": 0.2402, "X2": 0.43264, "Y2": 0.24, "X3": 0.43264, "Y3": 0.2568, "X4": 0.39637, "Y4": 0.2568, "page": 0, "Index": 38}, {"Word": "contact", "Confidence": 0.635, "X1": 0.4456, "Y1": 0.2402, "X2": 0.52979, "Y2": 0.24, "X3": 0.52979, "Y3": 0.2568, "X4": 0.4456, "Y4": 0.2568, "page": 0, "Index": 39}, {"Word": "matters.", "Confidence": 0.805, "X1": 0.54145, "Y1": 0.2402, "X2": 0.64249, "Y2": 0.24, "X3": 0.64119, "Y3": 0.2558, "X4": 0.54016, "Y4": 0.2568, "page": 0, "Index": 40}, {"Word": "Someone", "Confidence": 0.993, "X1": 0.66969, "Y1": 0.2402, "X2": 0.75389, "Y2": 0.24, "X3": 0.75259, "Y3": 0.2558, "X4": 0.66839, "Y4": 0.2558, "page": 0, "Index": 41}, {"Word": "of", "Confidence": 0.998, "X1": 0.76684, "Y1": 0.2402, "X2": 0.79275, "Y2": 0.24, "X3": 0.79145, "Y3": 0.2558, "X4": 0.76554, "Y4": 0.2558, "page": 0, "Index": 42}, {"Word": "clear", "Confidence": 0.954, "X1": 0.8057, "Y1": 0.2402, "X2": 0.86788, "Y2": 0.24, "X3": 0.86658, "Y3": 0.2548, "X4": 0.8044, "Y4": 0.2558, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.981, "X1": 0.88083, "Y1": 0.2392, "X2": 0.91839, "Y2": 0.239, "X3": 0.9171, "Y3": 0.2548, "X4": 0.87953, "Y4": 0.2548, "page": 0, "Index": 44}, {"Word": "undeniable", "Confidence": 0.825, "X1": 0.14896, "Y1": 0.2712, "X2": 0.26425, "Y2": 0.271, "X3": 0.26295, "Y3": 0.2848, "X4": 0.14767, "Y4": 0.2848, "page": 0, "Index": 45}, {"Word": "importance", "Confidence": 0.812, "X1": 0.29275, "Y1": 0.2702, "X2": 0.41321, "Y2": 0.27, "X3": 0.41321, "Y3": 0.2858, "X4": 0.29145, "Y4": 0.2858, "page": 0, "Index": 46}, {"Word": "from", "Confidence": 0.991, "X1": 0.44171, "Y1": 0.2702, "X2": 0.48834, "Y2": 0.27, "X3": 0.48834, "Y3": 0.2858, "X4": 0.44041, "Y4": 0.2858, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.51813, "Y1": 0.2702, "X2": 0.55311, "Y2": 0.27, "X3": 0.55181, "Y3": 0.2858, "X4": 0.51684, "Y4": 0.2858, "page": 0, "Index": 48}, {"Word": "company", "Confidence": 0.994, "X1": 0.58031, "Y1": 0.2702, "X2": 0.6658, "Y2": 0.27, "X3": 0.6658, "Y3": 0.2868, "X4": 0.58031, "Y4": 0.2858, "page": 0, "Index": 49}, {"Word": "can", "Confidence": 0.958, "X1": 0.69301, "Y1": 0.2702, "X2": 0.72927, "Y2": 0.27, "X3": 0.72798, "Y3": 0.2868, "X4": 0.69171, "Y4": 0.2868, "page": 0, "Index": 50}, {"Word": "multiply", "Confidence": 0.991, "X1": 0.75518, "Y1": 0.2692, "X2": 0.85233, "Y2": 0.269, "X3": 0.85104, "Y3": 0.2868, "X4": 0.75518, "Y4": 0.2868, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.946, "X1": 0.88212, "Y1": 0.2692, "X2": 0.9171, "Y2": 0.269, "X3": 0.9171, "Y3": 0.2868, "X4": 0.88212, "Y4": 0.2868, "page": 0, "Index": 52}, {"Word": "persuasiveness", "Confidence": 0.35, "X1": 0.14508, "Y1": 0.2992, "X2": 0.31088, "Y2": 0.299, "X3": 0.31088, "Y3": 0.3148, "X4": 0.14508, "Y4": 0.3148, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.32642, "Y1": 0.2992, "X2": 0.35233, "Y2": 0.299, "X3": 0.35233, "Y3": 0.3148, "X4": 0.32642, "Y4": 0.3148, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.36658, "Y1": 0.2992, "X2": 0.40415, "Y2": 0.299, "X3": 0.40415, "Y3": 0.3148, "X4": 0.36658, "Y4": 0.3148, "page": 0, "Index": 55}, {"Word": "case", "Confidence": 0.967, "X1": 0.4171, "Y1": 0.2982, "X2": 0.46503, "Y2": 0.298, "X3": 0.46503, "Y3": 0.3148, "X4": 0.4171, "Y4": 0.3148, "page": 0, "Index": 56}, {"Word": "because", "Confidence": 0.639, "X1": 0.47798, "Y1": 0.2982, "X2": 0.56347, "Y2": 0.298, "X3": 0.56347, "Y3": 0.3138, "X4": 0.47798, "Y4": 0.3148, "page": 0, "Index": 57}, {"Word": "his", "Confidence": 0.437, "X1": 0.57642, "Y1": 0.2982, "X2": 0.61269, "Y2": 0.298, "X3": 0.61269, "Y3": 0.3138, "X4": 0.57642, "Y4": 0.3138, "page": 0, "Index": 58}, {"Word": "or", "Confidence": 0.991, "X1": 0.62694, "Y1": 0.2982, "X2": 0.65415, "Y2": 0.298, "X3": 0.65285, "Y3": 0.3138, "X4": 0.62694, "Y4": 0.3138, "page": 0, "Index": 59}, {"Word": "her", "Confidence": 0.995, "X1": 0.6658, "Y1": 0.2972, "X2": 0.70337, "Y2": 0.297, "X3": 0.70337, "Y3": 0.3148, "X4": 0.6658, "Y4": 0.3138, "page": 0, "Index": 60}, {"Word": "presence", "Confidence": 0.963, "X1": 0.71762, "Y1": 0.2972, "X2": 0.81347, "Y2": 0.297, "X3": 0.81347, "Y3": 0.3148, "X4": 0.71762, "Y4": 0.3148, "page": 0, "Index": 61}, {"Word": "sende", "Confidence": 0.621, "X1": 0.82902, "Y1": 0.2982, "X2": 0.8886, "Y2": 0.298, "X3": 0.8886, "Y3": 0.3148, "X4": 0.82902, "Y4": 0.3148, "page": 0, "Index": 62}, {"Word": "a", "Confidence": 0.996, "X1": 0.90285, "Y1": 0.2982, "X2": 0.9158, "Y2": 0.298, "X3": 0.9158, "Y3": 0.3148, "X4": 0.90285, "Y4": 0.3148, "page": 0, "Index": 63}, {"Word": "nonverbal", "Confidence": 0.931, "X1": 0.14637, "Y1": 0.3282, "X2": 0.25, "Y2": 0.328, "X3": 0.25, "Y3": 0.3438, "X4": 0.14508, "Y4": 0.3438, "page": 0, "Index": 64}, {"Word": "signal", "Confidence": 0.73, "X1": 0.25907, "Y1": 0.3282, "X2": 0.3329, "Y2": 0.328, "X3": 0.3329, "Y3": 0.3438, "X4": 0.25907, "Y4": 0.3438, "page": 0, "Index": 65}, {"Word": "of", "Confidence": 0.998, "X1": 0.34067, "Y1": 0.3282, "X2": 0.36788, "Y2": 0.328, "X3": 0.36658, "Y3": 0.3438, "X4": 0.33938, "Y4": 0.3438, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.37694, "Y1": 0.3282, "X2": 0.41192, "Y2": 0.328, "X3": 0.41192, "Y3": 0.3438, "X4": 0.37565, "Y4": 0.3438, "page": 0, "Index": 67}, {"Word": "seriousness", "Confidence": 0.603, "X1": 0.41969, "Y1": 0.3272, "X2": 0.55052, "Y2": 0.327, "X3": 0.55052, "Y3": 0.3448, "X4": 0.41969, "Y4": 0.3438, "page": 0, "Index": 68}, {"Word": "with", "Confidence": 0.989, "X1": 0.55699, "Y1": 0.3272, "X2": 0.60751, "Y2": 0.327, "X3": 0.60622, "Y3": 0.3448, "X4": 0.55699, "Y4": 0.3448, "page": 0, "Index": 69}, {"Word": "which", "Confidence": 0.994, "X1": 0.61528, "Y1": 0.3272, "X2": 0.67617, "Y2": 0.327, "X3": 0.67617, "Y3": 0.3448, "X4": 0.61399, "Y4": 0.3448, "page": 0, "Index": 70}, {"Word": "the", "Confidence": 0.727, "X1": 0.68523, "Y1": 0.3272, "X2": 0.7215, "Y2": 0.327, "X3": 0.72021, "Y3": 0.3448, "X4": 0.68523, "Y4": 0.3448, "page": 0, "Index": 71}, {"Word": "company", "Confidence": 0.982, "X1": 0.72927, "Y1": 0.3272, "X2": 0.81347, "Y2": 0.327, "X3": 0.81347, "Y3": 0.3448, "X4": 0.72798, "Y4": 0.3448, "page": 0, "Index": 72}, {"Word": "views", "Confidence": 0.846, "X1": 0.81995, "Y1": 0.3272, "X2": 0.88342, "Y2": 0.327, "X3": 0.88212, "Y3": 0.3448, "X4": 0.81995, "Y4": 0.3448, "page": 0, "Index": 73}, {"Word": "an", "Confidence": 0.997, "X1": 0.8899, "Y1": 0.3272, "X2": 0.91451, "Y2": 0.327, "X3": 0.91451, "Y3": 0.3448, "X4": 0.8899, "Y4": 0.3448, "page": 0, "Index": 74}, {"Word": "exchange", "Confidence": 0.781, "X1": 0.14637, "Y1": 0.3582, "X2": 0.23964, "Y2": 0.358, "X3": 0.23964, "Y3": 0.3748, "X4": 0.14508, "Y4": 0.3748, "page": 0, "Index": 75}, {"Word": "with", "Confidence": 0.989, "X1": 0.24611, "Y1": 0.3582, "X2": 0.29534, "Y2": 0.358, "X3": 0.29534, "Y3": 0.3748, "X4": 0.24482, "Y4": 0.3748, "page": 0, "Index": 76}, {"Word": "this", "Confidence": 0.957, "X1": 0.3044, "Y1": 0.3572, "X2": 0.35622, "Y2": 0.357, "X3": 0.35492, "Y3": 0.3748, "X4": 0.3044, "Y4": 0.3748, "page": 0, "Index": 77}, {"Word": "particular", "Confidence": 0.932, "X1": 0.3601, "Y1": 0.3572, "X2": 0.48187, "Y2": 0.357, "X3": 0.48187, "Y3": 0.3748, "X4": 0.3601, "Y4": 0.3748, "page": 0, "Index": 78}, {"Word": "group", "Confidence": 0.997, "X1": 0.48834, "Y1": 0.3562, "X2": 0.55181, "Y2": 0.356, "X3": 0.55052, "Y3": 0.3748, "X4": 0.48834, "Y4": 0.3748, "page": 0, "Index": 79}, {"Word": "or", "Confidence": 0.991, "X1": 0.55829, "Y1": 0.3562, "X2": 0.5842, "Y2": 0.356, "X3": 0.5842, "Y3": 0.3748, "X4": 0.55699, "Y4": 0.3748, "page": 0, "Index": 80}, {"Word": "editorial", "Confidence": 0.743, "X1": 0.59067, "Y1": 0.3562, "X2": 0.70078, "Y2": 0.356, "X3": 0.70078, "Y3": 0.3738, "X4": 0.59067, "Y4": 0.3748, "page": 0, "Index": 81}, {"Word": "board.", "Confidence": 0.995, "X1": 0.70725, "Y1": 0.3562, "X2": 0.78238, "Y2": 0.356, "X3": 0.78109, "Y3": 0.3738, "X4": 0.70596, "Y4": 0.3738, "page": 0, "Index": 82}, {"Word": "A", "Confidence": 0.793, "X1": 0.79534, "Y1": 0.3562, "X2": 0.80959, "Y2": 0.356, "X3": 0.80829, "Y3": 0.3738, "X4": 0.79534, "Y4": 0.3738, "page": 0, "Index": 83}, {"Word": "two-year", "Confidence": 0.971, "X1": 0.81865, "Y1": 0.3562, "X2": 0.9158, "Y2": 0.356, "X3": 0.9158, "Y3": 0.3738, "X4": 0.81865, "Y4": 0.3738, "page": 0, "Index": 84}, {"Word": "plan", "Confidence": 0.951, "X1": 0.14378, "Y1": 0.3882, "X2": 0.19171, "Y2": 0.388, "X3": 0.19171, "Y3": 0.4038, "X4": 0.14378, "Y4": 0.4038, "page": 0, "Index": 85}, {"Word": "should", "Confidence": 0.991, "X1": 0.21114, "Y1": 0.3872, "X2": 0.28368, "Y2": 0.387, "X3": 0.28238, "Y3": 0.4038, "X4": 0.21114, "Y4": 0.4038, "page": 0, "Index": 86}, {"Word": "schedule", "Confidence": 0.97, "X1": 0.3057, "Y1": 0.3862, "X2": 0.40285, "Y2": 0.386, "X3": 0.40155, "Y3": 0.4038, "X4": 0.3057, "Y4": 0.4038, "page": 0, "Index": 87}, {"Word": "auch", "Confidence": 0.65, "X1": 0.42358, "Y1": 0.3862, "X2": 0.4715, "Y2": 0.386, "X3": 0.4715, "Y3": 0.4038, "X4": 0.42228, "Y4": 0.4038, "page": 0, "Index": 88}, {"Word": "sessions", "Confidence": 0.926, "X1": 0.49223, "Y1": 0.3862, "X2": 0.58938, "Y2": 0.386, "X3": 0.58808, "Y3": 0.4028, "X4": 0.49223, "Y4": 0.4038, "page": 0, "Index": 89}, {"Word": "with", "Confidence": 0.99, "X1": 0.60881, "Y1": 0.3852, "X2": 0.65803, "Y2": 0.385, "X3": 0.65803, "Y3": 0.4028, "X4": 0.60751, "Y4": 0.4028, "page": 0, "Index": 90}, {"Word": "fifty", "Confidence": 0.997, "X1": 0.68005, "Y1": 0.3852, "X2": 0.74093, "Y2": 0.385, "X3": 0.73964, "Y3": 0.4028, "X4": 0.67876, "Y4": 0.4028, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.75907, "Y1": 0.3852, "X2": 0.78627, "Y2": 0.385, "X3": 0.78627, "Y3": 0.4028, "X4": 0.75777, "Y4": 0.4028, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.81, "X1": 0.8057, "Y1": 0.3852, "X2": 0.84456, "Y2": 0.385, "X3": 0.84326, "Y3": 0.4028, "X4": 0.8057, "Y4": 0.4028, "page": 0, "Index": 93}, {"Word": "most", "Confidence": 0.982, "X1": 0.86399, "Y1": 0.3852, "X2": 0.91451, "Y2": 0.385, "X3": 0.91321, "Y3": 0.4028, "X4": 0.86269, "Y4": 0.4028, "page": 0, "Index": 94}, {"Word": "influential", "Confidence": 0.881, "X1": 0.14378, "Y1": 0.4162, "X2": 0.27332, "Y2": 0.416, "X3": 0.27202, "Y3": 0.4328, "X4": 0.14249, "Y4": 0.4318, "page": 0, "Index": 95}, {"Word": "papers", "Confidence": 0.624, "X1": 0.28238, "Y1": 0.4162, "X2": 0.35881, "Y2": 0.416, "X3": 0.35751, "Y3": 0.4338, "X4": 0.28109, "Y4": 0.4328, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.998, "X1": 0.36788, "Y1": 0.4162, "X2": 0.39249, "Y2": 0.416, "X3": 0.39249, "Y3": 0.4338, "X4": 0.36658, "Y4": 0.4338, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.964, "X1": 0.40285, "Y1": 0.4162, "X2": 0.44041, "Y2": 0.416, "X3": 0.43912, "Y3": 0.4338, "X4": 0.40285, "Y4": 0.4338, "page": 0, "Index": 98}, {"Word": "country.", "Confidence": 0.994, "X1": 0.44948, "Y1": 0.4162, "X2": 0.54793, "Y2": 0.416, "X3": 0.54663, "Y3": 0.4338, "X4": 0.44948, "Y4": 0.4338, "page": 0, "Index": 99}, {"Word": "We", "Confidence": 0.955, "X1": 0.56736, "Y1": 0.4162, "X2": 0.59585, "Y2": 0.416, "X3": 0.59456, "Y3": 0.4338, "X4": 0.56736, "Y4": 0.4338, "page": 0, "Index": 100}, {"Word": "should", "Confidence": 0.995, "X1": 0.60363, "Y1": 0.4162, "X2": 0.67617, "Y2": 0.416, "X3": 0.67617, "Y3": 0.4338, "X4": 0.60233, "Y4": 0.4338, "page": 0, "Index": 101}, {"Word": "not", "Confidence": 0.927, "X1": 0.68523, "Y1": 0.4162, "X2": 0.72409, "Y2": 0.416, "X3": 0.72409, "Y3": 0.4338, "X4": 0.68523, "Y4": 0.4338, "page": 0, "Index": 102}, {"Word": "focus", "Confidence": 0.418, "X1": 0.73316, "Y1": 0.4162, "X2": 0.79534, "Y2": 0.416, "X3": 0.79534, "Y3": 0.4338, "X4": 0.73316, "Y4": 0.4338, "page": 0, "Index": 103}, {"Word": "simply", "Confidence": 0.795, "X1": 0.8057, "Y1": 0.4162, "X2": 0.87824, "Y2": 0.416, "X3": 0.87694, "Y3": 0.4328, "X4": 0.8044, "Y4": 0.4338, "page": 0, "Index": 104}, {"Word": "on", "Confidence": 0.993, "X1": 0.88731, "Y1": 0.4162, "X2": 0.91321, "Y2": 0.416, "X3": 0.91321, "Y3": 0.4328, "X4": 0.88731, "Y4": 0.4328, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.997, "X1": 0.14378, "Y1": 0.4472, "X2": 0.18005, "Y2": 0.447, "X3": 0.17746, "Y3": 0.4638, "X4": 0.14249, "Y4": 0.4638, "page": 0, "Index": 106}, {"Word": "top", "Confidence": 0.998, "X1": 0.19041, "Y1": 0.4462, "X2": 0.22668, "Y2": 0.446, "X3": 0.22409, "Y3": 0.4638, "X4": 0.18912, "Y4": 0.4638, "page": 0, "Index": 107}, {"Word": "ten.", "Confidence": 0.899, "X1": 0.23834, "Y1": 0.4462, "X2": 0.28756, "Y2": 0.446, "X3": 0.28627, "Y3": 0.4638, "X4": 0.23705, "Y4": 0.4638, "page": 0, "Index": 108}, {"Word": "While", "Confidence": 0.991, "X1": 0.30829, "Y1": 0.4462, "X2": 0.37176, "Y2": 0.446, "X3": 0.37176, "Y3": 0.4638, "X4": 0.30699, "Y4": 0.4638, "page": 0, "Index": 109}, {"Word": "it", "Confidence": 0.998, "X1": 0.38342, "Y1": 0.4462, "X2": 0.41062, "Y2": 0.446, "X3": 0.40933, "Y3": 0.4638, "X4": 0.38212, "Y4": 0.4638, "page": 0, "Index": 110}, {"Word": "may", "Confidence": 0.998, "X1": 0.41839, "Y1": 0.4462, "X2": 0.45725, "Y2": 0.446, "X3": 0.45596, "Y3": 0.4638, "X4": 0.4171, "Y4": 0.4638, "page": 0, "Index": 111}, {"Word": "be", "Confidence": 0.994, "X1": 0.46503, "Y1": 0.4462, "X2": 0.49352, "Y2": 0.446, "X3": 0.49223, "Y3": 0.4638, "X4": 0.46373, "Y4": 0.4638, "page": 0, "Index": 112}, {"Word": "more", "Confidence": 0.97, "X1": 0.5013, "Y1": 0.4462, "X2": 0.55181, "Y2": 0.446, "X3": 0.55052, "Y3": 0.4638, "X4": 0.5, "Y4": 0.4638, "page": 0, "Index": 113}, {"Word": "inviting", "Confidence": 0.994, "X1": 0.56218, "Y1": 0.4452, "X2": 0.66192, "Y2": 0.445, "X3": 0.66192, "Y3": 0.4628, "X4": 0.56218, "Y4": 0.4628, "page": 0, "Index": 114}, {"Word": "to", "Confidence": 0.998, "X1": 0.67228, "Y1": 0.4452, "X2": 0.69819, "Y2": 0.445, "X3": 0.69819, "Y3": 0.4628, "X4": 0.67228, "Y4": 0.4628, "page": 0, "Index": 115}, {"Word": "think", "Confidence": 0.997, "X1": 0.70855, "Y1": 0.4452, "X2": 0.76813, "Y2": 0.445, "X3": 0.76813, "Y3": 0.4628, "X4": 0.70855, "Y4": 0.4628, "page": 0, "Index": 116}, {"Word": "about", "Confidence": 0.941, "X1": 0.77979, "Y1": 0.4452, "X2": 0.84067, "Y2": 0.445, "X3": 0.84067, "Y3": 0.4618, "X4": 0.77979, "Y4": 0.4628, "page": 0, "Index": 117}, {"Word": "them,", "Confidence": 0.955, "X1": 0.85363, "Y1": 0.4452, "X2": 0.91451, "Y2": 0.445, "X3": 0.91451, "Y3": 0.4618, "X4": 0.85363, "Y4": 0.4618, "page": 0, "Index": 118}, {"Word": "they", "Confidence": 0.956, "X1": 0.14249, "Y1": 0.4772, "X2": 0.19041, "Y2": 0.477, "X3": 0.18912, "Y3": 0.4948, "X4": 0.14119, "Y4": 0.4948, "page": 0, "Index": 119}, {"Word": "may", "Confidence": 0.998, "X1": 0.20078, "Y1": 0.4772, "X2": 0.23964, "Y2": 0.477, "X3": 0.23834, "Y3": 0.4948, "X4": 0.19948, "Y4": 0.4948, "page": 0, "Index": 120}, {"Word": "be", "Confidence": 0.97, "X1": 0.2513, "Y1": 0.4772, "X2": 0.2772, "Y2": 0.477, "X3": 0.27591, "Y3": 0.4948, "X4": 0.25, "Y4": 0.4948, "page": 0, "Index": 121}, {"Word": "harder", "Confidence": 0.997, "X1": 0.28756, "Y1": 0.4772, "X2": 0.36399, "Y2": 0.477, "X3": 0.36269, "Y3": 0.4938, "X4": 0.28627, "Y4": 0.4948, "page": 0, "Index": 122}, {"Word": "to", "Confidence": 0.998, "X1": 0.37694, "Y1": 0.4772, "X2": 0.40285, "Y2": 0.477, "X3": 0.40285, "Y3": 0.4938, "X4": 0.37694, "Y4": 0.4938, "page": 0, "Index": 123}, {"Word": "influence.", "Confidence": 0.968, "X1": 0.41451, "Y1": 0.4772, "X2": 0.53497, "Y2": 0.477, "X3": 0.53368, "Y3": 0.4938, "X4": 0.41451, "Y4": 0.4938, "page": 0, "Index": 124}, {"Word": "What", "Confidence": 0.982, "X1": 0.55959, "Y1": 0.4772, "X2": 0.6114, "Y2": 0.477, "X3": 0.6114, "Y3": 0.4928, "X4": 0.55959, "Y4": 0.4938, "page": 0, "Index": 125}, {"Word": "has", "Confidence": 0.998, "X1": 0.62306, "Y1": 0.4772, "X2": 0.66062, "Y2": 0.477, "X3": 0.66062, "Y3": 0.4928, "X4": 0.62306, "Y4": 0.4928, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.67617, "Y1": 0.4772, "X2": 0.69819, "Y2": 0.477, "X3": 0.69819, "Y3": 0.4928, "X4": 0.67487, "Y4": 0.4928, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.423, "X1": 0.71114, "Y1": 0.4762, "X2": 0.73834, "Y2": 0.476, "X3": 0.73705, "Y3": 0.4928, "X4": 0.70984, "Y4": 0.4928, "page": 0, "Index": 128}, {"Word": "done", "Confidence": 0.983, "X1": 0.75, "Y1": 0.4762, "X2": 0.79793, "Y2": 0.476, "X3": 0.79793, "Y3": 0.4928, "X4": 0.75, "Y4": 0.4928, "page": 0, "Index": 129}, {"Word": "there", "Confidence": 0.994, "X1": 0.81218, "Y1": 0.4762, "X2": 0.87435, "Y2": 0.476, "X3": 0.87435, "Y3": 0.4928, "X4": 0.81218, "Y4": 0.4928, "page": 0, "Index": 130}, {"Word": "is", "Confidence": 0.199, "X1": 0.88731, "Y1": 0.4762, "X2": 0.91192, "Y2": 0.476, "X3": 0.91192, "Y3": 0.4928, "X4": 0.88731, "Y4": 0.4928, "page": 0, "Index": 131}, {"Word": "important,", "Confidence": 0.991, "X1": 0.14249, "Y1": 0.5072, "X2": 0.26036, "Y2": 0.507, "X3": 0.26036, "Y3": 0.5238, "X4": 0.14119, "Y4": 0.5238, "page": 0, "Index": 132}, {"Word": "but", "Confidence": 0.998, "X1": 0.26813, "Y1": 0.5072, "X2": 0.30699, "Y2": 0.507, "X3": 0.30699, "Y3": 0.5238, "X4": 0.26813, "Y4": 0.5238, "page": 0, "Index": 133}, {"Word": "often", "Confidence": 0.966, "X1": 0.31606, "Y1": 0.5072, "X2": 0.37953, "Y2": 0.507, "X3": 0.37953, "Y3": 0.5238, "X4": 0.31606, "Y4": 0.5238, "page": 0, "Index": 134}, {"Word": "marginal.", "Confidence": 0.936, "X1": 0.3886, "Y1": 0.5072, "X2": 0.49741, "Y2": 0.507, "X3": 0.4987, "Y3": 0.5238, "X4": 0.3886, "Y4": 0.5238, "page": 0, "Index": 135}, {"Word": "There", "Confidence": 0.944, "X1": 0.51684, "Y1": 0.5062, "X2": 0.57902, "Y2": 0.506, "X3": 0.57902, "Y3": 0.5238, "X4": 0.51813, "Y4": 0.5238, "page": 0, "Index": 136}, {"Word": "is", "Confidence": 0.998, "X1": 0.58938, "Y1": 0.5062, "X2": 0.61528, "Y2": 0.506, "X3": 0.61528, "Y3": 0.5238, "X4": 0.58938, "Y4": 0.5238, "page": 0, "Index": 137}, {"Word": "also", "Confidence": 0.991, "X1": 0.62565, "Y1": 0.5062, "X2": 0.67358, "Y2": 0.506, "X3": 0.67487, "Y3": 0.5238, "X4": 0.62694, "Y4": 0.5238, "page": 0, "Index": 138}, {"Word": "a", "Confidence": 0.991, "X1": 0.68523, "Y1": 0.5062, "X2": 0.69689, "Y2": 0.506, "X3": 0.69819, "Y3": 0.5238, "X4": 0.68523, "Y4": 0.5238, "page": 0, "Index": 139}, {"Word": "certain", "Confidence": 0.619, "X1": 0.70725, "Y1": 0.5062, "X2": 0.79145, "Y2": 0.506, "X3": 0.79275, "Y3": 0.5238, "X4": 0.70725, "Y4": 0.5238, "page": 0, "Index": 140}, {"Word": "essential", "Confidence": 0.667, "X1": 0.80052, "Y1": 0.5052, "X2": 0.91192, "Y2": 0.505, "X3": 0.91321, "Y3": 0.5228, "X4": 0.80181, "Y4": 0.5228, "page": 0, "Index": 141}, {"Word": "element", "Confidence": 0.797, "X1": 0.1399, "Y1": 0.5362, "X2": 0.22409, "Y2": 0.536, "X3": 0.22409, "Y3": 0.5528, "X4": 0.1399, "Y4": 0.5528, "page": 0, "Index": 142}, {"Word": "of", "Confidence": 0.998, "X1": 0.23057, "Y1": 0.5362, "X2": 0.25648, "Y2": 0.536, "X3": 0.25648, "Y3": 0.5528, "X4": 0.23057, "Y4": 0.5528, "page": 0, "Index": 143}, {"Word": "damage", "Confidence": 0.635, "X1": 0.26425, "Y1": 0.5362, "X2": 0.33808, "Y2": 0.536, "X3": 0.33808, "Y3": 0.5528, "X4": 0.26425, "Y4": 0.5528, "page": 0, "Index": 144}, {"Word": "control.", "Confidence": 0.994, "X1": 0.34585, "Y1": 0.5352, "X2": 0.44301, "Y2": 0.535, "X3": 0.4443, "Y3": 0.5528, "X4": 0.34585, "Y4": 0.5528, "page": 0, "Index": 145}, {"Word": "But", "Confidence": 0.971, "X1": 0.45855, "Y1": 0.5352, "X2": 0.49611, "Y2": 0.535, "X3": 0.49611, "Y3": 0.5528, "X4": 0.45855, "Y4": 0.5528, "page": 0, "Index": 146}, {"Word": "the", "Confidence": 0.998, "X1": 0.50518, "Y1": 0.5352, "X2": 0.54145, "Y2": 0.535, "X3": 0.54145, "Y3": 0.5518, "X4": 0.50518, "Y4": 0.5528, "page": 0, "Index": 147}, {"Word": "real", "Confidence": 0.989, "X1": 0.54922, "Y1": 0.5352, "X2": 0.59974, "Y2": 0.535, "X3": 0.60104, "Y3": 0.5518, "X4": 0.54922, "Y4": 0.5518, "page": 0, "Index": 148}, {"Word": "productivity", "Confidence": 0.991, "X1": 0.60622, "Y1": 0.5352, "X2": 0.75, "Y2": 0.535, "X3": 0.7513, "Y3": 0.5518, "X4": 0.60622, "Y4": 0.5518, "page": 0, "Index": 149}, {"Word": "may", "Confidence": 0.991, "X1": 0.75648, "Y1": 0.5352, "X2": 0.79534, "Y2": 0.535, "X3": 0.79663, "Y3": 0.5518, "X4": 0.75777, "Y4": 0.5518, "page": 0, "Index": 150}, {"Word": "come", "Confidence": 0.983, "X1": 0.80181, "Y1": 0.5352, "X2": 0.85233, "Y2": 0.535, "X3": 0.85363, "Y3": 0.5518, "X4": 0.80311, "Y4": 0.5518, "page": 0, "Index": 151}, {"Word": "with", "Confidence": 0.991, "X1": 0.8601, "Y1": 0.5352, "X2": 0.90933, "Y2": 0.535, "X3": 0.91062, "Y3": 0.5518, "X4": 0.8614, "Y4": 0.5518, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.14119, "Y1": 0.5672, "X2": 0.17617, "Y2": 0.567, "X3": 0.17617, "Y3": 0.5838, "X4": 0.14119, "Y4": 0.5838, "page": 0, "Index": 153}, {"Word": "top", "Confidence": 0.998, "X1": 0.18523, "Y1": 0.5672, "X2": 0.22021, "Y2": 0.567, "X3": 0.22021, "Y3": 0.5838, "X4": 0.18523, "Y4": 0.5838, "page": 0, "Index": 154}, {"Word": "fifty", "Confidence": 0.885, "X1": 0.23057, "Y1": 0.5672, "X2": 0.29145, "Y2": 0.567, "X3": 0.29145, "Y3": 0.5828, "X4": 0.23057, "Y4": 0.5838, "page": 0, "Index": 155}, {"Word": "papers,", "Confidence": 0.397, "X1": 0.30052, "Y1": 0.5662, "X2": 0.3886, "Y2": 0.566, "X3": 0.3886, "Y3": 0.5828, "X4": 0.30052, "Y4": 0.5828, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.996, "X1": 0.39637, "Y1": 0.5662, "X2": 0.43264, "Y2": 0.566, "X3": 0.43264, "Y3": 0.5828, "X4": 0.39637, "Y4": 0.5828, "page": 0, "Index": 157}, {"Word": "perhaps", "Confidence": 0.635, "X1": 0.44041, "Y1": 0.5652, "X2": 0.52591, "Y2": 0.565, "X3": 0.52591, "Y3": 0.5828, "X4": 0.44041, "Y4": 0.5828, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.626, "X1": 0.53497, "Y1": 0.5652, "X2": 0.57254, "Y2": 0.565, "X3": 0.57254, "Y3": 0.5828, "X4": 0.53497, "Y4": 0.5828, "page": 0, "Index": 159}, {"Word": "next", "Confidence": 0.68, "X1": 0.58031, "Y1": 0.5652, "X2": 0.63212, "Y2": 0.565, "X3": 0.63083, "Y3": 0.5828, "X4": 0.58031, "Y4": 0.5828, "page": 0, "Index": 160}, {"Word": "fifty,", "Confidence": 0.958, "X1": 0.6399, "Y1": 0.5652, "X2": 0.71503, "Y2": 0.565, "X3": 0.71373, "Y3": 0.5828, "X4": 0.6386, "Y4": 0.5828, "page": 0, "Index": 161}, {"Word": "not", "Confidence": 0.998, "X1": 0.71891, "Y1": 0.5652, "X2": 0.75907, "Y2": 0.565, "X3": 0.75777, "Y3": 0.5828, "X4": 0.71891, "Y4": 0.5828, "page": 0, "Index": 162}, {"Word": "just", "Confidence": 0.626, "X1": 0.76813, "Y1": 0.5652, "X2": 0.81736, "Y2": 0.565, "X3": 0.81736, "Y3": 0.5828, "X4": 0.76684, "Y4": 0.5828, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.941, "X1": 0.82642, "Y1": 0.5652, "X2": 0.86528, "Y2": 0.565, "X3": 0.86399, "Y3": 0.5828, "X4": 0.82642, "Y4": 0.5828, "page": 0, "Index": 164}, {"Word": "top", "Confidence": 0.998, "X1": 0.87435, "Y1": 0.5652, "X2": 0.91062, "Y2": 0.565, "X3": 0.90933, "Y3": 0.5828, "X4": 0.87306, "Y4": 0.5828, "page": 0, "Index": 165}, {"Word": "ten.", "Confidence": 0.64, "X1": 0.1399, "Y1": 0.5962, "X2": 0.19041, "Y2": 0.596, "X3": 0.18912, "Y3": 0.6138, "X4": 0.1386, "Y4": 0.6138, "page": 0, "Index": 166}, {"Word": "They", "Confidence": 0.958, "X1": 0.22021, "Y1": 0.5952, "X2": 0.26943, "Y2": 0.595, "X3": 0.26813, "Y3": 0.6128, "X4": 0.21891, "Y4": 0.6138, "page": 0, "Index": 167}, {"Word": "may", "Confidence": 0.998, "X1": 0.28238, "Y1": 0.5952, "X2": 0.32254, "Y2": 0.595, "X3": 0.32124, "Y3": 0.6128, "X4": 0.28109, "Y4": 0.6128, "page": 0, "Index": 168}, {"Word": "be", "Confidence": 0.997, "X1": 0.33679, "Y1": 0.5952, "X2": 0.36399, "Y2": 0.595, "X3": 0.36269, "Y3": 0.6128, "X4": 0.33549, "Y4": 0.6128, "page": 0, "Index": 169}, {"Word": "more", "Confidence": 0.991, "X1": 0.37694, "Y1": 0.5942, "X2": 0.42746, "Y2": 0.594, "X3": 0.42617, "Y3": 0.6128, "X4": 0.37565, "Y4": 0.6128, "page": 0, "Index": 170}, {"Word": "important", "Confidence": 0.971, "X1": 0.44171, "Y1": 0.5942, "X2": 0.55052, "Y2": 0.594, "X3": 0.54922, "Y3": 0.6118, "X4": 0.44171, "Y4": 0.6118, "page": 0, "Index": 171}, {"Word": "for", "Confidence": 0.998, "X1": 0.56606, "Y1": 0.5942, "X2": 0.60363, "Y2": 0.594, "X3": 0.60233, "Y3": 0.6118, "X4": 0.56606, "Y4": 0.6118, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.994, "X1": 0.61917, "Y1": 0.5942, "X2": 0.65803, "Y2": 0.594, "X3": 0.65674, "Y3": 0.6118, "X4": 0.61917, "Y4": 0.6118, "page": 0, "Index": 173}, {"Word": "purpose", "Confidence": 0.98, "X1": 0.67098, "Y1": 0.5942, "X2": 0.75648, "Y2": 0.594, "X3": 0.75518, "Y3": 0.6118, "X4": 0.66969, "Y4": 0.6118, "page": 0, "Index": 174}, {"Word": "of", "Confidence": 0.998, "X1": 0.77073, "Y1": 0.5942, "X2": 0.79793, "Y2": 0.594, "X3": 0.79793, "Y3": 0.6118, "X4": 0.76943, "Y4": 0.6118, "page": 0, "Index": 175}, {"Word": "targeted", "Confidence": 0.993, "X1": 0.81218, "Y1": 0.5942, "X2": 0.90933, "Y2": 0.594, "X3": 0.90933, "Y3": 0.6128, "X4": 0.81218, "Y4": 0.6128, "page": 0, "Index": 176}, {"Word": "political", "Confidence": 0.993, "X1": 0.13731, "Y1": 0.6262, "X2": 0.24611, "Y2": 0.626, "X3": 0.24482, "Y3": 0.6448, "X4": 0.13601, "Y4": 0.6458, "page": 0, "Index": 177}, {"Word": "action", "Confidence": 0.97, "X1": 0.25389, "Y1": 0.6262, "X2": 0.32902, "Y2": 0.626, "X3": 0.32772, "Y3": 0.6438, "X4": 0.25389, "Y4": 0.6448, "page": 0, "Index": 178}, {"Word": "and", "Confidence": 0.998, "X1": 0.33808, "Y1": 0.6262, "X2": 0.37694, "Y2": 0.626, "X3": 0.37694, "Y3": 0.6438, "X4": 0.33808, "Y4": 0.6438, "page": 0, "Index": 179}, {"Word": "jury", "Confidence": 0.991, "X1": 0.38731, "Y1": 0.6262, "X2": 0.43653, "Y2": 0.626, "X3": 0.43653, "Y3": 0.6438, "X4": 0.38601, "Y4": 0.6438, "page": 0, "Index": 180}, {"Word": "pools.", "Confidence": 0.991, "X1": 0.4456, "Y1": 0.6262, "X2": 0.51684, "Y2": 0.626, "X3": 0.51684, "Y3": 0.6438, "X4": 0.4443, "Y4": 0.6438, "page": 0, "Index": 181}, {"Word": "The", "Confidence": 0.967, "X1": 0.19689, "Y1": 0.6872, "X2": 0.23187, "Y2": 0.687, "X3": 0.23187, "Y3": 0.7028, "X4": 0.1956, "Y4": 0.7028, "page": 0, "Index": 182}, {"Word": "task", "Confidence": 0.536, "X1": 0.25, "Y1": 0.6872, "X2": 0.29793, "Y2": 0.687, "X3": 0.29793, "Y3": 0.7038, "X4": 0.2487, "Y4": 0.7028, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.992, "X1": 0.31477, "Y1": 0.6862, "X2": 0.34326, "Y2": 0.686, "X3": 0.34326, "Y3": 0.7038, "X4": 0.31477, "Y4": 0.7038, "page": 0, "Index": 184}, {"Word": "the", "Confidence": 0.998, "X1": 0.35881, "Y1": 0.6862, "X2": 0.39767, "Y2": 0.686, "X3": 0.39767, "Y3": 0.7038, "X4": 0.35881, "Y4": 0.7038, "page": 0, "Index": 185}, {"Word": "press", "Confidence": 0.906, "X1": 0.41192, "Y1": 0.6852, "X2": 0.4728, "Y2": 0.685, "X3": 0.4728, "Y3": 0.7038, "X4": 0.41192, "Y4": 0.7038, "page": 0, "Index": 186}, {"Word": "operation", "Confidence": 0.886, "X1": 0.48964, "Y1": 0.6852, "X2": 0.59845, "Y2": 0.685, "X3": 0.59845, "Y3": 0.7038, "X4": 0.48964, "Y4": 0.7038, "page": 0, "Index": 187}, {"Word": "is", "Confidence": 0.998, "X1": 0.61658, "Y1": 0.6852, "X2": 0.64249, "Y2": 0.685, "X3": 0.64249, "Y3": 0.7038, "X4": 0.61658, "Y4": 0.7038, "page": 0, "Index": 188}, {"Word": "not", "Confidence": 0.998, "X1": 0.65674, "Y1": 0.6852, "X2": 0.69689, "Y2": 0.685, "X3": 0.69819, "Y3": 0.7038, "X4": 0.65674, "Y4": 0.7038, "page": 0, "Index": 189}, {"Word": "simply", "Confidence": 0.943, "X1": 0.71373, "Y1": 0.6842, "X2": 0.78497, "Y2": 0.684, "X3": 0.78497, "Y3": 0.7038, "X4": 0.71373, "Y4": 0.7038, "page": 0, "Index": 190}, {"Word": "to", "Confidence": 0.998, "X1": 0.80311, "Y1": 0.6842, "X2": 0.82902, "Y2": 0.684, "X3": 0.82902, "Y3": 0.7038, "X4": 0.80311, "Y4": 0.7038, "page": 0, "Index": 191}, {"Word": "plant", "Confidence": 0.848, "X1": 0.84585, "Y1": 0.6842, "X2": 0.90933, "Y2": 0.684, "X3": 0.90933, "Y3": 0.7028, "X4": 0.84585, "Y4": 0.7038, "page": 0, "Index": 192}, {"Word": "positive", "Confidence": 0.955, "X1": 0.13601, "Y1": 0.7182, "X2": 0.23057, "Y2": 0.718, "X3": 0.23057, "Y3": 0.7338, "X4": 0.13601, "Y4": 0.7348, "page": 0, "Index": 193}, {"Word": "press,", "Confidence": 0.839, "X1": 0.23834, "Y1": 0.7172, "X2": 0.31477, "Y2": 0.717, "X3": 0.31347, "Y3": 0.7338, "X4": 0.23834, "Y4": 0.7338, "page": 0, "Index": 194}, {"Word": "or", "Confidence": 0.996, "X1": 0.32254, "Y1": 0.7162, "X2": 0.34845, "Y2": 0.716, "X3": 0.34845, "Y3": 0.7338, "X4": 0.32124, "Y4": 0.7338, "page": 0, "Index": 195}, {"Word": "to", "Confidence": 0.998, "X1": 0.35881, "Y1": 0.7162, "X2": 0.38342, "Y2": 0.716, "X3": 0.38212, "Y3": 0.7338, "X4": 0.35881, "Y4": 0.7338, "page": 0, "Index": 196}, {"Word": "minimize", "Confidence": 0.731, "X1": 0.39119, "Y1": 0.7152, "X2": 0.48705, "Y2": 0.715, "X3": 0.48705, "Y3": 0.7328, "X4": 0.3899, "Y4": 0.7338, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.998, "X1": 0.49741, "Y1": 0.7152, "X2": 0.53368, "Y2": 0.715, "X3": 0.53238, "Y3": 0.7328, "X4": 0.49741, "Y4": 0.7328, "page": 0, "Index": 198}, {"Word": "damage", "Confidence": 0.655, "X1": 0.54275, "Y1": 0.7152, "X2": 0.61658, "Y2": 0.715, "X3": 0.61658, "Y3": 0.7328, "X4": 0.54275, "Y4": 0.7328, "page": 0, "Index": 199}, {"Word": "of", "Confidence": 0.998, "X1": 0.62435, "Y1": 0.7152, "X2": 0.65155, "Y2": 0.715, "X3": 0.65026, "Y3": 0.7328, "X4": 0.62435, "Y4": 0.7328, "page": 0, "Index": 200}, {"Word": "bad", "Confidence": 0.981, "X1": 0.65933, "Y1": 0.7152, "X2": 0.69689, "Y2": 0.715, "X3": 0.69689, "Y3": 0.7328, "X4": 0.65803, "Y4": 0.7328, "page": 0, "Index": 201}, {"Word": "stories.", "Confidence": 0.852, "X1": 0.70596, "Y1": 0.7152, "X2": 0.8044, "Y2": 0.715, "X3": 0.8044, "Y3": 0.7328, "X4": 0.70596, "Y4": 0.7328, "page": 0, "Index": 202}, {"Word": "We", "Confidence": 0.893, "X1": 0.82124, "Y1": 0.7152, "X2": 0.84974, "Y2": 0.715, "X3": 0.84974, "Y3": 0.7328, "X4": 0.82124, "Y4": 0.7328, "page": 0, "Index": 203}, {"Word": "also", "Confidence": 0.63, "X1": 0.85751, "Y1": 0.7152, "X2": 0.90674, "Y2": 0.715, "X3": 0.90674, "Y3": 0.7328, "X4": 0.85751, "Y4": 0.7328, "page": 0, "Index": 204}, {"Word": "need", "Confidence": 0.933, "X1": 0.13472, "Y1": 0.7472, "X2": 0.18394, "Y2": 0.747, "X3": 0.18264, "Y3": 0.7628, "X4": 0.13472, "Y4": 0.7628, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.19301, "Y1": 0.7472, "X2": 0.23057, "Y2": 0.747, "X3": 0.22927, "Y3": 0.7628, "X4": 0.19301, "Y4": 0.7628, "page": 0, "Index": 206}, {"Word": "ability", "Confidence": 0.962, "X1": 0.23964, "Y1": 0.7462, "X2": 0.32513, "Y2": 0.746, "X3": 0.32383, "Y3": 0.7628, "X4": 0.23834, "Y4": 0.7628, "page": 0, "Index": 207}, {"Word": "to", "Confidence": 0.998, "X1": 0.33679, "Y1": 0.7462, "X2": 0.36269, "Y2": 0.746, "X3": 0.36269, "Y3": 0.7628, "X4": 0.33679, "Y4": 0.7628, "page": 0, "Index": 208}, {"Word": "place", "Confidence": 0.994, "X1": 0.37176, "Y1": 0.7452, "X2": 0.43264, "Y2": 0.745, "X3": 0.43264, "Y3": 0.7628, "X4": 0.37176, "Y4": 0.7628, "page": 0, "Index": 209}, {"Word": "stories", "Confidence": 0.958, "X1": 0.44171, "Y1": 0.7452, "X2": 0.52591, "Y2": 0.745, "X3": 0.52461, "Y3": 0.7628, "X4": 0.44171, "Y4": 0.7628, "page": 0, "Index": 210}, {"Word": "about", "Confidence": 0.997, "X1": 0.53627, "Y1": 0.7452, "X2": 0.59845, "Y2": 0.745, "X3": 0.59845, "Y3": 0.7628, "X4": 0.53627, "Y4": 0.7628, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.958, "X1": 0.60881, "Y1": 0.7452, "X2": 0.64637, "Y2": 0.745, "X3": 0.64637, "Y3": 0.7628, "X4": 0.60881, "Y4": 0.7628, "page": 0, "Index": 212}, {"Word": "opposition", "Confidence": 0.991, "X1": 0.65544, "Y1": 0.7452, "X2": 0.77332, "Y2": 0.745, "X3": 0.77332, "Y3": 0.7628, "X4": 0.65544, "Y4": 0.7628, "page": 0, "Index": 213}, {"Word": "focused", "Confidence": 0.943, "X1": 0.78497, "Y1": 0.7452, "X2": 0.87047, "Y2": 0.745, "X3": 0.86917, "Y3": 0.7618, "X4": 0.78497, "Y4": 0.7628, "page": 0, "Index": 214}, {"Word": "on", "Confidence": 0.998, "X1": 0.87953, "Y1": 0.7452, "X2": 0.90415, "Y2": 0.745, "X3": 0.90415, "Y3": 0.7618, "X4": 0.87953, "Y4": 0.7618, "page": 0, "Index": 215}, {"Word": "policy", "Confidence": 0.611, "X1": 0.13342, "Y1": 0.7752, "X2": 0.20725, "Y2": 0.775, "X3": 0.20596, "Y3": 0.7938, "X4": 0.13342, "Y4": 0.7938, "page": 0, "Index": 216}, {"Word": "mistakes", "Confidence": 0.991, "X1": 0.21373, "Y1": 0.7752, "X2": 0.31347, "Y2": 0.775, "X3": 0.31218, "Y3": 0.7928, "X4": 0.21244, "Y4": 0.7938, "page": 0, "Index": 217}, {"Word": "or", "Confidence": 0.996, "X1": 0.32254, "Y1": 0.7752, "X2": 0.34974, "Y2": 0.775, "X3": 0.34974, "Y3": 0.7928, "X4": 0.32254, "Y4": 0.7928, "page": 0, "Index": 218}, {"Word": "contradictions", "Confidence": 0.533, "X1": 0.35751, "Y1": 0.7742, "X2": 0.5272, "Y2": 0.774, "X3": 0.5272, "Y3": 0.7918, "X4": 0.35751, "Y4": 0.7928, "page": 0, "Index": 219}, {"Word": "as", "Confidence": 0.956, "X1": 0.53497, "Y1": 0.7742, "X2": 0.56088, "Y2": 0.774, "X3": 0.56088, "Y3": 0.7918, "X4": 0.53497, "Y4": 0.7918, "page": 0, "Index": 220}, {"Word": "revealed", "Confidence": 0.908, "X1": 0.56995, "Y1": 0.7742, "X2": 0.66839, "Y2": 0.774, "X3": 0.66839, "Y3": 0.7918, "X4": 0.56995, "Y4": 0.7918, "page": 0, "Index": 221}, {"Word": "in", "Confidence": 0.998, "X1": 0.67746, "Y1": 0.7742, "X2": 0.70337, "Y2": 0.774, "X3": 0.70337, "Y3": 0.7918, "X4": 0.67746, "Y4": 0.7918, "page": 0, "Index": 222}, {"Word": "our", "Confidence": 0.998, "X1": 0.71244, "Y1": 0.7732, "X2": 0.7513, "Y2": 0.773, "X3": 0.7513, "Y3": 0.7908, "X4": 0.71114, "Y4": 0.7918, "page": 0, "Index": 223}, {"Word": "research.", "Confidence": 0.849, "X1": 0.75907, "Y1": 0.7732, "X2": 0.87047, "Y2": 0.773, "X3": 0.87047, "Y3": 0.7908, "X4": 0.75907, "Y4": 0.7908, "page": 0, "Index": 224}, {"Word": "2073576747", "Confidence": 0.994, "X1": 0.9456, "Y1": 0.8912, "X2": 0.94041, "Y2": 0.891, "X3": 0.9158, "Y3": 0.8898, "X4": 0.92228, "Y4": 0.7918, "page": 0, "Index": 225}, {"Word": ".", "Confidence": 0.918, "X1": 0.93135, "Y1": 0.9322, "X2": 0.93135, "Y2": 0.932, "X3": 0.9171, "Y3": 0.9308, "X4": 0.9171, "Y4": 0.9238, "page": 0, "Index": 226}, {"Word": "3990027792", "Confidence": 0.993, "X1": 0.0272, "Y1": 0.9692, "X2": 0.12176, "Y2": 0.969, "X3": 0.12176, "Y3": 0.9848, "X4": 0.0272, "Y4": 0.9818, "page": 0, "Index": 227}]}
"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"
ffjw0181
12
{"lines_data": [{"Word": "Timeline", "Confidence": 0.609, "X1": 0.48312, "Y1": 0.0912, "X2": 0.58701, "Y2": 0.091, "X3": 0.58701, "Y3": 0.1088, "X4": 0.48312, "Y4": 0.1098, "page": 0}, {"Word": ". December '94.", "Confidence": 0.594, "X1": 0.14286, "Y1": 0.1352, "X2": 0.33636, "Y2": 0.135, "X3": 0.33636, "Y3": 0.1528, "X4": 0.14286, "Y4": 0.1548, "page": 0}, {"Word": "Select Targeted Congressional Districts", "Confidence": 0.7385, "X1": 0.15455, "Y1": 0.1652, "X2": 0.63636, "Y2": 0.165, "X3": 0.63636, "Y3": 0.1818, "X4": 0.15455, "Y4": 0.1818, "page": 0}, {"Word": "Draft Contract with Grassroots Firm", "Confidence": 0.8294, "X1": 0.16364, "Y1": 0.1812, "X2": 0.59091, "Y2": 0.181, "X3": 0.59091, "Y3": 0.1958, "X4": 0.16364, "Y4": 0.1958, "page": 0}, {"Word": "Establish Legislative Priorities", "Confidence": 0.656, "X1": 0.16364, "Y1": 0.1962, "X2": 0.55844, "Y2": 0.196, "X3": 0.55844, "Y3": 0.2098, "X4": 0.16364, "Y4": 0.2098, "page": 0}, {"Word": ". Establish Quantifiable Goals for Contacts", "Confidence": 0.79817, "X1": 0.14156, "Y1": 0.2082, "X2": 0.66104, "Y2": 0.208, "X3": 0.66104, "Y3": 0.2258, "X4": 0.14156, "Y4": 0.2258, "page": 0}, {"Word": "._ January '95 .", "Confidence": 0.496, "X1": 0.29481, "Y1": 0.2542, "X2": 0.48052, "Y2": 0.254, "X3": 0.48052, "Y3": 0.2708, "X4": 0.29481, "Y4": 0.2728, "page": 0}, {"Word": ". Field Organizers: Initial Trips to Congressional", "Confidence": 0.87414, "X1": 0.2961, "Y1": 0.2832, "X2": 0.91948, "Y2": 0.283, "X3": 0.91948, "Y3": 0.3018, "X4": 0.2961, "Y4": 0.3018, "page": 0}, {"Word": "Districts", "Confidence": 0.941, "X1": 0.31429, "Y1": 0.3002, "X2": 0.42987, "Y2": 0.3, "X3": 0.42987, "Y3": 0.3148, "X4": 0.31429, "Y4": 0.3148, "page": 0}, {"Word": "\u00b7 February-March-April '95 .", "Confidence": 0.49125, "X1": 0.45195, "Y1": 0.3432, "X2": 0.78571, "Y2": 0.343, "X3": 0.78571, "Y3": 0.3598, "X4": 0.45195, "Y4": 0.3618, "page": 0}, {"Word": ". Organizers Build at least 2 Live", "Confidence": 0.79186, "X1": 0.45065, "Y1": 0.3732, "X2": 0.91688, "Y2": 0.373, "X3": 0.91688, "Y3": 0.3898, "X4": 0.45065, "Y4": 0.3908, "page": 0}, {"Word": "Events Per Month Par District", "Confidence": 0.8514, "X1": 0.46623, "Y1": 0.3892, "X2": 0.82208, "Y2": 0.389, "X3": 0.82208, "Y3": 0.4038, "X4": 0.46623, "Y4": 0.4058, "page": 0}, {"Word": ". May-December '95.", "Confidence": 0.68933, "X1": 0.67273, "Y1": 0.4322, "X2": 0.91169, "Y2": 0.432, "X3": 0.91169, "Y3": 0.4488, "X4": 0.67273, "Y4": 0.4498, "page": 0}, {"Word": "Organizers", "Confidence": 0.627, "X1": 0.68571, "Y1": 0.4642, "X2": 0.82078, "Y2": 0.464, "X3": 0.82208, "Y3": 0.4768, "X4": 0.68571, "Y4": 0.4788, "page": 0}, {"Word": "Meet", "Confidence": 0.966, "X1": 0.85325, "Y1": 0.4632, "X2": 0.91299, "Y2": 0.463, "X3": 0.91299, "Y3": 0.4778, "X4": 0.85325, "Y4": 0.4778, "page": 0}, {"Word": "Goals Established", "Confidence": 0.756, "X1": 0.69091, "Y1": 0.4792, "X2": 0.91299, "Y2": 0.479, "X3": 0.91299, "Y3": 0.4928, "X4": 0.69091, "Y4": 0.4928, "page": 0}, {"Word": "in December 194", "Confidence": 0.736, "X1": 0.69091, "Y1": 0.4932, "X2": 0.87792, "Y2": 0.493, "X3": 0.87922, "Y3": 0.5068, "X4": 0.69091, "Y4": 0.5088, "page": 0}, {"Word": "Cost estimate: Including Campaign Coordinator, Director,", "Confidence": 0.9045, "X1": 0.18961, "Y1": 0.5512, "X2": 0.90909, "Y2": 0.551, "X3": 0.90909, "Y3": 0.5708, "X4": 0.18961, "Y4": 0.5718, "page": 0}, {"Word": "Field Directors and all expanses associated with Field Directors,", "Confidence": 0.857, "X1": 0.12597, "Y1": 0.5832, "X2": 0.90649, "Y2": 0.583, "X3": 0.90649, "Y3": 0.6018, "X4": 0.12597, "Y4": 0.6008, "page": 0}, {"Word": "approximately $7-9,000 per Congressional District per month,", "Confidence": 0.82471, "X1": 0.12597, "Y1": 0.6132, "X2": 0.90779, "Y2": 0.613, "X3": 0.90779, "Y3": 0.6318, "X4": 0.12597, "Y4": 0.6328, "page": 0}, {"Word": "subject to negotiations with vendor.", "Confidence": 0.9252, "X1": 0.12597, "Y1": 0.6422, "X2": 0.55714, "Y2": 0.642, "X3": 0.55714, "Y3": 0.6608, "X4": 0.12597, "Y4": 0.6608, "page": 0}, {"Word": "2073576752", "Confidence": 0.883, "X1": 0.92338, "Y1": 0.8692, "X2": 0.91299, "Y2": 0.869, "X3": 0.88831, "Y3": 0.8678, "X4": 0.9, "Y4": 0.7678, "page": 0}, {"Word": "13", "Confidence": 0.998, "X1": 0.4961, "Y1": 0.8802, "X2": 0.52468, "Y2": 0.88, "X3": 0.52597, "Y3": 0.8958, "X4": 0.4974, "Y4": 0.8968, "page": 0}, {"Word": "3990027797", "Confidence": 0.994, "X1": 0.02597, "Y1": 0.9702, "X2": 0.12338, "Y2": 0.97, "X3": 0.12338, "Y3": 0.9848, "X4": 0.02597, "Y4": 0.9828, "page": 0}], "words_data": [{"Word": "Timeline", "Confidence": 0.609, "X1": 0.48701, "Y1": 0.0922, "X2": 0.58312, "Y2": 0.092, "X3": 0.58312, "Y3": 0.1098, "X4": 0.48571, "Y4": 0.1098, "page": 0, "Index": 0}, {"Word": ".", "Confidence": 0.458, "X1": 0.14416, "Y1": 0.1372, "X2": 0.15714, "Y2": 0.137, "X3": 0.15714, "Y3": 0.1548, "X4": 0.14416, "Y4": 0.1548, "page": 0, "Index": 1}, {"Word": "December", "Confidence": 0.601, "X1": 0.16494, "Y1": 0.1362, "X2": 0.26494, "Y2": 0.136, "X3": 0.26494, "Y3": 0.1528, "X4": 0.16623, "Y4": 0.1548, "page": 0, "Index": 2}, {"Word": "'94.", "Confidence": 0.723, "X1": 0.27792, "Y1": 0.1352, "X2": 0.33766, "Y2": 0.135, "X3": 0.33766, "Y3": 0.1538, "X4": 0.27792, "Y4": 0.1528, "page": 0, "Index": 3}, {"Word": "Select", "Confidence": 0.609, "X1": 0.16364, "Y1": 0.1662, "X2": 0.24026, "Y2": 0.166, "X3": 0.23896, "Y3": 0.1828, "X4": 0.16364, "Y4": 0.1818, "page": 0, "Index": 4}, {"Word": "Targeted", "Confidence": 0.66, "X1": 0.25065, "Y1": 0.1662, "X2": 0.34675, "Y2": 0.166, "X3": 0.34675, "Y3": 0.1828, "X4": 0.24935, "Y4": 0.1828, "page": 0, "Index": 5}, {"Word": "Congressional", "Confidence": 0.816, "X1": 0.35714, "Y1": 0.1662, "X2": 0.51558, "Y2": 0.166, "X3": 0.51429, "Y3": 0.1818, "X4": 0.35714, "Y4": 0.1828, "page": 0, "Index": 6}, {"Word": "Districts", "Confidence": 0.869, "X1": 0.52468, "Y1": 0.1662, "X2": 0.63247, "Y2": 0.166, "X3": 0.63247, "Y3": 0.1818, "X4": 0.52338, "Y4": 0.1818, "page": 0, "Index": 7}, {"Word": "Draft", "Confidence": 0.993, "X1": 0.16364, "Y1": 0.1822, "X2": 0.22468, "Y2": 0.182, "X3": 0.22468, "Y3": 0.1968, "X4": 0.16494, "Y4": 0.1968, "page": 0, "Index": 8}, {"Word": "Contract", "Confidence": 0.661, "X1": 0.23636, "Y1": 0.1822, "X2": 0.33506, "Y2": 0.182, "X3": 0.33506, "Y3": 0.1968, "X4": 0.23636, "Y4": 0.1968, "page": 0, "Index": 9}, {"Word": "with", "Confidence": 0.989, "X1": 0.34545, "Y1": 0.1822, "X2": 0.39351, "Y2": 0.182, "X3": 0.39351, "Y3": 0.1958, "X4": 0.34545, "Y4": 0.1968, "page": 0, "Index": 10}, {"Word": "Grassroots", "Confidence": 0.651, "X1": 0.40649, "Y1": 0.1832, "X2": 0.52597, "Y2": 0.183, "X3": 0.52468, "Y3": 0.1958, "X4": 0.40519, "Y4": 0.1958, "page": 0, "Index": 11}, {"Word": "Firm", "Confidence": 0.853, "X1": 0.53636, "Y1": 0.1832, "X2": 0.58312, "Y2": 0.183, "X3": 0.58182, "Y3": 0.1958, "X4": 0.53506, "Y4": 0.1958, "page": 0, "Index": 12}, {"Word": "Establish", "Confidence": 0.646, "X1": 0.16494, "Y1": 0.1962, "X2": 0.27143, "Y2": 0.196, "X3": 0.27143, "Y3": 0.2108, "X4": 0.16494, "Y4": 0.2098, "page": 0, "Index": 13}, {"Word": "Legislative", "Confidence": 0.669, "X1": 0.28442, "Y1": 0.1972, "X2": 0.41688, "Y2": 0.197, "X3": 0.41688, "Y3": 0.2108, "X4": 0.28442, "Y4": 0.2108, "page": 0, "Index": 14}, {"Word": "Priorities", "Confidence": 0.653, "X1": 0.42857, "Y1": 0.1972, "X2": 0.54805, "Y2": 0.197, "X3": 0.54675, "Y3": 0.2098, "X4": 0.42727, "Y4": 0.2108, "page": 0, "Index": 15}, {"Word": ".", "Confidence": 0.854, "X1": 0.14416, "Y1": 0.2082, "X2": 0.15584, "Y2": 0.208, "X3": 0.15455, "Y3": 0.2258, "X4": 0.14286, "Y4": 0.2258, "page": 0, "Index": 16}, {"Word": "Establish", "Confidence": 0.636, "X1": 0.16364, "Y1": 0.2092, "X2": 0.27403, "Y2": 0.209, "X3": 0.27273, "Y3": 0.2258, "X4": 0.16234, "Y4": 0.2258, "page": 0, "Index": 17}, {"Word": "Quantifiable", "Confidence": 0.742, "X1": 0.28312, "Y1": 0.2102, "X2": 0.42987, "Y2": 0.21, "X3": 0.42857, "Y3": 0.2258, "X4": 0.28182, "Y4": 0.2258, "page": 0, "Index": 18}, {"Word": "Goals", "Confidence": 0.958, "X1": 0.43896, "Y1": 0.2102, "X2": 0.5013, "Y2": 0.21, "X3": 0.5, "Y3": 0.2258, "X4": 0.43766, "Y4": 0.2258, "page": 0, "Index": 19}, {"Word": "for", "Confidence": 0.998, "X1": 0.51299, "Y1": 0.2102, "X2": 0.54805, "Y2": 0.21, "X3": 0.54675, "Y3": 0.2258, "X4": 0.51169, "Y4": 0.2258, "page": 0, "Index": 20}, {"Word": "Contacts", "Confidence": 0.601, "X1": 0.55974, "Y1": 0.2092, "X2": 0.65714, "Y2": 0.209, "X3": 0.65455, "Y3": 0.2258, "X4": 0.55844, "Y4": 0.2258, "page": 0, "Index": 21}, {"Word": "._", "Confidence": 0.071, "X1": 0.2974, "Y1": 0.2562, "X2": 0.31818, "Y2": 0.256, "X3": 0.31688, "Y3": 0.2728, "X4": 0.2961, "Y4": 0.2728, "page": 0, "Index": 22}, {"Word": "January", "Confidence": 0.848, "X1": 0.32208, "Y1": 0.2552, "X2": 0.40519, "Y2": 0.255, "X3": 0.40519, "Y3": 0.2718, "X4": 0.32208, "Y4": 0.2728, "page": 0, "Index": 23}, {"Word": "'95", "Confidence": 0.811, "X1": 0.41688, "Y1": 0.2542, "X2": 0.45325, "Y2": 0.254, "X3": 0.45195, "Y3": 0.2718, "X4": 0.41688, "Y4": 0.2718, "page": 0, "Index": 24}, {"Word": ".", "Confidence": 0.254, "X1": 0.46494, "Y1": 0.2542, "X2": 0.47792, "Y2": 0.254, "X3": 0.47792, "Y3": 0.2718, "X4": 0.46494, "Y4": 0.2718, "page": 0, "Index": 25}, {"Word": ".", "Confidence": 0.633, "X1": 0.2974, "Y1": 0.2842, "X2": 0.31039, "Y2": 0.284, "X3": 0.31039, "Y3": 0.2998, "X4": 0.2974, "Y4": 0.2998, "page": 0, "Index": 26}, {"Word": "Field", "Confidence": 0.936, "X1": 0.31688, "Y1": 0.2842, "X2": 0.37922, "Y2": 0.284, "X3": 0.37922, "Y3": 0.3008, "X4": 0.31688, "Y4": 0.2998, "page": 0, "Index": 27}, {"Word": "Organizers:", "Confidence": 0.933, "X1": 0.39351, "Y1": 0.2842, "X2": 0.52857, "Y2": 0.284, "X3": 0.52857, "Y3": 0.3018, "X4": 0.39351, "Y4": 0.3008, "page": 0, "Index": 28}, {"Word": "Initial", "Confidence": 0.991, "X1": 0.54156, "Y1": 0.2842, "X2": 0.62597, "Y2": 0.284, "X3": 0.62597, "Y3": 0.3028, "X4": 0.54286, "Y4": 0.3018, "page": 0, "Index": 29}, {"Word": "Trips", "Confidence": 0.901, "X1": 0.64156, "Y1": 0.2842, "X2": 0.7013, "Y2": 0.284, "X3": 0.7013, "Y3": 0.3028, "X4": 0.64156, "Y4": 0.3028, "page": 0, "Index": 30}, {"Word": "to", "Confidence": 0.998, "X1": 0.71688, "Y1": 0.2842, "X2": 0.74156, "Y2": 0.284, "X3": 0.74156, "Y3": 0.3028, "X4": 0.71688, "Y4": 0.3028, "page": 0, "Index": 31}, {"Word": "Congressional", "Confidence": 0.727, "X1": 0.75584, "Y1": 0.2842, "X2": 0.91688, "Y2": 0.284, "X3": 0.91688, "Y3": 0.3018, "X4": 0.75584, "Y4": 0.3028, "page": 0, "Index": 32}, {"Word": "Districts", "Confidence": 0.941, "X1": 0.31558, "Y1": 0.3012, "X2": 0.42597, "Y2": 0.301, "X3": 0.42597, "Y3": 0.3158, "X4": 0.31558, "Y4": 0.3148, "page": 0, "Index": 33}, {"Word": "\u00b7", "Confidence": 0.024, "X1": 0.45325, "Y1": 0.3452, "X2": 0.46494, "Y2": 0.345, "X3": 0.46494, "Y3": 0.3628, "X4": 0.45325, "Y4": 0.3628, "page": 0, "Index": 34}, {"Word": "February-March-April", "Confidence": 0.362, "X1": 0.47013, "Y1": 0.3442, "X2": 0.71039, "Y2": 0.344, "X3": 0.71039, "Y3": 0.3608, "X4": 0.46883, "Y4": 0.3628, "page": 0, "Index": 35}, {"Word": "'95", "Confidence": 0.814, "X1": 0.72338, "Y1": 0.3442, "X2": 0.75714, "Y2": 0.344, "X3": 0.75714, "Y3": 0.3608, "X4": 0.72208, "Y4": 0.3608, "page": 0, "Index": 36}, {"Word": ".", "Confidence": 0.765, "X1": 0.77143, "Y1": 0.3442, "X2": 0.78442, "Y2": 0.344, "X3": 0.78312, "Y3": 0.3608, "X4": 0.77013, "Y4": 0.3608, "page": 0, "Index": 37}, {"Word": ".", "Confidence": 0.628, "X1": 0.45195, "Y1": 0.3742, "X2": 0.46494, "Y2": 0.374, "X3": 0.46364, "Y3": 0.3908, "X4": 0.45195, "Y4": 0.3918, "page": 0, "Index": 38}, {"Word": "Organizers", "Confidence": 0.628, "X1": 0.46883, "Y1": 0.3742, "X2": 0.58961, "Y2": 0.374, "X3": 0.58961, "Y3": 0.3898, "X4": 0.46753, "Y4": 0.3908, "page": 0, "Index": 39}, {"Word": "Build", "Confidence": 0.955, "X1": 0.61169, "Y1": 0.3742, "X2": 0.67273, "Y2": 0.374, "X3": 0.67143, "Y3": 0.3898, "X4": 0.61169, "Y4": 0.3898, "page": 0, "Index": 40}, {"Word": "at", "Confidence": 0.996, "X1": 0.69481, "Y1": 0.3742, "X2": 0.72078, "Y2": 0.374, "X3": 0.71948, "Y3": 0.3898, "X4": 0.69481, "Y4": 0.3898, "page": 0, "Index": 41}, {"Word": "least", "Confidence": 0.673, "X1": 0.74286, "Y1": 0.3742, "X2": 0.8039, "Y2": 0.374, "X3": 0.8039, "Y3": 0.3898, "X4": 0.74286, "Y4": 0.3898, "page": 0, "Index": 42}, {"Word": "2", "Confidence": 0.998, "X1": 0.82857, "Y1": 0.3742, "X2": 0.84026, "Y2": 0.374, "X3": 0.84026, "Y3": 0.3898, "X4": 0.82857, "Y4": 0.3898, "page": 0, "Index": 43}, {"Word": "Live", "Confidence": 0.665, "X1": 0.86234, "Y1": 0.3742, "X2": 0.91299, "Y2": 0.374, "X3": 0.91299, "Y3": 0.3898, "X4": 0.86234, "Y4": 0.3898, "page": 0, "Index": 44}, {"Word": "Events", "Confidence": 0.991, "X1": 0.47143, "Y1": 0.3902, "X2": 0.54286, "Y2": 0.39, "X3": 0.54156, "Y3": 0.4058, "X4": 0.46883, "Y4": 0.4068, "page": 0, "Index": 45}, {"Word": "Per", "Confidence": 0.688, "X1": 0.55325, "Y1": 0.3902, "X2": 0.58961, "Y2": 0.39, "X3": 0.58831, "Y3": 0.4058, "X4": 0.55065, "Y4": 0.4058, "page": 0, "Index": 46}, {"Word": "Month", "Confidence": 0.995, "X1": 0.6, "Y1": 0.3892, "X2": 0.65974, "Y2": 0.389, "X3": 0.65844, "Y3": 0.4048, "X4": 0.5987, "Y4": 0.4048, "page": 0, "Index": 47}, {"Word": "Par", "Confidence": 0.641, "X1": 0.67143, "Y1": 0.3892, "X2": 0.70779, "Y2": 0.389, "X3": 0.70779, "Y3": 0.4048, "X4": 0.67013, "Y4": 0.4048, "page": 0, "Index": 48}, {"Word": "District", "Confidence": 0.942, "X1": 0.71688, "Y1": 0.3892, "X2": 0.81688, "Y2": 0.389, "X3": 0.81688, "Y3": 0.4048, "X4": 0.71558, "Y4": 0.4048, "page": 0, "Index": 49}, {"Word": ".", "Confidence": 0.702, "X1": 0.67273, "Y1": 0.4342, "X2": 0.68571, "Y2": 0.434, "X3": 0.68571, "Y3": 0.4498, "X4": 0.67403, "Y4": 0.4508, "page": 0, "Index": 50}, {"Word": "May-December", "Confidence": 0.563, "X1": 0.69091, "Y1": 0.4332, "X2": 0.83896, "Y2": 0.433, "X3": 0.84026, "Y3": 0.4488, "X4": 0.69221, "Y4": 0.4498, "page": 0, "Index": 51}, {"Word": "'95.", "Confidence": 0.803, "X1": 0.85325, "Y1": 0.4322, "X2": 0.91169, "Y2": 0.432, "X3": 0.91299, "Y3": 0.4488, "X4": 0.85455, "Y4": 0.4488, "page": 0, "Index": 52}, {"Word": "Organizers", "Confidence": 0.627, "X1": 0.68961, "Y1": 0.4642, "X2": 0.81299, "Y2": 0.464, "X3": 0.81169, "Y3": 0.4778, "X4": 0.69091, "Y4": 0.4798, "page": 0, "Index": 53}, {"Word": "Meet", "Confidence": 0.966, "X1": 0.85974, "Y1": 0.4642, "X2": 0.90909, "Y2": 0.464, "X3": 0.91039, "Y3": 0.4778, "X4": 0.85844, "Y4": 0.4778, "page": 0, "Index": 54}, {"Word": "Goals", "Confidence": 0.991, "X1": 0.69091, "Y1": 0.4802, "X2": 0.75065, "Y2": 0.48, "X3": 0.75065, "Y3": 0.4928, "X4": 0.69221, "Y4": 0.4938, "page": 0, "Index": 55}, {"Word": "Established", "Confidence": 0.521, "X1": 0.77532, "Y1": 0.4802, "X2": 0.90779, "Y2": 0.48, "X3": 0.90779, "Y3": 0.4928, "X4": 0.77532, "Y4": 0.4928, "page": 0, "Index": 56}, {"Word": "December", "Confidence": 0.609, "X1": 0.72597, "Y1": 0.4942, "X2": 0.82338, "Y2": 0.494, "X3": 0.82208, "Y3": 0.5078, "X4": 0.72468, "Y4": 0.5088, "page": 0, "Index": 57}, {"Word": "194", "Confidence": 0.602, "X1": 0.84026, "Y1": 0.4942, "X2": 0.87273, "Y2": 0.494, "X3": 0.87013, "Y3": 0.5068, "X4": 0.83896, "Y4": 0.5068, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.997, "X1": 0.69351, "Y1": 0.4952, "X2": 0.71429, "Y2": 0.495, "X3": 0.71429, "Y3": 0.5088, "X4": 0.69221, "Y4": 0.5088, "page": 0, "Index": 59}, {"Word": "Cost", "Confidence": 0.981, "X1": 0.19091, "Y1": 0.5522, "X2": 0.24026, "Y2": 0.552, "X3": 0.24026, "Y3": 0.5718, "X4": 0.19091, "Y4": 0.5708, "page": 0, "Index": 60}, {"Word": "estimate:", "Confidence": 0.613, "X1": 0.25455, "Y1": 0.5522, "X2": 0.36753, "Y2": 0.552, "X3": 0.36753, "Y3": 0.5718, "X4": 0.25455, "Y4": 0.5718, "page": 0, "Index": 61}, {"Word": "Including", "Confidence": 0.994, "X1": 0.3987, "Y1": 0.5522, "X2": 0.50909, "Y2": 0.552, "X3": 0.51039, "Y3": 0.5718, "X4": 0.4, "Y4": 0.5718, "page": 0, "Index": 62}, {"Word": "Campaign", "Confidence": 0.994, "X1": 0.52078, "Y1": 0.5522, "X2": 0.62078, "Y2": 0.552, "X3": 0.62208, "Y3": 0.5718, "X4": 0.52208, "Y4": 0.5718, "page": 0, "Index": 63}, {"Word": "Coordinator,", "Confidence": 0.991, "X1": 0.63506, "Y1": 0.5522, "X2": 0.78312, "Y2": 0.552, "X3": 0.78442, "Y3": 0.5708, "X4": 0.63636, "Y4": 0.5718, "page": 0, "Index": 64}, {"Word": "Director,", "Confidence": 0.854, "X1": 0.79481, "Y1": 0.5532, "X2": 0.90779, "Y2": 0.553, "X3": 0.90909, "Y3": 0.5688, "X4": 0.7961, "Y4": 0.5708, "page": 0, "Index": 65}, {"Word": "Field", "Confidence": 0.85, "X1": 0.12857, "Y1": 0.5832, "X2": 0.19091, "Y2": 0.583, "X3": 0.19091, "Y3": 0.6008, "X4": 0.12857, "Y4": 0.6008, "page": 0, "Index": 66}, {"Word": "Directors", "Confidence": 0.796, "X1": 0.1987, "Y1": 0.5832, "X2": 0.31039, "Y2": 0.583, "X3": 0.31039, "Y3": 0.6018, "X4": 0.1987, "Y4": 0.6008, "page": 0, "Index": 67}, {"Word": "and", "Confidence": 0.998, "X1": 0.32078, "Y1": 0.5832, "X2": 0.36104, "Y2": 0.583, "X3": 0.35974, "Y3": 0.6018, "X4": 0.32078, "Y4": 0.6018, "page": 0, "Index": 68}, {"Word": "all", "Confidence": 0.991, "X1": 0.36883, "Y1": 0.5832, "X2": 0.40649, "Y2": 0.583, "X3": 0.40649, "Y3": 0.6018, "X4": 0.36883, "Y4": 0.6018, "page": 0, "Index": 69}, {"Word": "expanses", "Confidence": 0.585, "X1": 0.41558, "Y1": 0.5832, "X2": 0.51558, "Y2": 0.583, "X3": 0.51558, "Y3": 0.6018, "X4": 0.41558, "Y4": 0.6018, "page": 0, "Index": 70}, {"Word": "associated", "Confidence": 0.837, "X1": 0.52208, "Y1": 0.5832, "X2": 0.64416, "Y2": 0.583, "X3": 0.64416, "Y3": 0.6018, "X4": 0.52208, "Y4": 0.6018, "page": 0, "Index": 71}, {"Word": "with", "Confidence": 0.989, "X1": 0.65195, "Y1": 0.5832, "X2": 0.7026, "Y2": 0.583, "X3": 0.7026, "Y3": 0.6018, "X4": 0.65195, "Y4": 0.6018, "page": 0, "Index": 72}, {"Word": "Field", "Confidence": 0.818, "X1": 0.71169, "Y1": 0.5832, "X2": 0.77532, "Y2": 0.583, "X3": 0.77532, "Y3": 0.6018, "X4": 0.71169, "Y4": 0.6018, "page": 0, "Index": 73}, {"Word": "Directors,", "Confidence": 0.849, "X1": 0.78312, "Y1": 0.5832, "X2": 0.90649, "Y2": 0.583, "X3": 0.90779, "Y3": 0.6008, "X4": 0.78312, "Y4": 0.6018, "page": 0, "Index": 74}, {"Word": "approximately", "Confidence": 0.866, "X1": 0.12857, "Y1": 0.6142, "X2": 0.28571, "Y2": 0.614, "X3": 0.28442, "Y3": 0.6328, "X4": 0.12727, "Y4": 0.6338, "page": 0, "Index": 75}, {"Word": "$7-9,000", "Confidence": 0.807, "X1": 0.3039, "Y1": 0.6142, "X2": 0.4039, "Y2": 0.614, "X3": 0.4039, "Y3": 0.6318, "X4": 0.3039, "Y4": 0.6328, "page": 0, "Index": 76}, {"Word": "per", "Confidence": 0.601, "X1": 0.42208, "Y1": 0.6132, "X2": 0.46104, "Y2": 0.613, "X3": 0.46104, "Y3": 0.6318, "X4": 0.42208, "Y4": 0.6318, "page": 0, "Index": 77}, {"Word": "Congressional", "Confidence": 0.947, "X1": 0.47922, "Y1": 0.6132, "X2": 0.63766, "Y2": 0.613, "X3": 0.63766, "Y3": 0.6318, "X4": 0.47922, "Y4": 0.6318, "page": 0, "Index": 78}, {"Word": "District", "Confidence": 0.667, "X1": 0.65325, "Y1": 0.6142, "X2": 0.75455, "Y2": 0.614, "X3": 0.75584, "Y3": 0.6318, "X4": 0.65455, "Y4": 0.6318, "page": 0, "Index": 79}, {"Word": "per", "Confidence": 0.958, "X1": 0.77273, "Y1": 0.6142, "X2": 0.81169, "Y2": 0.614, "X3": 0.81299, "Y3": 0.6318, "X4": 0.77403, "Y4": 0.6318, "page": 0, "Index": 80}, {"Word": "month,", "Confidence": 0.927, "X1": 0.82987, "Y1": 0.6142, "X2": 0.90649, "Y2": 0.614, "X3": 0.90779, "Y3": 0.6318, "X4": 0.83117, "Y4": 0.6318, "page": 0, "Index": 81}, {"Word": "subject", "Confidence": 0.901, "X1": 0.12857, "Y1": 0.6442, "X2": 0.21299, "Y2": 0.644, "X3": 0.21299, "Y3": 0.6608, "X4": 0.12727, "Y4": 0.6608, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.998, "X1": 0.22468, "Y1": 0.6442, "X2": 0.24935, "Y2": 0.644, "X3": 0.24805, "Y3": 0.6608, "X4": 0.22338, "Y4": 0.6608, "page": 0, "Index": 83}, {"Word": "negotiations", "Confidence": 0.783, "X1": 0.25844, "Y1": 0.6432, "X2": 0.40519, "Y2": 0.643, "X3": 0.40519, "Y3": 0.6608, "X4": 0.25714, "Y4": 0.6608, "page": 0, "Index": 84}, {"Word": "with", "Confidence": 0.989, "X1": 0.41429, "Y1": 0.6432, "X2": 0.46234, "Y2": 0.643, "X3": 0.46234, "Y3": 0.6608, "X4": 0.41429, "Y4": 0.6608, "page": 0, "Index": 85}, {"Word": "vendor.", "Confidence": 0.955, "X1": 0.47403, "Y1": 0.6432, "X2": 0.55714, "Y2": 0.643, "X3": 0.55714, "Y3": 0.6608, "X4": 0.47403, "Y4": 0.6608, "page": 0, "Index": 86}, {"Word": "2073576752", "Confidence": 0.883, "X1": 0.92338, "Y1": 0.8682, "X2": 0.91299, "Y2": 0.868, "X3": 0.88831, "Y3": 0.8658, "X4": 0.9, "Y4": 0.7678, "page": 0, "Index": 87}, {"Word": "13", "Confidence": 0.998, "X1": 0.4974, "Y1": 0.8802, "X2": 0.52078, "Y2": 0.88, "X3": 0.52208, "Y3": 0.8958, "X4": 0.4987, "Y4": 0.8968, "page": 0, "Index": 88}, {"Word": "3990027797", "Confidence": 0.994, "X1": 0.02727, "Y1": 0.9712, "X2": 0.12338, "Y2": 0.971, "X3": 0.12208, "Y3": 0.9858, "X4": 0.02727, "Y4": 0.9838, "page": 0, "Index": 89}]}
"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"
ffjw0181
2
{"lines_data": [{"Word": "I. Command Structure", "Confidence": 0.86967, "X1": 0.14839, "Y1": 0.0962, "X2": 0.41032, "Y2": 0.096, "X3": 0.41032, "Y3": 0.1138, "X4": 0.14839, "Y4": 0.1148, "page": 0}, {"Word": "The first and essential element here is to create a command", "Confidence": 0.87145, "X1": 0.20516, "Y1": 0.1542, "X2": 0.91226, "Y2": 0.154, "X3": 0.91226, "Y3": 0.1718, "X4": 0.20516, "Y4": 0.1708, "page": 0}, {"Word": "structure. In a political campaign, there always has to be someone", "Confidence": 0.89727, "X1": 0.1471, "Y1": 0.1822, "X2": 0.91097, "Y2": 0.182, "X3": 0.91097, "Y3": 0.2008, "X4": 0.1471, "Y4": 0.2028, "page": 0}, {"Word": "to settle disputes between equals, and among parties, to put an and", "Confidence": 0.93883, "X1": 0.14581, "Y1": 0.2122, "X2": 0.91097, "Y2": 0.212, "X3": 0.91097, "Y3": 0.2288, "X4": 0.14581, "Y4": 0.2298, "page": 0}, {"Word": "to the process of conversation and the demand for consensus; in", "Confidence": 0.882, "X1": 0.14581, "Y1": 0.2412, "X2": 0.91097, "Y2": 0.241, "X3": 0.91097, "Y3": 0.2578, "X4": 0.14581, "Y4": 0.2588, "page": 0}, {"Word": "this campaign, too, one person needs to be the manager, the final", "Confidence": 0.8665, "X1": 0.14323, "Y1": 0.2692, "X2": 0.90839, "Y2": 0.269, "X3": 0.90839, "Y3": 0.2868, "X4": 0.14323, "Y4": 0.2888, "page": 0}, {"Word": "arbiter of decisions, the individual empowered to decide in a given", "Confidence": 0.94764, "X1": 0.14452, "Y1": 0.2992, "X2": 0.9071, "Y2": 0.299, "X3": 0.9071, "Y3": 0.3158, "X4": 0.14452, "Y4": 0.3168, "page": 0}, {"Word": "situation that a quick judgment is necessary, weigh competing", "Confidence": 0.83511, "X1": 0.14194, "Y1": 0.3282, "X2": 0.90839, "Y2": 0.328, "X3": 0.90839, "Y3": 0.3468, "X4": 0.14194, "Y4": 0.3468, "page": 0}, {"Word": "advice, and come to a conclusion.", "Confidence": 0.84367, "X1": 0.13935, "Y1": 0.3582, "X2": 0.52903, "Y2": 0.358, "X3": 0.52903, "Y3": 0.3748, "X4": 0.13935, "Y4": 0.3758, "page": 0}, {"Word": "With respect to any particular issue, there may be four or", "Confidence": 0.85873, "X1": 0.19742, "Y1": 0.4142, "X2": 0.90323, "Y2": 0.414, "X3": 0.90323, "Y3": 0.4328, "X4": 0.19742, "Y4": 0.4348, "page": 0}, {"Word": "five competing interests within the company; each will have", "Confidence": 0.95567, "X1": 0.14065, "Y1": 0.4442, "X2": 0.90323, "Y2": 0.444, "X3": 0.90323, "Y3": 0.4618, "X4": 0.14065, "Y4": 0.4628, "page": 0}, {"Word": "perfectly legitimate purposes; and pursuing any one of them could", "Confidence": 0.8924, "X1": 0.13677, "Y1": 0.4722, "X2": 0.90194, "Y2": 0.472, "X3": 0.90194, "Y3": 0.4908, "X4": 0.13677, "Y4": 0.4928, "page": 0}, {"Word": "conceivably drive the outcome in a specific situation.", "Confidence": 0.93275, "X1": 0.13677, "Y1": 0.5042, "X2": 0.82323, "Y2": 0.504, "X3": 0.82323, "Y3": 0.5208, "X4": 0.13677, "Y4": 0.5218, "page": 0}, {"Word": "What", "Confidence": 0.988, "X1": 0.83097, "Y1": 0.5042, "X2": 0.90194, "Y2": 0.504, "X3": 0.90323, "Y3": 0.5188, "X4": 0.83097, "Y4": 0.5198, "page": 0}, {"Word": "interest is to be served -- Wall Street, marketing, legal,", "Confidence": 0.8911, "X1": 0.13677, "Y1": 0.5342, "X2": 0.89677, "Y2": 0.534, "X3": 0.89677, "Y3": 0.5518, "X4": 0.13677, "Y4": 0.5508, "page": 0}, {"Word": "legislative, international? Each interest involves different", "Confidence": 0.77383, "X1": 0.13548, "Y1": 0.5612, "X2": 0.89935, "Y2": 0.561, "X3": 0.89935, "Y3": 0.5788, "X4": 0.13548, "Y4": 0.5798, "page": 0}, {"Word": "participants, different audiences, and would often reach", "Confidence": 0.85414, "X1": 0.13161, "Y1": 0.5912, "X2": 0.89935, "Y2": 0.591, "X3": 0.89935, "Y3": 0.6078, "X4": 0.13161, "Y4": 0.6098, "page": 0}, {"Word": "legitimately different judgments. There has to be one person who", "Confidence": 0.9135, "X1": 0.1329, "Y1": 0.6212, "X2": 0.89935, "Y2": 0.621, "X3": 0.89935, "Y3": 0.6378, "X4": 0.1329, "Y4": 0.6388, "page": 0}, {"Word": "can cut the Gordian knot and set priorities -- who can determine on", "Confidence": 0.96362, "X1": 0.1329, "Y1": 0.6502, "X2": 0.89935, "Y2": 0.65, "X3": 0.89935, "Y3": 0.6668, "X4": 0.1329, "Y4": 0.6698, "page": 0}, {"Word": "a specific issue and often within a very short span of time whose", "Confidence": 0.859, "X1": 0.1329, "Y1": 0.6802, "X2": 0.89548, "Y2": 0.68, "X3": 0.89548, "Y3": 0.6968, "X4": 0.1329, "Y4": 0.6978, "page": 0}, {"Word": "interest will be decisive. The situation we are in must be seen as", "Confidence": 0.87538, "X1": 0.12903, "Y1": 0.7092, "X2": 0.89548, "Y2": 0.709, "X3": 0.89548, "Y3": 0.7258, "X4": 0.12903, "Y4": 0.7278, "page": 0}, {"Word": "a classic case of conflict; there must be a general in command on", "Confidence": 0.84038, "X1": 0.12903, "Y1": 0.7402, "X2": 0.89548, "Y2": 0.74, "X3": 0.89548, "Y3": 0.7568, "X4": 0.12903, "Y4": 0.7588, "page": 0}, {"Word": "our side.", "Confidence": 0.8185, "X1": 0.12903, "Y1": 0.7702, "X2": 0.24258, "Y2": 0.77, "X3": 0.24258, "Y3": 0.7878, "X4": 0.12903, "Y4": 0.7888, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.49935, "Y1": 0.8732, "X2": 0.51742, "Y2": 0.873, "X3": 0.51613, "Y3": 0.8898, "X4": 0.49806, "Y4": 0.8878, "page": 0}, {"Word": "2073576742", "Confidence": 0.991, "X1": 0.96, "Y1": 0.8982, "X2": 0.93548, "Y2": 0.898, "X3": 0.91097, "Y3": 0.8938, "X4": 0.93419, "Y4": 0.7998, "page": 0}, {"Word": "3990027787", "Confidence": 0.991, "X1": 0.0271, "Y1": 0.9632, "X2": 0.12129, "Y2": 0.963, "X3": 0.12, "Y3": 0.9768, "X4": 0.0271, "Y4": 0.9748, "page": 0}], "words_data": [{"Word": "I.", "Confidence": 0.674, "X1": 0.15226, "Y1": 0.0982, "X2": 0.17677, "Y2": 0.098, "X3": 0.17677, "Y3": 0.1148, "X4": 0.15226, "Y4": 0.1148, "page": 0, "Index": 0}, {"Word": "Command", "Confidence": 0.992, "X1": 0.21419, "Y1": 0.0982, "X2": 0.29419, "Y2": 0.098, "X3": 0.29419, "Y3": 0.1128, "X4": 0.2129, "Y4": 0.1138, "page": 0, "Index": 1}, {"Word": "Structure", "Confidence": 0.943, "X1": 0.30323, "Y1": 0.0972, "X2": 0.40903, "Y2": 0.097, "X3": 0.40903, "Y3": 0.1148, "X4": 0.30323, "Y4": 0.1128, "page": 0, "Index": 2}, {"Word": "The", "Confidence": 0.998, "X1": 0.20903, "Y1": 0.1552, "X2": 0.24387, "Y2": 0.155, "X3": 0.24387, "Y3": 0.1698, "X4": 0.20903, "Y4": 0.1698, "page": 0, "Index": 3}, {"Word": "first", "Confidence": 0.865, "X1": 0.25548, "Y1": 0.1552, "X2": 0.31484, "Y2": 0.155, "X3": 0.31484, "Y3": 0.1708, "X4": 0.25548, "Y4": 0.1698, "page": 0, "Index": 4}, {"Word": "and", "Confidence": 0.998, "X1": 0.32645, "Y1": 0.1552, "X2": 0.36258, "Y2": 0.155, "X3": 0.36258, "Y3": 0.1708, "X4": 0.32645, "Y4": 0.1708, "page": 0, "Index": 5}, {"Word": "essential", "Confidence": 0.621, "X1": 0.37419, "Y1": 0.1552, "X2": 0.48129, "Y2": 0.155, "X3": 0.48, "Y3": 0.1718, "X4": 0.37419, "Y4": 0.1708, "page": 0, "Index": 6}, {"Word": "element", "Confidence": 0.755, "X1": 0.4929, "Y1": 0.1552, "X2": 0.57677, "Y2": 0.155, "X3": 0.57548, "Y3": 0.1718, "X4": 0.49161, "Y4": 0.1718, "page": 0, "Index": 7}, {"Word": "here", "Confidence": 0.959, "X1": 0.58452, "Y1": 0.1552, "X2": 0.63355, "Y2": 0.155, "X3": 0.63355, "Y3": 0.1718, "X4": 0.58452, "Y4": 0.1718, "page": 0, "Index": 8}, {"Word": "is", "Confidence": 0.83, "X1": 0.64516, "Y1": 0.1552, "X2": 0.66968, "Y2": 0.155, "X3": 0.66968, "Y3": 0.1718, "X4": 0.64516, "Y4": 0.1718, "page": 0, "Index": 9}, {"Word": "to", "Confidence": 0.998, "X1": 0.68387, "Y1": 0.1552, "X2": 0.7071, "Y2": 0.155, "X3": 0.70581, "Y3": 0.1718, "X4": 0.68258, "Y4": 0.1718, "page": 0, "Index": 10}, {"Word": "create", "Confidence": 0.992, "X1": 0.71742, "Y1": 0.1552, "X2": 0.78968, "Y2": 0.155, "X3": 0.78839, "Y3": 0.1718, "X4": 0.71613, "Y4": 0.1718, "page": 0, "Index": 11}, {"Word": "a", "Confidence": 0.957, "X1": 0.80258, "Y1": 0.1552, "X2": 0.81419, "Y2": 0.155, "X3": 0.81419, "Y3": 0.1718, "X4": 0.80129, "Y4": 0.1718, "page": 0, "Index": 12}, {"Word": "command", "Confidence": 0.613, "X1": 0.82452, "Y1": 0.1552, "X2": 0.90839, "Y2": 0.155, "X3": 0.90839, "Y3": 0.1708, "X4": 0.82452, "Y4": 0.1718, "page": 0, "Index": 13}, {"Word": "structure.", "Confidence": 0.676, "X1": 0.14839, "Y1": 0.1842, "X2": 0.26839, "Y2": 0.184, "X3": 0.26839, "Y3": 0.2018, "X4": 0.14839, "Y4": 0.2008, "page": 0, "Index": 14}, {"Word": "In", "Confidence": 0.998, "X1": 0.28387, "Y1": 0.1842, "X2": 0.30839, "Y2": 0.184, "X3": 0.30839, "Y3": 0.2018, "X4": 0.28387, "Y4": 0.2018, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.997, "X1": 0.31613, "Y1": 0.1842, "X2": 0.33032, "Y2": 0.184, "X3": 0.33032, "Y3": 0.2018, "X4": 0.31613, "Y4": 0.2018, "page": 0, "Index": 16}, {"Word": "political", "Confidence": 0.885, "X1": 0.33806, "Y1": 0.1832, "X2": 0.44387, "Y2": 0.183, "X3": 0.44387, "Y3": 0.2018, "X4": 0.33806, "Y4": 0.2018, "page": 0, "Index": 17}, {"Word": "campaign,", "Confidence": 0.958, "X1": 0.45032, "Y1": 0.1832, "X2": 0.56, "Y2": 0.183, "X3": 0.56, "Y3": 0.2018, "X4": 0.45032, "Y4": 0.2018, "page": 0, "Index": 18}, {"Word": "there", "Confidence": 0.929, "X1": 0.56774, "Y1": 0.1832, "X2": 0.62839, "Y2": 0.183, "X3": 0.62839, "Y3": 0.2018, "X4": 0.56774, "Y4": 0.2018, "page": 0, "Index": 19}, {"Word": "always", "Confidence": 0.962, "X1": 0.63484, "Y1": 0.1832, "X2": 0.70839, "Y2": 0.183, "X3": 0.70839, "Y3": 0.2018, "X4": 0.63484, "Y4": 0.2018, "page": 0, "Index": 20}, {"Word": "has", "Confidence": 0.534, "X1": 0.71226, "Y1": 0.1832, "X2": 0.75226, "Y2": 0.183, "X3": 0.75226, "Y3": 0.2008, "X4": 0.71226, "Y4": 0.2018, "page": 0, "Index": 21}, {"Word": "to", "Confidence": 0.998, "X1": 0.76129, "Y1": 0.1832, "X2": 0.78581, "Y2": 0.183, "X3": 0.78581, "Y3": 0.2008, "X4": 0.76129, "Y4": 0.2008, "page": 0, "Index": 22}, {"Word": "be", "Confidence": 0.997, "X1": 0.79097, "Y1": 0.1832, "X2": 0.81806, "Y2": 0.183, "X3": 0.81806, "Y3": 0.1998, "X4": 0.79097, "Y4": 0.2008, "page": 0, "Index": 23}, {"Word": "someone", "Confidence": 0.936, "X1": 0.82581, "Y1": 0.1832, "X2": 0.90968, "Y2": 0.183, "X3": 0.90968, "Y3": 0.1988, "X4": 0.82581, "Y4": 0.1998, "page": 0, "Index": 24}, {"Word": "to", "Confidence": 0.997, "X1": 0.14839, "Y1": 0.2142, "X2": 0.17161, "Y2": 0.214, "X3": 0.17032, "Y3": 0.2298, "X4": 0.1471, "Y4": 0.2298, "page": 0, "Index": 25}, {"Word": "settle", "Confidence": 0.913, "X1": 0.17935, "Y1": 0.2132, "X2": 0.2529, "Y2": 0.213, "X3": 0.25161, "Y3": 0.2298, "X4": 0.17806, "Y4": 0.2298, "page": 0, "Index": 26}, {"Word": "disputes", "Confidence": 0.926, "X1": 0.26065, "Y1": 0.2132, "X2": 0.35484, "Y2": 0.213, "X3": 0.35355, "Y3": 0.2298, "X4": 0.25935, "Y4": 0.2298, "page": 0, "Index": 27}, {"Word": "between", "Confidence": 0.991, "X1": 0.36258, "Y1": 0.2132, "X2": 0.44516, "Y2": 0.213, "X3": 0.44516, "Y3": 0.2298, "X4": 0.36129, "Y4": 0.2298, "page": 0, "Index": 28}, {"Word": "equals,", "Confidence": 0.931, "X1": 0.4529, "Y1": 0.2132, "X2": 0.53935, "Y2": 0.213, "X3": 0.53806, "Y3": 0.2298, "X4": 0.4529, "Y4": 0.2298, "page": 0, "Index": 29}, {"Word": "and", "Confidence": 0.998, "X1": 0.54581, "Y1": 0.2132, "X2": 0.58323, "Y2": 0.213, "X3": 0.58194, "Y3": 0.2298, "X4": 0.54452, "Y4": 0.2298, "page": 0, "Index": 30}, {"Word": "among", "Confidence": 0.955, "X1": 0.58968, "Y1": 0.2132, "X2": 0.65032, "Y2": 0.213, "X3": 0.65032, "Y3": 0.2298, "X4": 0.58968, "Y4": 0.2298, "page": 0, "Index": 31}, {"Word": "parties,", "Confidence": 0.94, "X1": 0.65677, "Y1": 0.2132, "X2": 0.75355, "Y2": 0.213, "X3": 0.75355, "Y3": 0.2298, "X4": 0.65548, "Y4": 0.2298, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.997, "X1": 0.76129, "Y1": 0.2132, "X2": 0.78581, "Y2": 0.213, "X3": 0.78581, "Y3": 0.2298, "X4": 0.76129, "Y4": 0.2298, "page": 0, "Index": 33}, {"Word": "put", "Confidence": 0.998, "X1": 0.79355, "Y1": 0.2132, "X2": 0.83097, "Y2": 0.213, "X3": 0.82968, "Y3": 0.2298, "X4": 0.79355, "Y4": 0.2298, "page": 0, "Index": 34}, {"Word": "an", "Confidence": 0.998, "X1": 0.83871, "Y1": 0.2132, "X2": 0.86194, "Y2": 0.213, "X3": 0.86194, "Y3": 0.2298, "X4": 0.83742, "Y4": 0.2298, "page": 0, "Index": 35}, {"Word": "and", "Confidence": 0.622, "X1": 0.87097, "Y1": 0.2132, "X2": 0.90839, "Y2": 0.213, "X3": 0.90839, "Y3": 0.2298, "X4": 0.87097, "Y4": 0.2298, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.1471, "Y1": 0.2432, "X2": 0.17032, "Y2": 0.243, "X3": 0.16903, "Y3": 0.2578, "X4": 0.1471, "Y4": 0.2578, "page": 0, "Index": 37}, {"Word": "the", "Confidence": 0.901, "X1": 0.18452, "Y1": 0.2432, "X2": 0.22065, "Y2": 0.243, "X3": 0.21935, "Y3": 0.2578, "X4": 0.18323, "Y4": 0.2578, "page": 0, "Index": 38}, {"Word": "process", "Confidence": 0.771, "X1": 0.23226, "Y1": 0.2432, "X2": 0.31613, "Y2": 0.243, "X3": 0.31613, "Y3": 0.2588, "X4": 0.23226, "Y4": 0.2578, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.32774, "Y1": 0.2432, "X2": 0.35355, "Y2": 0.243, "X3": 0.35355, "Y3": 0.2588, "X4": 0.32645, "Y4": 0.2588, "page": 0, "Index": 40}, {"Word": "conversation", "Confidence": 0.991, "X1": 0.36516, "Y1": 0.2422, "X2": 0.50839, "Y2": 0.242, "X3": 0.5071, "Y3": 0.2588, "X4": 0.36516, "Y4": 0.2588, "page": 0, "Index": 41}, {"Word": "and", "Confidence": 0.998, "X1": 0.52129, "Y1": 0.2422, "X2": 0.55742, "Y2": 0.242, "X3": 0.55613, "Y3": 0.2588, "X4": 0.52, "Y4": 0.2588, "page": 0, "Index": 42}, {"Word": "the", "Confidence": 0.773, "X1": 0.57032, "Y1": 0.2422, "X2": 0.60516, "Y2": 0.242, "X3": 0.60516, "Y3": 0.2588, "X4": 0.56903, "Y4": 0.2588, "page": 0, "Index": 43}, {"Word": "demand", "Confidence": 0.661, "X1": 0.61677, "Y1": 0.2422, "X2": 0.68903, "Y2": 0.242, "X3": 0.68903, "Y3": 0.2588, "X4": 0.61677, "Y4": 0.2588, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.70194, "Y1": 0.2422, "X2": 0.73806, "Y2": 0.242, "X3": 0.73677, "Y3": 0.2588, "X4": 0.70194, "Y4": 0.2588, "page": 0, "Index": 45}, {"Word": "consensus;", "Confidence": 0.618, "X1": 0.75097, "Y1": 0.2422, "X2": 0.86968, "Y2": 0.242, "X3": 0.86968, "Y3": 0.2588, "X4": 0.74968, "Y4": 0.2588, "page": 0, "Index": 46}, {"Word": "in", "Confidence": 0.995, "X1": 0.88129, "Y1": 0.2422, "X2": 0.90452, "Y2": 0.242, "X3": 0.90452, "Y3": 0.2588, "X4": 0.88129, "Y4": 0.2588, "page": 0, "Index": 47}, {"Word": "this", "Confidence": 0.986, "X1": 0.14581, "Y1": 0.2712, "X2": 0.19355, "Y2": 0.271, "X3": 0.19355, "Y3": 0.2878, "X4": 0.14581, "Y4": 0.2878, "page": 0, "Index": 48}, {"Word": "to", "Confidence": 0.998, "X1": 0.57806, "Y1": 0.2712, "X2": 0.60258, "Y2": 0.271, "X3": 0.60258, "Y3": 0.2878, "X4": 0.57935, "Y4": 0.2888, "page": 0, "Index": 49}, {"Word": "be", "Confidence": 0.67, "X1": 0.61161, "Y1": 0.2712, "X2": 0.63742, "Y2": 0.271, "X3": 0.63742, "Y3": 0.2878, "X4": 0.61161, "Y4": 0.2878, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.91, "X1": 0.64903, "Y1": 0.2702, "X2": 0.68387, "Y2": 0.27, "X3": 0.68387, "Y3": 0.2878, "X4": 0.64903, "Y4": 0.2878, "page": 0, "Index": 51}, {"Word": "manager,", "Confidence": 0.606, "X1": 0.6929, "Y1": 0.2702, "X2": 0.79097, "Y2": 0.27, "X3": 0.79097, "Y3": 0.2878, "X4": 0.6929, "Y4": 0.2878, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.941, "X1": 0.8, "Y1": 0.2702, "X2": 0.83742, "Y2": 0.27, "X3": 0.83742, "Y3": 0.2878, "X4": 0.80129, "Y4": 0.2878, "page": 0, "Index": 53}, {"Word": "final", "Confidence": 0.95, "X1": 0.84645, "Y1": 0.2692, "X2": 0.90581, "Y2": 0.269, "X3": 0.90581, "Y3": 0.2868, "X4": 0.84645, "Y4": 0.2878, "page": 0, "Index": 54}, {"Word": "campaign,", "Confidence": 0.981, "X1": 0.20129, "Y1": 0.2712, "X2": 0.31097, "Y2": 0.271, "X3": 0.31226, "Y3": 0.2888, "X4": 0.20129, "Y4": 0.2878, "page": 0, "Index": 55}, {"Word": "too,", "Confidence": 0.924, "X1": 0.32129, "Y1": 0.2712, "X2": 0.37161, "Y2": 0.271, "X3": 0.37161, "Y3": 0.2888, "X4": 0.32129, "Y4": 0.2888, "page": 0, "Index": 56}, {"Word": "one", "Confidence": 0.998, "X1": 0.37806, "Y1": 0.2712, "X2": 0.41548, "Y2": 0.271, "X3": 0.41548, "Y3": 0.2888, "X4": 0.37806, "Y4": 0.2888, "page": 0, "Index": 57}, {"Word": "person", "Confidence": 0.931, "X1": 0.42452, "Y1": 0.2712, "X2": 0.49806, "Y2": 0.271, "X3": 0.49806, "Y3": 0.2888, "X4": 0.42581, "Y4": 0.2888, "page": 0, "Index": 58}, {"Word": "needs", "Confidence": 0.503, "X1": 0.5071, "Y1": 0.2712, "X2": 0.56774, "Y2": 0.271, "X3": 0.56774, "Y3": 0.2888, "X4": 0.5071, "Y4": 0.2888, "page": 0, "Index": 59}, {"Word": "arbiter", "Confidence": 0.927, "X1": 0.14581, "Y1": 0.3002, "X2": 0.2271, "Y2": 0.3, "X3": 0.2271, "Y3": 0.3158, "X4": 0.14581, "Y4": 0.3158, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.23484, "Y1": 0.3002, "X2": 0.26194, "Y2": 0.3, "X3": 0.26194, "Y3": 0.3158, "X4": 0.23484, "Y4": 0.3158, "page": 0, "Index": 61}, {"Word": "decisions,", "Confidence": 0.977, "X1": 0.26839, "Y1": 0.3002, "X2": 0.38968, "Y2": 0.3, "X3": 0.38839, "Y3": 0.3168, "X4": 0.26839, "Y4": 0.3158, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.39613, "Y1": 0.2992, "X2": 0.43226, "Y2": 0.299, "X3": 0.43097, "Y3": 0.3168, "X4": 0.39484, "Y4": 0.3168, "page": 0, "Index": 63}, {"Word": "individual", "Confidence": 0.958, "X1": 0.43871, "Y1": 0.2992, "X2": 0.55742, "Y2": 0.299, "X3": 0.55613, "Y3": 0.3168, "X4": 0.43742, "Y4": 0.3168, "page": 0, "Index": 64}, {"Word": "empowered", "Confidence": 0.646, "X1": 0.56516, "Y1": 0.2992, "X2": 0.67226, "Y2": 0.299, "X3": 0.67097, "Y3": 0.3168, "X4": 0.56387, "Y4": 0.3168, "page": 0, "Index": 65}, {"Word": "to", "Confidence": 0.997, "X1": 0.68, "Y1": 0.2992, "X2": 0.70452, "Y2": 0.299, "X3": 0.70323, "Y3": 0.3168, "X4": 0.67871, "Y4": 0.3168, "page": 0, "Index": 66}, {"Word": "decide", "Confidence": 0.934, "X1": 0.71226, "Y1": 0.2992, "X2": 0.78452, "Y2": 0.299, "X3": 0.78323, "Y3": 0.3168, "X4": 0.71097, "Y4": 0.3168, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.998, "X1": 0.79226, "Y1": 0.2992, "X2": 0.81677, "Y2": 0.299, "X3": 0.81548, "Y3": 0.3168, "X4": 0.79097, "Y4": 0.3168, "page": 0, "Index": 68}, {"Word": "a", "Confidence": 0.995, "X1": 0.82452, "Y1": 0.2992, "X2": 0.83742, "Y2": 0.299, "X3": 0.83613, "Y3": 0.3168, "X4": 0.82323, "Y4": 0.3168, "page": 0, "Index": 69}, {"Word": "given", "Confidence": 0.996, "X1": 0.84516, "Y1": 0.2992, "X2": 0.90581, "Y2": 0.299, "X3": 0.90452, "Y3": 0.3168, "X4": 0.84387, "Y4": 0.3168, "page": 0, "Index": 70}, {"Word": "situation", "Confidence": 0.615, "X1": 0.14323, "Y1": 0.3302, "X2": 0.25032, "Y2": 0.33, "X3": 0.25032, "Y3": 0.3458, "X4": 0.14323, "Y4": 0.3458, "page": 0, "Index": 71}, {"Word": "that", "Confidence": 0.404, "X1": 0.2671, "Y1": 0.3292, "X2": 0.31613, "Y2": 0.329, "X3": 0.31613, "Y3": 0.3468, "X4": 0.2671, "Y4": 0.3458, "page": 0, "Index": 72}, {"Word": "a", "Confidence": 0.995, "X1": 0.33032, "Y1": 0.3292, "X2": 0.34323, "Y2": 0.329, "X3": 0.34452, "Y3": 0.3468, "X4": 0.33032, "Y4": 0.3468, "page": 0, "Index": 73}, {"Word": "quick", "Confidence": 0.998, "X1": 0.36, "Y1": 0.3292, "X2": 0.41935, "Y2": 0.329, "X3": 0.41935, "Y3": 0.3468, "X4": 0.36, "Y4": 0.3468, "page": 0, "Index": 74}, {"Word": "judgment", "Confidence": 0.922, "X1": 0.43484, "Y1": 0.3292, "X2": 0.5329, "Y2": 0.329, "X3": 0.5329, "Y3": 0.3468, "X4": 0.43484, "Y4": 0.3468, "page": 0, "Index": 75}, {"Word": "is", "Confidence": 0.913, "X1": 0.54581, "Y1": 0.3292, "X2": 0.57161, "Y2": 0.329, "X3": 0.57161, "Y3": 0.3478, "X4": 0.54581, "Y4": 0.3468, "page": 0, "Index": 76}, {"Word": "necessary,", "Confidence": 0.849, "X1": 0.58581, "Y1": 0.3282, "X2": 0.7071, "Y2": 0.328, "X3": 0.7071, "Y3": 0.3478, "X4": 0.58581, "Y4": 0.3478, "page": 0, "Index": 77}, {"Word": "weigh", "Confidence": 0.955, "X1": 0.72, "Y1": 0.3282, "X2": 0.78194, "Y2": 0.328, "X3": 0.78194, "Y3": 0.3478, "X4": 0.71871, "Y4": 0.3478, "page": 0, "Index": 78}, {"Word": "competing", "Confidence": 0.865, "X1": 0.79613, "Y1": 0.3282, "X2": 0.90323, "Y2": 0.328, "X3": 0.90323, "Y3": 0.3478, "X4": 0.79613, "Y4": 0.3478, "page": 0, "Index": 79}, {"Word": "advice,", "Confidence": 0.647, "X1": 0.14323, "Y1": 0.3602, "X2": 0.2271, "Y2": 0.36, "X3": 0.22452, "Y3": 0.3758, "X4": 0.14065, "Y4": 0.3758, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.23742, "Y1": 0.3602, "X2": 0.27355, "Y2": 0.36, "X3": 0.27097, "Y3": 0.3748, "X4": 0.23484, "Y4": 0.3758, "page": 0, "Index": 81}, {"Word": "come", "Confidence": 0.981, "X1": 0.28258, "Y1": 0.3602, "X2": 0.3329, "Y2": 0.36, "X3": 0.33161, "Y3": 0.3748, "X4": 0.28129, "Y4": 0.3748, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.998, "X1": 0.34452, "Y1": 0.3602, "X2": 0.36645, "Y2": 0.36, "X3": 0.36516, "Y3": 0.3748, "X4": 0.34194, "Y4": 0.3748, "page": 0, "Index": 83}, {"Word": "a", "Confidence": 0.587, "X1": 0.37677, "Y1": 0.3602, "X2": 0.38839, "Y2": 0.36, "X3": 0.3871, "Y3": 0.3748, "X4": 0.37548, "Y4": 0.3748, "page": 0, "Index": 84}, {"Word": "conclusion.", "Confidence": 0.851, "X1": 0.4, "Y1": 0.3592, "X2": 0.52903, "Y2": 0.359, "X3": 0.52903, "Y3": 0.3758, "X4": 0.39871, "Y4": 0.3758, "page": 0, "Index": 85}, {"Word": "With", "Confidence": 0.993, "X1": 0.19871, "Y1": 0.4172, "X2": 0.24903, "Y2": 0.417, "X3": 0.24903, "Y3": 0.4328, "X4": 0.19871, "Y4": 0.4328, "page": 0, "Index": 86}, {"Word": "respect", "Confidence": 0.643, "X1": 0.25935, "Y1": 0.4172, "X2": 0.34452, "Y2": 0.417, "X3": 0.34323, "Y3": 0.4338, "X4": 0.25935, "Y4": 0.4328, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.35742, "Y1": 0.4172, "X2": 0.38194, "Y2": 0.417, "X3": 0.38194, "Y3": 0.4338, "X4": 0.35742, "Y4": 0.4338, "page": 0, "Index": 88}, {"Word": "any", "Confidence": 0.998, "X1": 0.39226, "Y1": 0.4172, "X2": 0.43097, "Y2": 0.417, "X3": 0.42968, "Y3": 0.4338, "X4": 0.39226, "Y4": 0.4338, "page": 0, "Index": 89}, {"Word": "particular", "Confidence": 0.703, "X1": 0.44129, "Y1": 0.4162, "X2": 0.56, "Y2": 0.416, "X3": 0.56, "Y3": 0.4338, "X4": 0.44, "Y4": 0.4338, "page": 0, "Index": 90}, {"Word": "issue,", "Confidence": 0.677, "X1": 0.5729, "Y1": 0.4162, "X2": 0.64516, "Y2": 0.416, "X3": 0.64516, "Y3": 0.4338, "X4": 0.57161, "Y4": 0.4338, "page": 0, "Index": 91}, {"Word": "there", "Confidence": 0.848, "X1": 0.65548, "Y1": 0.4162, "X2": 0.71613, "Y2": 0.416, "X3": 0.71484, "Y3": 0.4338, "X4": 0.65548, "Y4": 0.4338, "page": 0, "Index": 92}, {"Word": "may", "Confidence": 0.958, "X1": 0.72774, "Y1": 0.4152, "X2": 0.76516, "Y2": 0.415, "X3": 0.76387, "Y3": 0.4328, "X4": 0.72645, "Y4": 0.4338, "page": 0, "Index": 93}, {"Word": "be", "Confidence": 0.649, "X1": 0.77548, "Y1": 0.4152, "X2": 0.80387, "Y2": 0.415, "X3": 0.80258, "Y3": 0.4328, "X4": 0.77548, "Y4": 0.4328, "page": 0, "Index": 94}, {"Word": "four", "Confidence": 0.985, "X1": 0.81548, "Y1": 0.4152, "X2": 0.86323, "Y2": 0.415, "X3": 0.86194, "Y3": 0.4318, "X4": 0.81419, "Y4": 0.4328, "page": 0, "Index": 95}, {"Word": "or", "Confidence": 0.994, "X1": 0.87484, "Y1": 0.4152, "X2": 0.90194, "Y2": 0.415, "X3": 0.90065, "Y3": 0.4318, "X4": 0.87484, "Y4": 0.4318, "page": 0, "Index": 96}, {"Word": "five", "Confidence": 0.988, "X1": 0.14194, "Y1": 0.4462, "X2": 0.1871, "Y2": 0.446, "X3": 0.1871, "Y3": 0.4628, "X4": 0.14065, "Y4": 0.4618, "page": 0, "Index": 97}, {"Word": "competing", "Confidence": 0.991, "X1": 0.20516, "Y1": 0.4462, "X2": 0.31484, "Y2": 0.446, "X3": 0.31355, "Y3": 0.4628, "X4": 0.20516, "Y4": 0.4628, "page": 0, "Index": 98}, {"Word": "interests", "Confidence": 0.963, "X1": 0.3329, "Y1": 0.4462, "X2": 0.43871, "Y2": 0.446, "X3": 0.43871, "Y3": 0.4638, "X4": 0.33161, "Y4": 0.4628, "page": 0, "Index": 99}, {"Word": "within", "Confidence": 0.994, "X1": 0.45677, "Y1": 0.4462, "X2": 0.53032, "Y2": 0.446, "X3": 0.52903, "Y3": 0.4638, "X4": 0.45677, "Y4": 0.4638, "page": 0, "Index": 100}, {"Word": "the", "Confidence": 0.998, "X1": 0.54968, "Y1": 0.4462, "X2": 0.58581, "Y2": 0.446, "X3": 0.58452, "Y3": 0.4638, "X4": 0.54839, "Y4": 0.4638, "page": 0, "Index": 101}, {"Word": "company;", "Confidence": 0.805, "X1": 0.60387, "Y1": 0.4462, "X2": 0.69935, "Y2": 0.446, "X3": 0.69935, "Y3": 0.4628, "X4": 0.60258, "Y4": 0.4638, "page": 0, "Index": 102}, {"Word": "each", "Confidence": 0.889, "X1": 0.71613, "Y1": 0.4452, "X2": 0.76516, "Y2": 0.445, "X3": 0.76516, "Y3": 0.4628, "X4": 0.71484, "Y4": 0.4628, "page": 0, "Index": 103}, {"Word": "will", "Confidence": 0.99, "X1": 0.78323, "Y1": 0.4452, "X2": 0.83226, "Y2": 0.445, "X3": 0.83226, "Y3": 0.4628, "X4": 0.78194, "Y4": 0.4628, "page": 0, "Index": 104}, {"Word": "have", "Confidence": 0.983, "X1": 0.85032, "Y1": 0.4452, "X2": 0.89935, "Y2": 0.445, "X3": 0.89935, "Y3": 0.4618, "X4": 0.85032, "Y4": 0.4628, "page": 0, "Index": 105}, {"Word": "perfectly", "Confidence": 0.901, "X1": 0.13806, "Y1": 0.4762, "X2": 0.24645, "Y2": 0.476, "X3": 0.24645, "Y3": 0.4928, "X4": 0.13806, "Y4": 0.4928, "page": 0, "Index": 106}, {"Word": "legitimate", "Confidence": 0.795, "X1": 0.25548, "Y1": 0.4762, "X2": 0.37419, "Y2": 0.476, "X3": 0.37419, "Y3": 0.4928, "X4": 0.25548, "Y4": 0.4928, "page": 0, "Index": 107}, {"Word": "purposes;", "Confidence": 0.798, "X1": 0.38323, "Y1": 0.4762, "X2": 0.4929, "Y2": 0.476, "X3": 0.4929, "Y3": 0.4928, "X4": 0.38323, "Y4": 0.4928, "page": 0, "Index": 108}, {"Word": "and", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.4752, "X2": 0.53806, "Y2": 0.475, "X3": 0.53806, "Y3": 0.4928, "X4": 0.50065, "Y4": 0.4928, "page": 0, "Index": 109}, {"Word": "pursuing", "Confidence": 0.623, "X1": 0.54581, "Y1": 0.4752, "X2": 0.64129, "Y2": 0.475, "X3": 0.64129, "Y3": 0.4928, "X4": 0.54581, "Y4": 0.4928, "page": 0, "Index": 110}, {"Word": "any", "Confidence": 0.998, "X1": 0.65032, "Y1": 0.4752, "X2": 0.68903, "Y2": 0.475, "X3": 0.68774, "Y3": 0.4928, "X4": 0.65032, "Y4": 0.4928, "page": 0, "Index": 111}, {"Word": "one", "Confidence": 0.981, "X1": 0.69677, "Y1": 0.4742, "X2": 0.73548, "Y2": 0.474, "X3": 0.73548, "Y3": 0.4918, "X4": 0.69548, "Y4": 0.4928, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.998, "X1": 0.74452, "Y1": 0.4742, "X2": 0.77032, "Y2": 0.474, "X3": 0.77032, "Y3": 0.4918, "X4": 0.74452, "Y4": 0.4918, "page": 0, "Index": 113}, {"Word": "them", "Confidence": 0.835, "X1": 0.78194, "Y1": 0.4742, "X2": 0.82839, "Y2": 0.474, "X3": 0.82839, "Y3": 0.4918, "X4": 0.78065, "Y4": 0.4918, "page": 0, "Index": 114}, {"Word": "could", "Confidence": 0.997, "X1": 0.83742, "Y1": 0.4732, "X2": 0.89935, "Y2": 0.473, "X3": 0.89806, "Y3": 0.4918, "X4": 0.83742, "Y4": 0.4918, "page": 0, "Index": 115}, {"Word": "conceivably", "Confidence": 0.976, "X1": 0.13806, "Y1": 0.5062, "X2": 0.26839, "Y2": 0.506, "X3": 0.26839, "Y3": 0.5228, "X4": 0.13677, "Y4": 0.5218, "page": 0, "Index": 116}, {"Word": "drive", "Confidence": 0.957, "X1": 0.28387, "Y1": 0.5052, "X2": 0.34452, "Y2": 0.505, "X3": 0.34452, "Y3": 0.5228, "X4": 0.28387, "Y4": 0.5228, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.36258, "Y1": 0.5052, "X2": 0.39871, "Y2": 0.505, "X3": 0.39871, "Y3": 0.5228, "X4": 0.36258, "Y4": 0.5228, "page": 0, "Index": 118}, {"Word": "outcome", "Confidence": 0.951, "X1": 0.4129, "Y1": 0.5052, "X2": 0.49935, "Y2": 0.505, "X3": 0.49935, "Y3": 0.5218, "X4": 0.4129, "Y4": 0.5228, "page": 0, "Index": 119}, {"Word": "in", "Confidence": 0.998, "X1": 0.51484, "Y1": 0.5052, "X2": 0.53806, "Y2": 0.505, "X3": 0.53806, "Y3": 0.5218, "X4": 0.51484, "Y4": 0.5218, "page": 0, "Index": 120}, {"Word": "a", "Confidence": 0.998, "X1": 0.55613, "Y1": 0.5052, "X2": 0.56774, "Y2": 0.505, "X3": 0.56774, "Y3": 0.5218, "X4": 0.55613, "Y4": 0.5218, "page": 0, "Index": 121}, {"Word": "specific", "Confidence": 0.616, "X1": 0.58581, "Y1": 0.5052, "X2": 0.67871, "Y2": 0.505, "X3": 0.67871, "Y3": 0.5218, "X4": 0.58581, "Y4": 0.5218, "page": 0, "Index": 122}, {"Word": "situation.", "Confidence": 0.968, "X1": 0.69548, "Y1": 0.5052, "X2": 0.81677, "Y2": 0.505, "X3": 0.81677, "Y3": 0.5208, "X4": 0.69548, "Y4": 0.5218, "page": 0, "Index": 123}, {"Word": "What", "Confidence": 0.988, "X1": 0.84903, "Y1": 0.5052, "X2": 0.89806, "Y2": 0.505, "X3": 0.89806, "Y3": 0.5198, "X4": 0.84774, "Y4": 0.5208, "page": 0, "Index": 124}, {"Word": "interest", "Confidence": 0.647, "X1": 0.13935, "Y1": 0.5352, "X2": 0.23355, "Y2": 0.535, "X3": 0.23226, "Y3": 0.5508, "X4": 0.13806, "Y4": 0.5498, "page": 0, "Index": 125}, {"Word": "is", "Confidence": 0.964, "X1": 0.25161, "Y1": 0.5352, "X2": 0.27742, "Y2": 0.535, "X3": 0.27613, "Y3": 0.5508, "X4": 0.25032, "Y4": 0.5508, "page": 0, "Index": 126}, {"Word": "to", "Confidence": 0.998, "X1": 0.29548, "Y1": 0.5352, "X2": 0.32129, "Y2": 0.535, "X3": 0.32, "Y3": 0.5508, "X4": 0.29419, "Y4": 0.5508, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.941, "X1": 0.33935, "Y1": 0.5352, "X2": 0.36387, "Y2": 0.535, "X3": 0.36387, "Y3": 0.5508, "X4": 0.33806, "Y4": 0.5508, "page": 0, "Index": 128}, {"Word": "served", "Confidence": 0.941, "X1": 0.38323, "Y1": 0.5352, "X2": 0.45419, "Y2": 0.535, "X3": 0.45419, "Y3": 0.5508, "X4": 0.38194, "Y4": 0.5508, "page": 0, "Index": 129}, {"Word": "--", "Confidence": 0.941, "X1": 0.47484, "Y1": 0.5352, "X2": 0.50194, "Y2": 0.535, "X3": 0.50065, "Y3": 0.5508, "X4": 0.47484, "Y4": 0.5508, "page": 0, "Index": 130}, {"Word": "Wall", "Confidence": 0.982, "X1": 0.51742, "Y1": 0.5352, "X2": 0.56645, "Y2": 0.535, "X3": 0.56645, "Y3": 0.5518, "X4": 0.51613, "Y4": 0.5518, "page": 0, "Index": 131}, {"Word": "Street,", "Confidence": 0.609, "X1": 0.58323, "Y1": 0.5352, "X2": 0.66968, "Y2": 0.535, "X3": 0.66968, "Y3": 0.5518, "X4": 0.58323, "Y4": 0.5518, "page": 0, "Index": 132}, {"Word": "marketing,", "Confidence": 0.934, "X1": 0.68516, "Y1": 0.5352, "X2": 0.80645, "Y2": 0.535, "X3": 0.80645, "Y3": 0.5518, "X4": 0.68516, "Y4": 0.5518, "page": 0, "Index": 133}, {"Word": "legal,", "Confidence": 0.954, "X1": 0.82452, "Y1": 0.5352, "X2": 0.89548, "Y2": 0.535, "X3": 0.89677, "Y3": 0.5518, "X4": 0.82452, "Y4": 0.5518, "page": 0, "Index": 134}, {"Word": "legislative,", "Confidence": 0.403, "X1": 0.13677, "Y1": 0.5632, "X2": 0.27871, "Y2": 0.563, "X3": 0.27871, "Y3": 0.5798, "X4": 0.13548, "Y4": 0.5798, "page": 0, "Index": 135}, {"Word": "international?", "Confidence": 0.625, "X1": 0.29548, "Y1": 0.5622, "X2": 0.46194, "Y2": 0.562, "X3": 0.46194, "Y3": 0.5798, "X4": 0.29548, "Y4": 0.5798, "page": 0, "Index": 136}, {"Word": "Each", "Confidence": 0.793, "X1": 0.49806, "Y1": 0.5622, "X2": 0.54581, "Y2": 0.562, "X3": 0.54581, "Y3": 0.5798, "X4": 0.49806, "Y4": 0.5798, "page": 0, "Index": 137}, {"Word": "interest", "Confidence": 0.943, "X1": 0.56387, "Y1": 0.5622, "X2": 0.65935, "Y2": 0.562, "X3": 0.65935, "Y3": 0.5798, "X4": 0.56387, "Y4": 0.5798, "page": 0, "Index": 138}, {"Word": "involves", "Confidence": 0.886, "X1": 0.67484, "Y1": 0.5622, "X2": 0.77161, "Y2": 0.562, "X3": 0.77161, "Y3": 0.5788, "X4": 0.67484, "Y4": 0.5798, "page": 0, "Index": 139}, {"Word": "different", "Confidence": 0.993, "X1": 0.78839, "Y1": 0.5622, "X2": 0.89677, "Y2": 0.562, "X3": 0.89677, "Y3": 0.5788, "X4": 0.78839, "Y4": 0.5788, "page": 0, "Index": 140}, {"Word": "participants,", "Confidence": 0.539, "X1": 0.13419, "Y1": 0.5922, "X2": 0.29032, "Y2": 0.592, "X3": 0.29032, "Y3": 0.6098, "X4": 0.13419, "Y4": 0.6098, "page": 0, "Index": 141}, {"Word": "different", "Confidence": 0.952, "X1": 0.31484, "Y1": 0.5922, "X2": 0.42323, "Y2": 0.592, "X3": 0.42323, "Y3": 0.6088, "X4": 0.31484, "Y4": 0.6088, "page": 0, "Index": 142}, {"Word": "audiences,", "Confidence": 0.849, "X1": 0.45032, "Y1": 0.5912, "X2": 0.57032, "Y2": 0.591, "X3": 0.57032, "Y3": 0.6088, "X4": 0.45032, "Y4": 0.6088, "page": 0, "Index": 143}, {"Word": "and", "Confidence": 0.998, "X1": 0.59613, "Y1": 0.5912, "X2": 0.63355, "Y2": 0.591, "X3": 0.63226, "Y3": 0.6088, "X4": 0.59484, "Y4": 0.6088, "page": 0, "Index": 144}, {"Word": "would", "Confidence": 0.997, "X1": 0.65806, "Y1": 0.5922, "X2": 0.71871, "Y2": 0.592, "X3": 0.71871, "Y3": 0.6088, "X4": 0.65806, "Y4": 0.6088, "page": 0, "Index": 145}, {"Word": "often", "Confidence": 0.754, "X1": 0.7471, "Y1": 0.5922, "X2": 0.80645, "Y2": 0.592, "X3": 0.80645, "Y3": 0.6088, "X4": 0.7471, "Y4": 0.6088, "page": 0, "Index": 146}, {"Word": "reach", "Confidence": 0.89, "X1": 0.83484, "Y1": 0.5922, "X2": 0.89419, "Y2": 0.592, "X3": 0.89419, "Y3": 0.6088, "X4": 0.83484, "Y4": 0.6088, "page": 0, "Index": 147}, {"Word": "There", "Confidence": 0.878, "X1": 0.54452, "Y1": 0.6222, "X2": 0.60258, "Y2": 0.622, "X3": 0.60129, "Y3": 0.6378, "X4": 0.54323, "Y4": 0.6388, "page": 0, "Index": 148}, {"Word": "has", "Confidence": 0.991, "X1": 0.61161, "Y1": 0.6222, "X2": 0.64903, "Y2": 0.622, "X3": 0.64774, "Y3": 0.6378, "X4": 0.61032, "Y4": 0.6378, "page": 0, "Index": 149}, {"Word": "to", "Confidence": 0.998, "X1": 0.66065, "Y1": 0.6222, "X2": 0.68516, "Y2": 0.622, "X3": 0.68387, "Y3": 0.6378, "X4": 0.65935, "Y4": 0.6378, "page": 0, "Index": 150}, {"Word": "be", "Confidence": 0.998, "X1": 0.6929, "Y1": 0.6222, "X2": 0.72, "Y2": 0.622, "X3": 0.71871, "Y3": 0.6378, "X4": 0.6929, "Y4": 0.6378, "page": 0, "Index": 151}, {"Word": "one", "Confidence": 0.997, "X1": 0.72903, "Y1": 0.6222, "X2": 0.76645, "Y2": 0.622, "X3": 0.76516, "Y3": 0.6378, "X4": 0.72774, "Y4": 0.6378, "page": 0, "Index": 152}, {"Word": "person", "Confidence": 0.926, "X1": 0.77548, "Y1": 0.6222, "X2": 0.84774, "Y2": 0.622, "X3": 0.84645, "Y3": 0.6378, "X4": 0.77419, "Y4": 0.6378, "page": 0, "Index": 153}, {"Word": "who", "Confidence": 0.923, "X1": 0.85806, "Y1": 0.6222, "X2": 0.89548, "Y2": 0.622, "X3": 0.89419, "Y3": 0.6378, "X4": 0.85677, "Y4": 0.6378, "page": 0, "Index": 154}, {"Word": "legitimately", "Confidence": 0.624, "X1": 0.13419, "Y1": 0.6222, "X2": 0.27613, "Y2": 0.622, "X3": 0.27484, "Y3": 0.6388, "X4": 0.13419, "Y4": 0.6398, "page": 0, "Index": 155}, {"Word": "different", "Confidence": 0.994, "X1": 0.28645, "Y1": 0.6222, "X2": 0.39355, "Y2": 0.622, "X3": 0.39226, "Y3": 0.6388, "X4": 0.28516, "Y4": 0.6388, "page": 0, "Index": 156}, {"Word": "judgments.", "Confidence": 0.806, "X1": 0.40387, "Y1": 0.6222, "X2": 0.52258, "Y2": 0.622, "X3": 0.52129, "Y3": 0.6388, "X4": 0.40258, "Y4": 0.6388, "page": 0, "Index": 157}, {"Word": "who", "Confidence": 0.998, "X1": 0.66065, "Y1": 0.6512, "X2": 0.69935, "Y2": 0.651, "X3": 0.69935, "Y3": 0.6678, "X4": 0.66065, "Y4": 0.6688, "page": 0, "Index": 158}, {"Word": "can", "Confidence": 0.998, "X1": 0.70581, "Y1": 0.6502, "X2": 0.74452, "Y2": 0.65, "X3": 0.74452, "Y3": 0.6678, "X4": 0.70581, "Y4": 0.6678, "page": 0, "Index": 159}, {"Word": "determine", "Confidence": 0.955, "X1": 0.75226, "Y1": 0.6502, "X2": 0.86065, "Y2": 0.65, "X3": 0.86065, "Y3": 0.6678, "X4": 0.75226, "Y4": 0.6678, "page": 0, "Index": 160}, {"Word": "on", "Confidence": 0.751, "X1": 0.8671, "Y1": 0.6502, "X2": 0.89419, "Y2": 0.65, "X3": 0.89419, "Y3": 0.6668, "X4": 0.8671, "Y4": 0.6678, "page": 0, "Index": 161}, {"Word": "can", "Confidence": 0.998, "X1": 0.13419, "Y1": 0.6522, "X2": 0.16903, "Y2": 0.652, "X3": 0.16903, "Y3": 0.6698, "X4": 0.1329, "Y4": 0.6698, "page": 0, "Index": 162}, {"Word": "cut", "Confidence": 0.998, "X1": 0.17548, "Y1": 0.6522, "X2": 0.21548, "Y2": 0.652, "X3": 0.21548, "Y3": 0.6698, "X4": 0.17548, "Y4": 0.6698, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.22323, "Y1": 0.6522, "X2": 0.26065, "Y2": 0.652, "X3": 0.26065, "Y3": 0.6698, "X4": 0.22323, "Y4": 0.6698, "page": 0, "Index": 164}, {"Word": "Gordian", "Confidence": 0.967, "X1": 0.26581, "Y1": 0.6522, "X2": 0.35097, "Y2": 0.652, "X3": 0.35097, "Y3": 0.6698, "X4": 0.26581, "Y4": 0.6698, "page": 0, "Index": 165}, {"Word": "knot", "Confidence": 0.991, "X1": 0.35742, "Y1": 0.6512, "X2": 0.40774, "Y2": 0.651, "X3": 0.40774, "Y3": 0.6688, "X4": 0.35742, "Y4": 0.6698, "page": 0, "Index": 166}, {"Word": "and", "Confidence": 0.998, "X1": 0.41419, "Y1": 0.6512, "X2": 0.45161, "Y2": 0.651, "X3": 0.45161, "Y3": 0.6688, "X4": 0.41419, "Y4": 0.6688, "page": 0, "Index": 167}, {"Word": "set", "Confidence": 0.934, "X1": 0.45935, "Y1": 0.6512, "X2": 0.49806, "Y2": 0.651, "X3": 0.49806, "Y3": 0.6688, "X4": 0.45935, "Y4": 0.6688, "page": 0, "Index": 168}, {"Word": "priorities", "Confidence": 0.95, "X1": 0.50323, "Y1": 0.6512, "X2": 0.62323, "Y2": 0.651, "X3": 0.62323, "Y3": 0.6688, "X4": 0.50323, "Y4": 0.6688, "page": 0, "Index": 169}, {"Word": "--", "Confidence": 0.991, "X1": 0.62968, "Y1": 0.6512, "X2": 0.65677, "Y2": 0.651, "X3": 0.65677, "Y3": 0.6688, "X4": 0.62968, "Y4": 0.6688, "page": 0, "Index": 170}, {"Word": "a", "Confidence": 0.854, "X1": 0.13419, "Y1": 0.6822, "X2": 0.1471, "Y2": 0.682, "X3": 0.14581, "Y3": 0.6978, "X4": 0.1329, "Y4": 0.6978, "page": 0, "Index": 171}, {"Word": "specific", "Confidence": 0.892, "X1": 0.15613, "Y1": 0.6822, "X2": 0.25032, "Y2": 0.682, "X3": 0.24903, "Y3": 0.6978, "X4": 0.15484, "Y4": 0.6978, "page": 0, "Index": 172}, {"Word": "issue", "Confidence": 0.668, "X1": 0.26065, "Y1": 0.6822, "X2": 0.32129, "Y2": 0.682, "X3": 0.32129, "Y3": 0.6978, "X4": 0.26065, "Y4": 0.6978, "page": 0, "Index": 173}, {"Word": "and", "Confidence": 0.994, "X1": 0.33032, "Y1": 0.6812, "X2": 0.36774, "Y2": 0.681, "X3": 0.36774, "Y3": 0.6978, "X4": 0.33032, "Y4": 0.6978, "page": 0, "Index": 174}, {"Word": "often", "Confidence": 0.885, "X1": 0.37548, "Y1": 0.6812, "X2": 0.43613, "Y2": 0.681, "X3": 0.43613, "Y3": 0.6978, "X4": 0.37548, "Y4": 0.6978, "page": 0, "Index": 175}, {"Word": "within", "Confidence": 0.995, "X1": 0.44645, "Y1": 0.6812, "X2": 0.51871, "Y2": 0.681, "X3": 0.51871, "Y3": 0.6978, "X4": 0.44516, "Y4": 0.6978, "page": 0, "Index": 176}, {"Word": "a", "Confidence": 0.883, "X1": 0.52903, "Y1": 0.6812, "X2": 0.54194, "Y2": 0.681, "X3": 0.54194, "Y3": 0.6978, "X4": 0.52903, "Y4": 0.6978, "page": 0, "Index": 177}, {"Word": "very", "Confidence": 0.61, "X1": 0.55097, "Y1": 0.6812, "X2": 0.6, "Y2": 0.681, "X3": 0.6, "Y3": 0.6978, "X4": 0.55097, "Y4": 0.6978, "page": 0, "Index": 178}, {"Word": "short", "Confidence": 0.941, "X1": 0.61032, "Y1": 0.6812, "X2": 0.66968, "Y2": 0.681, "X3": 0.66968, "Y3": 0.6978, "X4": 0.61032, "Y4": 0.6978, "page": 0, "Index": 179}, {"Word": "span", "Confidence": 0.786, "X1": 0.67871, "Y1": 0.6812, "X2": 0.72645, "Y2": 0.681, "X3": 0.72645, "Y3": 0.6978, "X4": 0.67871, "Y4": 0.6978, "page": 0, "Index": 180}, {"Word": "of", "Confidence": 0.998, "X1": 0.73677, "Y1": 0.6802, "X2": 0.76516, "Y2": 0.68, "X3": 0.76516, "Y3": 0.6978, "X4": 0.73806, "Y4": 0.6978, "page": 0, "Index": 181}, {"Word": "time", "Confidence": 0.971, "X1": 0.77548, "Y1": 0.6802, "X2": 0.82323, "Y2": 0.68, "X3": 0.82323, "Y3": 0.6978, "X4": 0.77548, "Y4": 0.6978, "page": 0, "Index": 182}, {"Word": "whose", "Confidence": 0.69, "X1": 0.83226, "Y1": 0.6802, "X2": 0.8929, "Y2": 0.68, "X3": 0.8929, "Y3": 0.6978, "X4": 0.83226, "Y4": 0.6978, "page": 0, "Index": 183}, {"Word": "interest", "Confidence": 0.965, "X1": 0.13161, "Y1": 0.7112, "X2": 0.22839, "Y2": 0.711, "X3": 0.2271, "Y3": 0.7278, "X4": 0.13161, "Y4": 0.7278, "page": 0, "Index": 184}, {"Word": "will", "Confidence": 0.988, "X1": 0.23484, "Y1": 0.7112, "X2": 0.28387, "Y2": 0.711, "X3": 0.28258, "Y3": 0.7278, "X4": 0.23355, "Y4": 0.7278, "page": 0, "Index": 185}, {"Word": "be", "Confidence": 0.902, "X1": 0.29032, "Y1": 0.7112, "X2": 0.31742, "Y2": 0.711, "X3": 0.31613, "Y3": 0.7278, "X4": 0.28903, "Y4": 0.7278, "page": 0, "Index": 186}, {"Word": "decisive.", "Confidence": 0.948, "X1": 0.32516, "Y1": 0.7102, "X2": 0.43226, "Y2": 0.71, "X3": 0.43097, "Y3": 0.7278, "X4": 0.32387, "Y4": 0.7278, "page": 0, "Index": 187}, {"Word": "The", "Confidence": 0.998, "X1": 0.45032, "Y1": 0.7102, "X2": 0.48774, "Y2": 0.71, "X3": 0.48645, "Y3": 0.7278, "X4": 0.44903, "Y4": 0.7278, "page": 0, "Index": 188}, {"Word": "situation", "Confidence": 0.951, "X1": 0.49419, "Y1": 0.7102, "X2": 0.6, "Y2": 0.71, "X3": 0.59871, "Y3": 0.7278, "X4": 0.4929, "Y4": 0.7278, "page": 0, "Index": 189}, {"Word": "we", "Confidence": 0.956, "X1": 0.60774, "Y1": 0.7102, "X2": 0.63484, "Y2": 0.71, "X3": 0.63484, "Y3": 0.7268, "X4": 0.60645, "Y4": 0.7278, "page": 0, "Index": 190}, {"Word": "are", "Confidence": 0.684, "X1": 0.64129, "Y1": 0.7102, "X2": 0.67871, "Y2": 0.71, "X3": 0.67742, "Y3": 0.7268, "X4": 0.64, "Y4": 0.7268, "page": 0, "Index": 191}, {"Word": "in", "Confidence": 0.998, "X1": 0.68645, "Y1": 0.7102, "X2": 0.71097, "Y2": 0.71, "X3": 0.70968, "Y3": 0.7268, "X4": 0.68516, "Y4": 0.7268, "page": 0, "Index": 192}, {"Word": "must", "Confidence": 0.591, "X1": 0.71871, "Y1": 0.7102, "X2": 0.77032, "Y2": 0.71, "X3": 0.77032, "Y3": 0.7268, "X4": 0.71742, "Y4": 0.7268, "page": 0, "Index": 193}, {"Word": "be", "Confidence": 0.945, "X1": 0.77677, "Y1": 0.7102, "X2": 0.80258, "Y2": 0.71, "X3": 0.80258, "Y3": 0.7268, "X4": 0.77548, "Y4": 0.7268, "page": 0, "Index": 194}, {"Word": "seen", "Confidence": 0.809, "X1": 0.81032, "Y1": 0.7102, "X2": 0.85935, "Y2": 0.71, "X3": 0.85935, "Y3": 0.7268, "X4": 0.80903, "Y4": 0.7268, "page": 0, "Index": 195}, {"Word": "as", "Confidence": 0.645, "X1": 0.8671, "Y1": 0.7102, "X2": 0.8929, "Y2": 0.71, "X3": 0.8929, "Y3": 0.7258, "X4": 0.8671, "Y4": 0.7268, "page": 0, "Index": 196}, {"Word": "must", "Confidence": 0.895, "X1": 0.52516, "Y1": 0.7412, "X2": 0.57677, "Y2": 0.741, "X3": 0.57548, "Y3": 0.7578, "X4": 0.52516, "Y4": 0.7588, "page": 0, "Index": 197}, {"Word": "be", "Confidence": 0.941, "X1": 0.58323, "Y1": 0.7402, "X2": 0.61161, "Y2": 0.74, "X3": 0.61161, "Y3": 0.7578, "X4": 0.58323, "Y4": 0.7578, "page": 0, "Index": 198}, {"Word": "a", "Confidence": 0.667, "X1": 0.62065, "Y1": 0.7402, "X2": 0.63355, "Y2": 0.74, "X3": 0.63355, "Y3": 0.7578, "X4": 0.62065, "Y4": 0.7578, "page": 0, "Index": 199}, {"Word": "general", "Confidence": 0.848, "X1": 0.64258, "Y1": 0.7402, "X2": 0.72645, "Y2": 0.74, "X3": 0.72645, "Y3": 0.7578, "X4": 0.64258, "Y4": 0.7578, "page": 0, "Index": 200}, {"Word": "in", "Confidence": 0.997, "X1": 0.73935, "Y1": 0.7402, "X2": 0.76258, "Y2": 0.74, "X3": 0.76258, "Y3": 0.7578, "X4": 0.73935, "Y4": 0.7578, "page": 0, "Index": 201}, {"Word": "command", "Confidence": 0.732, "X1": 0.7729, "Y1": 0.7412, "X2": 0.85806, "Y2": 0.741, "X3": 0.85677, "Y3": 0.7578, "X4": 0.7729, "Y4": 0.7578, "page": 0, "Index": 202}, {"Word": "on", "Confidence": 0.998, "X1": 0.8671, "Y1": 0.7412, "X2": 0.8929, "Y2": 0.741, "X3": 0.8929, "Y3": 0.7578, "X4": 0.8671, "Y4": 0.7578, "page": 0, "Index": 203}, {"Word": "a", "Confidence": 0.887, "X1": 0.13032, "Y1": 0.7432, "X2": 0.14194, "Y2": 0.743, "X3": 0.14194, "Y3": 0.7588, "X4": 0.12903, "Y4": 0.7588, "page": 0, "Index": 204}, {"Word": "classic", "Confidence": 0.611, "X1": 0.15355, "Y1": 0.7422, "X2": 0.23742, "Y2": 0.742, "X3": 0.23742, "Y3": 0.7588, "X4": 0.15226, "Y4": 0.7588, "page": 0, "Index": 205}, {"Word": "case", "Confidence": 0.712, "X1": 0.24645, "Y1": 0.7422, "X2": 0.29677, "Y2": 0.742, "X3": 0.29548, "Y3": 0.7588, "X4": 0.24645, "Y4": 0.7588, "page": 0, "Index": 206}, {"Word": "of", "Confidence": 0.998, "X1": 0.30452, "Y1": 0.7412, "X2": 0.33161, "Y2": 0.741, "X3": 0.33032, "Y3": 0.7588, "X4": 0.30323, "Y4": 0.7588, "page": 0, "Index": 207}, {"Word": "conflict;", "Confidence": 0.671, "X1": 0.34065, "Y1": 0.7412, "X2": 0.44903, "Y2": 0.741, "X3": 0.44774, "Y3": 0.7588, "X4": 0.34065, "Y4": 0.7588, "page": 0, "Index": 208}, {"Word": "there", "Confidence": 0.968, "X1": 0.45806, "Y1": 0.7412, "X2": 0.51742, "Y2": 0.741, "X3": 0.51742, "Y3": 0.7588, "X4": 0.45677, "Y4": 0.7588, "page": 0, "Index": 209}, {"Word": "our", "Confidence": 0.998, "X1": 0.12903, "Y1": 0.7722, "X2": 0.16645, "Y2": 0.772, "X3": 0.16516, "Y3": 0.7878, "X4": 0.12903, "Y4": 0.7878, "page": 0, "Index": 210}, {"Word": "side.", "Confidence": 0.639, "X1": 0.17677, "Y1": 0.7712, "X2": 0.24, "Y2": 0.771, "X3": 0.23742, "Y3": 0.7878, "X4": 0.17548, "Y4": 0.7878, "page": 0, "Index": 211}, {"Word": "3", "Confidence": 0.995, "X1": 0.50194, "Y1": 0.8732, "X2": 0.51484, "Y2": 0.873, "X3": 0.51226, "Y3": 0.8898, "X4": 0.49935, "Y4": 0.8878, "page": 0, "Index": 212}, {"Word": "2073576742", "Confidence": 0.991, "X1": 0.96, "Y1": 0.8982, "X2": 0.93548, "Y2": 0.898, "X3": 0.91097, "Y3": 0.8928, "X4": 0.93419, "Y4": 0.8008, "page": 0, "Index": 213}, {"Word": "3990027787", "Confidence": 0.991, "X1": 0.02839, "Y1": 0.9632, "X2": 0.12129, "Y2": 0.963, "X3": 0.12, "Y3": 0.9778, "X4": 0.0271, "Y4": 0.9748, "page": 0, "Index": 214}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAwcDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKjlkEMTyEMQoyQoyT9BUlFAGDceLLG0jMlxbaiiBtoP2ORs/goJqsPHmilGbbqPGOP7Pmz/6DXT9aTaPQUAYdp4t0m9Rmja6QKcfvbOVD+q1M3iXSUdEe5dWc4UGCTJPXj5a1to9BSbFOMqOOnFAGAfG/hsXHkNq0Ky7tu1lYEH0ORxWgde0hQSdTswBySZl/xq6beEnJijJ9dopnkW0qMvlRMpypG0Ee4oAzh4r8Ok4Gu6Zk/wDT0n+NTQeINGuZWig1axlkXlkS4QkfgDS/2FpP/QNtP+/S05dE0tTldPtgfURCgCb+0LP/AJ+7f/v4v+NSxTRTqWikSQDglGB/lVb+yNO/58oP++BUcmg6VKQXsICR/s0AaNFZf/COaP8A9A+H/vmpYdF063z5NnEm7GcDrjpQBfoqjHpGnxSrLHaRrIr7wwHIb1q9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVXkvbeK6jtnciWT7q7Sc/jjFTO6Rrudgo9TQA6imo6yIroQysMgjoRTqACiimh1LFQwJHUA9KAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWdo+j2uh2bWtoZTG0rykyuWO5jk8n3NaNFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAmB1oKhhggEe9LRQAgAUAAAAdAKWiigApixors6qAzY3H1p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWbrerxaFpcuozwzSwxYMghUEqO7YJHAoA0qKjhlSeCOaM5SRQyn1BGRUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFOSa8XVIIUtlazZGMk27BRh0GO+auUVQnh1BtYtZorlFsFjcTwlfmZjjaQfbmgC/RRRQAU11V1KsoZTwQRkGnUUAIAAMAYFLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVS1LTYdUtPs87zIm4NmGQo2QfUUAXaKaqhVCjOAMc06gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKY7FVztJ56CgB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEc0vkwSS7GfYpbaoyTjsK5DTfiXo2r60ukWNtqMl4JNkyG2KiD3c9q6nUL2LT7KW5lICopIBOMnsPxrxbwTr+o6V4z1e9uLbTPs+s3SyS7dRjLQAZ7fxdaAPc6K4y48ZSR+KI4ll0waD5WZLyS5Aff6Ba622uoLyBZ7aVZYm6MpyDQBNRRRQBh+KPFWl+ENJOo6rMUi3bEVRlnY9FArL0P4h6brerNpps7+ynEZmX7XAUVkGPmz0HWqHxY0SPWvDcBF3Db3dncLd24mPyuU6g+vBribv4gy+NdAura4FpotrPaNEjSy/vZpAQdox91DgjJ65oA9fsfEuiakkrWeqWkyxEiTbKPlx1zTX8U6DHLHE+sWQeR9iDzl5b0r5rtF0rxLqdq+mWVl4dtLK3aK5M10AbhypwOT8wJqtceCQIoZLe+8OhoooyyLqC7nYH5jnoM9/pQB9Oy+KtAgadZdYsla3IEoMy/Jn1pNS8V6Do4jN/qtrB5qhkDSDLA4wR7civml9GSextba5tNEBhhuQZV1OLdLJJ9xiSf4Tin6/pF/qltZRzajo8pTTI7WJ472JcFWBIck889MUAfTF54i0bT0L3mqWkCgBvnlA4PQ/jUWreJdN0nRX1J7u3eMoWiBmVRL7AmvA1WC61+xvtRt9Du4YNJWyaGbUosCRVwGGD7frUljbLB4f8P8A2gaFfPpctwGspNQQqyuflOenHpQB7L4D8d2fjvTLi7tbaS3e3l8qWNyDg9iCOtbGv6/p3hnSZdT1SfybaPAJAyST0AHc15V8Hriy8KWWrxatqOl232u5EsKR3aOAOeOD2zXQfFG/tNd8F3WmadqOnGeRkJW5lChgDnCk8A8UAbWm/EbQdUv5LSL7VEYrf7TLJPAURI+MEn3z+lJofxL8Ma9qN7Y21+iz2rsuHOBIqgksp7jANcF4CsE0LxFPqd5NptjpN3YiKS1N59oBZT1yeAOvtzVDwPPF4Y13VIhb6LeWElzLKl6ZVR0VlOEAYZwTgenJoA9di8beGZ2VYtcsXZm2gCUdavf25pX2eaf+0bUww4EjiUELnpk1494CsI9N8RapPruh6JFbahK0on8+N/JB6RhfSsbUdHvI73xVo2k/2NLYavMssci3aIbbb0OzrxQB7tqHiTRdKkhS/wBUtbZ5hujWWQAsPUVQ8ReOfD/hfT1vNQv49sgzGkbBmkGcZUDqK8d1PUYND1E65fw6X4jSXT4rWW3a5RngdMAlR3B68e9XNbt/Dd38J0hRNGg1K3b7Qlqtz5hVA+4xq3XJXjHqaAPaYNd0q6MCxahbM84zGolXLfhmntrGmJu3ahajYdrZlXg+h5r5r1zx5o0+keHtUsNDs7G/sL4v9jizlkAGCzAcc9qgtdT07VrDxUZl0yybWJFeKKeQ/wCjkckjjOe1AH0hZ+K9B1C5ure01a0lltRmZVkHyj1qTSfEej66ZRpeo290YmKuI3Bwf8mvBnfwbdeBLyxhl0fS9ZMKok9u8jGQDru4yM4/WqnwgGk2Xi2xulxaTGIQsGvNxlZsj7gHt0PTigD6ZooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCAeDVdNPso33paQK/8AeWMA/wAqs0UARPbwyR+W8MbJ/dZQR+VSABQAAAB2FLRQAUUUUAIQCMEZqt/Ztjgj7Fb4PX90vP6VaooAoT6JpNzHsn0yzkTOdrwKRn8qgTwxoCbtui6eu5djYtk5Hp06VrUUAY8nhTw9MFEuh6c+wYXdbIcD8qZ/whvhn/oX9M/8BU/wrbooAxP+EN8M/wDQv6Z/4Cp/hVmDw/o1rCYYNJsY4znKJbqAc/hWlRQBRXRtLWNY1060CL0UQrgfpVia2guECTQxyKOQHQMB+dTUUAR+RF5Pk+UnlYxs2jGPTFNa0tnXa1vEw9CgNTUUANKIRgqCB2xUa2tukrSpBEsjfecIAT9TU1FAFT+zNPJybG2z/wBcV/wo/svT/wDnwtf+/K/4VbooAz59D0m6QJPplnIqsGAeBSAR36VL/Zen/wDPjbf9+V/wq3RQBRGj6YJWlGnWgdgAW8lckflS2+ladaTvPb2FtDK5yzxxKrE/UCrtFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVn6lrel6Q8K6jf29o05IiE0gXeR1xn61Sbxh4fFiL1dWtpLYzrb+ZE+8CRjgKcZxzQBu0UisGGVIIPcUiur52sDjrg0AOoorG1/xTovhiKKTWL9LZZiVjBBYsR1wACaANmisaXxRo1vpFpqs96kVldsiQSSArvLfdGCM81sbgQDkYoAWimebHtLb12jgnPFMkuYYoHneVBFGCzPngAdaAJqKpabqtjrFlFeafdR3EEq7ldD1FXaACikyCcZGaMj1FAC0VR1bVrHQ9Nl1DUZxBaxDLuQTj8BzRpOr2Ou6ZDqOm3K3FpMCUkXocHB6+9AF6iijIoAKKYsiPna6tj0NAkQvs3ru9M80APopnmJv2b13emeaUuoYKWAJ6DNADqKoahq9hpX2cXtykJuJRDEG6u56AU/UNStdL0241C6lCW0CF5HHOAKALlFVLDULfUdMt9QgYi3njEiFxtO0jIyD0p13eR2VjPduHeOGMyMI13MQBngDqaALNFYPhjxdpXi60uLjS3lIt5TDKssZRlYDOCDW9QAUU3cucEjPpmue8SeNNL8K3FnDqS3WbxtkTRQs6ls9MjvQB0dFRvNHFH5kjqi4ySxxio5r21t4fOmuIo4v77uAPzoAsUVGJo2TeJFK/3geKVZY3GVdSPY0APoqrDqNlcmUQXkEph/1gSQHZ9cdKytB8ZaF4kluodNvo5JbaZoXQnBJHceo9xQBv0UVhWnivTLzxHf6EjSpe2ShpRIhVcHoQT1oA3aKY0kaAFnVc9MmkaaNQCZFAPTJ60ASUVH58RBIlTA6ncKVJEf7jq2PQ5oAfRRWKnijTZPFUnhxZHOoRwidl2/LtPv60AbVFVJNTsYrtbSS8t0uW6RNIA5/DrVugAorN1jXNN8P2i3WqXaW0LyLGrNnlj0AAq4bq3WFpWmjEajLMWAAHqaAJqKgtby1vYvNtLiKeP+9E4YfmKnoAKKjM8QODKgPpuFBmiU4aRAfQsKAJKKZ5seQPMXnpz1pWZVXcxAHqTQA6iqeoapZaXps2oXtykNpCu55WPAFOs7+11C0ju7WdJYJFDq4PY0AWqKhgure5Dm3njlCMUYxsGww6g471NQAUVW/tCy+2fY/tcH2kDPk+YN+Pp1qzQAUUx5ET77qufU4pq3ELKzCZCqnDEMMA+lAEtFRLcQvGJFlQoejBhimQ3trcKzw3MMiqSGKOCAR2OKALFFRieInAlQn2YUi3EDSbFmQvjO0MM4oAloqsb+zW4S3N1AJ5BlIzINzfQd6xvFXjXRfBltBPrFw0azPsUIu459cDtQB0VFRQTR3NvHPEd0cihlPqD0qWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOR+IWl6Vd+GrvUNQsjcz2dtKLXajOVd12jCjrzjtxXlMeg2cPwV0/fot6Ly+uoYrrZE4dQrn59v+7kZx3r6DIBGCM0bRjGBj0oA8ZvLS90nX9X0Tw1b6vFbNoreSuZChm7FWY4Bx6Vh+DBqtp4q8PrZafcwZfGorA1xh8jlpBIAvX0NfQWBnNAUA5AAP0oAWvJ/HNlBqHxF0Zp9E1q9tYN6XMkHmeWm9QFK4I4z1x6V6xRQB5d8VxbjS9Jtl0rVLz7Ddw3B+zxM6rGp5BP8R6cVS+Jct/r2l+HLrSbHXEjNwTcRwI8cixcZDAH8q9dIB4NLQB414z0bT7Twhpml6FpepQQ6pfRyyq0UshUL18wbsjPoCKseC9C83w/4t0q+0aa309iERIxKqzYU5ZA5LDPHHtXrnBOOCRS0AeVfC/TNGtvsKReHNS0/V7W12XU0yNGjH35wxOc9O1eq0mKWgD501TU7pNa1OZI9Ygv01oPGUgnO+ANzyG24xxjb0rRmRNU8V+NdQuLnWbfT7a18+zkR5Y1WTjJUdD9K94KKeSo/KkMaFSpRSD1GOtAHgo8RjU7DQrnxlNq1pbTaZIizwb1Xzg2MvjqSo4znrXd/BY4+GllGIpo0jllVDKuC67yQw9sH9DXfNBE6BGiRlHQFQQKciqihUUKo6ADAoA5n4hz6nbeBNVl0czi/WIGIwAlx8wzjHPTNeSeFNS8TP4ru4nkv302TT3a8FsJnAk29V83BD/SvoOmhFXJCgZ64FAHzn4ML2nizSYtH+1TIkc/2uZDMrO+07TKjDarD2JqHw4b1fEGjXCWF/d6w18slzdGKeJyufmVyxKMMd+OlfSCxRoSUjRSepCgZpwVQchQPwoA8CjsVit9SGqRatB4qk1WRrS8jt5ZXSMMNuCDjaVJA/8ArVqX+ky3HiPxhq+p2Ort5Nsj6XNH5gKsUwQgB67iMj617VtGc4GfXFL1oA8Q8W6YdV8H+ENd1zTb+e9hlijvsI/mBMHd8i9Oe4Ga0/ENnot78MJLHTPD2tGKYyNZW+yQtv7Ow3cDPQN+VetkAjBAIoAA4FAHjPiLVb2++EOm2sGkagphlhtb6GS2feioBuO0EEjjsaq/DfW7zRdd19Hh1m60JYke2DWcmVPAwqsSR1PGe1e4YGMYHNAUDoAKAPJ/hFqKG/8AEMH9n6hFJealLdK8tqyJ5Z+7lj39q9ZpAoHQAfSloA+ffF2m+Km+IWvssMrW8sW60mk8/CqB0jMff2PFa/inWLtPAHhix1PTtTOprLbzyjyGlICONxYjocDODXtWM0FQeoB+ooA8Z+JcOp+K/wDhHNS03T7m60fMnnW00EgIYj5WdFIbHXHNcPa+D9fvodPttR0bUrmwiN2sSRqQqsVygwxDBQ3r6d6+nulLQB8snw14t0vw5f2tvpmpCwf7LJcxy7mBYDL7VHOPXFaGm2eqtp3ieLSdH1D7NLaxfZvs0UsarKGySBIxYNjuM19K9aAABwAPpQB4zpPhaLRfG+hxabpGp21jf6eyatnc0bO68bmJ65zms3wJ4X0jQ/G+oaVfeHL24vYNR8ywuVjby44uoJckAgcdc817zSYGc4GfWgBa8M8R+FY9Z+I3iu91TR9SlsxYL9lnhRhmRVA+Ujg8/wBa9zooA+a7iy1vUrDQDrOnX8lhBpxi33FrLIVk3dSEZWz6E1Bq2nXLeANOsdXtNUkvo7orY3Mds+5bTcN2VB4PXAbmvprAxjHFBVT1AP4UAeAeLfCtnH4H0/UvCOl6gbVrlBfxTLKGmRR95kzuxn+7jrW18I7PUNP8V6oYbG5TRryBJFdoZIY45FONqq7FjnnmvZcDGMDHpQAAMDigBHbajMAWwM4HU14hol3Yab8crq7ttL1SC0uofJZ5LaQ/vieSSc4HvnFe403auc7Rn6UAfK/ibT9ZufF+vD+x7u8uprwC1lnglMyKDwUZflx9a+oNODrploJdwkEKBt3XOBnNWdoznAz64paAOA+LPh6HXPC8M8li90bK5jldYlJk8rcPMC474/lXA+IxpV7pVgPD2gatBoUdyq6rFFZuklxGAMcnlgDnNe+0m0AYAGPpQB5J4B0eK0+IV5d+GbG6svDTWirILhXUSS9tgfnjvXqOpJcyaZdJZvsuTEwib0bHFWgABgDFLQB80aRo+k3OgTWPiDS9fPit7tgbiCGRiW3DHJIUjrWvLoGlan8Vr2S90LXrjTdiRECKTaZjwWYk5wOowcV79tXOdoz9KXA9KAPnzxR4fvLHxZe28llcHTba2ji0uQwTS+WqryVaNhggnPOeap6pdazqHgjw9omp2+sx2bPIZ9S8mR5CoPygIDnkY+9X0eQD1FBVSMEDH0oA+e9E0qfW/gxrekPYarPc6fO72YmjdGcH7uFzycZ4OaZe2ltD8MZofCWkavZ3KNCmoyTxyK0oJwy8ckZ5O0YxX0OAAOABRtXGMDH0oA8O+Gkd5bfEXbaQxxWEliVuYbS3mjhR1I2sfM5JPr1PNe5U0IqnIUAn0FOoA+Zr21uNQ8WnVUstRj1h9YEj20dg2FjVsZEvpgZxX0up3KDgjIzzS7VznAz64paAPKPHsdlZ+P7TVPEmm3l5oC2JRTEjSIk27OWUH+7nk1zdvbafaSWF7D4f1geD5bq4lntZI2kJfaqo5j67euAc17yyq67WUMD2IzS7RtxgY9KAPnOfR5dQ1qc2+h6lD4YvdUtfs9sIWjyApDsVHKrj6VnzeHtR0mbU7Gy0HU4Vu7ea3QRxyMJWEuVJJ4Hy96+nMDHTpS4oA+etF8LXMHiezv8AT/Dt9bJBqATEm/BjEJznJ6Fu9Yml6FqOi+ItE1G10/XV1R7p31C3ktj5KQliCFI6jBr6gpMDOaAPnrT9J06Lwrreq2Wi6iuqQazu06VLd/NRNwKAbudpwQfrVPxZaLPa+JBrnhjUrjX7q5Mmm3Pluy+USAoG3gYHavpEKB0AH4UFQeoBoAoaGsiaDYLLG0ci26Bkbqp2jg1oUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVna1rVh4e0qbUtTuFgtYRlnP6ADuaw9I+Iuga1HcG2kuBPbxedJbyQMJNvqq4y3bp60AdbRXE+DfiDb+JtPkuJbeSCQXbwIixscqD8pPHBx1qWX4m+Go71rOO5nuJ4z+9SC3dzFg4O/A+XHvQB2NFczcePvDtvpd1qJvS9tayrFO0cbMY2bpkAZx71U1v4meG9AuoLa7nnaWaJJwIoGfbG3RjgcUAdjRXnXiL4v6FpPhu01ixWW+S7fbCFRlXg4bJI4I9OtbFh8RvD2ofYhDPcBryYwRB7d1y4AJHI9D1oA62iuXuvH2hWltqs7TTuNKmEN2EgYlGPtjke9VtO+J/hTVLhIbTUHfehfeYWCAAZILYwD7UAdjRXI6R8SvDGt6lDp9neyfaJ+IhJC6CT/dJGDXXUAFFFNYkKSoyQOB60AARQxYDk9TTq4jR/GWs6h40vPD9xoUcKWcYknuEuN4UH7oAxyTTl+KfhY3EsLXNyhimEErNauFjcnGGbGBzQB2tFNVldQykFSMg+orl9Q+InhvTNYl0u6vXS4hkSOU+UxSNm+6GbGBmgDqqKQMGUEHIIyDXM6v8QPDOh6gthe6mi3OcOiKXMfu+Puj60AdPRXM6p4/8M6RFBJc6pE/2hd8Sw5kZ19QFycVBr/iqceC5PEPhg2eoRxKZXMkhC+WoJbGP4uOlAHW0ViQeIIv+EQg1+5idY3tUuHjjUuRuAOAByetYOifECO8+HTeKtQh8lQ0gEcas33WIXgDPOOaAO5orgvCHxT0fxRp4cpPBdpE8s0XkuVUL1w2MH6U7wH48Pi4+ILmVUhsLG5CwOQVPl4Jy2enSgDu6K4lfip4Xe4t41uLkpcTGCKb7M/lu+QMBsYPJqzP8R/DVtq0+my3kguIJlt5MQsVWRjgLuxjJNAHW0VwvizxF4i0LxPoqW8Nk2jXtytu7MSZdxHp0HSu6oAKK4nxF8S9L0LVpNLisr7Ub2EBp47SEsIlPdj06c1FqnxZ8M6bo2n6mslxcxagzLbJFCdzlTg8HpzigDu6K4MfFjQZNBstVggvp0u52t0hihJkEijJXFLb/FXRJdN1G9ktb+3WxiWaSOaAq7IxwGUdx70Ad3RXB+H/AIp6Tr91LD9iv7QiBri3M8JH2iNRkslJovxW0XWdZtNM+yX9pJe5+yvcw7Vl+hoA72iuD0fxpcav8UtQ0JI5orO0sdzJPFtYyh8bh6qQapax8ZdH0uS5Mem6ld29vOLd7mKH91uzggMfSgD0mivNJPjX4eiuJYZLHVUaBQ8+bU/ulPdh2HNeiWl1FfWcN1A26GZA6HGMgjIoAnoorgvH3xAuPB17plvDpFxdJczoskqoSoUnBC46v6CgDvaK8k8V+PdbsdS0PV9NhvP7Jnme3l057UrPJIoJGAecHj8q2Jvi7olv4TGty212spnNt9iKfvBMOqHsOtAHodFcDYfFKx1HQNQv4NK1A3en4+02BQCVAe57Y96ZofxX03XCZ00vUrfTkgaZ76WHES7RkjNAHoNFef6N8WtE1nX7TTEtru3W9z9kuJkAWYjsB1HbGfWu+dgiF2OABkn2oAdRXm+mfGnw5quuQaZDDeqZ5zbxzNH8hYdPzq3ZX+uWfxWfRrvVPtWnz2bXUURiCmP5sAZ70Ad7RXBj4seH/J1kv50c+llhJA4AeQrnOwd+lUNR+NOhaTaaTcX1peIuo2xuFCqGMYzgA896APS6K42H4kaNc6no1lBFdyf2vH5lrMIiEI5zk9iMGqH/AAt/w8um3V+8N6kMFwLdS0OPNkJIwnrjHNAHoNFc14Z8ZWfie6vba3tLy3ls9olFxHt5PIx+FY/xR8Yal4N0zTL3TYUneW8ETwsM+YpB4HoaAO9orgdO+J9rPoWp3moaVfWV9pcQmurJ0+cIejA9x/hVXwp8YdG8T3txata3Fm8cD3KGTBEka5yRjvgdKAPSKK8v034zWWoanp0DaPdxW2pTmG1uC6HdjjJXOQM16eSQpIGT6UALRXmmi+ONck8b67pt/ot69vA8awx26rJ5IPdiD361e1H4liz1HUYbbw9qd7aaa+y7u4VXZGQMnqcnAoA72iqmmahDq2l2uoW+4Q3MSypuGDhhkZ/OvMdF8Y6xo3irxja6r9r1Sw011kR4kUtEhzxgckY/kaAPWaK851T4rQwajJBpOmtqMNrAtzeSrMqeWjDICgn5m9q7TQtatPEWiWmrWLE29ym9M9R7GgDSorifGPxAHhvVINJstPN/qUsJnERlEY2DrgnqevAqinxOk1DStHl0fQ57nUtV8ww2kkiphIzhmLdBzQB6JRXmdz8WTbaHJctoFy2owXTWVxZiRf3cqru69xgHkelVbH4zq+iXuo6loNzZ+TbxzwKXBE4c4G0/UHmgD1aivNtG+K8U9/e2Ot2Men3Nvafa40juBMJExnGR0PtS2XxJ1RLiwbW/DMum2Wogi0nMu/c5+4rAD5S3HWgD0iivLvD/AMVtR1TULSK+8NSWdrcXrWHneeCUmAyQy8EUv/C4Yj516ukONItrk289y1wgdTnaCI85IzQB6hRUcUqTRJLGco6hlPqDUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcl8SPDt94q8FXmk6cYBcyshXzvu4DAnnseOtcp4A+H/iTRfF8muaxdxCFbY20VsLh5yq/KcBmHAyDXrFFAHn3h7w14t8P6veW1vdaZ/Y897JdmV0ZpSHOSmMgD61D4Y8J+L9G8Yalq93eaRJbalPvuUSNw+0fd2noPxr0eigDyrV/h74sbV/EUujaxp0VjrTq0sVxG5ZcDGBjj8asReCvGGmardX+mahobPewRRzi6t3bZsXbtTB+59ea9NooA8117wDrGq/DtNIE+nLqkV2LtRBD5VuxDE7cenPWpb3RfHt94bsZpLrSl1uzuxOkUaMImUArtLZznnPFei0UAeP2nhj4iwr4oneLR/tOs4wvmsQnG0449K2PDXhHxFF8PLvwtq0emWqm1a3gltiWJJ/ifivSKKAPINN+H/iiK98NRyTJCmjy7nuZLsz+YoBGFQqNuQcdeK7u0tvE6eNb2ae7tW8PPGpgi2/vVcAAj6Zye/aukooAKQ5wcde1LRQB53pvhLxdp3jC910arpc328BbiNoXXYq52hMHB+prNT4ceJR4I1vRH1awe61S8+0vMY22gE5YdPYY4r1aigClpVvPaaRaW1wYzNFCsbmLO3IAHGe1eNat8IvE+qalqhe9s3F3dC5F5JPICwX7qNGBjj1r3KigCG1SSO0hjlKmRUCtt6ZA7V4PJrOqn4zeIdP0awhnfUl+yi4uIjshIHLEgcgV79TFjRfuqBk54FAHklh8OvEfg/Vba/wDDx0y/ZrMW063mUKsSWZkIHAyenpT28BeKNI+H9zoGkGwlu9TeV7+Z5WULvPGwYxjHBr1uigDhtJsvGun+AotP8rSv7Ut4xBEBI+zYF25Jx97v6VD4A8NeI9I8JXOia49kiMsixPbEs+Xzkseneu/ooA858F+HfGnhyx/s6e40sWNnE6WqIrFp2JyrOe34VR8K+EfGFnbeIbTVF0qKHVmllZ4nZmDspAA4xgV6pRQB5rp/hHxjZ6Ho+h/atDS0tGXzJ0hZpMKQQVDDAbjGfeufvvhV4jN7MbeXTJprm/8AtT6nO8hlVFYFUKnjjHWvaqKAPOvGPhTxh4h1SwlstR0qC10+YTwJKrlncDHz4HTOeld5Yi7FjCL9oWuwg80w52Fu+M84qzRQB5tc+DfGFj4q1rVdB1nTRDqu0ul7CzMm0YAGOKzdT+FOq6hBojz3OlXUtiJhLaywtHbsXJOVCYIxx+Vet0UAeLWHwr8X6bDZQ2uo6LGlneyXsSqsnys67dvToB0pmseBtc0Twlq1xcuNRuZdKSwWO0R3dmD53EEdMV7ZRQB414e8MeKPGFnZanqt3Dpy2dpJa2aR2jRSoxXbuYN2rPtPhV4xt/FHh+5efSvsukuuJoi+WAOSWVjyfyr3WigDzVPCPjSLx4/iNdS0Q+ZGLZx5EgZoQ27p/fxxnOK8w1k+NZ5L/wAHado13JpMupvIkklmyuQX3Z352gZr6ZooA8ln+GevTS+KdQF/Y/bdYgWCFGViscY6qTxzjAzg9K05J/F2nXPhTw1YQqrJEralerEWiVF42gnufzr0eigArk/Hfhi/8S6fYLpl5HbXdleR3cfnAmNivQMBzXWUUAecyeCvFWqeItC1TWPEFrJHpzmZ4IbchS5yML7bT1J/CuX1L4KazqVvqqyavZiS61D7bCQrgZPUN6cY6V7dRQB4/onwr8QaNp+vi11Gxhu9TCxKGMkqCMfeyTzk/jitzRfAms2nw7u/COo6hZSwSWrQwSwIwZC2c7s9Rz14r0SigDxbw/8ABzVdM1fRbm4k0RI9OnSZpbaOXzpdvYljjn6CvXdUszqGk3lkshiaeF4hIOqlgRmrlFAHhmk/BXXdOv8AR5vtmjKun3PnmaOOTzZRnkMTweOnSumg8K+OZPiG/iOfUNJSFR9mSPY7EwZzwOzfU16bRQB4v4t+B1x4j8TahrEeqxwi4mSSOFlJGP484HX061p678MdXudbnu9Nn0aW2msks1h1C2ZjCirj5NvTPJz716rRQB4j4r8P6xp/hHw34WtdN1G4udPljkfU7BeIwSwYJyDuwa6Hxd8MX1vwfo2jaLLBarYyeaxu1J3kjktgHknOa9NooA4L4deBb7wjPqdzfXlvJJespEFsH8tNoxkbjnNaHjbwhP4ubSEjvUtobK7Fy4MZYvjoBzxXW0UAeW6l8Ndd1XUvFVzc6zb+Xq8CxW6BD8gVgVDcdOCDjPWs3RvhFrNr4sk1i6vdJto5LSS2eLT4WVTuQrnafrk89q9kooA8c0f4HPYa/pWpXOuRyJpxUpHDZiMvg5G455Pv1r2OiigDhb/wJqT+KrrWdK8Sz6cl6U+1QpArFgnTaT0qhefDjW5ZtTt7TxZLb6VqUxluLc2qs53ABgH7ZA9K9JooAq6dYQaXpttYWwIgtolijBOTtUYFcOfhxf2+s6zf6f4klgGsNm7DW6swXJ4Q544OOQa9CooA8q1v4N215r0l9p0tnFDcWv2eeO5tzJtIGN6AEAMa73wxoEHhfw5Z6NbSvLFbJtDv1buTWxRQBwnjX4bxeLrq4uhfLBPNafZP3luJAo3Z3DkEGqsPwqS10vQ7ey168s7vSYpY0uYUXLiQ5bg5xzXotFAHnZ+E9m0SLJrWoSu1w91cM+39/KybdxAAxgVDqHwb0rUbSK1l1O+EEVmlqEBXHynIbp7nivSqKAPK7P4IaZBIxuNXuZlMLRALbxRkbhjOQOfxrZtPh1Kt7ZTan4jv9Shsl/0e3mRVRGAwrYHUjtn0ru6KAPPY/hbHBplhZx61ds1vqv8Aac0sgBad+4OOlZN58DtNuhdQJqbxWlzO07KLZDICTnaJDzivWKKAIbS2S0tIbaMkpEgRSeuAMVNRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXE/FLWdd0LwXdX2iJDuUbZpXbDRKeNy+pyawT4k8deHPCx1LW49NuAYYorcQsSzzOVVS56Y55oA9Uory+y8c+JdJ8c6T4d8TW1i51SHfE9mT+7PPXPXoa9E1W/TS9Ju7+QZS3iaQj1wM0AXKK8O8P/GXW9W1K1a4tbC3tbqYpHFJvVioGSwc8H6etFn8Y9bu2gv0TSTaXF8LWOxMjCfBOAxPQetAHuNFeV614l8bwfFH+ydKi06e2Wy89bWWXYHUsRu3H+IY6DtS+MdU8YReLvB8NklnE9wXLR+c2x32jcreoHY0Aep0VwHica0fhxq9zrElvHf2qPNbyWMjAKR0P1FUvE3j+68LeC/DssEf2m/1JIoxI4LAHaCzEDkn2oA9Morz7wB46v/EWsano+qQxLcWiLLHNEjIJEbj7rcjBrX8d+Ir/AMPaXZHTIoHu729js42nJCIXz8xx9KAOlS4hldkjmjd1+8qsCR9akBB6HOOK8W+HFhrFr8Q/GbSm1N4ka/KjsYvNbLcA84zXQfDbUbyPwr4guLyVJryC+uXcI2VyMnAz2oA9Korxfw18T/E2pa1pltewWape+YTH5To8aqpO7J4I+lSaZ8QfGVxpFt4gnj0htJkvltWCE+YVL7d369KAPZKK8lufiNrtv4d8Q38v9nJPpWqC0Rc/61NwB46g85z7Gq3jbV/G9v8AEXQ4dEu7byLyJmtoSSI5MLkiTtn0NAHsdFeX6r428U2mp6T4fW306DVp7Q3N1M5Z4UwcYGKzZ/i7qieEra7h0yKbUGvnsZSmSgK/xqo5P0oA9iorz/4c+M9Q8VX2t2169tItg8axywIybtwOcg8gjFJ8Yjcx+CFuLOd4rmG9gaLa+0MS23B9uaAPQaK8h1L4l+IPCv8Aatjr9vYvfwWK3dq1vu2MSwXa30zUng34ieIfEurXGneRbMr2fn216IXSPeACVIPXrjigD1qivGPhxrXjTUNO13UJLyxnhhupisU+dxcZyFI6LxVaP433F9pmlWlitu2vXEoWeLYxjUFtu0e+OaAPcKK8JuPjVrLPqNzb2Ua29ncmJY/s7uHVWwzGQcLxzVrVvi/rL67qlrpNvbi1sQpQyQO7zkrnAA6d+fSgD2yivIZPiN4n1bWtIsdEt9OiF/pgvv8ASMttIHzKce9dl8PPFNx4v8LLqN3AkNwkzwSCM/KSpxkUAdZRXl3jj4l3Og+NLfw/atDbj7OZpbieJpBk52gBeexyayNA+K/iDxSLPTdOtbCPVJruSEyybvLMaLuZsdQeRxQB7RRXkN5428badYeKLieDTXXRXRA8YOJCcE8dvlYGtl/HWoJ45j0cC2azfSTfO/QxMFz+IzQB6LUK3MEkpiSaNpB1UOCR+FeM+BPiL4r1PxPpkGsBXsNTMohb7P5a4XoVb+KtG1s9PsP2gwtnKkQl095ZYxITvkJIPGetAHrdFfPnjD4teJrLxTqUdknk2mkz+WFjj3pNzj943bjp717lp2pJcaRYXdzJHFJcwo+CwALMoOBmgDRoorxT4lfELxfovi64sPDkKSWljbJPdEw79oPck9B2oA9rprMqKWZgqgZJJwBXkOoeMvE+r+J9G0jQtVsbOS60tbycTQ7gpK5+U9+h4qnbeN/E3iXSdE0aK5062v7/AO0C7ubhAY2jjbaQo9Tzx7UAezxTwzqTDKkgHBKMDj8qlryL4FRy29n4ltpZklaHUmTdGfkOAB8vtWp8W/F2s+HbLTbHw8hbVNRlZIwE3NhQDx70Aek0V88R/FPxpceFC/nW1vq1tfizdXhB8zK5y390in6f8WPF+n6fcXerSWty8tkJraNYtoVjIEyxHbrQB9CUV5KviPxtpWv6RY3+qaTef2vDI8aRR4MDBCw6dV4AzWVZ/EXxZbQaBr2pXNhLp2r3T2/2OOPaY8HbkufcZoA9vorwi78deOB4d0/xDHqunx2+qX32WG2FuGMILEAk98Yr3CBZls41llDzbAGk24BbHXFAE9FeCy+LvGbaVrWvN4ls0TR70wLZLEAZvnxhvqOlR+LPiX41t/Ed3Lo0cf2DTreGS5hEYdULqGO4/pQB79RXlt74s8USXXheTTr3S1j1q2TfDOP9S+zezZzkgg4A9qp/EFvGdh8PGmu9VsGaO7VpZoFKbotw24x09/agD1xmCqWYgAckntQrK6hkYMp5BByDXAS/8JBfeEdQQ+JtKa4ZQVaOIFI49nzIeeSfWuatPF934T+AdjqVoyz3wHkoWO7aS5AJH9KAPZqK8Y8KfE/XJ7y5ttXMMijT3u0klhNvtdRygB+8PcVh+DvHHjWfxPoM+pXshsNYuJEEM8O2ML1Gxu/tQB9B0VTOq2A1MaabyH7aULiDeN+0d8VcoAKK8Mv7bxZF8VdT06Hxt9htjCtzuuCMbCeFVemRWhcax4j1nxFrtvH4si0mDRYlVECDNwdufMOexPpQB7HRXPeCNZuPEHgvStVuwouLiANJtGAWBIJ/HFeaeJtc8TSfFDV9JsvFMel2NparOomC4JKA7RnrzQB7ZRXi+gePdav9U0afU9Tjs7O70udyHQBfNQ4D89c4yBWfrmp69q/wostZTxXIrG48m4MaABsyYUkj7uB+lAHvFFcr4O+3bJftnia31ghFVVgRQI8dyR1Jqj8SvEmoaDpljbaNcQwapfXAjga4UeXgDLbieBxQB3FFeBWvxK8YyeE9Zee8sk1Sw1GG3WVUUxsHyCPTGRnNdt4c1jxTa+Po9A13U7K/huNP+1xvBCEKnOMe9AHo9Fc1491u88O+CtS1SwjV7iCPK7jwO2fwrzTwj418TRakum6lfTTNd6bJdrJeQhPJdVJBX+8lAHuFV5by1guIreW4ijmmz5cbOAz464HevGNL8da9p8nh7WdS1Y3qa8JidNSIAQhQdpQ9eoA981gyXmp6xrngvxde61a3VxPfGD7GpCLbLnp65x1z3oA+jaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooArX9jbalYzWV5Cs1vMpSSNhwQa5S3+GPh6DT7qxY308FwqqVnumfy9pyNn90g4/Ku0ooA5TQ/h7oOg6iNQhjuLm8VSqT3kxmZF9Fz0ro76zg1Cxns7ld0E6GNxnGQRzViigDitL+F3hvS57OREubhLIsbaG5m3xxE9SFxUM/wj8LXErkw3KQtcfaTbxy7Yw/qBjI/Ou7ooA5PxJ8PdD8TX1re3YuYbq2Ty0ltpjGxT+6T6c1a17wZpviDTrO0uGuInssG2uIZCskZxjg+4HNdFRQByTfDvQptPt7G5+2XFvCjJskun/ebjklsH5jS3Pw78PT6ENIW3ligRxLC6TNvhcdCjEkrXWUUAcx4b8F2fh28nvzd3d/qE8Yie5u33NsHRR7Vo+IfD2n+JtKbTtSjZoGZXBRtrKwOQVPY1rUUAcRpfws8P6RJfSWsuo+ZfRGKd2uiWYZznPXPvS6L8LvD2gfbRYvfBb2JoZ1e5LBg3U9OvvXbUUAcRp3ww0PSLlLy0kv5bmGF47f7VdNIse5ccA9K57wL8IY9GjR9ePnz29x50KQ3LmFj1DMhAGQcV6xRQBwmtfCLwnr2o3F9dW9zHLcPvmEM5VXb+8R681q694G0nxDYafaXLXUX9n8W0tvMUdBgA8j1ArpqKAOQl+HOiuLMxzahBLaQG3SaK5IkZCckM3eqL/CXw6ukR2NrJfW0kVwbmO6Sc+ashGCc13tFAHO+GfBuneFZLyazkuZbi9KtcSzybmdgOvTjrU/ifwtp3i7TE0/UxN5CyiUeVJsbcM45/GtuigDhNM+FGgWNrqENzJeag99F5Ms11KXcR5yFU9uas+Hfh1pvh6+gvEvtQuprdDHCJ5/kRD2CjiuyooA43Svhroej+I7nWLQ3Kmcs32bzT5KswwTt7n61Jp/w08K6XdWl1aaYkdxazNOkufmLHPX1Azx9BXXUUAcVc/C3wzc39xctDdJHcMXmtYrlkhkJ6koOuanvPh1oV1cTzJ9stWnjSOUWtwYw4QYXPvjiuuooA420+GXh2x1OO+tkuY5I4Gt41Ex2ojDBAH45+tanhfwlpng+wlstK88QySGVhLJvO49cVvUUAc1r3gfRvEWpW+o3STRX1uCqXFu+x8HsTjkVkn4TeGYdLktrSC4juN7TJcrcMsu8j+8Ox713dFAHkvgb4aa5pC65p/iG6trvSdVX97GkjNJu7HcR6d/YV0mkfCvwzouoC+t47uWcQtATPcFwUYYIOe2K7aigDirD4X+HtPu7KeJr5xYuz20UlwSkRbrgY4qvB8IPCttrqazGl79rSXzQTcsRuzn64/Gu9ooA4PUvhJ4Z1O+vbuYXyG9k824iiuisbt6lamvfh7DqXi7T9TvLyR9N02BEtLBSQquP4ie/au2ooAK5HxJ8OtB8Vag17qH2tJniEMn2ecxiRR0DAda66igDjtL+GPhbSNQivraykNxFF5KPJMzYXGD39CaryfCTwi+nCx+wyrEsxmjKzsGjJABCnsDjkV3NFAHOeF/BOieDhdLo8MkS3L73DSFsew9qd4n8G6V4tW1/tITrJaOXhlglMbqT15FdDRQB58Pgx4N+zeT9luiTJ5jSm5bex9z0P5Vdt/hb4WtoUiWzkdVt3t/3kpbKN1Bz9eK7SigDhdP+E3hnTZJZIhfPK9ubZZJbks0SH+4f4T9PWtD/hXnhj+yrDTjpiPb2DmS3V2Y7XPUnnnJFdVRQB4PZfA/XZPFUd1qOsWyaXDdfaUgt92AQ2QFQ8LXurhhEwjwG24XPTPan0UAeR+Hfgstp4mutW17UEv4ppTOLWMFYzJuyCwPUCuy1P4eeGNXvri8vNO3TXChZSsrIHAGACAcHpXVUUAcgfhj4QaWCRtIQvBF5UR8x/lXGOOevvW3deH9MvvD50O4tg+nmIReUST8o6c9e3WtSigDk1+G/hRNIOmLpSi1LiRgJGBZgMZJzk8Uth8OfC2nafc2EOmK1rcACSOR2cYByMZPHPpXV0UAcp/wrrwx5MsbaeZPMhaDdLKzsiMMEKWJ28elO0j4feHdFms5ra1keWyBEDTTM+zjGQCcA49BXU0UAcxpvgqxsPGGp+JpGM9/eYVCy48lAANo/LrXT0UUAc5r/gbw/wCJr+0vdVsFmntmyrA43D+63qPaotU+HvhbWdQS+vtJiluFVV3bmAYL0BAOCOK6iigCG2toLO3S3t4kihjG1I0XCqPYV5zrnwittf8AiIvia+vFmtyV32bx8MFXAGa9MooAx7zwtoWoWcVnd6TZy28IAjjaIYQeg9KIPC2h22kz6VDpdtHYz582BU+Vs+tbFFAGTofhrRvDcLxaPp8Noj43+WOWx0yfxqbVdE0zXLcW+qWMF3EDkLKmcH2rQooA5aL4d+E4LG9so9GgW2vHDzRc7SR0I546npWnB4b0i31aLVYrJFvYoBbJKCciMdq1qKAILu0t761ktbqFJoJV2vG4yGHoay4fCWgW5Yx6VbgtEYckbiEPVRnoPpW3RQBjjwvoY+w40u2/0H/j1+T/AFXOePxqq/gTwtJcG4bQ7Myl/M3bMfNnOa6KigBAAoAAwBxS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBk6/4j0rwzp73uq3aQRL2JG5uccDqetWbfVdPu7dp4L23kjVQzssqkKD688Vxfxf8ACy+JPBFy0Nn9ov7XEkG1MvjcNwH1Fcpe6NDqPg+NPDfhLULJDe241GDyxDJdQrncBzyM4oA9ittQsrxitreW87KMkRSKxH5GrVeT+D9Jgh+JbXuieHr3SdKWwaC486Py1eYMCMDPPHevWKAMS+8WaJpur22l3V/DHdXG4KpcYXaMncc/L+NVl8a6W/i+Lw4pc3M1v9ojmBUxOvPQg9eDXDfEPwxpkfjXRdVPhmTUYZmlN6tvDvMjEYXd+NY914ch1f4i6bNfeFr610iHSGBt0XiFlLkLlTyfb3oA9z3qBksMeuaUMGGQQR7V87Pa623hjw0LnRtTksbLUbnzIJI2dmiOCmVyCRyRye1d18Ihf2z6zaS2+ox6cJVltftkRjC7sllVSTwDQB6hTPMTpvX86VwpRg2NuOc+lfMmlTWuo2muaLpel3954gOps8FxCfkhQPwd2eB7UAfS8tzBbxtJNNHGi/eZ3AA+pNQzapp9uEM9/axb13JvmVdw9Rk8ivFtf02wb4nJPqPhrV72yW1C3KwxFo5rg4+bGcEYz+NaWpaPYaV4p1ZdY8NXd7pkljGmleRD5ggAUhowP4SSc0AetzX1pBAs811DHC2NsjyAK2emCeKc13bJb/aGuIlgxnzC4C49c9K8J0XRtQ05dD/4S/SL3UdKFjL5cIjMvkMXJVXXP3tpxntxTtR0K5s7bw9dWPh7UI9FS+laazuczMFbozID09B2oA90W6t3t/tCTxtBjPmBwVx656U2G9tLmIzQXMMsa9XSQMo/EV4XqGlX4+HWu6fp1rq728uoRvDGlsY1jjz8wRCSSvqKdpvhvX7PRfEcdrocsYvNLWOze3TytzE4OUJ+VzwTj0oA9wg1GyupTFb3lvNIvVY5VYj8AatV4b8O/BWq6J4+sru70dvsi6ft+0FBF5cvfcATubqM+9e5UAVbjUrGzcJdXttA5GQssqqSPxNV9Y1ux0TRZ9WvJcWsKbyyfMWHbHrmvKPEthBL4o8Tt4g8PX2otLEBpcywGVUG3GFIPy/NzWbrGmXafDjwta63oeqajqUTKzRx7mCxBvmV8HqV6ZoA9f8ADXiWHxLaSXEVlfWflkAx3cOxiCMgjsRW5XOeChpg8PL/AGVpt1p9uZGP2e6Qq4Pfgk8elXvEqXknhjVE08sL1rWQQFTg79pxj3zQBofaITJ5fnR7/wC7uGfyp+9M43Ln0zXzbp8GiMmlxWnh7xOviS3ZTM4LBWkxgkluMbsHtS2MJPh6HT/7G1Z/GKakGmuNj/IPMzkv0IxQB9GSXdtDKkUlxEkkhwiM4BY+gHenJcQySvEk0bSJ95AwJX6jtXzzq2ifak8Z39tpN9/aVlfwyWUmxsqON231yfSr2u2mr2d9Fq+i6VexN4lsBZ3B2lDbXBYDeQOmcE0Ae432qWGmW/2i+vILaHON8sgUZ9OasLNG6K6yKVYZUg8EV4J430WfRfEOl2t9a/bdKTSxCJbiB54ln53NtU8sfU1lT2Ooz/Cqx06fRtXm1KC8KwXCQsD9n3EnbzkDBHBoA+ixf2ZEpF3ARDxKRIPk/wB70/GmWuqWF8rNaX1tOFGW8qVWwPfBrx7xRpGnt8MxJ4d8P31pNeXUSzxtbsXITOS655H8652xsrs2HiY6VoqMr6SqiS0tniQvuyQUb+LHpQB9C2+oWV07Jb3kEzJ94RyhiPrg1mad4v0LVL+7srbUYDcWsohkRpACWPTbz834V4f8NrS+i+I1lcx2Un9mXVobe4aKxaGMMV6MD3zjJrQ0zSvDvhnx3rGn6n4Pvbl5b1ZNPlitzIqx4HQ9sHmgD1u+8a6Jp3iex8PTXJbULzPlpGNwUjPDEdDwa2bm/s7Pb9qu4IN3TzZAufpmvG7+/tLD4uLrsHhDVHgigkhnkS0yXm3cSL68DGfeq2oWUQ8Y69c+LvDeraytyVOntFCXSOIjgDn5W7UAe0vq2nRIjyahaokgyjNMoDD1HPNWYZ4riISwSpLGejowYH8RXzzpXhO+l1/wlaazoF5PZwxTiWGRN6xxliY1Y5xwK9B+EaTWtrrlnJpdzp0K37SW8UykARngBfpj9aAPSOlU7XVtOvrie3tL63nmgOJUjkDFD7gdKp+LGul8J6qbO2+03P2Z/Lhxnedp4r558JeHrnRvFWm3NtYeIDDNbzJqXm2+xTuRuFweR9aAPpNdUsHvzYpe27XaruMAkG8D1x1rnNb+ImjaF4qsfDtws8l5eEBTEFKoScDdzkflXlGkeHLjTNF8L6tbaFqUGspqTJdXGw72jbIy3OdvI6+hqqunXdrf2Ym8K6nca/b6yZpr/wArd50W7s56cdqAPpCszXPEGl+G9ON/q12ltbghdzZOSegAHWtBGLIrFSpIBweo9q4j4q+GYvEPg25dbH7VfWgEtuqjLEhgSo+oGKANjVvGug6NpiajPfJJaNIkbSQEPs3ZwWx0HFa9rqdjexmS1vLeZVG5jHKrbR74PFeHa9aaVfeEPI0nwLqlor3dv9rEcHlmRRksAM5Ix+pFV/EugXthqXiXT/Cmh3ttZzaZBnyshWbIJA9Tg4wPQ0Ae921/Z3jMtrdwTlfvCKQNj64NWa+Z/hTpWv2Xj/Srw2dxFaywMk5FqYkXjofU+9fTFAHO+KvGOleENON5ftJJg48qHDP9cZHFXtN1+w1LQbPWBKtva3UayoZ2CEAjjPOM14L4t8P3qeLfFz6vo2o6rLdwkaXNFEZI4yen0x0qDWdL13UL3RL670a/TRxpwtktvs3neTIo2k+XwBk8g0AfRc2pWNsqNPe20QcZQvKqhh6jJ5pn9rad9le6+32v2ePh5fOXap9znFfOekeGtd1YQ6fqWmX13Z2lrdfY3vISgHAKjrkEHOKi0fw94ltfhjqGlX+h3iwXF/E7FYt8ojI5ZRnqKAPou08QaNf2j3VpqlnNbodrypMpVT6E54qay1bTtSeZLG+t7loTiQQyBth98V8yWug3WlaH4osbfRtdk0u6WH7NJNBtYOHBG9QenXkV2+peHNS0fXjYeFNGlshfaE0ck0Q2xtMRn5j2bgj6mgD0a4+Ifh+28WweGTctJqMzBVEY3KCQTgkHg8dPeurr548J6Olv488MXdp4T1WB7S3MeoTSxfK8pXG/k9iTznpX0PQBj+I/Een+FtKbUNRdxEGCKsa7mdj0UD1NQaP4u03VtGTU5BNp0Lv5YF+ohbd6cnmuF+MOh3euXmifY9Au9R+zTeZcNEwVTFnlevJqp4ksIbmbw1qH/CKahdeGoIJFl04J80Tk/KzR55xzQB6wdU09bcXBv7YQFtok81dpPpnOM0Qapp91KIre+tZpDyFjmVj+QNeFf8I1fah4P8Sw2nhu9Gm3V0H0myZAssEm3lzk8L2xXe/Dfw5p9naRXMnhJ9H1O1jWIzTEM02V+ZgQe5zQB6JVKbVtNt5Win1C0ikXqrzKpH4E1drw/VdCsbbxB4jj17wjqGq3Oo3TS2VxbRhsRkcDfn5TmgD2SXVdPhijklv7VEkGUZ5lAYexzzTJdb0qBA82p2aKV3AtOoyPUc9K8i0/Qr+z1yabXPBlzfWv2JIrCON1mW2XBypDEfMe5qtovgrURf8AhBNR8MvJbwG6N0JCpWJHY7Fb1x1oA9nuNY0yzsheXOoWsVqekzyqEP0OeaYmu6TLZPeR6nZtbIoZ5VmUqoPQk54rwvW/CWpv4N1HTotDuwll4gkmtwqh1EBHBCfxLjAx71RsfBXiu78J6uyaGLQyXkEyWyQqguYl427M8AdcH1NAH0DZeINH1G0kurPU7Se3jO15UmUqp9Cc8U6x1zStUmlhsNRtbmWE4kSGVWK/XFfP/wDwjfiCJfEyS+Er9odQtkjtxaqkCKy/xFAetdPHoF7Z+I9IbTfDk9l/xIpYp5IlABlZMDcR3B/nQB61HrOlSy+VHqVm8m4rsWdS2R2xnrTTrukrZpdnUrX7O8vkrL5o2s+cbQfXPavnbwnoHi1vE2gWupaA4+w3iyTSm2CMiZ6mQH5+ucVu6rovieDwzeeGrXwpdTOmsNe292jJ5e3zNwwOvTigD2q+8QaNplwsF9qlnbTMMqksyqxH0J96kuNZ0y1S3e41C2iS5OIXeVQJD7Hoa8I8deHvElz4o18WmjXk76hHF9mdIY3QhUAYbm5Xv0IrsL+xhHh/wXoOo+FXvbxdhMQJ2WuANzMw4P0oA9UVgwBBBB5BFJI6RRtJIyoijLMxwAPU0qqqIFUAADAA7CqerTGDSbqQWT3xEZ/0ZMZl/wBnnjmgDG8OeNdP8SSax5I8mDTLkwPPJINr4/iB6AVrQa7pN1eizt9TtJbkruEUcysxHrgGvJfC1tqyab4u8PS+ErqzTUEuLu3ZwuBuXCxnHGc9Kz9A8I3Wi23gqaLw1c2+tJfP9um43GMAglmzwOeB7UAe90UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMkRZY2jcBkYFWHqDWRovhPQfDs882kaZBaSzjEjRjluc81tUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANCqG3BRk98UBVBJAAJ6nFOooAQADOB160EA9aWigBrKrDDKCPcU6iigApoVVGAoH0FOooAQKFGFAA9hRtG7OBkd6WigAooooAKKKKACiiigAooooAKKKKACiiigBAAOAKWiigAooooAKKKKAEIBGDzS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB518TvHOs+EorWPTNInmWd0DXgXKJlgNmP7xGcfWsvxh431z+xNMvrTQ9W06ePVoIxBOFVrlSGygAJyD713virw3b+K9Ck0u5nmgVnWRZISAyspyDz7iuS1H4ea/rNhp9vqnit7lra9juWY2wUYQYAXByCeck5oA1NJ+IA1iHVoodD1CLU9NCNJp8oVZXDcjaM+map+A/FV5e+FdY1jVhdN9mvJv3LRgyRop4XC9xVmPwHd2XinWfEVhrssd7qMPlqskCskeMbTjvgDH41U8O+ANc0mz1C1u/E3mw3rSvIkFqseXkHLZySMH0oAZ4b+L2neJtVtbO10jUES5kMaTvs2gj1AbI/KvRq8c8N/BCTR9X066vNZilhsZGlUW9t5UkjHs75yRXsdAHn+ofFS2g1PUbPT9A1fVBpzFLma1hBRGHUcnnpUWv8Axe0nw+NNM+m37fbrb7Svyqmxe4O4jkelNuPAHiCz17Ubnw74nOnWGpSGa4geASFZGI3MhPTNU9T+FN9Nq4v7TW4pnNmts7anai6bIGCwJPBIoAvaj8XtLs7fTrm20vUL23vrZrlHhRflRThsgkEYqFfjRozQvJ/ZWq7lnSHy/JG8l1ypAz3o0j4UyWFvZR3GvSym0tJrVAkCKoWTr61y3ib4Za1oEFtd6FdX+qXIuIZH4QGPyxwwB6ntQB2ln8U7M2upnVdJv9Nu9Pg+0yWsygu0ROAw5/8A1VH4V+K9l4n1660lNPkinjthcw7ZVkMq4B28cBuRxk96z9O+Hl74l0nUNV8TX0g1jVrIWxAhWP7OgbIBUdTnGam8OfCmfRNai1k6rbrfQwPBGLSySGM7hgMwH3iDzz6UAXfA3jTV/EOoeJJdWshY2WnzbI4nUiSPAyQ3YnGDWdD8Y3mvLfb4U1R7G8mMNjcpj/SCPQHH161raL4C1PS9Qu7ufxJLcJfzGe+txboqzMV2kZ6qPp6VwOl+GvEkviXQNGjstTttJ0u9kuGadYwsQyeEkXlh7GgDq7v4xJCLpovDGqGKzuUt7qSUKgiZj35Jr01WDIrDoRmvNrn4Y6je6d4jtrnXwX1i7S5DpbhfLKngdee3pW61n4qi8QaDbQXynSbe2P2+Zo1LTuAAB6jPNAHXVxPxH8X6n4P0T7Xp+kyXWcAz8FIiWAwwyDyM8+uK7asbxToEXijw5d6PLM8C3AGJEAJUggg8+4oA52X4kfY/D66jf+HdVtpnmSCK1eNRJOzDqgzyKhb4rWdpFf8A9qaHqunT2lt9p8m4jUNImccYPrUV38OdX1DQvJvPFE82qx3Mdzb3JjxHCUGAFQHoR15pknwzv9ZfUrjxNr3266u7M2kbQW4iWNc5zgdTmgC9ofxOtNW1ix0260fUtMkv499o93GAkwxnggntXd151o3w+1qDUtGn1rxEt9baNzZwRWwjOcYG5snPFbnhSTxHd3+s3mtgQ2zXJisbULjbGhI3k993B/CgDqa89v8A4p29rfXf2bRNRu9LsJGivdQjTCRMOuAeW969CrzLUfhxrpn1W00jxItpo2qymS4tmtw7ru+9tfPegCzc/FvTV1GWzsdJ1PUWSBbkPaxq6tERktnPQUmq/F7R7O3sJLGyu9Qe8tmulSIKpjjBwS24jHQ/lTbb4WnSdTvLzRtU+yrPposUiMWQuBjcSCD15qjZfCK50640S5ttZheewga3mNxaCRZYy2cAE8Hk889aAO38JeKrDxjoUeq6eJFiZijJIAGRh1BxUHjTxfF4L0lNRuNPu7uFpBG32ZQShPQnJHXpV/QtG/sW0lgNy05klaTcY0QLnoAFAGAK4/4y2mqaj4PgstKsLm6nku43JgAJjC5Ocd6AH2/xc0gQ3zarY32kTWsAnWG9VUedT02c8mo/Dvxi0fxFeNaRafew3JgM0ET7C0+P4VAY/N7Vk23w1n8a6PJqPiy+nl1Ca1ENsklsIfsuOh2gnJz781Z0n4U6lZ3dldT61ZifT0xZva6ekZDYxlz/ABCgCTT/AIwHVr3ybLwnrLxRTeVdymMEQc4PTOSD2qXVPjNpem6hfwJpGp3MNjOIJriJF2hycYwSD19uam8E+AfEPhW+nkn8U/arW4maaa3FqAGZuSQSTjn0rE1b4N6lq2r31zceIYXjvLpZ2kayU3CAEYVZM8YAxwMUAb938U4I7i6jsPDusaglpGr3EkEIxESu7a2SCCB1FZ8/xiWV9LOk+G9Q1CLUYWeIphW3r95Md8dzU938Odct9R1GTQvFD2lrqcYW7jngErO23azg5GCR6Cp7D4YjS9V8PT2erSR2ejxsBb+WCZXb7zFvc0AdH4P8VW3i/QU1KCJ4HDtHNA5y0bqcEGneLfFEPhPSF1Ca0nug0yQrFAAXZmOBjJFZ3gXwZL4Ni1KFtSa6iu7pp0Tywojyc49Sa0fFvha28X6L/Zt1cTwIJFlWSEgMGU5HWgDmm+K9papqI1PQ9T06eytRdeVcooaRSwUYwT/EQOarW3xftLW5kt/EOmPpUptTdwfv0lEqYPGV6E44Famt/DLTNfvZLm9v9QLSWQsmXzFwUHIJ45O4BvrWDD8FrefUUudX1iS8SO2a1SKOBIgY8YXdjqR1z6gUAWNA+M+latqSW17ZPp8U8TzW0zzI+9VGSGAOVbA6Vi6l8RfEuoeKPD1xpdjd2Xhy9uFiMtxEv74luoOTgEVd0P4GWGk6ha3UurTTLbM22NYETepz8rEDLDFa0Pwqjt7/AE7y9f1E6XYXP2mDT32sitnOAcZx7UAZOs/HTT9M1e6tYtMaeC2uBbyObhUkLZwSqHkgeterW8wubaKdQQsiBwD1AIzXmd38E9L1G7umvNVu2tZrlrpIUSNSjscn5tpJHtXplvCtvbxQISVjQIM+gGKAPOviL4+8Q+Edb0y307QDd2Nw6q05JPmMTgRrj7rfWpbr4oTQy2OnxeGb863eFvL06V0R1UfxMc8A84+ldH4x8MHxVosdol49ncQTpcwToAdkingkHr1Nc5c/Cxprmy1KLxJqKa1bls6g4V3YMPu4IwAOcDtmgDe8HeM7Xxdb3Srby2l9ZyeVdWspBaNvqOo96q/E2fV7LwNfX+jXzWlzaATllUEsqnleau+EfB9r4UtrjZcS3l7dyebdXcx+eVv6CrXifw7B4p0ObSbm6ureCUje1s+1mHoeDwaAOO0/4swRWrQ6vpV/a3kGli/PmhB9oUKCSmD35NWNC+LWma3rem6WNPuoJNRVjCzSRsBgZ+YKxK9O4qvZ/CK1N9dSazqlxqcP2M2NmJAA8ERzn5u7ckA+lV9E+CWm6Pqlrff2vds1m4eARIkTD2ZlGWyOKAPU68lf4na6nxGvtJj8N6lcWNvAP9HjhHm7s/fyTjae1etVxHiP4ejWvESa5Y61f6XeOiw3DWz48yIdh6H3oA43S/HvifSPFvidNUsL/UbG1VZljXy1+yocHnn0z3PSum1P4pwwax/Z2l6Pcai8Vut1cyLKkaRRMobO4nBODT7T4UadaPrTf2vqsratB5E7yzBn2+zEZzVWX4RW8JifS9cvbSYW/wBmmlkRJWmQEbQdwwMYwMUAdl4Z8Q2firQLbWLESLBODhZBhlIOCD+Iqh4t8XDwqbFP7OnvJL12jiEbKoDKu75iTwMZ9aveF/D0Phfw/baTBcTXCQg/vJmySTyfoM9qj8Q+GbXxFJYPcyyxmymMqbMckqVIP4GgDhtL+Nlnd6bqVzeaPPby2cSSrEsqv5iscA54A59asaR8XVv73UbC50cwXtraNdRRR3KSiZQMkbl4Bx71Da/A3RrdLgHVtSc3EXlvl1xgHK4GO3pVmw+D1naa3Nqk2u6jPLJC0Cg7BhWXBHTBHtigCxpfxLmvNa0eC80SazsNYt/MtLguGy/JKnHQYFYEXx906XxINNXRbprVrkWyXSyA7mLYBx0x+PSull+GFt5Xh+ODWtSjGisfJJdSWU9VPHpxn0NUJPg1p32WGxt9a1OHT47o3RtwU+/2IbbkY/GgCPWPivqGn3WtGz8J3V7YaTMYbi6WYKAR14wal1H4sx2pgtoNMH2+SxW+eO5uUiRUIztDHq2O1YfirwX4lu9S1TT9HtLu2s9Uk3TXEN8vkvk4LyIw3Z29Qpwa66b4Y6PdXVreTyObqGxWyZiiOrKBjO1lOD70AZuo/FyG08G6X4ittEurlL9/KCB1AjfONpPv2wK6vw1rGtasszav4ffSQoUx77hZPMz1+70x71iTfCnQ5vCtr4eNxfraW0xnjZZsMHPfpjjsMYrSv9E1fT/BFzpeiahNdaiUKRXN/MS43Hk7h3A6UAdTVXULmWzsJriC2e5kjQsIUYAvjsM1BodhNpeiWdlcXct3PDGFknlbczt3JNaNAHm/grxV4g8TeDLu7u7ZoZibgR3asmI9pO0FeuRj0rN8GfEPV7PQNGfxTamS3v5zbw6ksqku2TgunGOnauo0v4caXo1/dXFlfanHBc7t9oLpvK3N95sevNRXHwv0WbTdL05bi/jtNOuPtEMYm3At6HcDxQBzGo/HbT7HVJIl0/faw3ZtZSZwJsg4LBMfd465r1qGZLiGOaNg0cihlYdwRkGvO9Q+DOh6heXk51DUoY7qVpZIIpFEeW64G2vQbO1jsbGC0hBEUEaxpk5OFGB/KgDgPi14g8RaPpNjZ+HYXS7v7lYEuQV+UnPyjJ4Jx1xis+5vfH3h74RT3OoFZ9aUO8s+9d1umRg4Awxx2rqPGPgWPxdLaznVtQsZrRg8PkSfIHByGKngnrzTNd8B/wDCReHINI1HXtUYICJZUkVTPn++AMEUARap44Tw74S0TU57ea++3eVEXUqnzMBycnjmq9x8R3sLbxCb/SGiuNHWN2jW4UiQP0wxwM+1E/wp0q78P2ukXeqatPDazrNE8lxllwMBRxgL+FT33wx0fULvVZ7i81E/2lHGkyefwCmNrDjORj+dAFDwJ8T18e3t5pqaZPptxDb+bvdg2MnHHHuDVvwJPqh17xJY3+tzalHZXCQx+dEqMp25JG3jHP6VZ0T4dWOi6nc6j/aurXl3Pbm2MtxcksqegIA/D0qLSPhpZaL4gk1i21rWWllk8yWKS6ykpxgbuMtj3NAHb0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRSzxQ7fNkRNzbV3MBk+gqWgAoqKOeGV5EjlR3jO11VgSp9D6U5ZEdmVXVmU4YA5IPvQA+iiigAooooAKKazBFLMQABkk9qhtb21vUL2tzFOgOCY3DAH8KALFFMkkSKNpJGCIoyzMcACmwXENzGJIJUlQ/wASMCP0oAlooooAKKghu7e4kkjhnjkeI7ZFRgSp9D6VPQAUUxpER1VnVWY4UE4J+lPoAKKKKACiiigAooqG4ure0j8y5mjhTON0jBRn8aAJqKQEMAQcg9CKWgAooqEXEDXDW4mQzKNxj3DcB64oAmooqC5u7azj826nihjzjdIwUZ9MmgCeioWuYEtvtLTxrBtDeYWG3HrmpFYMoZSCDyCKAHUUVDBdW90rNbzRyhWKsUYHBHbigCaisw+IdHGsDSDqNv8A2ieltvG/pnp9K06ACiisy38Q6PdarLpcGo28l/Fnfbq43rjrkUAadFFFABRRRQAUUUUAFFFFABRRRQAUVSv9V0/S0D397BbKehlcLn6Zq2rB1DKQVIyCO9ADqKKKACiiop7iG1hM08qRRr1d2AA/E0AS0VFBcQ3UQlt5UliPR0YMD+IqWgAooqpZalZaksrWVzFOInMchjbO1h1B96ALdFUJdZ02DVItMlvoEvpRujgZwHYewq/QAUUVTm1Sxg1GDT5ruJLydS0ULN8zgdSBQBcooooAKKKKACiiq95e22n2kl1dzJDBGMvI5wF+tAFiimoyyIroQysAQR3FOoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPGfidrWryeMF0iz1ePSIILEzq81z5CzyMeMHBztIHHvWPe+OJb/4W6LeS+Ibi11vzvs7mB8BwJArM3GCQuDn3r2+/wBF0vVGR7/TrS6ZBhTPCrlR7ZFINE0n7ELP+zLP7KM4h8hdgzyeMYoA8R8f29tZfD23vIPGN1qMU+oxPHNIQ5VlyGKFfQVb0LWrlvE17pMHi26vtCl01ZpdTeRQbRuOc9Ae2DXscuh6VNZR2UumWb2kZzHC0KlF+gxgUkWhaTBaSWkOmWcdvLw8SQKFb6jGDQB5d8MdX0iDxF4n0Ma4b66u7oG3nLZedQnLZHHFZHhmxstB8Za5YXni7UoJYtRhSCDzNz3WQDyDkkduO1ez2fh/RtOnE9lpVlbTAYDxQKrY+oFStpOnPfrftYWzXi/dnMS+YP8AgWM0AeI63438TW17rV8upmJNO1N4YIjJGqMikDaUJ3McE9O9X/FOrG5+Ien26eOZ9NsLq2M1wgkVRAQBtUZ6E5zzXrE3hzRLi7a6m0ewkuGbcZXt0LE+ucZzRc+HdEvZzPdaRYzzHGZJbdGbjpyRQA/Q7M2Oj28Bv5b/AGrkXMpBaQHucV55qniLUj8StR0jUvEi6Fp8FsktrhU/fZ6ks3f2r1JVVFCqAFAwAO1Z+paBpGsSRSalptrdvCcxtNEGK/nQB4z4q8RX2rfDNL281yW1kXU2tEaEhBdwbgN5Hf5STxxXq3gzTtN07w/Gul3UV3byMXFxGirvPTnbwSOlak+j6ZdQQwXGnWssUH+qR4VZY/8AdBHFWYYIraIRQxJFGDwiKAB+AoA83+I2qu/iGy8N32rjR9Ev7R2nutgzI2ceXuPC8c15/omrXWh+BbfTNJ1cw2s2ty2017kBkh6hgW4XPrX0FfaZYanGsd/ZW90inIWaMOAfxpH0uwltWtZLG2a3b70RiUqfqMYoA8fm8R6/o3hXURa+JbTUYDeRRxXquJpbaJjhmfbx9K1NI1CPStfkiX4gPqOnvZSSyCQB2iKj7+4DAA9DXpdtpWnWdsbe2sLaGE9Y44lVT+AFSLYWaZ22kC5GDiMDIoA8p+EuuaNHqPiSzF+J9RuL2S5Wd0wbiLAww7E9TgVydj8RNcfXdGmm1e4na61Ex+TG0ZQRbsANGPmBwR1r6AGm2KypKLK3EkZyjiJcqcY4OOODUEXh/Robz7ZFpNkl0GLectuofPrnGaAPL9U1bTdO+NunT3PiUT2phmDwSyjZaS8ALx0z71Ff+MrvVvFOv2F34sTw9bWi7LSIIN03GQ+5uufQV6ofD+jG9a8Ok2P2otuM32dd5PrnGc0660LSL64We70uznmXpJLArMPxIoA8b0jxb4m13W/DOnzeIfsAvraXzFSFQ7FM7X5/v4/Q1WvfiT4jn8OItvq9pHd2mqtZzSqgD3CAjayA/L0Bzmvb20XS31BdQfT7ZrxFCrOYgXUDoAe3WoW8NaE8JhbRrAxFzIUNumN397GOvvQBxnw08Y3+t2mvy65cDZY3R2zPGEVY9oPJBI9T1rv7G/tNStEurK4juLeT7kkbblb6Gs3UPC+m3nh280S3hSwtbtdsn2RBGeoz0HcDFXtK0u00XSrbTbGPy7a3QRxrnOAKAMjx0mov4O1NtMvfslwkDMHCbiQB0Hp9a8nn1K21H4NX0Gr+JrfVrkWazQQ4/ewyZG0MQeSDgV706LIjI6hlYYIIyCKz7TQNHsFkW00uzgWQ7nEcKgMffigDyP8A4TvxD4dNnppv7TUXl0I3cCJbEFHVMqCcndwD+VT+F/G3ii/uNB1C61Oye21BtlzbSmOLb2BjG7cTyM5HavXP7MsPtP2j7Fb+ds8vzPKXdt/u5x09qpWHhXQNLuWuLHR7KCdmLGRIVDZPXB7fhQBpzusdvI7SCNVUkueijHWvIPDGt6VH8XvEMkmuwztdWkaQXLAKpcdVTnBxXsZUMpBAIPBBqm+kaa8kcj6fas8ZyjGFcqfbjigDxGDxZ4oTw3q3iJfGEUv9m3zQC0lt12zKGwvI55GenpUPi/Uf+E2g12317xHa6XZ2IjlsLQKN058vdu55IOcDHrXuDaFpD2gtH0uza2D7xCYF2BvXGMZpl14c0S9kEl1pFhPIFChpLdGIA6DJHSgDxbxhNbS/BPQI7XXDEUtYnexeUK12nAYc8nBHFdH461bUbjwNpHiHwvrBj06yZDeLbncWT5Qcn25yK9Hfw/o0nkb9Jsm+zjbDugU+WM5wvHH4VLHo+mxWUllHp9qlrKSZIViUI5PXIxg0AeW+HdY1nVPDuteIdX8Tmz0m43Rac7qqEAd8EdT0rB8BeKIdE+DeuT6Zc+brUUss0ifedckASY7gda9yk0rT5rBbCWxtns1AAgaJSgA6fLjFQW3h7RbIS/ZtJsYfNQpJ5duq719Dgcj2oA+fo7y3v/ibZXNl4jF1fXOkOVugiKwuGRsJ0xnp15rq9N+I0rN4IEniGNzcJJFqkPylg4X5S2OnNeqW/hrQrSdZ7bRtPhlT7rx2yKw+hApIfDOg28wnh0bT45RnDpbICM++KAPArD4j+L7fVbW8GvW11p1zqAgS1lKGfYz4yVXla7W41rwxpvxrhvvtFnEstg0csyAY84t0Yjo2K9GXwr4ejlWVND05ZFO4MLVAQfXOKvnT7Ikk2luSeSTGv+FAEwcNHvjIYEZXng+lfOGreNfGEsviDUHvJLW40y9VI4I7lEREVj8pjPzPkdxX0iAAMAYArIufCugXl617c6NYzXLja0kkCsSPfIoA+fr3xxr3iO5Sa38US2UktyIVggwURTEGzjGT8/y5p+meN9a1jWdIs9V8WyaTZy2J8+dABuZGI7jhjjrX0JaaBo9iWNppVlAWxkxQKufyFcZrfwe0LXvFEOs3M0yxxbNtlGirFhe2MdCeTQBwS+NtZ1WDw1p1/wCIJNMtLqScy6ku1GkjRsLkngZ9aXVPF+v2fhm+n0/WptQs9H1aJFvF+/cxMpypI4OD3r3CfQtIurWK2uNMs5YIRiOOSBWVB7AjipU0vT4rM2cdjbLat1hWJQh/DGKAPAU8eeKdXsfF2upPd2UdrZRRLbMvEUrsoJX8Mnn1o8HfEDUF8VpYXWs3iaZqFqVFxdyxyNbyAEhuOAO2DXv40ywUXAFlbgXGPOHlD95jj5vX8aqxeGtCgSRIdG09FkG1wtsgDD0PHNAHk3h691LX4tUnuPHss15pskzQWtrsAlSPkMwHUNjt61yeifE7X1v7C7l1K6ee6uws8UrIYdpPRUHzCvoqy0PSdNd3sdMtLZnG1jDCqFh6HAqKPw3ocN0LmPRrBJw24SLboGB9c4oA+dPEOor4m0+61LWtdRdWtdUES6ZKgwkW8AFM8jjk19Nwbfs8ewgrtG0r0Ix2qhP4c0S5uTcz6PYSzk5Mj26FifritMAAYAwKAPG9evLnR/i1dpqXiy902wm0/wA63dgvljDcoAeCfTvUWqeI5L7xXqNnqXjT+y7KxtYprCSEBBcF1zubP3u3A9a9dvdI03Unje+0+1umj+4Zolcr9Mjiq2o+GdD1YxnUNJs7gx42GSIEgDtn09qAMf4b63qHiDwVa32psHuS7oZAm3zFU4DY9xXnnxCvJNY8Q67pHiPWJNH0q0tfMs4lAAvT1yc9SD2Fe3RxpDEscaKkaABVUYAHpVPUNF0zVvL/ALR0+2u/KOU8+IPtPtmgD5xXxDrOmeGfCWhaZqKWlpLbSTyXEUyxB5NzfIXbgYyuRVqw8ceIv+EatbPUvEFxBB/abw3WpwR+aVj2KQAw4PzZHFfQU2g6RcWsdrNpdlJbxfcieBSq/QYwKli0vT4LM2cVjbJanrCsShPyxigDx/QvEGkQaxfo3xGvL2xksyqtJHjyWJ+9vxjd6D3pvgLXotK8KeL7exv4LnU7e4mmglyC9wNuQ5A6169b6HpNpA8FvplnFE5y6JAoVj7gDmn2mj6bYSSPZ6fa27yffaKFVLfXA5oA+eLa+0+TxX4S11/Ek+qao0o+1RyxgeSSpIAOOmeKaPGfiyK3fW5Ndl+2R6iYm0/zEOIg2CDHjJ/Cvo1bCzVgy2kCsDkERjIpfsNp5nmfZYfMznd5Yzn1zQA63nW5top03BZEDjcMHBGeR2rx201/QtO+Nl7LdatJeRvbeXA8qlxBKXOY0IHHWvaKgFnaiXzRbQiTOd+wZz65oA+ebi81e6bxXq9r4t1Qtoc4NkrIQkgJ+6Rjn0xXvHhvVP7a8OafqJVlaeFWcMu0hsc8fWtD7NBhx5EeHOWGwfMfU+tSdOKAPnT4ieKvEbeMNYn0vW5NNh0kxotnI+1pj3ZFx8w5r3jw5qQ1jw3puoeYHa4t0d2UYG7A3frmrcmn2c03my2kDyf32jBP51OiLGgVFCqOAAMAUAeIeM9adfEXiY33iq+0e5sY1GnQxj93IpUH0+Ylsj2rN8U6yt38NPDFtqviG5Go3flSzwyfdkjLZJfAzgYr0XWvhdaa5ql1c3Otan9lunDzWZcMhAOdoJGVHsK67+xNL8u3jbT7Z1tlCw+ZGGKADHBPtQB5d461e8uPD+leJfDOuXP9jWUghvI7QYLKMAsueuOlYWqa14o034fNrcWp6k1tq1+nk+cFElrBk8lu27pXu62lstuLdbeIQjpGEG38ulPaCJ4vKaJGj6bCoI/KgD5y/wCE01z+wfEcT6/fCK3SGaxnXbJIXbA2F1yuPUda63wjrOqab8SNO0iXW73U9P1LS1uc3Cg7ZCMjBA4GM162ljaRRNDHawLExyyLGACfcU9LaCOQOkMauBgMFAOPTNAE1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFZl74h0bTbg297qlpbzABjHLKFOPXBrD8VfEHSfDmhQ6hDLHfyXT+XaQwyD982ccHpgE80AdfRWBrvi3TfDGhjUdZmWBvKD+QrAux4yFB64zTbHxv4bv7CO8j1izRHVWKvMoZN3QMM8GgDoaKoDWdMN01qL+389I/NaPzBuCYzux6Y71V07xZoGr3IttP1W1uZihcJG+TtBwTQBs0Vy2m/EHw7qmtahpcN8izWJUO8jBUctwNpzzzxVi+8X6dZ+JNN0JXWe7vXdCI3BMRVd3zDrzQB0NFYus+LdA8OzRQ6tqkFpLKMoshOSPXii68XeHrK2S4udZso4pI/MRmmHzL6j1oA2qKp6dqdlq9mt5p91Fc27dJImyKuUAFFcZr/xP8NeHtat9Lur6M3DymOfa3/HvxnLcfhUU/xL0e28ZwaHLNAlrNa/aFvmmAjYnoooA7iisq78SaLY6bHqN1qdrFZyf6uZpBtf6HvVe/8AF+iWPh+41v8AtCCaygBy8UgbLY+6Pf2oA3aK57w1400LxXCh0u+jknMKzPBn54wfUfXiuhoAKKo6hq+naSqNqN9b2qyEhDNIF3EemasW9zBdwia2mjmibo8bBgfxFAE1FFZupa/pOjtGupajbWrSfcEsgUmgDSorNtte0i88v7NqdpL5hITZMp3Y645p1xrFlBps98LmGSGEMSVkXBKj7uc4zxQBoUVh6Z4msr7wvb6/cn7BazJ5h+0MBsGe5qhqXj3SIPC19rmlzxapHaJvaO3kGcZxk+goA6uisCy8YaLdXllpz30MeqXUCTLaEndhl3emOma36ACiquoajZ6VaNdX9zFbW6kAySNhQT0rl9F+I2j6np2qahczQ2llY3ZtvtDSbkk9GBx3oA7KiqEWtaZPdLbRX0DTtCLgRhxnyz0b6VxmsfFfTdO8S6fo1tDHem9nSJJ4LhWVcsAcgcjGaAPQqK5zUfHnhbSb9rG/1u1gulIDRsxyp9DgcVN/wmfhn/oPaf8A+BC/40AbtFZF54o0LT4IZ7vV7SKKYbo2Mo+ceo9agvPGvhqwsYL261qzjtpxmJ/MzvHsBzQBvUVyt/8AEDw9aeFbnxDBqEN1ZwkqPLbBdwM7BnvVzw54w0TxVFu0q+jnkWNXliXOY89jx9aAN6iiuT8W+OrLwvc2NiI/tWpXsqxxWythsE43fQUAdZRWPrfifRPDiwnWNRhsxMSI/MJ+bHXGKk0XxFpHiO3kn0i+ivIo22u0ecA+nNAGpRRXPz+N/DNqbgT63aRNbsUlR3wykdRjrQB0FFYmp+LvD+jRWsuo6rb26XQzAXJ+ceoxVmXX9IgsIr+XUrVLSY4jmaUBX+h70AaVFYln4u8P6haXN1aavaSW9s22aTzMBD75p+n+KNC1WG4msdVtZ47cEzMj/cA6k+g460AbFFc7p/jrwvqkssVlrdpK8SF3G/GFHU89qdaeN/DF9fGyttcs5LgHGwSdT7dj+FAHQUVz1n458Mahqg0y01m2lvSxQQqTksOoHGKde+NPDWnXE9vea1aQzQMEkjZ/mUnoMUAb9Fc+vjfww000Ka3Zs8MJnkCvnag6kkcd60NI1vTdfsRe6VeR3dsWK+ZGeMjqKANCiiigAorFXxboLvqKLqcJbTQWvBz+5A654qne/EHwrYaZb6hPrNuLe4VmhYZJkAODgYz1oA6aiuc1Pxno9j4Sk8Qw3tvNabCYX3ELI2OFzjgnFRaV4zs5fBVj4k1mWDT4bmMSYZ8gZ6AepoA6iiuC1f4p6CnhzUb7Qr+1v7y0gMwtyWGQPWrnhL4i6H4qS0ghvIl1KaAStbDPB5yAT1xigDsaKKydf8R6V4Y0/wC3avdrbwZ2gnksfQAdaANaiuUtviR4Tu7K9vINXieCyRXncA/KG6dufSn2nxD8JX8Es1vrls6wx+bIOcqvqRigDqKK5W1+I/g+9uEt7bX7SWV/uoN2T+lLbfEfwdeXKW8HiCzaWQ7VBJGT6ZIxQB1NFcvd/ETwnY6nJp9zrVvHPGQr5yVDH+HcBjNZHiH4o6Voni3StGFxAYrnLXM7k7YkIyuMevrzQB39FcN4t+JWlaD4UTWLG4hvJLg7bRDuCynOD26CtTVvG2i+HdKsr3W7xbZruNXSMKWLEgEgAemaAOlorlE+Ivhh/Dcmv/2ko0+OXyWdlIYP/dx1zTfDXxG8P+LtVm0/R5pZpIYhK7mPauM4xz3oA62iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPCfiN4H1jxH4x1e7i0S8nD2scFpLFMqRkjJJbPOMnp7U/U9A8Tad8MtD0KHwt9puLYxzSyROpaNhLuKgdeQBn617nRQB5/r+lX3jn4cXaXugJaax5TLbw3GHKNkcg9sgVxq+CtV1v4c3WljwjbaVqEcURimZl3Tsp5zjoa9yooA8WttB8Xahr02p3Hh6Gynj0VrKMmUMJZNuBu/pVTwP4R1zRvFuhzW2g3dnBaRyQ373MilW3gZMeOSMjP6V7pRQB43H4b1Hw18VNW1Cz8IrqVlqGx4plZQsPd+vQk849qn8S6P4h/4WNp/iHS/CUTiyZ98i3Cq1yCuAT6Yr12igDyO80zWdG8Y6rrU/hZtci1SFFhjUhvs7d0bd0HuKy7T4e6xDqHhmC+0K2ubOC5lubohgREJDxFg9Qte4UUAcF8N9B1XQLjxBDeWaWlhNemWyhjYFVXkHHpnANd7RRQB57458HTXutaRrmj6PZXVzZztNdI+EacbcAZPBrHn8KX2qeOtKvb/wAI2q6XBpzRNCHUrHIeenfB4r1qigDweHwR4mXSdEFxoCzwaZfTubIzL+8jc5XrxgdMVq+HvBGry+GPGWl3uiQ2cGoyGWwtpJQVRiDjp05xzXsdFAHnHww0fUtIgS11Dwta6ZJBarE15G4LzsD3x9M/WvR6KKAPNvil4c1HxLLptqmlm/0td7TrE6pKr/w4Y9B60nwd0XV9A0bUrHVLCezjF0Wt0lk3/KR2NelUUAFeF+PtKuNE8a654m1XQpNX0iax8uBlIZbd8AZIPTkdR617pUVxbw3UDwTxJLE4wyOuQR7igDwLQrRh4H8D6xoGiy6g1jczPeRwL+8LEEEH2zW9ouja9a/DvVdPufCbTT393LJHaNMAsSuMg56jGa9ctLK10+3W3s7aK3hXokSBR+lWKAPF5dB166+Flhol3oN0ZNKuYjPblwxuowcnYeh9MGm3+i32pabq40PwFLpUl9ZG1DyyqmRkZ+Qd/evaqKAPIPBvhLxB4e8axzalpUWqRPFGq6rI4Etv+7AK47gYI4r1+iigDA8Tar4fsobay8QtCIL1yiLOmULDnnsK8k8KaBLr3wx8ZWGmWqSC5vpPsan5VbB4Kmvc7mztbxAl1bQzoDkLLGGAP406C3htYhFbwxxRjokahQPwFAHiC6F4t1HVRbDw/Jp7L4faw+1lgQz7ePm/DA9M1kWHg7WX1nwfaJ4Pns30qZWvr7ChZSGBznuABX0XRQB8v+IHkuLabRZNMtJri48Ql5bmKZXdyXI2bfvYwa29a+F2rTapfXMPhuFoW1EyRrHIoLQ7MAewzzXuK+HNFXUm1IaVaC9Y5M3kruz659fetSgD50/4QjxVoF3pWoDTLq5A08wPFDGk5ifnA2twB71L4c+HPiFW8Ny6nogdIdRkup1dlGyNsYUqenPOK+hqKAPHbLwh4gPhfxxpcmjW8KXs8k+nISp5bI49OAMfWup8AnXI/MtNT8OQaVBbW8USSIVLTMB8xJHbpXc0UAFeVfFHTfFGuXVnBougLJ9jnjuI73zVBbHJX1Feq0UAeJePdD8XeLJPD+oy+G9jWYdp4YbgFw3HAJ4xxmuo+EHhHUfCnhy8XVI/Kuru6aUxbgdq4wOR3616LRQAV5DqXhfX77x/4k1CXQLS4sp9Pe2tGZlG5scH2JyefavXqKAPmub4aeNPL0W9itbgzW9u1tLD5qkx44BXdxgg1qaN4A8Y6XpejXdzpkOojT7mX/iV3EgI2NjDDsCOfzr6AooA8N8R+CNe8TaZf3Nt4bttFuBPDJ5EMg3XQG7dkjjjII+lZ8Xw78X3B8R3iWAt/tlgLZbe4mDPK25TkFeBgCvoKigDwDwx8NfFf2t21CALbQ6bLbRR3TqS0jjoNvbPrVbwl8OvFdnrmkNcab5MOniR3edlZTJtIGzHO08V9EUUAfPnhnwD4xsNa0i6fSNslleNcytLcr5bgk5Cgcg811Ft4Q1w/F2+8R3Xh+ymsbhRGhkmU7AMAvjHJIHSvW6KAPnz4kWGjXPxGsdL0G9trK71FGsdSCR/KgLKR/wI9PwFenajdL8P/D+jaToumm7mmmjtIkAwOnzO5HtzXUtpWnvcfaGsLVp927zDCpbPrnGc1aKqcZAOOmR0oAF3bRuwGxzj1p1FFAHi/iv4eeLLjxBrUvhu4htdPvNlw0bEZnkwVZSfTHODxUNx8J9a03WNOuNIZJLSLTltpohKEYP1YgsCMFua9uooA8d0n4feJ9E+HWqeHUisr2S+ldkEsuBAGAH59TxTvFGlXHh/4Z6Bbam1pHJpVxEwTDPHLtH3T6Z9elewVHLDHPGY5o0kQ9VdQQfwNAHz7o8N78SLjxfd6Vo1vYLdWCWcfOELhsk7gMdPSu603wLq2l6l4Lnhh0/ZpMMkV4Y/lZt4wSPX/GvR4LaC1iEVvDHDGOiRoFH5CpaACuI+IPhnVNdk0a90qO1mn024M32e5YhJQRjB7V29FAHkureDPE+uWN6zaToWnXTNC4FuxIuNjZ2v2C1V1zwP4p12e4vjpGk2E66bJaJFbycSs/BJIHGB0r2SigDx2z+Gd7p15b3MkdhDYWt1b3rbF+f93Fh1+hbmuQ8LWV/408K3/h+x0SzhP9om4luZvkeONn3fICMnGMV9IEAjB5FNSOOPlEVc+gxQB8+6t8K/FNra61Y2dsbuPUbovHIlwoVVyMF1Iz+VdTrfhTXba68Japa6Ba6hc6damC7gLrycYHJ6165RQB5n4x0LxJ4p8FQaVHoWnQXEoV3/AHwC27Bs4Xj0pPEHhTxDrv8Awh8hsbJG0ucPdJJIH+VQBx65GTj6V6bRQB4H4t8PapoWlanqGoWlnFbT63FfJZxEv5qqD8vAwCcZ/Gt74QX114g8SeJfEM2krp8Fx5MMMYj2gBQeOnpjNeuMiuMMoYehGaFRUGFUKPQDFADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK8y8WfGbTfCniKbSJtMuJzAV86USquA2MFR1br7UvjD4i3f9m+X4Qtpry6Ecc89wkO9LaNhuG5T1JUH6UAemUV5z4f8AiOi6Z4WtdUiubjVdZhV1eOMBCTnJJyAMY6VdHxFivdL1u607R9SnGnM0QkSNWWRhkErzyBjmgDuaK888L+PJj8Ll8U+IQzSBm4jj2l/mwoA9zxVmy+JUL31vaapoOq6W81u9wHnjBQKoJbkH29KAO6orz3Rvizpmq63bWMllPaw3zbbG4d1bzz7oDuT2z1r0KgAoorg/G3xT0nwNqUVlf2d5M8kfmBoVUqBnGDk0Ad5RXm03xh0+PR9F1OLRtRuIdUZ0jSFQzq6/w475p1x8XdMh0aWeXTdRh1AXP2RbDywZTIRke3QigD0eivJ/hd4r8Qav4q17StXlu5YLUI8X2y3WKWMn+EheK9J1jVbXQ9IutTvWK29shdyBk49qAL9FcPD8SIPPsVvtC1awt71S0VxPEpTAGedpJHHqKrR/FjT2tLfUJNH1OHSri4FvHfuieWSTgN97O33xQB6DRXmNx8adMtGmMuiaoY45pYvMRUYHy8bm+9nAyOav3vxX0q3vby3tbC8vhZ263FxJAY9sasM4O5hyPSgDv6Kz9E1e11/RbTVLMsbe5jEibhggHsayPHniW58J+FLrVrSyN1LFjC5G1fduQcfSgDp6K4aP4k20Xhs6tf6RqVq22JUhkhw08j9FjGef/r0/wx8RbfX9cfQ7vSr3StUWIzCC6A+Zc9QRQB21FRXE6W1tLcSnEcSF2+gGTXm/hn416H4m8SR6LBY3sU00jJE7AFSB3OORQB6bRRXnt18UCL7Uo9M8N6jqdpp7eXLd2+3YWBG4AdTjNAHoVFefXPxY06My/ZNG1a9WC2S4uGghGIAwyFbJ647VE/xg0p73T7Sx0jVL6W/gE8AgjUllJIPBPGCCD9KAPRqK4iP4mabc2WnyWmn31zeXzuiWMSr5q7Dhi2TgYPvTR4r1LxBBq+nada3Oh6tYIJA9/CroV/A45+tAHc0V594W8c3M/wAMJvEuqxvdT2hlEwt4wu/Yeq9sY71pad8QLDUdR0SyFpdRS6vatdQ7wMKqgkhuc54oA6+ivLNP+NumX+tx2SaTcrbyXQs1naVN3mE4+5nOPer/AIm8Yapp/wASPDmiQxPbWl1K6ytJtKzrt424ORg+uKAPRKK4PxD8SH0jW59M03w7qGryWoDXUltgJFkZxnnnHaqqfFiPUI7AaJ4e1HUbi8jaRYgVQIFOGDMTwRx+dAHo1Fc94P8AFlt4v0iS9ggkt5IZmt54JCCY5F6jI4NdDQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB5j4h+Ea6zeapJBrDW9vqMglmja3R2Dd9rHkDgcVJbfCu4sSr2PiW8t5JrZba+YRqftCKNq8EYUheK9KooA4OX4W6XP4VstDn1C/cWLs9pdCQLLDnsCB0xWkngwWPhW30DR9SuLCCPIklRVZ5QfvZJHU5611VFAHAWnw08vw3c+HbrXbu40pgv2aMoivAVbcCGA559a0rvwXPqEiC+8R6nNAsTRNACiK4K4O7aATXW0UAeW6X8F7DTmsHGoMJrC5WaCaKBEkYA52u2Mn0rsLD/AISC48WahJdMINFhCx2sO1S0zYG5yeuM9BXRUUAFcP4h+H76x4lk1q31BIZJLYW7xzW6zKAO6huh+ldxRQB5xovwxu9Lk0RJNeM1ppE7TwxfZ1UktnOT+Jpk3wsnkv7u+XX5kupNQGoQSCJcwvggj3BXA/CvSqKAOT8L+ELnQtZ1TVr3WJb+71HZ5mY1RRtGBgD2rY8RaLF4h8P32kTu0cd1EYy69V961KKAPOrfwF4hnksrPWfE32vSLIYjhSAI8oxgCRu4xVBfhPqJsbHQ7jxLJN4etZhL9k8kK5wSQu4dua9UooA8xb4RhkuY/wC3JylyboyBoweZgBwfbaKoQfCPU9Ivpp9G1WwVbq3jiuRdWYk3MowWXnjPWvXaKAMPwl4fHhfw3aaQLgz+QCPMK4zk56U7xXoK+JvDN7pDTtB9oTaJAM7T2NbVFAHmEvw88T3+iPbal4nSa9glt5tPlWEhIGiyOVzznvV7w34D1W18ay+KvEWrw6hffZxbwiGDy1Qdz9ev5mvQaKAKGs6ZHrOi3mmysyJdQtEWXquR1FeWaP8ACTXtN1vRrs61YRRaU21Gt7TZJLH3DHufrXsVFACEAjB6V5ePh34q0l9St/DniiGw0+9uWuSjW26RGb7wDZr1GigDzG4+H/imwvr6fQfEsUaajDHHeC6g3s7quwuD2OKl0f4ZXOh+JNC1O01GHytO082csbREmUksSwOePmOa9JqOOUSlwAw2sVORjP0oA8qsvhb4g0+KO5tPEcEOqW9zLLBMtt8gSQ5ZWBPPNajeBfFE2kar9p8WM+rX8axCZYdscSA8qFHr616LRQB5x4Z+HWraJ4evPD13r4udIuLV4ViWAK0bN1Ib05PFVNL+GOuW3iDSNTvfEiSf2RGLe1WK3CloeQVf1OOM16lRQB45B8EZYtd066OtR/ZbG4NxGFtwspYvu2lu49PrW1rnwy1TWPFUOvf8JVcxT2pP2UeQh8lSTx79a9JooA841b4e64ur3+peHfEhsJtSiCXiSRb1dgMFx6NR4b+Fn/CN6tp19ba1cMba3eKWNlBErPyx9ucH8K9HooA830z4YXemeGNe0eLX59+qXAnWdV2tE2csRj1rvtOsxp+nW1mJpZhBGsfmStlmwMZJ9atUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFVvtEv2825tnEXl7xPkbSc42+ue9WaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjWIJK8gLEvjILEgY9B2qSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArmvHHi1PBnh5tVe0kuv3qRCNDjljjrXS1yXxJ0O88Q+AtS06wXfduqvEvcsrA4H5UAV1+IEb+JdL0mLT5Zkv7czfaInBWIqcOrf7vepvDXj6x8T+ItZ0yzQNBpoU/aVfKyZz09MYrgfAnwz8UeF/EB1SadJlTTnMMcsgP+kOASuAeBuHWrngfRvGum+NNU1i68OWVra6nIiTotwo8oLnLKo65zQB0Ft8YPDNx4nutFaSWPyCFW4KEpIc4IGOR+NRQfGHQU8Q6npOpb7I2cojSUgssgPfjp171Q1Pwh4q0rx7qWteGrTTZ4NTSNXa6IDQEHkgd+9ZUfgPxVHc+N/M0+0mXV4sWzGRcF/Xnkd6APZ43WSNZEYMjAMpHQg96zPEHiPTPC+ni+1a48i2LiPftJ+Y5x0+lVPA8Gq2ngzTLXWohHfwQiKRdwbheByPbFUPiVp2q6v4MudN0jT4Ly4umERWZgBGp6uM9xQA63+JfhO6Fy0Oqo0dtGZZJNh2BQQOD0PJFTaF8QPDniOV4tPv8AMqRmUpIhQ7B1YZ6iuHuvBvijUvhNc+G5tI0+zu4EjS38iYHzgvLEnsT9axfB3w48a2OtWV/qKJGtvZSQfvLkPkMpAUKOnPrQB6Pb/FLwld3kVrb6i0ksrlIwImwx9jjmoE+L/gmS4WAawocvswUI5zivOfCPw/8AHem6vo8upRwpo9jdNcNEZEYpnOSB16dqyfDWial4s07XNB0vTtPa1k1QySajOQk8aF8/KpG7HFAHter/ABH8LaHfyWV9qapNFjzAqFgmegJHAp+qfEHwxo8yQ3WpoZXjEoSNS5CEZDHHQYNeQ6/8JvFrX2s2dm8t3ZX0gkgkNyoXjH+t3ck4AA+lbGh+D/GHga+e5TSbTX3v7KO2ceYFFuUG3ad3VSOuPSgDr/EHxb8O6LpNjfxTG6W8ZTGqgj5C2C2fb0rpPDvivSPFUEs+kXBniiIVn2FRk+metcFqnw+1zVPh5ptjJDpyapY3YuVtoxti2hs+Xnn867fwpFrcdnL/AGxp+naeCw8m1sjkIO+4gAE/SgDelkWKJpGztUFjgZ4Fee6Z8Z/C2o6rdWHmTRNFKI4mMZPm54yAORg8c16LXltj4T8Q+GvG2r3mlaPpl7YapOspmmkCNbgk7gBgk+tAG7dfFXwlaa6ukyagTKZPKaVEJjR842lugNdoGDAEHIIyDXhR+GPi59Hv/DCwaYumz3xuRqDvmUrkYAA5Br3C1h+zWkMG7d5aBM+uBigDL1/xVo3hiKJ9WvBB5x2xrtLMx9gKybv4meGLPQ7XWZL1msLmc26SpGThwMnI7VlfEzwprPiG80S70q3juRYys8kLT+SWyOPmrgB8P/HcHhwaQ2kWUiSaut6B56uFBySCew6UAelxfFfwxNpd5qCy3IS0kSOSNoGD/OcKQvcH1rSj+IHhqTV7PS11FTd3iLJAm0/OGGRz9K8/1e2l0nxvrur+I9MSDQLrT0tjIHyGkUAgIo5J3Zx3GKd8EvDc1xZnxTqkguJXjFrZJInzQRISO/Q0Aey1w2qfFjwto+s3elXc9yLq1GZAsDMM+gIrua+f77WNZm+L2vx+HtGt75ryEWYmmXakbKOW3EYzQB6bqfxR8K6Tp2m39zfN9n1AboGSMtxnBJ9MVPcfEfwxbaHa6y9+Tp9zIY45ljJGRnOfTpXmGr/DjxLZ6T4ctjpcGu2tnFJ9osvO8sCZyTuyOwzVyHwL43X4TXHheO0sYppLosqtMCRCxDFQemc+vagDul+KfhaWyurq3up5kt4vNfZA3I6ccepFVfCnxZ0TxT5UccF3Bcyu6rG0RYYXJzuHHQfrWh4R0vWF8If2Xr1hZWc6Q/Zl+zMHDIFwGPv7Vy/gfwv478Lq+kn+yhpluZXgmIy8rNyoOOQM0Abng/x83irxJ4gtRCItP00gRyMpVm9SwPSopfjF4Wjclft0luJvI+0x2zGMt6BqxdC8EePLbWtRm1DVNLWz1aQvfi3Rt5yuPkPaquneD/iDptnaeGbWTTYdGtrneL/CtI0ec8oe/vQB1bfFfwwlrdXLyXSxWt2tpKWgIw7Zx+HB5qLxN4y1rQfGug6eLG2bR9TmESz78yE4GeO2CRXG+IfhN4rvNW1ZNN1KxOl394l66Tghmdc8HHYE1s+KfBXjnxF4h0u8TUtKt7bTXWW3GxiVfaNxI78jgUAddr3j/Q/DuomwvJZXuUj86VIY93lJ/eb0FQan8S/DmlWOmXs0072upcW8kUJYNXA+K/g74g1vULrU11Wxuby8jjjm82NlCkDBK4PA46VPqPwy8ZT6L4XtrbVdOE2iDIR1bYXB4bOOeOKAPS/D3iiy8SpO1pBeQ+QwVhcwGMnPcZ6itmR/LjZ8FtozgDJNUdFh1KDSbePV7mK4vwv72SJNqk+wqzex3EljOlpKsVy0bCKR1yFbHBI780AcJ4L8e3/ibxZ4isp7PyNO07Gx5EKSKeeGH4H8qH+M/hBb+O1S4uZfMlEKypAShYnGM1meHPAPjPS/EWq6jd63p7R6m5+1LHC2XAUhSP7vWuY0z4Ha7ZarYu91pphtr4XJuAXMjKDnbtPHagD0e8+Knhay1W5sJLqVmtcCeVIiUjJ7E1oSePPD8Qvy142LCJZbk+WfkVsYP6ivMdb+CWs6j4pvb+LULE295dCdpHDCSMA5wAODXSeJfh14hvNdu77RNZtbeHUbRLO8jnizlAMFh70Abep/FPwtpccRe8kmeSFbhY4IyzeWejEV0OgeINN8TaTHqelXAntpMgHoQR1BHY15dqfwRmuxpk8WpwPc2lmLWVZY2Ec2M7T8pzxkflWho3hDX/h14FutM0WcX+pX10ojkEeEtywALn2AFAHqtQXdylnaTXMgYpEhdggycAZ4Hekso54bGCO5l82dY1EkgGNzY5NTkZ4NAHmPhX4yWXiTVLmz/su9ixMI7eRImZSD0Ln+GneHPjBZaje3FjrFjNp9xDdm28xULRZ3YG5v4STjrVy2+H2p6V4rudQ0XxC1lpl3P9ouLJYQdzY6A+hrLT4Var/wj+saY+uwltR1Bb3f5HTDbiD+n5UAdTqfxH8NaTqF1Z3N8d9qAZ3RCyxE9AxHQ1T1z4r+GNBexW5luZPtsKzwGCEuGVun4+1clrHwRubzVtTubPWYVt9RfzJ1miYsG5Jxg4xk5GasXnwg1T7RoD2PiCHZo0YSAXFtnnPJIzzQB1Nz8TtAs9Ktb6dL5PtTssVubZvNO3qdvXHvWr4W8YaP4xsJLvSJ2kSJtsiuu1kPoRXMeNPhrdeKbrStSg1YQapZJsklZWCSj/dB4q18Nfh9N4DttQSbUEumvJRIRGm1Vxn1+tAHY6nqNvpOmXOoXbFbe2jMshUZIUDJ4rz+D43eF7ra1tFqMkQkRJJBbkCPccKT9TxXeazp51bRbzT1nMBuYWi80KGK5GM4PWvMLf4GR29mbeLxLdouxBlIFGSjlkJ57EmgDY1f4x6FpOuTaZ9mu5/s8qwzzqAEjYnHOeeK2f8AhYugLrV/pUss8NxYwmeUyRELsAzuB7iuSufglHdJfiXXPMkvZfNknks1aUNkHht3HSsXxn4X1nXPGOiW7eHrxrO3YWt1fxuB9qiGOWAPA470AeueG/ENr4n0ePU7OKeO3kYhPOTaWA7j2NVPHWtXvh3wdf6vYLE89qok2y/dIBGR+Wa3reCK1t44IUCRRqFRVGAAOgrJ8W+H/wDhKPDV3o32t7RbkBWlRQxAzkjB9elAHK6F8XNJ1GLOqWd1pLiz+2KbhfllQdSh70ui/F/RNY1uz00Wd7b/AG7P2SaVBtmHPPHI6d6I/hbHcTQvq+rvfi2097C3X7OqeWrLt3dTkgVl6N8EbTR9X03UItWYvYSB1xb4L4HQncf0FAHrFcD8TviBN4HsLUWtk01zePsjldSY09c46n2rvq4T4g+BtU8YvYG01mO0js5RMsMkO5S46Enr+FAGbovxMmsdFhm8WQOuoXUzfZrWzt2aRoh0cr1ANaVt8V/DtyLZUW9E89ytr5Btzvjkb7oYds4zTNS8E67dX+m65ba/DBr1tA0E032bMcyk5xtzxjtVK4+Ft1JbXlyNfeTWp76G+S7eEKqPGCANo6jBNAGzdfErQ7S51m3eO9aTR9pu1SAnAJxkeorP0r4uaRreuWmn6dp2pTQ3T7Eu/JIjzjn8qo6Z8Ndej1LX7/UfEcMlzrFuIJXjtc4A44BOOnFdB4H8Lar4VsRp15qdtd2MChLVI7fYyjuWPcmgDsK4LXfippei6rf2Caff3raeoa7kto9yRZxwT9DXe15xrvw81abV9Yu9B1qGyt9Zj2XsE0O/ccY3Ke3FAEurfFvSNKg0y7On389jqUW+2uIo8hm5GzHXdkfrXTeFvEX/AAk+km/GnXdiPMKCO6Xaxx3x6VxWo/DPWjbeHrPStctobXRFV4Umg37phnLn254FekWMdzFYW8d5KktysYEsiLtVmxyQO1AFmiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApiRRxklI1UnqVGM0+igAooooAKKKKACiiigAooooAKKKKAGvGki7XRWHowyKFVUUKqhQOgAwKdRQAU1UVclVAycnA606igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACim7127tw2+ueKUEEZByKAFoo60UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFcNKlvI0CB5QpKKTgE44FS1DcQ/aLaWHe8e9Su6M4YZ7g+tAHg/hyHxh4s8a391q9vclLa8SGX7NfGKO3xyQFH3uMV1lnqOsX3x4ksr9JLa0tNOZ7eJJCUlG4AOexPJ+la3hX4aR+FNYmvbbXtRnimdnktpWBR2II3E9SRmoLD4VQWfiWPW5PEOrTzRZEatLjapbO3PUj2oAqan8UNQ0e81+11DRI7aXTYRPbh5v+PpC+3K/pXPa38YNe+0Wem2VlZadqTQC5mW7ckAEZEY44JFek+IPA+k+JNc0vVL9WaTTySqfwyA8gN6gHms/xJ8NrDXtdXWYL6507UPL8p5bcKd6ehBGKANLwN4nbxd4WttWe3FvI5ZHjDbgGU4OD6V0lY3hvwzp3hXTPsGmxsqFi7szZLserH61s0AcL408T6/Y+INK8P8Ahqzt5b69VpmluW+REQjNYd98QPF+lxT6dqWhWkOrSTpb2UqynyJmfdzk+mB+ddl4i8Hwa7qVjqkV7cWOpWORDcw4JCnqpB4INYcnwl0a7juZdSvb691CZxIL2WU743HRkA4H/wBagDA1P4g+MvDpu9K1ay0xtTWwa8hnhLbCF4bcPX6VH4a+JnjC8v7eLVtDs1tpCYfMiYhjIY968Zxg10Unwm02/WR9Y1fVNRu3hMAuJZtrLGTyoA4xT5fhhpttayy2lxfSXaus8W+fjzETag+mKAOS0n4reLJNIj8Q6jpOnrof24WsxjZvNj5AOBnnBNPv/jZc291PdQ2dm2l212baSNjJ57gNjcvG0cc4NHw8+FOqW9u6+LppGt0uRcxWCSgxNJ13MB3BrpJ/hPZSXd/5WtahBp99M009jGV2Mzfe5IyM0AZHiDxF45i+I9hBocVnPY3lkXtopZWEbLkEu/P3hnt2NXPHup+JItH8OxzLb2yXl5DFfvbyncjFuAh/umt7xR8PbDxLFpq/bbuwfT1McT2r7TsIAK/iAKpa/wDC6x12GwtG1bUbews0VUtY5PlLDo2Tzu96AF8X+KPEuj+KdH0bRdPsrlNQVgHuHYFWXr07YrDn+K2otBBpltptq/iGXUm0/YZD5IZcfN6gHPFdCnw4iGt6Hqb63qEraQgSKORgQ/qWPXmuc8RfCQGO4m0hTc3l1fG8eaWcxvC2DjYR7nvQBseCPGuv+IPF2taNq+m2lmNMVQ4iYsxdunJ4wQCfyr0OvPvhl4O1Hw4NW1HWJWl1DUpgxMjBpAi5ADMOCee1eg0AUtUfUI9PlbTIYZbsD5EmYqp/EV594P8AE+rwfDnW/EGrO17e21zcFomkwqhDjavoK7rXNGXXLH7K17d2q5yWtZNjEehPpXL2Xwp0aw0e/wBKivdSayvlImie4JGSclh70AUvDnxE1a/vtHOsaRBbWGtqfsEsMpYqwB+V8+uOMUzw14u8U6r4s8Rac1rZPBYXioS8u3yoyOAMD5jwTz61tRfDjSIxoiNcXskWjNvtY2m+UNnIJ9ap3nws0+68T3OsR6nf28d3Kk11aRPhJWU5GT160Acw3xi1Z7+6urXSIJ9Jt777I0SbzdY7vgDAHBra1Dx54rtPF39g2vhu3u3niNzauJym6H/az0I6GppvhTD/AGvdXFnr2o2dheTNPcWcDABnPcN1Azmrl/8ADHTr7xHFr/8AaWpR6hEy7HE+QFX+HHoaAOc1z4y3OlapcabHoiPdWcCyXSvK3yseqjAPT3q5q/xc+wWmhXEemiNNVhaQyXbMiwleqnAz9DitrXPhvZarrk2tWmo3um6jPGI5ZbdgQ6jsVPFPvfhvpt8+myy32oCewhaKOVZuSG6kjGMmgDktW+JniK9+Gtzruk6VHbuJzD9p84OqruCh1B5OScYP1rf1Dxj4h8MeD7nVtb0i3kktkiA8i4z5hYYLNxwAcfnWha/DXQbXwtf+HlFw1pfSebOzSfOWyDkHtyBWY3wh0h9H1DT5NS1OVbtoyJJZizRhPugZ6jk0AR+Bvig/i7xDNpMllBEyQecssEpcHnGDkCvSK4rwz8Orbw9rjaxNqV1qN4IfIjedVXy1zzjbXa0AZHijV5tA8M3+qwWv2l7WIy+VuxuA68157F8aIdRbQrXSLSC91HUHCT2qykGAn3I5wM5r07UrCDVdMubC5BMFzG0UgBwdpGDXD6L8HvDmg6tpepWfmiexR1ycfvWbOGb3GeKAK+na7r9z8bbjSr5RbWMOnMyQxy7lkG/5XI9eT9Kh1fxN44sviWmmWthaT2klm80Nt520OA2N5bGQfarNv8ILJPEx1yfXtWnuN2QGlwcbs7Sw5I9q2vFvw/sPFl3a3c15eWdxboYvMtpNpeMnJU/WgDz3XNU8a6Z8UpG0TbcPLpy3NxYzTEwR4HOD/KtPxx4z1i/+D9vruk+XafagBct5mHj+baQnrz+ldRH8MdDj1yTVBJdbntBaCMTEBUAweepyKrXPwh8L3Oj2+lyreG1twwiT7Q2FLHOcetAGVr3jjX9EHg/TdLisry41eBFMl27Z8zC8nHbmt/wH4t1PxFJrFjrNlBa6hpdz5MogYlGz0Izz2qnb/CDw3bXGlzpJfs+nP5kO+4J5yD/QVteHfA+leGdW1HU7M3D3WoOWmaWUt3J4H40AdNXBfFnU/EWkeDLm80KWCBI1JuJmJ8xF/wBjtmu9qjq2lWet6ZPpt/CJbWddsiE4yKAPFfEepeNH+GtnfXt5a2vltbNbSWly2+43EDEmfrmtW/8AizrnhlNVsfEGlWh1S1to7i2+zSFo5FZguWPXqc1v3HwX8JTwCHy71Iw4baLliOOgwe1ad58MvDN/qF1e3NrK8tzaratmQ4CKMDHoeB+VAHFeCfizrms+MLbSdV0+3FtqGXtpodyqgCk4yQN3SvZq4zQvhj4f0K7trqMXN1NaZ+zNczFxDxj5R2rs6AMnxLrI8PeG9Q1cxecLSEyeWDjdjtmvPrPxV8Q4LSy1m807TrvTb0hmhhYB7VDyCTn5uK9Ov7G31OwnsruMSW86FJEPcGuI0z4RaBpl9FMlxfzWsRLLZzTlog3Y49qAMOP4keKjosvir+y9Obw4J9ir5p88Ju2Zx0znnFYs/wAXvF66nfwxadpPl2v2jhmfkRYJOQeuGFd5D8JvDMF35iJdfZTJ5psjO3kF85zt+tJJ8IfB8kskjWM2+RmZiJ2GS33vzoA5BviH481e/v49G0/TooLC2iup2mJOFKBioPfPNGv/ABh1IR6K2kRW0K3Vl9rnM0bSbSDgpgdB71Nb/BiZ/Gtze3F4ItAYCJbKGV90kYUBQx/Dmu4vPh14euvLKW0lq0Vt9kVreQp+6/u+9AHGp8TvE2r2/hn+w9HsWuNYSTcs7ttRkPzHj+HHNRTfFLxSNOeddGsUNjqBstSlZnMcfIAcdwvX9K7LTvhn4c0m7tLqyhuIpLQkwfv2ITPUAe9YviXwDqNnod/p/gyO3jOqk/b5LuUsx91zxk5INAE3hvxj4g8Q+MNes7e2tJdFswUgu0zzJtGAD0YZzmtfwDqniLVdJuX8SQ20dzFcNGjW7gh1Hc4OBU3hfwu2h+ArbQQVtbgW5SWW27SMOXBPfJzV7wx4asfCujR6bZbmVSWkkc5aRz1Y+5oA2qxPFmvf8Ix4Xv8AWPINwbWMuIwcZrbqpqWn22rabcWF5GJLa4QxyIe4NAHjXh34ta1N4i0eHUpLW5sdXyqLBCyG2Yt8oZiMN74qnpnxc8TDXLK61CAyaVdXxsyI7bbEBuwrJIeWOc/gK9G034Y6Jp0lgzS3l1Hp5LWkM825ISe4FZ7fBjw63lRm71M28M3nRwfaTsRs54HbrQBmr4h8ea/Hrep6Bd6ZFZ2VzJDBbTxAu4T1bPBPvWE8vjW48f3yaFr0dtmwj1Ca3mfzIt7LyqjJGM9x0ruLz4V6Xc6rd3UWo6hbW18++9s4ZcRzn39OfStKx+HXhvTbiee1tJI5J7f7K581v9XjG0elAFjwP4hl8UeE7TU7iJY7htyShTkblOCR7V0dZPh7w5pvhfSxp2lQtFbBy+0sW5PXrWtQB5h4v+Id34Q8eLbahcQRaKbMTJGY/nmfJUqG7Y4P0FZU3ibxfrXwx1zWbS/09kE0yQOse0vbrlSV9D1P4V6L4g8GaB4ouLefWNPjunt1ZY9/QButZl98MPDN9oFtoptpobO23eUsUzKQWOST6/jQBn6HoNhq/wAHdPsLtpZYjYiViJiG3bSckg561Z+GaG8+F2nQzTyHdE8Zk3/MBuI606H4XaHbeHDolrNqEEDPveSO5YO3GME+mO1N0f4XaNomn3llaXmpiG6hMJBuT8gJydvoaAKXwlSS2s9fsXvpbxLXVJIo5JJN524GOa9Gri/Cnw00bwdqD3mm3F8WcENHLOWQk9yO5rtKAOd8dyPD4F1uWN2R0tHZWU4IIHBBrz3wl4h8U6Fa+EE1u/s7rTdXHkqCmJYjtyCz5+Y16prOj2evaVNpt+jvazACRVYruGc4yKwJfhr4bmsdPs2t5/I08k2yiZv3ZJzn60AefxfFvWj4wit18ibT59RNmIjbMvlrnAYS9GPtU2q+P/Gmj6prWlXMmmjUFmiTTovLOZlkbAK+uB1zXUxfBzwpHO0hS8dPO89YmuW2K/qBXQ33g/R9R8Rafrlzbl7ywQrASeB6EjuR2oA8k8UfFnxNpmvXmj2sluk+nWyCYi1MnnzYBbGPujnj6V654N12TxL4R0zV5YxHLcwhnUdA3Q4/EVnaz8NPC+varLqV7YN9rlAEjxSMm/HrjrXRaVpdpoumW+nWEQitYF2RoDnAoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFRSzxQAGaVIwehZgKAJaKiguIbqFZoJUlib7rowIP4ipaACikJwMmm+Ynl+ZvXZjO7PGPXNAD6KzdJ1/SddWZtLv4LtYX2SGJ87W9DWlQAUUVmX/iDSNLvbayvdQt4Lq5YJDC7gM5JwMCgDTooooAKKazKqlmIAAySe1Q2l7a39uJ7O5iuISSBJE4ZcjryKALFFNR1ddysGHqDmqkGrWF1qVzp0F3FJeWoUzQq2WjDdM+lAF2iiigAoqN5Y42RXkVS52qCcbj6CpKACiiigAooooAKKKKACiiigAooooAKKTIPSloAKKKTIzjIzQAtFJkdM1k+IPEuleFtPW+1e5+z25cIG2luT7AUAa9FV7G9ttSsYby0lWa3nQPHIvRlPQ1MzqilmYKo5JJxQA6imqysoZWBB6EHrS5HrQAtFMEsZkKB1LgZ255xSCaJmZVkQsn3gGHH1oAkopiSJIoZHVlPQg5BrNn8RaVba9b6HLeIupXCF44MEkgd/agDVoqJ7iGNtrzRqc4wWA5pzyJGu53VVHdjgUAPopAQRkHIpCyrjJAz0yaAHUUm4dcikDqRwwPbrQA6ik3D1FLQAUVCbmBZfKaaMSH+AsM/lUhdVOCwBPqaAHUUwyIrBSyhj0BPJp9ABRQSB1qNZo3VnWRCq5yQeBQBJRXGWvxP8M33ixPDlldSXN45Kh4k3RgjqNwrs6ACis+DW9Mub66sYb6B7m0x58YcZjz0zWT4d8baZ4lv9VtLVJY206fyJGlAVXOcfLzQB01FRvPFEVEkqIW4AZgM0rukalndVUckk4xQA+imRyxzJvjdXX1U5FEkiRoXkdVUdSxwBQA+ioY7q3mbbFPG7AZwrA0q3ELKzLKhC/eIYcfWgCWiohcQnZiVD5n3PmHzfT1rn4fGunz+MG8Mi1vkvlDNveArGygZJDdx2z60AdLRXN+NPGFt4K0P+1bq0uLmISCMrAASue5zwB/jWtpGopq+j2epRxvGl1Csyo/3lDDODQBeooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACua8fS3lt4H1W70+9ls7m2gMySxgE5XnHPY10tZPiTQo/Emh3Gkz3M9vDcDbI0DYYr3H0NAHhdn4jvNHv9D1LRvE19rd1qFnJLqVqx8wJtUnIH8OCTge1O0/xHrFunh3XIfEs0093cpHf2tzqCsDuYAqsQXK45+lez+F/CGm+FNMSytF83ZkCaVV34PYkDpxWmNH0wTCYafbCQNuD+UM59aAPF0vG174g6jocnxFvYrGIBbXy5RG7TN/CCBhgvSj4lQ2Fx418L6Re+KmiaBds8km1hGwHDMOgLe/FeyJ4f0eN96aZaK2/zNwiGd2c5+uaq33g7w3qd293faJY3FxJ9+WSEMzfU0AeT+Kdc1XRvFuneHdL1Jl0waaJAbe5htVkY5JfeylevYVW0/wCIGtz6RokGr6vJYW0mpz2t1qEZRm2qoKjfgr3xkDnFey3vhXQdRigivdIs50t12QrJECEX0HoKkl8O6NPpiabLpdo9knKwGIbB+FAHmtsLPWrHxRptv48v9RtYIRcqYW/fRYVtw3gAMp9BUHwo1CwtdEshe+LJpgbJ5DpspQpCinDFiBn8Ce9esWek6dp4cWdjbwBwA3lxhdwAwAcVTtPCugWEk8lpo9lA86FJWSEAup6g+xoA4DwZrOiN448WWFlqVtC9/Mn2PyCDu+T7y444rnLbUPG914gm8EjU7/8AtaDUBcNqOVCra464759MYzXrcHgvw9Yy/adO0exs7xVIiuIoFDRkjqKyfCngGXw74j1DXLrXbvUbq9jCSecqgcHI6UAdjbxtDbxRPI0rIoUyP1YgdT7mvK/itqnh2317w0Lme2i1O31OKV5WHMcI5bcfTpXrNVbnTbK9YNdWkExHQyRhiPzoA8p8Y+NdQ/4TmxtdP1BYNH/s43XmfalgS4J6EOVOcZHAqpp3jDUrhfDUGoeJUS0aWcXt9C2Ek2/dTeVHPv0Neraj4b0TV1hXUNKtLpYBtiEsQYIPQelYfi/wBaeJ9Gh063upNOjhJKpAo8tv95OhoA43w94n+0eFfEmo6r4lvHsGu2tbG4VQzYA4woXJ/HPFafwvvtOvfhz/AGTZXEsd/AkjzhUZGDFiQRkYORjpXV+DPBtl4M8Ox6TbubgBzI8kijLMe+K6JIo0OURVPsMUAeLfCbXtOs9FsLG+8RXKX8Utw76eFyABknzPlyOhPXrTvCHijQ0+IPi3UDqTo+olRZ+ZEy+YqISSMjtz+VewR6dZQzvPFaQJK+dzrGATn1NOaytXdHa2iLJnaSgyM9cUAfOsXirxQLGTUH8VXygWDXhXapXeJdgXpwMVe8XfEu+8+7msNQurK7sYYwiPdKqSlgCSsfl/OPfIr3ltOsnjKNaQFCNu0xjGOuKZLo+mzsGlsLZ2ACgtECcDoKAPEviXc3WsaH4R1y4126s9Pu3iM3kxlUgbad0mRznqAKbrHiTXbeTw/pmi+LZp9PuUlmbVLkrCZApxt3MuONpx65r3WWytZ7YW0tvE8AwBGyAqMe1VLrw/o97Zw2dzplrNbQEGKJ4gVQj0HagDivg/4k1bxFoup/2pd/bDaXrQw3BAy6YBzkAA/XFWfi9rV9oXg1LrTtRewuGu44/NVQ3BPOc9u/4V3NvbQWkQit4Y4ox0VFAH6VznjnwanjbSILCS+ltFinE26NQdxHTINAHl7eLNdittci0fxZLrFta6aLmS8MCjyZcj5VIGDn9K0rLxyuu+ObXTrfxFK2mzaMWujBx5c4TJYHHXvXqGjeHrLRtK+wpGku8YnkaNQZjjq2Bg1Zs9G0zTxizsLaDjH7uMLxQB474DvdQ8VT3Vv/wsS9DpOy2tuqJ5rwqfvNleCRWHF4u1n7DcMnjq6fWk1E21vpnkqTIokAG47e4yc178uk2ETO8NrDDK4KmSJArDPXkVz3hj4e6Z4Wu5p7aeecSMz7bgK2GY5LZxnP40AeYa14gurtvEMupeMtS0zULK6ZLHT7dcFsDjKgfMCR64FZuu+KdcbXdIi1y71GLZpaT+XbTrbOspUkuc/Kx6fLX0HLpGnT6hFfy2Nu93ECqTNGCyg9cGn3GnWV4ytc2kMzL90ugJFAHzlq/jTxfJpPhm0m1G9jiv1eSS43i2ZzuwoMmMAAYq6/iTxUvwm1K2uNaaa6i1CO0S7iUyb42XLDfjJH+1g9K+gZ7G0uYlintYpI1+6roCB9KettAkYjSGNUHRQoxQB498FdUuZptbhuL67FpZKuyCZi6L13OHIyckE4966X4YI0o1a+t/EN5q+nz3B8k3MbL5bAncFJPI+npXdtaW7Ryx+UgWVSr4GNwxio9O02z0mxisrC3SC2iGEjQYAoAnlfy4XfBO1ScAZJxXypcX+tf8JCPEf9rzRXI1LBspTIH27uGIxhV29q+r6jMEJOTFGT67RQB816iJ2s/GHiSw8Sawr2N7GLNxMwWQP94Y9Bzj2FVPFOrp4jl1uTWNc1VXW2i/s6yjicJO21dzYxjaWHtX04bS3aNojBEUfll2DB+ooNpbmQOYIi4G0HYMgelAHOfDcj/hXWhKM5S0RTlSvIGDwQDXA/GRdLXxZ4aGsajewafPvS6iidgnljvhec5r2cAKAAAAOwrnNe8E6P4j1ez1LUFuGuLMYh2TMqjnPQcUAeH2eqX2jWlne299qyeHLbW0WzkcPloMfPuH9304qWXW9Lul8c3CavrMlvO0c2nSJ5ilpMMQBj+EMQOe1fRXkRGIRGJDGBjbtGPypEtbeNAiQRqoGAAgxigD5x8NadpNr4GvPFw1vWBrVpayRXMTbsBnVlQDjOMnOc1jeBbK9/4TNIo79rqC706Vrie0kdgxMZ4ct/EDX1Q1tA0bRtDGUYYZSowR702CztrVAlvbxRKOyIAKAPmzwl4m+x3PguyjvLv7RZXksV5CVcqsTN8uRjFbx8S+HtP+O7atDJeG0MDQzyNFIwExyuADyB9OK90WztUmaVbaJZGxlggyfxp/2aDeW8mPcep2jJoA+ZvENjpV5rXxAv55r7/QWjayPmNkTscDjvz+lOv9b07V1ebxXdarIo0SE20cZkCG4wQxYDA+8B144NfSZsbRjITbQnzSC/yD5iOhPrXOaz8PdE1y+ubu6+1o91EIZlhuGjV1HQEA470AQ/Cy0W1+HOjsJZpXuIRO7SuWO5uT17Vw/wAfbi5KaDbRzy2UBmZpL0b9keRjB2jNevaZp1ro+mW2nWUfl21tGI41znCjpU1xbQXUfl3EMcqZztdQRn8aAPmK2Ly/Dq+gfUtVuXt9XiW2nQSJvRhhjg9sZ/SuvTw3bXnifxJ4T0y81OG0OnR3ELSPJhLkY+YE+oIzk9zXuAgiVdoiQKOwUYqvqGnQajZTW0u9FmXazRMUbH1HNAHhvwx0a+8X69Z6xdG4ttP0aFbZ4/PY/abhCfmz3HPv0xXvFyZRaTGAfvtjbP8Aexx+tY3hPwpZeDtJOm6fLcPb+YXAmfdtJ64rfoA+XFt9Mn0O7TUrXWG8dy3p8h9sgKtu+U56bcVo3GkXV/J4uubsazNe6ZbRC3ZHkybjAywUHBGf0FfR5ijLb9i7vXHNKEUEkKMnrx1oA+YNVbWJ/Edle67PNbwS6XEq3E9rMyK5XBxsI+fqf517B8HJ9Tl8Bxx6mbppIZ3SN7lWVnj6qRu5xzXfNGjrhkUj0IpwAAwOBQB558YZZ4fDFlIEvHslv4zei0JD+VznkcjtXFeFIbJNe13UNKsdUHg4WGyWKVZC88h67BnJOepFe7sqsuGAIPYihUVV2qoA9AKAPA/ghYeHH167uBp19FrMckrRGRGEcUJOAMnvj1r3uRFkRkblWBB+lCRxoSVRVJ64GKfQB89XXh7w14f+KWo6bf6Vq1zHc/Z2sUhkdhIx+8HOeRn19Kxm8OiaDxrrDaLrS363gbT/AC43QYZyQdo+9jHv2r6bMaFwxRSw6HHNOwPSgD5f8RRz3PiC6bxX9sjuJ9OiltJRBK3ky7R8qqpAz2yadqmma9q8Fsl/Z6w8iaQvmSKkmGcN8uQDgkjg+lfTjRRucsisR6jNOwPSgDzH4KW17p3h7VNNu7e5t1t75jCk8bL8jDjBPXpVz4w2V1f+FLWKOC8msvt0bX0dmMyGHnOB35xXodJ1oA+ans9Fi03XLzwJYeII3WxEUzTIwUAuu7ac7t2B+Wat+HNN07UfEWlr4X07WfsMltKNW+2bwkpK8gEnG7P0r6IEaKCFRQD1AHWlVFQYVQo9higD5x0G9Ed/4K0qbTNXgvtN1GTcHgbHkknGD3HSu1k8V2t18ZbOZbHVFitrSW0kdrN8bywweM/L716zsTcG2rkdDjmjYu7dtGfXFAHzH44Sea88T6fqdlrN1r098GsAm94hbg5BAHHQehr6G8Lfav8AhE9J+2oY7r7JF5qEYIbaMjHatUxoW3FFLeuOafQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRUVxcQ2sLTTypFGv3ndsAfjQBLRWfFrmlTjMWpWrjbu+WVTx1zSWuu6Tesq2upWszMSoCSgkkdR+lAGjRVGPWdMllEUd/bPITgKsoJJpt3rmlWDlLvUbWBgQCskoBBPSgDQorNm1/SLby/O1O0j83ATdKo3Z6Yqr4j8SWvh/w3c6yQtzHFGZFSNwDJj0J68UAblFZtrrNrLpVlfXLraC7iWRY5nAIyAcfXmrB1GyWSWM3cIeIbpF3jKj1PpQBaorC/4SrTLq21BtKuYdRurFGaS3gkBbI7VS8LePtE8T2NpJHdQ297cA/wChSSL5qkHBGKAOqorkk8Zyp48Twxd6RcW5nR5La6LqUlCjJxjmtk+I9FEt3GdUtN9mu65HmjMQ9W9KANSiqun6hZ6rZpeWFzFc2752yxNuU4ODg1aoAKK4Pxr8Ro/CpgNrb29+rTJFNtulDRljj7vU1v3PjHw5Z3T2t1rdjBcxjLxSTKGXjPI+lAG7RXH+KfiLonhrSbO/8+K8W7kUQxwSqWdScFl9QK6KTVtPiuUtpryCO4dVdYncBiDwOPrQBeorLbxFoyR3UjapaBLVts7GUYjPo3pU+navp2rwedp17BdRf3oZAw/SgC7RRWB4p8X6R4PsYrnVbgIJZBHGg+85J7D0HUmgDforkfEHxC0fw+dNlkdZ7S8nEL3EUilYSRkFuen+FbNv4k0W702bUbbVLWazgz5sySAquPU0AatFZOh+JNI8S2rXGkX8N1GpwxQ8g+4rWoAKKoatrOnaFZG81O8htYAcb5WwCfQeprIh8f8Ahe40n+1I9YtzZ+cIDJno56AjtQB01FYk3izQ7fUbmwm1GFLm1gFxMrHGyM9yayvDvxL8MeJNiWuoxRTyStHHBMwV3x3A9D2oA7Ciub/4T7wp/aX9n/29Y/ac7dnmjrnGM+tSXfjbwzYXzWV1rdjFcqyq0bzAEE9KAOgornNU8eeFtHLrfa5ZxOgBaPzAWwenA5p9z418N2mjQavPrFqljOMxSFx8/sB3NAHQUVQ0nWNO1ywS+0y7iurZ+jxtkZ9PrV+gAorjvGPxB0/wje6dYyRNc3t9MsawRsAVVjjcc9s1paz408O+H5TDqmq29vOACYS2Xweh2jmgDfoqjpWrWOt6dFf6bcpcWsoysiHINXqACiua1Xx54b0XUJbG/wBSSK4hUNIm0nYD0Jx0roYZo7iCOeJw8cihkYdCCMg0ASUUVyF78TfB+nXs9nc6zCk0DmORcE7WHbIFAHX0Vxk3xV8GW87wS61Eskf3htbj9Ku6j4/8L6VHbPd6vAouYxLEFJYsh6HA7UAdNRXNXnj3wxY6XZ6jPq0C2t5nyHBzvx1wBzxT38a6C2h3uq2upW1xDax7n2SDg4JVT6E9KAOiormNF8YQX/gSHxRqMQsIGhMzq7cADpg989vrXK+Bvire+MtZuYho8NvptvE00lz9o3Mqg8fLjvigD1GiuR8HeNo/F0usSwRxJp9jOIopw5/ejGSxBHFWLPx/4Wv9VGm2us20l0W2Kobhm9AehNAHTUUVFNNFbQSTzSLHFGpZ3Y4CgdSaAJaK5Kx+JfhHU9Sh0+z1iGW5nfZGig/MfY03SvHllrXjm78PWGyaK1tzLJOrHhw2CuMfrQB19Feav8Y9DtvGt5ol3LHDZ28XF2S2Wlzgptx+tdVH408PSw30y6lEUsYlmuOvyIwyp/EUAdBRXMal4/8ADGk6ZZ6jeapFHbXqeZbtgnzFx1ArO8RfE7Q9I8I/27ZXMV6JB+4jVj87dwT2P1oA7iiuY0rx5oOraXLeW99E3kWoubhVORECOhPTOazfA3j1fEnhG+8Q6iIbW2t7mVQwJwI1AIJz3waAO5oritL+KfhXVrye1tb2TfFE82ZIWUOq9SpI+b8KZoXxZ8I+IdUi06yvpFuJTiMTRMgc+gJGCaAO4ooooAKKKKACiuQ8feMLrwbptleW+nC9W4ult3zJsCbuhrA1D4rtHfLFpenR3sD2El2s4m+XchwynA4wcigD06iuF8EfE7SfGK29uokttSkhMrQOjBeOu1iMNj2qbTvih4a1XxV/wjtrcStehnQloyq7l6gE9e/SgDtKK80b40+H4/FN1o7wXvlwDHnLAzFn3YI2gZx716RFIssSyIcqwDD6GgB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVwvxV0DU/EHhJYNLhNzLDcxzPa7gonVTypJruqKAPAZPDt14n+3Rab8OhoUgtJVN07bWMmPuqOAQTxn0Jq8vhrU9XvPD8Ft4H/ALDh0sma4uCyb5gq48sFTk7jxz617hRQB87ReF9U0r4fWsMPhGb+15NYDSyiMNIkatkEMOQCOPTg1qS6Re6GNfj1jwHLrdxqMpkt7qP99uz0Vj95APUV7rRQB86aj4J1zT9bkml0SVLW8skihWys0uvIbHKDcfkH+0c1LqGi+ILL4QWHhW48L391qU0zPHKihxb4YYyQTjIyK+hqKAPL9Z0S98ZfC6OGfRZ7PVtN2tbQT7SWeMDpz0bBFYNp4I8QXvgPxLrU9oF8Ta4vEB4MUWR8nPQ4H8q9uooA8B8HeFPEOnak2pabpF8ln/Zj2bi7WOCXzdvBVRjIz3PJqvofhPxHc6foejp4UbTr+wvVurvVZtilxnPBHLfTNfQ1FAHm11YeJ5PilDr/APwjqSWFtbtaxMbtA+GPMmM8d+PSuK1/StP1D4uXmgaJqNnHba3Av9qKGGUKvllT/bOOnuTXvvWsm28MaFZaodSttJs4b1hgzJCob8/xoAt6Xplno+nQ2FhAkFtCu1I0GAKnuI2ltpY0co7oVDD+EkdalooA+dbn4ea7bWEGnHwcl5fxah9ok1RbhR50e/OOuQfWtrVvDGpav8VF1a58B+fp32cQzJJNGFdsffznnGQPwr3CigDxP4m+F7qaXRdP0DwY0tvp9wkqywsoRk5LR9cjJ7mtzxj4b1fxHp2h+JbLRo49fsHythcOrLsOcbjkDI4P1r1CigDwfWPhhremeFNIFhALy+a9N1qiAK+5mHGFYgMF+tbnwz8O63o3jXVru70+aKxurZB50sMcHzg9BGjEfjXrlFABXAfFjwqPEfhYS2+mC+1C0lSSFAcMU3Deo+oHSu/ooA8Nv9FudRHhwWfw6kstNiv/ADbmBimXBXGWXOeOvPpisjxd8P8AxIdQ1xdD0aa30h7qO5EKOhVwBztQHn/dr6JooA8h+E3huex1/UtWlttRi8+BYibqyS1UkHsik/nivXqKKAPN/iJoWr33iTw9qsGmf2vpdjIxubDcMsWGA+1uDiuQ1DwFrWqXGv6tp/huGyt55LdrbTpnVWcxtlmwp2qSOMe9e70UAeVaDpuq6r8Q9Y1HUvC8lpY3unJbo9zsIBUYIIBOc/0rE8MeFdZ0jR9Q0Q+Dokvmedo9XJjbaTnYVzz7cV7hRQB4DbeGrmTw9pmmXPwukmvYWUy3T3KR72zyxYEk596o6h4emsbfxBpWo+ALq81K7mlls7+3UyKgc/KNw6ba+jKKAPnG+8BeILya+hHhpppI2sIRI20B1SLD7SexOCTWePA3jLStO0NzosgEDzo8ccKXDLuYkMUY7enGfavp6igDzD4N6Lrujadqg1eye2iurjz4N4VGx0OUX7v0r0+iigDyX4pWPinUdf0aTTPDEV/ZafcrciUSLukI/hI6qP51De6R4g1j4q2Gt3PhgpAmlugEkqMqyENgMemcnH417BRQB598ItA1zw34YuLDW7WO3b7S8kKq4Y7W5Oce+a9BoooA8J8b/DjxVrXibxBeQwTXUd7GkdpIl4kKKoxlXTqwHNer+C7O/wBP8H6ZZanbLb3dtCInRXDj5eAcj1Fb9FABXzfq/wAPvGn9sXsS6RK8Ooan9pkMVxG0LR7ujAjOfx/CvpCigD53gmupfiR4v03RtJ07UZ7mMWyCW5SLywFwdo/ix3xVWf4WeNPDt7DNpyXN5G9msTmC5RWQ8lk+YH5R2r6AtdB0ixvpL210y0hun+9NHCqsfXkCtKgDwTSPB3jDwnbaHqsWgwarJbJPFJYSSKWiDsCGB6bvU81vRJ4xPhXxBcp4LsYLzU5fLFrHIFYRlCu9uzEE+3evXaKAPK7HTfGkfwum8PS+HbL7VFbJawCW6R1kXGGYjoCOwzUvgLSPFPhfwdeWkvhvTEv4IwtsIpVBuT3MjDNen0UAeP8Ahnwn4x/sTX9G1XT7Swj1Yyym7tpwXR2HC7RwR2qHTfDvjBtP0Tw7N4W0q0gsJopn1Dzg2djZyAvO4+9ezUUAFYviyzvdR8KapZabsN5PbtHEJDhSSMfyzW1RQB4J4D+GPiTSPGWn6je2AtbbT7cjbJdiXzJCP4cfdBP5Vt6dpvxDtvH11r3/AAjmlxx3YSBx9oUmOINyRgjJNewUUAeV+IPBWvr8TD4m0jTtJvo5rYRAXpwIHBzvxjk/Sqnizwh4w/tjWLjRrOzvYda09La5DTCPyWVSPkzjjnIr1+igDxHVvh14jn0Hw9ZXWlWmrxWOnm3a0+1eSIZe0m7+LjAx04q54a+Gms2vwm1fw3ew2cF9dyF4vn3jtjcR9McV7FRQB5ro+n+ONO8LXNrHoXh22lEYSK2jYgSdiXI4yRXP6f8AD3xg/wAPr3w5dQaXaxyubqNYpCWeXeG2PxjbgY4PpXtVFAHkFx4Q8XeKNU0y71LS9M0iPSoJRDHDPuMsjJgcqOFzj3602L4b+IodE8KWiQaN9o0m6aaeQlvnG7jBAyeOT717DRQBgRL4mHi6RpXsT4fMICKM+cJMc+2M5rfoooAKKKKAOJ+KfhfUPFvguXTdMP8ApXnJIqlwoYA85J+ua4fRPhV4h8MweIYbC4in8+wEGnySsAVZjmQY7dTzXt1FAHmNj4K1+C48JyrFYW/9lWcsE/lynIZlxlfl59a5PQ/hf4h0/wAY6Hqsuns01tdtLfXT3qMs2W+8q9Rx1Fe9UUAeZaj4Z8U6f8T7vxDoNrp9xb39skUj3T7RCykZOByeF/WvS03bFDkFsc46Zp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFY/ibUr7SPD93fafZfbLmJCyxbwo9yT7UAbFFeZaJ441ey+EUfi3VYft1wzmRo0AjxGX2jHrjrVvT/AInS3WuNpVz4a1G0upLRrq1ikK7pwvUD69qAPQqK8n8PfE/xBrFxqTx+GJprSC/8glXVWt0x828dyOuaVvjZZ/bw6aaW0k3YtRdecA+7OM7OuKAPV6K831X4kavYeNx4ctvC8120g8yCVJQBJHjlhUur/Fiy0e8tdPn0q6GoywtPLbM6qYQM8MTxk4yKAPQ6K4Cf4t6DH4d0zV40nkXUZWiijIClWUgNuJ4AGRzTn+Jltd+G9b1TR9OubxtLcxuoxgnGdwPdR3oA72iuQ8EeKdU8SaVZXN5o01us1usjXLMoRmP91euK6+gAoqOVzHC7hGcqCQq9T7VwvgbxZqGvXviq4u/msbC8MVvHsxIu0HcpHftQB31FeaaX8XrTUvENhpx02SOHUXKWs3nKTwDnevVenSvS6ACikPSvJbf4m+J5PH+paOvheW5srNgrpCQZIwejE9CDxQB63RXm+r/E68guNVOj+G7nULPSWKXlxvChWH3go74713WkanDrOj2epW+fJuollTPXDDNAF6iivMvE/jfW9A+KNhpVvayahYXVoX+yQIPM3D+LJ7UAem0V53efGPw5a29g4jupJbyZoRDsAaN1IDBs9MZrpfC/i3TvFttdTaf5o+yzmCVZFwVcdfrQBv0UVyfjjx3YeB7KCW7hlmmuWKQIg4Zh2LdB1oA6yivPovitpiaLdX19ZXMM1pOltNDHiQeY4yoVhwRVjRPiPDqj6haz6Re2+o2MXnyWoActHngqRwevSgDuaK88074qxaujXWm+GtZutNUkNdxxDAIHI29eKnb4r6F9k0m4ihupf7TmaGGNEy6lTg7l6igDvKK8qufjjo8OryRR2M8umxSiCS8BAw5OOF6kD1qj45+KuonS9R/4RKyuiNPlUXGoGMNEo6kc0Aex0Vi+Er2+1Lwlpd7qW37ZPbrJLtGASe/5YraoAKKxta8V6F4dkij1fU4LR5QWRZDywHesuX4k+FYtEOsNqQ+xecYFkCH5nHUAd6AOtorB8NeL9F8XW80+jXfnpE218qQQfxreoAKK4D4q+MNT8G6LYXunGBRNdCGV5kLBVIJz+lclpXxbvr/X7/U4bhLnw1p1istygg2SBzwAM9SWz+FAHtlFefeDPihp3juSfTrWGezvxC0nI3BR0Bz68jim/DrW9Zvdc8SaTq+oi+OmXCwxyiMISMc5FAHodFeceHtX8RyfFbV9DvdQS5062tvPVTCEI3N8oHqB616PQAUUV88ap8VvFVxPqUlhqlhZr9uFrBaTQ/OozjcH+6fegD6Horya6+Ifi2HxjZ6JbeGmnDQM4LuF+04Ay6nsoNWNU+LN9pGq2OmXXhDUReXUbFYlIJZx2X+8PegD1GivMb34tTaZ9jtr/wAMX0GqXLErZu6g+WDy2f6UN8Z9Kk8PQ6hbWFw13cXZs4rR2APmDHVugHzCgD06ivMF+Kt7PoGv3kGgMbzR5RHLCJgwxjlsjsDVn4d+Otf8UWtqdQ8N3MMUqbhqAIETD1A60AejUUUUAFFUdY1JNH0a81KSJ5UtYWmZE6kKMnFeXad8a7i/1SCFvDM8NnLPDEZnkGVEv3GI9xzQB6/RXjGq/HpNN8VzaQuitJBDc/ZzN5vJOcZHatrWPiZrNn4w/wCEcsPC73VzLH5tuxmCiRMZz7UAem0V4Jq/xO1Lw34+ivNWF1Ej6YWk0knIjlJO1QffAOfeulvPi3e6amm215oKxanqQ86C3a4CqsOOGZjwCSDxQB6tRXkr/Fe+1fwJrGpaPpZGpae5jnj3hhCMcSA/xD2rV8D+KfGGq6Ha3OqaArxtamUXUcwzMcfKAnYmgD0WivI/hz4r8QajZ+LdW1Hz7hLOU+RZSMN0ZAJKUmi/GK/1HU9GN1oIttL1TzFimEu5iydePSgD12ivGpPi54mf7BqVr4WiOi6hdC2tZZJiHckkDPYZIr2KMu0SGRQrkAsAc4NAD6KKKACiuB+Js+qaba6bqmnavc2gju4oJLePGyUO6g7voKXxr8Rx4W1+x0S3sFury6iMuZJhGirkgcnvwaAO9ory6y+MKX2jxyQaLNJqk161jFarICryKASd3pg1LD8S9XEevm98Orbvo0IeZTdA5Y9FH4UAemUV5x8PviknjrUrzTZdNk0+eGESruflgTjipvAF1q8vinxZaXupT3llZXKQ2wnbLLldx/nQB6DRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWXruh2/iCxFncz3MUW7LfZ5NhYehPpWpRQBwFv8KNKg0C70T+09VksLhVXynuMiMBt3y8cVpP8PtKPiDSNZjuLyO50yAQQgS5DIM8Nnr1rraKAOHf4Y6YuvXOp22oahapdzie5tIZcRSsPUenXPrWbcfBPw1P58az3sNrNcfaDbo67Q3sSMgfjXpVFAHGS/DXSJvEH9sveakLgRCJFW5IWNQAMD0BxSa/8NdH17WodYMs9tfxxiIyxhW3qOOQwIzjvXaUUAecP8GtAk0K10s3V6Ft5XlEiuPmZyCcjGMfKvHtWr4S+HOl+EtCv9LgmmuFv932iR8DOV28AdOK7KigDmfDHg2DwvhbfU9QuIUj8uKG4lDJGvsAK6aiigCtf2gvrC4tDLJCJoynmRHDLkdQexrj/D3wzs/DNxcS6fqupFLtibqOWUFZcggk8Zzz1ruaKAPOtM+Dfh3TdUsL0TXkxsXMkEcjjaGJzk4AJ59TXotFFABXGax8OdO1bxDPra6hqNldXESxTfZZtgdR2PFdnRQB51qHwntriW/+wa9qdhb6jJvvLeNwyy+vXkZ9a7rTNOt9J0y20+1XbBbRrFGD/dAwKt0UAFcR4k+Haa74ki8QWutX2m6lFGIkkhwyqvcAH1rt6KAPLrj4IaJPZWSi8mF9bztPJdyIHM7McncvTGa6fwZ4ItfBqX3kXc1w97KJZdyhUBGfuqOnX9K6qigArkfG/gePxpHYrJqM1mbORpF2Rq4YkY5BrrqKAPMbL4K6Nb6Be6Vc6lezpd3CTvIuEIK9MAZArSs/hsLW4uJTr99+8thax+UiRmNPqB8xx3Nd5RQBxngfwG3gdJ7e31q6u7CTJS2mQARsT1BHNRab8LtD0zxtdeJog5lmB2W5HyRsw+Yj6/1NdxRQB5TcfA/TmW5t7TWbq2sLmTzJLfyUc5zzhz8wol+CNsljdabp/iTUrTTbohprXCuHYdyTzXq1FAGP4Y0M+G/D1ppP2yW7W2XYssowxGeB+FbFFFAFW40+yvGD3VnbzsBgGWJWIH4imNpGmvb/AGdtPtTDkny/JXbn1xirtFAFPT9KsNJhMOn2cFrGTkrEgUE/hVyiigDnvGXhO08Z+HZdHvJXijd1cSIMlSDmuXtvgt4ctLHWLKGS5W31KONSm7/VFM4YevJzg16TRQB5zpXwjsdLuxerrWpG9MBt2liKxZTGAMAduKsaJ8KtO0HWjqlrrGrm4dt02+4yJT/tcc131FAHnsXwm0+HWTqseua0LsnlvtPVc52njp7V6FRRQAV5lL8EtBmlkV77UDZSXH2hrQuCmc5I6ZHWvTaKAOS8Q+A7TXL3T72G/vNOurGIwxSWzAHyz1Xms2++FOn6hdWN3LrWs/arKLyophcDeATyc46139FAHE+I/hlo/iaDTzezXJvLFAkd5kGRgOzZGDWYPgl4WGk/YN15n7R9pE3mDcG9hjGOnbtXpNFAHH+Hvhzonh2DVI4hNcf2mCLkzsDuHpgYA60zRfAcfhaCd9K1HUJ3WBktre6uMxRk9MDHFdnRQBzXgnQtR0LQhHq9/JeahM5lmZnLKhP8K57CuloooAz9a0qLXNGu9LnkkjhuozG7RHDAHrg1xkXwe0CGW3kF5qReAwkEz9fK+5kY7DivQ6KAPNtU+Dej36SRwX95awyXIuTGoRgGzk4JG4c+9aF/8MdP1DxFHrkmraql5GixqY5woCAY29Oh713NFAHF3vw00TUvEmo6zfebcNfWn2V4nwQg6blPY4qjc/B/w/c2+nK9xftcafxDcPKHfbkkKdwIIGeOK9CooA5DRPh1o2i2mrQK09wNVyLoysBuBHYAADrTNB+Htp4et5oLPV9VMLwGGOOSfKwg90GODXZUUAcFoPwr0zw7PPJZ6rqpW4VxLG84KuWBBYjHJ5qOH4SaHbWelW8VxfEaXK80GZfvFsZB46cfzr0GigDwbTfhn41PiKxtJ547Pw3aXi3sdt9o81UKvnavGf6CvS28P61efEFtXutTePSLWJUtrOJsCRsfMzj6k111FABRRRQBxviv4e23i268661fUoFULshhlAjVlOQ23HXNZ+s/Cq11qWwvZ9bvjqtlH5a3kio5YZPVSMdzXoVFAHjfiD4W6lpWjW0vhu4nu9WjvzeSXBdYnBKhTsX7vQdKseFPhlqs+heIIvFN2wutYlWQujBnQryGOOCc9uleuUUAcFofwzTSdcbWrnXb681AwG3EpVI8JjAGAOo9aseH/hvZeHdek1e31bVJp5WLTJNPlJSRjLDHOK7WigDlfD2i6zb+Jta1jVb+VormTy7SzD7kjiGMN9TiuqoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArK13xDpnhqxF7qtwYLcsE8zYzAE+uAcVq1w3xYvLWLwLf2M0N1NNexNHAltEznfjIzjoKAOytbu3vbSK7tpUlt5VDpIpyGU96lSRJF3I6sPVTmvn7V9fmb4MaPY2BvYJ7OaGG/jaN4/kO7IJxyOnT2rnhqGo6FN4lsNGu99pd2PmpDYvIyQEOucMwznaWz9aAPqESISAHXJzgZ61n/29ph14aGLtDqXlGbyACSF9SeleKeGbbw/F8RvDI0HU9QuQLOS4u1llchCV7g9M5OR9Ku+E9f8M23xl1OezW6jgvoFiilmic+ZNu+bBOSAaAPcCQBknFYOp+MNF0jxBZaLfXLQ3l7/AKkMh2kk4A3dMmvnbxPrN1FeeIYJ5pJtRl1Erbo00oliQHqqj5Std/8AEDxLYWz+C7dpUkv7K6tp7pJEJ8tNnJY496APZy6hgpYAnoCetR3NzDZ20lxcSpFDGNzyOcBR6k14V8V72XVvGXh6Sw1o6XZi1aWHU8t5RYtjAI78frVeC3uvHHwQvpr7Ur+41DS5pmWYFiLgZyBz95cfligD3+OVJo1lidXRgCrKcgj1FZ2jeIdO1/7X/Z8xk+yTtby8Yw4649a8t8IyeDItBurW11zU4BLYrHdSSPJsjJ/ulhgMDnpUPw1j0fX/AAFq3ha11WaO8a7mZZYm2ysuflfPfpQB7bRXgeh6p4n13ULbRrKXVLe70C1nF4TMwS5lU/ugc9jx+Fcjpur69HFYast3ex6vBf4vfNu3Zpl3AYEWPfmgD6qorI/4STShrkOiG7X+0pYfOEAU52+p9PxrXoAKzLrxBplnrdno89yEv7xWaCLafnC9ecYrTrxKXVPC2j/Ha3uF1NstDLHOJmZlimOAAuemeenFAHtbusa5dlUerHFVL/VbHTGtlvbqOA3Mgih3nG9sZwPyrw7xaItc8aeLrO61TUX0zS7D7VFHHM22O4wMAD6npTvFhsNf+H3gvX9Za5dIp4ob+Y7gUXB3ZHuR1oA96VgygqQQehFDOqDLMFHTJOK+fvGN9aWll4Yt/DWpTR+F5pJBJLNLKsbNnozfex6VUgu4Lr4eeJ7XVdbLxWs4l03ybiSTY46KHI+bJ7UAfRuRnGeaMjOM18/SpZR/C7U/EVn4p1a41UWqQ3LSzOoEjFTsAIHTGOKjsdXg8H6vo8thq+oXKapojz3kBkaUCQRkqy56HcCPbFAH0NVSPUrKa8uLOO5ja4twpmjDcpu6Z+tfOHw31K8tPFujNd+I5byDWI5Ybi2V3LQtyAGz0PvVmw0/wzpfxO12w1u81cmO5RbW3jd2M4yMbsctj34xQB7/AHuuWNhqthps7sLm+LCBQuc7Rk5PatKvEtR8Q6Dpnxq0++l1s3dp9nlDrJJuSyfoAoxx9KxNYvrNtc8Uy+JdZ1VLxAJNJSB5FRkZcrgL+HBoA+iKa7qilmYKo6knAr560ibWvEPiLR9I1nWdURbjRTPNFHMybZBu2k47lQDz1rnz4w1TXPCOh6PeX8ioL2aKe6vJmEMqjBVXI5OOO9AH0lrniDT/AA/o0uq30jfZIsbmiQufyFQ2HirR9Q8Mr4ijuhHphQyGWUbdoHXIryLwL4ls9G+GXiOw1jVI5YbWeW1t5Rl42LIdoQ9xmuj+HOq+GPF3w4t/DUjiV4LQC7tgCCAD1yKAOx8PeO/Dfim6ktdH1NLmaNN7JsZTj1G4DNdJXivwqt4PEfjvXPEbwrENPP2Kyjij2IqZIyfU4/nXtVABRRRQBn6zrVh4f0yXUdTuBBaRY3yFScZ9hzWJpXxG8Ka1ew2dhqyS3Ex2xxmN1LfTIrO+MXl/8Kw1fzI2k+QbQpxhs8H6V4t4b8RK8lzJNDd6vqS6W6WEvk7FtMIdwAH060AfUKTxSEhJUYjqFYGmi5gJws0bN2AcZNfIXhS41HTNbEGj6nLdzajp8kTeUrfupHU4Rge4IHNdH4S/4Q54tEiR9dXxNBeJJcCJS3IbDA9goxnpnk0AfQWgeLtK8RSXkVm8iS2cxgmjnXYwYe2a3q+WLV9NGk6n4kVbo6lb+IUK3MYb/VE5IOPbNfUFpcR3dpDcRMTHKgdSRjIIoAnrBl8W6XD4st/DbNL/AGhcRmWPC5QgAk8568VuMQFJboBzXz1pvibwro3xukv7KG5Wylt2gGIWJa4Z/mKg9j7UAe/ve2iSrG91CsjEhVaQAk+gFZuqeKtG0XVbHTdQvY7e4vQ3k7yApx6nt7V85arBolxf+Pb6OK6M9rOracyFgEcyYYj8a3fH9not1qvg3xTfW11Jp99EPty7GLHCjt2PP6UAfQB1KxFr9qN5bi3wT5plXZ+ecU19U0+OCKd7+2WKU4jczKFc+gOea+cPG8dpJqekS2EN1p/hoWTLbfaLN5EVs85TPBPqaoNZwP8ACOSO8gv7ua1vx9guIrdguxuWIP8AdwOtAH1J9qt9pbz4to6neMCiK6t542khnikRerI4IH4ivnnxnoGlL8N7PW/Cun38MclzELpJg+dqqfmZT2yRzWPa2t1Hp/iyPR7+S+triwjeX7HaPFGknmphVX127ulAH0ydTsFm8lr62Eu0vsMq7to6nGenvWZovjDQtfWdrC/iYQzm3JZgu5x/dz1/CvAfhPosOpeOry2vYJ7+wmsnh+0GBo1Xpx7GrvgO00TSPF50C58KXd3q8OoMYZmJVUizw7A8HFAH0fSE460tVr+4itdPuLidGeGONmdUXcxUDkAdzQBm6T4p0zWtX1PTLOR2uNNZVuMrhctnGD36Vof2nYfa1tft1t9pYZWLzV3n6DOa8R8BahYWfi3xVawaRqcNhq5Atf8ARGUKoRy2c9OvH1rl7K2g0nwbpmqWujagviG21kKZ3icM8eScY7gqQPzoA+lf7V07zJU+32u+H/Wr5y5T688VHNrmk26RPNqllGsq7oy9wgDj1GTyK+f/ABb4HvLfxe+nWGmyvZ+IpYpRc7Dm15y657dT1qbW9E0zQfEuv2Os6HqF/CLFYtIeOFpVQbcduAc80Aex+KPHGm+FdOtNRuYri5sriQL59ogkSMf3mIPStj+2dNFvazPfW8SXSq8PmyBC4YZGAevWvDLqTW4PgZYeH7zR9Sm1C4bMKxRnCxq24B/wB4PtW7r+nv428K23iSw0G5s9b0KRBFa3Sf60Jglcdx6fSgD177XbB3Q3EW5PvDeMr9fSmWupWN8GNpe29wFOG8qVWx9cGvniTwfrepfDzWvEw06RNU1K9Ev2dQxeOAE7gAeRz+mKb4VtJ38R3F3Y6bqcVo2mTRXaGyEC7tny7QuMknv1oA+ilv7NrhbdbuAzsMiMSDcR6461Zr5d8D2F+fHPhkWWlak0Vo2+5lmtfKYZ65b+ID3r6ioAQkKCSQAOpNci3xI8PJ4vXwu8k41FnCL+6yhJGRhgfSl+Jmn6pqnw/wBVtNHMn2x0BVYzhmAILKPqM15JoIij+JXhi6s/Ceoae1tbNDeZgOGkCn5s9/rQB7dD4p0648Uz+HYzKb+CITP8nybT/tVU8SeOtG8L3ltZ3v2qW5uAWSG1hMr4HUkCvJPCGs22l/F3UL220DWYbLUQIV8yBiUkJ5JJ6LmretWegRfGe4ku9C1W4g8oASQxSEG4JByDnpj3xQB6Vr/xD0Dw1pdjf6lJcJHe/wCpjEJ8zpnlTgitLR/E+ma1oseqwytBavkg3S+UQB1OG7e9eUfFLTrS48caHdT+G9RvLKHb9tmhDHKnhVGD26msvxtoTy+K9L1Ka31OPw0LNEtVS3M+xuTteM/19qAPf1u7do0kFxEUcZVg4ww9j3o+0weW0nnx7FGWbeMKPc18132kzP8AC6xhuNJ1eW6i1J1sGCMrm3J3NlR93g4Ge9dN4i8LrL8NBN4X0PUrGSe5jF5aOW8x0XqdpOCKAPahqNi1qboXlubcDJlEq7APXOcVIlzBKu6OaNxjOVYHj1r5psNH1GTSPE66RaX11p17Z7dhtfKCTBhhVTOOOcmt3wv4ensvFnh02miajFpl9phg1QsW2s7Aqcg/dwRn8qAPaNL8S6PrM13DYX0cslpMYJhyNr+nPX8K168D0Dw3pvh34k3mmHwtfXTnUElsrk7vKhixksT0OD6175QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABSEA9qWigCN4IpFKPEjKeSCoINU73R7O9066s/KWFbiJomeJQrAEY4NaFFAHC+EPhrb+Ftam1aXU7nULtovs6NMANkeeBx17V2i2lsrhlt4gw6MEGRU1FAFV9OsZLkXL2cDTgY8wxgt+dLLY2c4bzrWGTcMNujBzVmigCpJptjNapayWcD26ABY2jBVQPQVJBaW9tB5EEEccXPyIoA59qnooAr/YrXyzH9mh2N1Xyxg/hUdrpWn2Dl7Syt4HIwTHGFJH4VcooAijt4YpJJI4kV5CC7BcFj7+tM+xWvmeZ9mh35zu8sZz9asUUAYWneE9K03xDf67DG7ahen95LI5bA/ur6D2rdoooAKoy6Ppk10tzLp9s868iRolLD8avUUAVhYWayyyi1hEkoAkbYMvjpn1pZrG0ubY201tDJAesbICp/CrFFAFOTStPmsls5LK3e2T7sLRgqPoKbHo+mxWv2VLC2W3zu8sRDbn1xV6igCpNptjcW7W8tnA8LEFozGNpI9qbHpOnRujpY26tGnloRGMqvoPartFAFGLR9Nt5vNhsLaOTO7esSg59c0/8As2x+3G9+yQfaiMGbYN/59at0UAZv/CP6P5zTf2XZ+ax3F/JXJPr0q29nbSNue3hY4xlkBqeigCAWdsJzOLeISldhfYN230z6VVbQtJe2W2bTbQwBi4jMS7QT3x61o0UAZw0LSVtDaDTbUW7NuMXlDaT649aks9J07TmdrOxt7dnGGMUYXI98VdooAgtrS2tFZbaCOFXYswjULlj1JxU9FFABRRRQBHNDFcRNFNGkkbDDK4yD+FRQ2FnbqFhtYIwBtASMDj0qzRQBTttK0+ydntrG3hZjuLRxgEmkh0rT7a6e6gsreO4fO6RIwGOeuTV2igCpDptjbxvHDZwJG7b2VYwAzepHrVpQFUAAADoBS0UAFU30vT3njmaytzLGdyP5Yyp9QauUUAVV0+yQMFtIAGYs37scknJJqVreCRFR4Y2ReilQQPpUtFAEUkEM0flyRI6f3WUEflQlvDHAIEiQRAYCBRtA9MVLRQAwxo0fllFKYxtI4x9KbHbwwgiKKNAeoVQM1LRQBHHDFCCIo0QHk7VApotoBcm4EMfnldpk2jdj0zU1FABRRRQAmB6CmmNGxlVODkZHQ0+igAwDSEA9hS0UAFFFFABikAA6ClooAQADsKWiigAoxRRQAmB1wKMDOcClooAKTAPalooATA9KWiigBqoqDCKFHXAGKdRRQAYGc0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyPin4i6H4R1O20/UftRuLhS6LBCX4H0/pXXV458ZPEEeheIfDF5aNaPqdrM8gimP8AARjBxyATQB00Pxc8Ny+HLnWcXix2862727Q/vd7dBtz35/KrWn/FDwxqWg3ms21zO1rZFRcjyHLx7umQB+o44rhdR8C+MtSsr3U2h0qW41K8gvJ7FHZUZI1OE3e+R6UaJ4M8beHR4jNjpGkRw6rbhUtIp2KRv93PzDPRmOM0AdnZ/Fvwlfc29zduu0sGFnLg464O2s7RPjDpWq6xd2LW90ALpYLTy7dyXUj7z5AC89jVv4XaH4m8N6Gmj63a2CWsAYwyQSFnZmYk7gRjHPaqWnaF440jxhrL2SaV/Z2pXQumuHLFk7bQvrigC3aeM9S1b4syeHtPCDS7S3L3ZlgZXD9OCccZxzitHVPib4X0jUrmwuLyZ57UZnEFu8gj/wB4qCBXJS2HxBj+Jx8Rx6DZtA0P2QxreYUpnhievv0qfS/DnjLwz4i8RnT9O0y+tNVf7QktxMUCOc5UgAkgZPpQBoeL/ipaaN4X0/VNIha6k1Fh9l86J1QruwSTjj6Vv67470bwqbCHWppI7m7QNGsMLyBj3AwD3rkPGvhLxnr3hfTtBtIdH8qFIpZZdzR7ZVz8qqBjb0rnfiprup6Pc+CJtRs4ZNYtJHnkgtyTG3QYB69vSgD0iH4m+GZtFvtV+0zpDYsEuI3gcSIT0yuM1XsPiv4Zv9DvNWEl1DBZsomWSBt4DfdbAzkH1riNQ8B+MNX0/Wdbha0jvNZkieWwjlIV4F52FyAcnv0qvp/w48bR/wBsNa2OiaVBqlj9ma1WR3Cf/X98mgD0TRvid4d126uLa0e78yKEzIHt2UzqBk+WMZbHpis/wh8U7TxPqN/bfYbuMRXfkQGO2kcbegZyBhOc8HpTIvBniIeJvCV811ZLaaPaeRMse4M5K4br1BwP1qHQ/CXi3wt4jv10ubTZdH1HUDdzyTbvNjVj8ygDg/WgDUuPir4etdTltJkvlijuPsv2wWzGAy5xsDDvn+VdwpDKGHQjIr59uvg34qmvraOGSyitor5rmSX7S583L5DeXjaCBxxXp51rxAfiVBoVvaxnR4bMS3NwYzncegDdPwoA7SiiigAryHx38ZE0mc2fhsRXU8c3kzyyxuY1bOMKw4JHOea9erwnWPhp47fS7rQrCTRn0yW9N6JG3LKXLEgE47ZxQB2Hiv4hXWk6jomiafHHJq95NEJ/NicQhGGThvX86vfEL4i2vgTT4t9s91qFxxDCoO3PqWxx/M1geLND+IesDSfstroqjTnS4XMr7nkVcFTxjH5VY8b6B418UaXoa21tpMc9u6XVwsrthZV/hHBBWgCnF8Xbmw8CS6/renolxJcNb2cECuBIwXPzbh8o5/Srnh34pM3hqbXvE/2W0tvNWGKO3SUyFyM7drLz9RxUvjbRvGXifwTa6StjpQv7hz9rJcmOIDkFCeckgdqzfE3gXxf4q8E6fbX0unxazYXKyQm3kZEKAY5OM7unIoA6i2+KHhu40CbWPNuY4bdwk8bW7GSIkZBZQCQPfpUOm/FrwnqjTm2up/JghaZ53gZUAXqMkcn2rhtM+HfjnS9O8TSF7W4utUtlgWOW7eTI5BJZh1xwM1s6P8P9em+F954Q1SGws8RD7NNayMzO+ckyZHr6UAdVpHxL8OaxO8MM88DiIzx/aIGj86MdWTI+YfSo9O+KfhTVL23tbW+lLXEvkxSNbuqM/oGIxmvPPDPwz8Xw6lY6jeuYp7CCSIfaLwzebkEAKMYRfxzVuD4b+MIvAul6Oh0pbqy1I3hJdiGHUAHHHOaAOol+LujW/iS806a3uhaW6kfaUgdy0gIDDaBkAZHPQ139vOlzbRTx52SKHXIwcEZ6V5vq3hbxdZ+P5vE3h8aZMbuyW2miu2YCNhjkYHPIr0azWdLOFbp0e4CASMgwpbHOB6UAT0UU11LIwVtpIIB9KAOIn+Lng+31WXTmv5TcRS+S+23cqGzjGcY68Vpv470GO41i3a5k87SE8y7QQsSi+o45H0ryG5+D3i1TqsMC6bK15eCcXzXMiSbQ27G0DH866jXfh/4sm17Wb/SbzTki1TTktZxcbmZiFCnGOmcdaAOo1z4i6NY6RFNZ38D3l3am5s0kVyrLjOW2jKjtz3rH074nzH4YN4r1O3hS4kaRIIIVdgzKSBnuBx1rLsfA/jXRX0vUrP8Ase6v49O/s+6huMhNgJ2lSB6Yz60/T/CHjnTPhvN4chi0iSW5kmEm+RgsaOcjaQOuSetAHV6b45ht/AuneIfEnl2L3agiKPLFiegVepPsKZL8VPCtvb3cs93PC1oVE0UltIsi7jgHaRnHvXE3Pw38Z6z8P7fQ9VuNPF3pkyPYvHI2GUDBDnHX0IrEh+DHjCWLVZJLvTreS9RIjEJHlDKGDElm5zxQB6TpHxe8K6tLeRiW5tmtYWuG+0Qld0ajJZfw/GotL+MfhfU76K1H263MxxDJPblUk75B7DHOTiud8Q/CjXdd1q2dr2yjtYtHFi8iKwZ3CnBx6Zx36CpbHwb4/v4NN0rWrzS7fTrGF4xLbLvlfKFBnI44POMUAdFp3xb8OanrMGnwpfKtzMYILp4CIZXHZWqO7+MPhe01aaxc3rJBMIJrpLcmKNycYJ/+tXB6D8GPFFrrumDUdQtpdL06586Mec7bhnOAnRaj1z4GeI77WZby31Kw8qe7MrrhlO0tnJ7EigD36N1ljSRDlHAZT6g0+uEuL/xQPHOk6Bp1v5WkW1ukl7eNFkSYGNik/TtzzXd0AFFFFAHB6l8WfDuk6zPpt2t4pguBbS3AhzEjEd2zRffFnw7Ya1c6dJHqEn2ZQ81xFbM8aKRkEkc45HOMVxes/BbWL6XVI4L7THhvLkzrPPE5nXJzjIOP0rodK8AeJba41iW81XT3a+01bJTHAw2lVwpIJoA0PEvxP0zTtNjXSJPtmp3VqLqzi8mRlkTPJJUHHAP5Vo/DfxZdeM/CUer3dvFBK0rxlIycfKcd64qx+F/ivw5b2Vxout2Et9b2L2bLcW527WYt8p+p612nw58J3ngzwuNLvbuK5l855d0aFQN3b3oA6+iiigDnz4y0ZdR1OwNw/wBo0yMSXK+U3yg9MHHzH2FZU/xQ8PJp1leWv229N6rvBBbWzNIyqcM23sB6msDxx8IpfFmu3mpQay9klxCgMCKdryL0Zueasv8ADvV9Gl0a68L6pBBc2Vn9jmF3GXSZck54x3JoA27L4l+G7+30ueG4l2alMbeLMRykox8j/wB080ll41h8UWWu2/h1nj1PTS0e26hON477QckHBFc5ZfCS5tdFg8vWFt9aXUjqLXMUOYw5BG0JnpirmgfDvXfD39ty2niWD7Xqr+Y85sRlHyckfN79OgoAt+DvHElz8Oj4j8SyRQNDJIkzRoQBtbaMLyc1haR8T7nVvilBo1jMLjSLuMuvm2jxSREDpz1HvirNn8MtZg8OXHhq51+GfSp98vmC22TJMW3Ag5IIzTIPh54oPjnRtfv9asLldOjWI7bcozp0OcHrjvQB6pRRRQBU1LUrTSNOn1C+mWG1gUvJI3QCuZ0b4kaHrN5b2qJfWsl0T9lN1bNGtwAM5Q9DWv4t0FfE/hbUNGaXyvtUW0P/AHTnIP5iuK0zwB4ln1DQT4g1axnsdF+aCO3gKs7YwCxP9KAMq/8Aitq+q+On0Lw0tlFDCyo738Uis7ZwyjA4/Gthvi7YWnjW90O+hmSG1hUGSO2kZmmzhgABnb6GptC8FeKNJ8bXmuTa3ZTQ37f6VGLbDbVPyhecA471Nr3hLxC3jyPxD4e1C1tVuLUWt2J49xCg5DKOhP1oAn1r4qaBot1LbPHf3MkEayXIt7csLZWxjzP7vXpRrHxW8N6RPHblry7nkhWdI7W3Z90ZGdwPQj15rl/Enwl1q/1vWbvTNYgWDV4lW5S4Vs7hjkBSB2756mr+ifCq/wBH1G1vhrcMj2+mNp6p9lwMEdc7vWgD0LRdYstf0i31PT5fMtbhdyHGD9COxrQrj/h34Tv/AAb4ffS7zUIrxfNaSPy4tmzJyR155rsKACuM8TfEvQ/Ceomy1WK/SQgGJlt2Ky8ZwrdCeg/Guzrznxf4S8W694lsdQstR0uK206Uy2kc0DM2SoDbux70AXR8WPDCaZaXtxJd2/2ouI4HtnMnynBJUA8e9TXHxQ8Mw+Fn8Qx3E09kkvksIoW3q/oVOMfjiuY8a/DLXvFWoaVqpvrD7bbWoguEKyIjNuJLLtIIHPSqSfB7WYvCNxpMep2Ya5vxdzQ7H8kqB93ruIPfJNAHY23xV8L3XhKbxGtzKLOFxG6NEfMDnouPU/lWYnxcsNUsdSTSLK7j1G2snvI476Exq6qM9QTWTb/CfVk0bXLIXmnWkd60UsFvbRP5UckZz3PfvW1B4c8Z65HeLr13plgsli1mkdnGZAxYYLsTg8dh0oAf4H+KVj4plstPubee01S4tzMA8RWOTB52Enn/AOsa9CrzjT/hpd6Xqnha9h1WOVtFia3cNBt81GzkjB4ODXo9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFZ9zoelXl8l9c6dbTXUYwk0kQZlHsTWhRQAgAAwOBS0UUAFFFFABRRRQAVDJa280iSSwRu6fdZlBI+lTUUAJ04paKKACik6UdelAC0mBnOBmlooAKKCQKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikyD0paACiiigAooooAKKKKACiiigAooooAKKKQkCgBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopjyJHje6rk4G44yafQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV5r8ZZLzTvDMGsafqV3aXNvcRoFhfCuGYA7h3r0quK8Z/Dix8b3MMl/qeowxRLtEEEoEZOc5II60AVPGnxBm8Kx6Ja21vBcXmorndcS+XGqqoJJbHqRWDb/GHUJ9GumTQ4ZtTjv47GOOG4zFIzgkEN/wAB/UV1E3ww0WSxs4Fu9SSazLm3uvtRMqbgAeTnI4HFc54m+FBXQpv7Fe5v9UmuYJZJbq72MQmeVIGAcHGcUAaWieM/F2oeKr7Qb3QLG1ubS1E5P2ksGLD5ADjoT1Paq3w1u9fuZ/Fj6lIzahBeGKO0ln3RxnbnAbHTPeofBngLXYtT17UNZurmz/tCFbeELd+bPEFPUSYxj0rb8MfC3TPDGrtqcWqatdXDNvbz7k7WY92AxuP1oA5bwh4j+IFz4i1+3l0yym8u+VJhNebVt8j7qcfMMc1tahq2uv8AG7SdLVxDpy2ssjokoImXHUr2IatuX4c6HN4rbxAzXYuHcSvCtwyxNIOjlR3qtf8Awu0a+8QHXPtuqw6gZN5ljuyCB/dHovtQBzHin4leKLLxZNo2kafp6xx3a2qy3EhLOzJvB29gBmm6h8VdXGg6Dc28On21xqUEkrtMXcKUOMBVGefWunuvhP4ZvNb/ALXm+3G88xZS/wBpOCwAGf0FWJfhn4fktNOgUXkP9no8cDxXBVtrHLAkdQcmgDjNR+IHiHXPg3L4g0pILe9hkZLp0Y5QK3VR7+9XZviD4s8PeC11vXdIsCrRRC3aK5y07tjGVA4GDk12WmeBNB0nQr/RbS2dbC+JM0bSE5yMHB61m2/ws0GPTbmwnn1C7gm2hRcXJYwhTldn90j1oAzfD/jqXxVrd14V1a0it3nsfOSW1lbGGHzLkgHcAe1HgKe/0rTPFdhFPc6o2lXjx2cc8m53AQELn3NacHwu0CC4kuvO1OS6ZCizyXrs8YPXae1Nsfh3Y+GGutU8Pveyap5btHHdXbNHJIVwC47/AFoA5nS/i5rWsvpNrYeH4pNQuriWK5tzMQYFQgFjxxwT19K9eGdozwe9eVfDPwb4i0Xxbrmt+ILCxhk1D5la3cHaxYlgBngdK9WoA8G+I/i3WPEGla6NNsWg0/RbgRm8juzHJu6HKdxW74s13WW8D+Fhau9ot89qkl5FONwJwCoHVsjkmuk1f4W6FrWpXt3PPfxxXxDXVtDPtjlYdGIx1FO1f4Y6NrSabBc3WoLZ6fEI4LaOfaoK9G6Z3D1oAy/jHr2u6F4RQ6OBGk8iwy3XmAPHkjAUe/PPas66/wCEt8H/AAu1O9aaSS/Yli9zeK/kR4xuU45PTiuk174ZaX4g0uw0+51HVVt7MjaBclt+CSN2QcnnrVi4+H2n6h4aGhanqGp31t5vms8tx87HsCQOntQBxula1qXgbwNceKNXGoXb3CxLFFc3ayKS3O7j7o9avaB8UdT1nUJ9K/syxk1FrRrm1+zXXmRNgZKu2PlNdAfhro7+CpPC01xfTWLMGRpZtzxkdNpxwB6VR0v4T6bpt6t4dZ1iadITBGzThdqEY28AcUAYeg/EbxtrksV+nhm1XSIZ3hvJEn3Mm37xH0/Ws6y+ON3NqNtczWNk2kXVz9nRY583EYJwGZf1xXa+Fvhjp3hR7sWuqanNBdKyvbzTAp83U4A6+9Y0PwS0q3mjhi1a+XSY7hbpbHC/60dy+MkY7UAUz8XNZiiub+fw5GmlWF4LO+uBcZKtnBKDHIHFLqHi/wAbv8Uo9M0uxtZLM2hnitpJwomjJHzluze1btz8J9KuvDt7oj6lqP2a7vTeufMG4Oe3Tp3qbVfhjp+p3djepqmp2d9aWwtvtNvKFeRAMfNxQB2VnLPNZxSXMAgnZcvGHDbT6ZHWue8fanruk+F7m60GyjuZ1RvMLSbDGmD86+pHpW3pOmx6Ppdvp8Ms0scC7Q87l3b3JPWud8bR+LLi2ktNCsrC6tLmB4plmmMciswwGB6Y9qAOX0Xx/quneBvBd7dwf2g+q3H2W4mZsOpLEKQB14H6VNq3xZuNHu/EFlNpCyXVhdRW1miScXBkztyexwOg9a1bf4cW1z4A0TQL+4uLe407bKk9pLhkm5JIOPVjVGD4LaGsd6t1qerXbXbK7PLONyuucODjqM9aAOO0nxZ4h8MeMdcuvEf2spDp4uhZNOJF3MRgKQOnOPatuf4seK9P1Kxtr/waI/t0Rkt0W5BdwBn6Vbn+C9nbWepzWuqaje3tzaNbqt7MGVs4IycZ4xxWDovwo8S3viS1udbvbq3sbS2MUZa7WaQEjBCYACigB2l/HHWr64WSXw5BHZBozLILg7lR32AgY5Oa1PEXxlm0nWtTt7axsZLXTpRFIJrsJNIeNxRO45rRh+CPh+K1MAvtRKmJIs+Yo4V94PTrmpNV+DGh6rq95qDX+oRG8IM0aMhDYGOpUmgClc/EzxHea/Hp/h/w5BepLp6X6NJcbW2MucHjGc5GO9VPFnj/AMS3fgPS9e8PW0dvFPMsd0xfLwuG2lMEYwTwTXW2/wAN9NtNYGoW2oanDiyWy8pJ/l8sLtHOM/8A16SD4Z6RB4KuPCy3N6bSaUymVpAZFbdnIOMdaAMHxP8AEPxL4S8Ii+1bR7SG/uJlhtVin81Mbclmxz+FWfhn8S7jxidSg1KG3hewUM08TEI4PU4bkVel+FWj3OmR2l5qGrXMkcomS4luiXVwMAjjA/KrGjfDPQtH0/VrUm4ujqqlbqadwXYEcgEAY9aAOvgnhuYVmgkSSNhlXQ5B/GpawfCfhay8H6KNKsJZ5IBI0gMzbiM9vpW9QBU1MXB0q7Fpn7SYXEWOu/acfrivCNK034i2PiyPSf8AhKHe/ktFvHt3cMo+blGJ6cdxX0FXIW3w40S18TnxEkt+2osxJd7kkEHtj09qAPOdM8V+KPCI8VXAtrfUtOs9RJllmuyGQtg7UB6jn9K1tV+MN3HqWpQ6bZWXlafbJcOLmZleXcoJVQAeRkV1C/Crw0um6lYbb1oNRlEs4a4JJYHII9Oagl+EPhqaZpTJqaO8axyGO7Zd6qMDdjrx60AYepfFfWAvhuXSdFtriPXY/wByJrgoySA4ZTxjA9aXxP8AFDXfDP8AZ2m3uk2FvrF4WYhrndFGmcKdwHfmtyf4ReGZ4rGMtqKLYoUt9l2w8vJJJHoTmreu/DnTdfttLE99fR3emjEF4kg83GP4iRzQA74feN18aaZdSPCkV3ZzeTOIm3xk9QVbuKqfF64urT4c6hdWd3NbTxMjK8TbSfmHGfStfwj4L03wba3MVhJPK91J5s8s7As7evAAFXvEXh3T/FOjyaXqaSNbSEMRG5U5ByORQB5v4Y+IeuadqsekeK4rSMS6YL21ljkz8qpn5z6kAmqPg34wa1qfiddO1vTooILyJ5LRwjIAVUtgk9Rgda7m/wDhh4X1G8gu7i1mM0Vr9kDCZvmj27cH8DVTT/hH4b0+/W7EmoTmOJoYY57kusKspVto7cGgDznT/jZ4sutf0+1l06yit725EaF1ZcoWxkMeDX0GOlcDZ/B3wnZ3tpciK8mNo++GOe5LohznhfrzXfjigDyDxRrPj60+Kdnp1je2Nvp9zE726TA+U6qMtvOM7vpV268ceKdQ199C0GPRpLy1sVuriZ5WKOxz8qdM9ua7PxH4O0TxV5J1a1aV4ARE6SMjKD16HvWZqfwy8M6nJbSC3ns3t4fIRrKYxHy/7px1H+NAD/hx4sufGPhb7fewJDdxTvBMqfd3L3H4EVifGQ3dtomk3+nTSpfw6jEkCCUojlj0YdxwK7Xw94e03wvpMem6XB5VuhLcnJZj1JPc1R8V+CtJ8ZwW8Or/AGho7di6LFLsG49zQB5vrHxe8ReEjc6fruk2MupJGjxtbTEp8x/i64x+tXPBXxU1TWPG8fh/U47SZLiHzI5rNWARsZwwautsfhh4YstNv7H7NNPHfbfOe4lLv8vTDHkYp/h/4b6D4b1katZ/bJbwRmNZLm4aTCn0zQB1kj+XE74ztBNeRn4h+LV8Mt4wa20hNEEhAtTI3nsu/Zwemc8168VDAgjIPBriU+FPhVLzzxbXJh8zzRaG5fyA2c52Zx15oA53VPiB4re71uXSbLTRYaOiSymZ23yoyhgAOxwao+IPizrKa1Bb6HBbPayacl5veN5GYsM7fl6elegN4B8PyXWq3EtrLI2qY+1KZ3CsB2AB4qve/DXw1d/ZSltNZm2QRI1pO0TFB/CxByRQA/4e+L28beFo9Uktfs0wkaKWPOQGXrj2rP8AiP4t1nwu2ix6Pb2sr6hdfZj9oJGGI+Xp2rqtE0LTfDunix0q1W3t9xfaCTlj1JJ5JrjPif4J1zxm+lR6bcWUVvZzee/nM6uWHAwV7YJ9DQBzmu/FnXvCsOpaZqtpYy6zA8Qgkt93lOrgk8HnIx0q34f+I/iHUdQ1HSLpLIXosTdWcwhkSMlfvBtwz3rqLX4Y+HRok9he2f2iS6dZp5WkYt5gGAUYksAO3NS23w18P21vcx4vZpJ4TA1xNdO8ixkglVJPA4oA5rwL4t8e+JrX+1rmx0pdLDMvDFXfGclevGR3rDsPi14ovte02D7FYx217em2EZSQlQDjO/G059q9I8N+AdE8KwTw6b9r2TIUKy3DOFB64HQflWfYfCnw5p1/aXcL6gzWk3nQxSXTNGr5zkL0oA5q8+IXjAaPqviKzsdMOk2F68Bhd285kRtpPp70y68f+Nb/AFHULTR7DTFWytY793mkO4xMocLj1HIrp7v4T+Gb28ubiT7eBczedLAl0yxM2c8oOKuv8O9BfX9Q1lo7j7TfW/2aULMVXYV2nAHsBQBo+Edck8SeFNO1eWDyJLqIO0fOAfb2rl/iF48vvBWu6Luhg/se6LC4mcMWUjnAx7YrstC0S08O6Nb6VY+Z9mtwRGJH3EDOcZqt4j8KaR4rgtodXtzMltKJYwDjn39qAPI/FvjC48beEdQv7O2jjs7C9t/sF0krK0kjMOCCB0HWtd/ifr2iw+IdP1qytJNX06KJ4Dbn92+8hQDnnqwrs7v4beGLrRE0cWLwWSXBuVSGVlxIe/WoJvhf4ZuNSvb+4guJ57yHyZfMmLDGAAQOxGAc+tAGNofjLxTb+O9O8O+JYNOJ1C1adDZkkxkDOGz9DXptcloHw70Lw5rH9q2n2yW8EXkrJc3DSFV9BmutoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKiSeKWSSOOVHeM4dVYEqfQjtUtABRUYmiMxhEiGUDJTcNwHriqtrq+nXt7cWdteQy3NvxNEjZZPqKAL1FFFABRVe5vbSyVWurqGBW4BlkCg/TNOt7u3u4/Mtp4p4843RuGGfqKAJqKKKACiqEes6bLq8ulR3sLX8SB3gDfMAe+KmjvrWW9msknja5hVWkiB+ZQehI96ALNFFFABRRVWLULOe9nsormJ7mAAyxBvmQHpkUAWqKKKACik6UtABRRRQAUUVm3WvaTZajFp91qFvFeTY8uF3AZs9MCgDSooooAKKKhmuYLcoJ544t52pvcLuPoM9TQBNRRRQAUUUyWVIYnlkYJGilmY9AB1NAD6KrWV9a6laJdWVwk9u/3ZIzkGrNABRRVKPVbCbU5dNju4WvYlDvAG+dR64/GgC7RVCPV9Pl1ebSo7pGvoYxJJCPvKp6E1FqfiHStHvLK01C9jt5719lur5+dvQfnQBqUUUUAFFFFABRRRQAUUVl6/r1l4b0ebVdRaRbWHG8om4jJx0/GgDUoqpp2oW+qafb3tq++GeNZUPfawyMirAkRmKh1LDqAeaAH0UUwyIH2l1DHtnmgB9FQy3UELoks8UbOQqh3ALH0GetNkvbWGQRy3MKOcYVnAPPtQBYopAcjIqpqmow6Tp019cLI0UK7mWNdzEew70AXKK5/wAM+MNJ8VaK2q2ExS3Ryknn4QoR6+lar6nYpYtem8t/sq9ZvMGwfj0oAt0VS07VrDVrKK8sLuKe3lXcjo3BFTRXdtPu8m4ik2khtjg4I65xQBPRUJurcOqm4iDOcKC4yT7etQNq2mrIY21C1DhtpUzLnPpjPWgC7RWTqviLTdFurC2vJis19OLeBFGSXPTPoK02mjQ4aRFPoWAoAfRUUs8UEfmSypGnHzMwA596kBDKCpBB6EUALRTWZUXLMFHqTik82PZv3rtHfPFAD6Kgt7y2uwxtriKYIcMY3DYPocVPQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXkniDUZr3x9q1lfeL7rw9a2kEf2eKNwvnEgkvz1HavW6o3Oj6Ze3SXN1p9tNPHwskkSsw/E0AeNX2uXyaH4esY/F91LLcyXDnU/M8mN1Uj5WJGT2x+NULPxjrGs+B9FE3iSe1vhrYsZ5InAcxN0Jz1x617pcaPpt3AkNxp9rLEhyiPEpCnOeBjiom8PaM0qytpVkXVxIG8hchh0PTrxQBwfgbVdRg+I/iPw1cazPqVnaRxvE9wQXViPmGfatH4s63quieF4ZNMaSBJrhI7m7jPzW8ZIywrsYNK0+2vZb2Cygjupv9ZMkYDP9T3qa7tLe+tnt7uCOeFxho5FDKfwNAHjyX4hbVrfTPiFqGqTjTJJVjwG8tgM7g44B9qPDXjVtU8Y+FIB4ld47rSitzBuBVrgDAz/ALRJP5CvV7TQ9KsImjtNNtIEYEMI4VGQeueKjg8NaHavE9vpNlE8T742SFQVb1BxQB4pa/ZPD3jPxDb61441SxuReRsqJgNdqVBBxj3xXvyEFFIJII6ms+40HSbq+F9cabay3QxiZ4gW46cmtKgDwzV7c6T8Wr5NQ8YXthDJYh1uDgMBu4jUnr/OsyVXl8eeMdS0/wARXGnG2s0mSaIYE5AH3+Oa92vNE0vUbqG6vLC3uJ4P9VJJGGK/TNTHT7Is7Gzt8uMOfKX5h78c0AeAa740vvEF5ocN1qF7YWt1pyvDNFMIUNwCQ7OT2BHT3r1j4Za1d674Jtri/uRc3cUkkEk4GBJtYgMPXIxzW9feH9H1KCOC90y1niiOUV4gQp9vSr1vbQWkCwW0KQxIMKkahQB9BQB5H4yh02f4rbfEaCWyXTN9hDcsRbvLn5snsa5XT9ZgOn6bZp9p8NeHtRvZzcSQTE7ivAVWxlVJr6Ens7W6x9otoptvTzEDY/OmNYWTQrC1pAYlOVQxrtH0GKAPDr3WrhfCPiq1j8Q3clnps8Z0rUA5Ls+MiIn+KrFpd63B8NLzxTYeML7VL1LPE1sxBWB2PzH1yoyfwr2kadYiIxCztxGTkp5S4J9cYpsGlafawzQ29lbxRzEtKiRgByfUd6APDvA91pK/FzT7lvEc2q3V1pO4yyYO2UjJQkeig1q+BdU0LRfiT4ojfXhetdCI28zvneOSUU9yCcflXqNr4Y0KxuFuLXSLKGZc4dIVBGRg806Lw1ocEkUkWkWSPESY2WBQVJ7jigD591Lxz4gfXrnWLfxFc2OnpqaRf2fcyDzFQt8x2f3a1Z9c1XV9R8a39p41vI7TSk8+0jgbCMCOOv8ADnivbbzw1omoT+deaTZTy/35IVJ/PFPTQNHiSZI9LtEWdAkoWFQHUdjxyKAM3wFrMviDwPpOp3EolnmhHmuBjLAkH+VeM/EjW9S0T4n6vLoU0lsslnbx391CpZocsPm+uNor6DtbW3srZLe1gjhhQYWONQqj6AVEdMsGmnmazt2knx5rGMEvjpn1xQB5Muta3J4zs9Ej8WSx6b/Y63ZvWiUmRgOvPT1NU/DvxG1LW7zQ9Ou/EMNmrJO1xdiMfvXVyFQ54GVGa9nbTrJhg2dufl2f6tfu+nTp7VSbwvoLWq2zaPZGBWLrH5C4DHqcYoA8t1XWfEHibwJ4we11cyLp9xi2ubSPYJ4wMsox/MV1Xw01eHUtMtg3iRtSuvscbSWzYPk9jyOp+tdrbadZ2dp9ktrWGG2wR5SIAuD7VHYaPpulhhYWFta7uT5MYXP5UAcv8Vtcu/D/AMP767sJ3gumZIo5U6oWYZOe3Gea8pt/iDr+naN4rtm19bi5s4oJbSVZfO+ZiA4Ddx7dq+hLyztr+2e2u4I54H+9HIoZT9QaoQ+F9Bt45Y4dHsUSUbZFWBcMPQ8UAeJv4y1jwdLp80/iebVF1TR2uVjmXcEmP3duO3X8qztR1BLnVfBWrX/ii31S7kvFedVRV8gemRzgdOa+gjoGkGSCQ6ZaF4E8uImJTsX0HoKrp4S8OxzCVNE09ZAdwYW65z69KANjepj3ggqRkH2r5k1v4g6zN4ovxF4nvI4U1JYk+zMBGIM4OEPJI4r6cAAGABj0rJPhfQWu/tR0exM+7f5nkLu3evSgDwbxX4y8TjxZ4ghTWruySyQNZxrKsSOo7kH7xI7D1q/40vz4i0XwT4jvtZvLSxmkCXJjTCwSAcyD3zXuF/oWk6q6vf6ba3LrwrTRKxH4mpZ9K0+6shZT2VvJajGIWjBQY6cdKAMXwO9vLoRltdfudbheQlbq46/Qe1ec/EjxBPp/xLtNOl8VX2iadLZ73eHlQ/O3jtnvXs8FvDaxCK3iSKJeiIoUD8BXJeIfhpoHifxHb63qguJZ4AqrGHAjIU5wRjmgDxfWPFHiq3+Hmn37+Ib4XDarLFBMvBngA++ePXp9a7i7h0/Svh3fXU/jrUZ49WiZoJpDy8gU7lXjo3QivV5NNsZbdLeSzt3hjGERowVUew7U5tPs3iSJ7SBo0+6hjUhfoMcUAeE6Z4vFh8GdMtdEuruF4LhINRmjhJkgVslmUd/Y1Hp+uRWniea20HxJql1oMmnmW/upXYtAw6MpI4Oe1e9x2NpFG8cdrAiP95VjADfUd6ZDptjboyQ2dvGjDDBIlAI9DxzQB4Z4BnbxV/pF9461pdTtWdxbgYzEPTI5JA5qx4C17w1bfFDXr86pcztfiKKze5Ql3LEblzjgggD6V7ZFp1lA4kis7eNxwGSNQfzApF0ywVxItjbBwchhEuQfXOKAPn3UtI07QfizrUOtatrMEdxEktrc2xZnYtzzjqBz+VWviHfaFH8TvDs51O8drWVGvWcMyRAAbSBjAJxzivfTbQNOJ2gjMwGBIUG4D69ajl06yncyTWdvI56s8Skn8SKAPAfiV4l1CfxrJsvJ/wCxzZCSyMdy0CSMRywI+9z2rMuvFusXnw98OJc6jdxSpdSJOpkaI3ES8g+Z+lfSUmn2cqqslpA6oMIGjUhR6Djih9PspI0je0t2jT7qmNSF+gxxQB5r8EHu7nQNTvLyW9Yy3eI1uXLhUA42seo56+1dl4mfxUgh/wCEai0+QsGEv2tiCp7EY61vJGkSKkaKiKMBVGAKfQBxVrb/ABCm8PFLm90m31cT5EoiLxmLHTA75rW8PQ+KI3l/4SG60+ZNoEf2WNlOR1Jz6+lb9FAHnfxijvYvCEeqWE91HNYXKSlIGI8xScEHHavN7nX9Q8TJ4i1/WLe9s4LLTmtpLA7ijSyZWMhfYHJ98Gvop40kQo6K6nqGGQaY1vA6urwxsJPvhlB3fX1oA+dtF8/w1c+GpvD0uqyXGo6ZI1zbvudPMEZEY54UbgcfhVWKextbPQ5NJl1geNmvFF1C7OSfm+fep42nt7V9KrGkaqqIqhRgBRgAVH9ktvtH2j7PF53/AD02Dd+fWgBs/nHTpNgInMRxjrux/jXzXHNoL2nna5eeJx4pS7IlEIYnIbgL2xivp2oTa25k8wwReYDu3bBnPrmgD5l8aCS71HXry7j1CLUt8LafG0MjMECr82R8oyMn61o2Ojab45+IUKXaaoLeXSY3Myl03XCouTk/Q/jX0aVVuqg/UUKiqAFUAAYGB0oA88+DN7e3Pgc29+1w01pcyQjz1IbbnK8nrway/iYYH8XafHr/APaJ8Pi0dlW0DkNPngNt56V6wAB0GKCAeoBoA+U43urfwDaWsNpN/Z66vJJfRsHjJjP3N5HO3FdT4C0OTXPDPjbSpIA2nkBrNEZzCsgU8oTyeQK+gHhjkjMckaOh6qygg/hRHFHCmyKNUXrhQAKAPnPS4dE/4Vjfaf4aW/HiJbDzrqUq+Uw43x+2ece1WPC1rDF4o0NbeDzLSOymOoG1imBZSn/LTd1bOelfQUVtbws7xQRRs/LlUALfX1qUKB0AFAHz58NNA0XWrzVLi/stT+2wzvLYxSmRY1ReVAJ79K4q20O71K/1Ga70q9jkiguptxRwDMDlMHuRX1wAB0AFGB6CgDxHxTe6Fb6v4OvL2DUG1SyFtLcyRwu4EYTP0J3Yz3pviiPTfEfxc083MF8dLk0oyyFRIgdtrMvTvjtXuG1T1A/KjaM5wKAPl631PxDqukaQLy0efR7KWeI/bjIIweqbyOSApGD616N8G7zU2v8AW7WdS+mllltZY2ZoFzwVRm5IFes+VH5ZTYuw9VxxRHGkUYSNFRBwFUYA/CgDzf4tmXZoSXK3LaG14P7Q+zBt4UDjJXtmvNNTt1/sTxUugR6tJpclzbQ2KZkOWLZYrnnGB196+lSAwIIBB7GkCKoACgAdABQB4/4GgtdE+KEmn6bbXltZ3GkRSPE6Hb53GSc98frmvYqZ5aeZ5mxd+Mbsc49M0+gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiisXUPFvh/SrxLO+1mzguWYKInlAYH3Hb8aANqimq6ugZGDKwyCDkEVU1HVLDR7Q3Wo3kNrAOPMmcKM+nuaALtV7qKaaILDcGBgwJYKGyB1HPrVAeJ9ANsLka1p/kFtok+0JtzjOM564NLYeJdE1S3uJ7LVbSeK3JEzpKMR/U9h70Aa1FZth4g0fVZHjsNUs7l0BLLFMrED1wD0qvF4t8Oz3TWset6e1wrBDGLhc7j0A55P0oA2qK5W48e6TD40sfC8Ti4vLoOWaFwVhKgkhvQ8Hil8ZeONP8H2SNMY572ZwkFr5qoWJ7kn7q+5oA6miuOvfH9ppfhOLWdQtvs1xIAUsnnTzHywGVwfmHuK6G41nTrG2guL69t7RJgCnnyqmcjOOTQBoUVSsNW07VA50+/trsR4DmCVX256ZweKtSSJDG0kjqiKCWZjgAepNAD6K5vwx4xsfFFvqVxbRvFbWNw0BmkI2SberKRxitG18RaLf3C29pq9jPO2cRxXCsx/AGgDTorJfxNoUd6bJ9YsFuQcGI3Chs+mM9farVxqdhZxNLc3tvDGrBGeSVVAY9AST1oAuUVlah4l0TSZ4IL/VbS3lnI8tJJQC2eh+nv0rUBBGR0oAWiqt9qFnpto91fXMVvAgy0krBQPzqt/wkGjf2dFqB1SzWylOEnaZQjH0BJ60AadFUrXVtOvbZ7m1vraeBPvyRyqyrj1IPFcrY/Ea21Lx4nhu0sZJYXieRL5JFZG29SMZ4zxnPWgDt6KKpJq2nSX7WEd/bNeKMmBZVLgf7uc0AXaK5TxT45tvDOo2enDTr3UL26VpFhtUBYIvVuatz+MtEtLrTbW6uxBcagcRRScMp25w/90/WgDoKKp3eqafYQLPd31tBE33XllVVP0JNOGoWRhjmF3AYpV3I/mDDD1B7igC1RUcU0c6b4pFkX1RgR+lMu721sIDPeXMVvCOskrhVH4mgCeiqwv7NpYYxdwF5k3xKJBl19QO4rHi8YabP4ybwzFve7W1+1GRcFMbsYznrQB0NFc9J4y0mPxXH4e89DcvbNcM+8bEAIGCc9TmqQ+Ieiw+Jr7Q7+VLGW1RZFmnlQJMrdCpz+lAHXUVy/jDxtYeFdIW63x3N1PgWtqjjdOScfLjqPerl54s0XSvskerajbWNzcRhxDPIFYZHf0oA3KKqafqVlq1kl5YXUVzbv92SJsg0t/qFppdjLe31wlvbRDc8khwFFAFqisnRfEujeIklfSNQhvFiIEhiJ+Umrt9fWum2Ut5ezpBbRLukkc4CigCzRWHF4w8OTWUN6mt2X2eZisbmYDcR1Azz3pJfGXhuHVk0uTWrNb1yFEPmDOT0HpmgDdorl774i+EdNu5LS6120jnjfy3TJJVvQ4FWY/G3hia6+zR69YNL5fmYEwxt9c9KAN+iqdhqmn6ojvp99b3SocMYJQ4U+hxUWs67pnh+wa91W8itbdeN0h6n0A6k/SgDRorg9T+KOkReFpNf0Ux6rbW8ii6RJfLeJCcbtpGeuK2dN8c+GtW0ifVLXVrdrS3VWnckjygem7NAHR0VzVh4+8L6o1ytjrNvO1tEZpAhPCAZJ6c1Vs/id4Ov5raC21yB5rk7Y48NnPoeOKAOvorgrT4veErrxFdaO18IXgYIk7j93K2cEKfUGu9oAKKxdW8V6DoU6W+qapb20zruEbtltvrgdqpS/ELwlFbwztrtqUmBMe0kl8HBwAM0AdPRWDN4z8NwaQ+qvrNp9jTAaRZAcE9sDnPt1qtb/ELwrc6KurprEC2LSeV5rgjD+hGMg0AdPRWBoXjPQfEl5cWmlX6zz24DOm1lO0/xDIGR7it4kAZJ4oAWiuQk+J3g+LVF05tZi89pfKBCsULem4DH61h/EL4or4Z1G10fSnspNRmb94905WOFeo3Y9aAPS6KoaLd3N/o1pd3kCQXEsYZ4433KCfQ9xXO+NviNpHgb7Mt+k0sk7D5I0PCZwWz049M0AdjRXB33xY8MxeEJ9ftL4SRhmhhV42G+YLuC9PpzV1fH2maf4M0vxB4gkGnrfRqwQAv8zDOBjPFAHX0Vy2j/ABE8K66JDY6xC3lxmVxJlNqg4J+bFP0Px74c8RahJY6dqKSXCsQqEEeYB1ZfUe9AHTUUhYKpJOABk1iW/jDw/d6dd6hBqsElpaECeYZ2x59TigDcory5PjLpdn4r1TS9ZMMNpblGtLq33SCVG6E44HBBzXWa34+8N+H47RtQ1FV+2JvgWNGdnX1woJxQB0tFc3c+O/DlroEGtyaipsbhtkTqjFnb0CgZz+FQWvxG8K3mizavFqi/Y4ZfJdmjYHeRwuMZJNAHV0Vg+HvGOg+KfMXSNQSeSIZkiKlXQZxypANb1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeCePPh74k1LxV4hu7G0uJob+NPKMLIFYgdG3cjBHave6KAMDwVHqcPg7TINYt/IvoYRFImQfu8A8ewFcx8VfD+ra5/YD6ZZy3SWd5586ROqnaAMfe4r0aigD5l17Q7vwz8PdW/t+xETXOspc2Ucr5dxj5gdvHSte48H6749srzV9Hsk0W3nsUjFusqsl4V6dB8vHrXvlzZ2t7GI7q3inQHIWRAwB/GnxRRwRLHFGsaLwFQYA/CgDwnRfAviqLWrCXyr+ArZy2sssrxqkYZMDGzk8461p2XhW+az0TTbrwHGl1p1xF/xMEuVAIUgs5I5OcdK9nooA8X1rQ/Ef8Awt6y8U6b4WY21shikAmRTKx3Dfn6MPyq9470PU9Q8d6Vqtp4MTUI7HJmkaZB9oyvyrg/3T6161RQB5b8QtHv9d8N2drp/hDffqkbxSF0H2UhslQfX6cU3xTaa7qQ8L6u3hqW6GnSsbnTndC33cBwe/sK9UooA4jwTb6iNa1i8ufDdvodrP5flomDJMRn5mI4/DHeum115U0W6MOnf2kxQr9k3BfNB4xk8YrRooA8d8J6P4otfCXiTQLrw4LJbxLia1aOVSoZ+keO3sazfBvg7xRpmteG1/sg2lnYrIbl5/LZtzDnay/MQfQ9K90ooA+dLH4eeKYNQhX+x7hVbVvtNy7yxtG0YYlSP4ga1/EHhnxbZW/izSrHw+NSt9XuxPHdmUYjX2U/xDJ5r3SigDwY+DPEa32sf2lot3qVrf2MEcWJo98LKoyoLZ24OeRXqfgDTr7SvBWnWWpRyR3UasHSR97D5jgE9+MV01FAHm/xf0a/1fSNKFpYS39vBerJdW0ON7p7Zrg7LQNbn+H2v6P/AMIpeYe+E1lHPt/dKzc7fcD0r6EooA8I1rwP4htde1Kz8P6R5OlX+lxfaEjYKhkXllX0Jxj8a1PB2nTR/EuzvrHwddaLYLpz28/mbQofcGzx16Yr2OigCtfpcS6fcR2kix3LRssTsMhWI4P514DY+GdbfSLPTF8J3aeIYL4yyayXCArvyTuzlgR2r6HooA8m1fw7qrfF6HXpPD8t/p0VosQZZV5kx97BPaofin4JW61XRdZ0/wAOi+WO4LX0MGFeVTjGfy616/RQB4J4q8FeK7nX9M1CDSkfTY7ARNYptmFtgHKqH4J6c1S0Pwd4rJ8MQav4WlubbTZpPMMtyu1onPA29tuc4r6IooA888A6RrPh/wAS+I7O405oNGuLpp7J1cbFH90L2rX+I3htvFXgm/06GJZLopvt8/3x0xXWUUAeIeHPDXjqXxXoF34j0+JrPSrV/J8llUqdmFRsdeQPzq14fsfEWj+PrzXIPArW1tfQpA8SXSfuzuyzj6jtXstFAHjXijwZf2fxIbW9L8JWuq2Mtl5ZhLKiiYtkswP+eaiXwzc6p4w8T3mo+DmuEexSK0Mm0IJFXbhM+/Q+1e1UUAeEav4Y8V3fw68PaKnhoyX9lIHaczruiCtkKD7j3rb1Tw/rvjHxN4bvtW8J2sFraM63S3E6yMVxxnA59QK9cooA82+FOh654bOuadqWn/ZrF7x57Ng4I2kkYAHTgCtb4paPquveBLvTtIhE1xM6boyQNyBskAnvwK7OigDxr4V+Fdf8M+LtQZ9Dl07RrqFcRyXQk2Ov8yea9b1CwttU0+exvIhLbzoUkQ9CDVqigDwrRfhhqT+Ll0q/tov+Ef0d5ZbSYpgytJyv1KkDr6VyB+G3jKM31jHoTz3iags6ai7IAyjPQnnnr1r6kooA8Qu/Cmvn4iy6tdeB9M1C0niWJ/3i7c55kOR949+K5v4j6X4dHjfTdM8MiGz1C7b7HfW8cRVEViORxjPXkV9J1Vk02xluRcvZwNOvIkMYLD8aAKfh7w/p/hnSIdN023SGGNQDgcse5J7muU+KvhbVvFOmaXBpUaObe8WaRfN8ttuCOG7da9BooA+dbP4Z+MNI8P8AiK2OnJdS6rLHGircAsiK+/cxIGegFdFr3w78QahrurnTbGwtbG5htX+c/LLJFyV2jsTwSfSvaKKAPF7Tw54q1Dx9a+I38OQaVDp9mYzapKuLpsH5eOgJPf0FaPw78K6/pNzINW8O6TFb3Fy900vmb5o2J+VQMY4r1eigDyy88G63pnxC1DWNH03Tbq31KJEV7jhbZlOSSvfOO1eoR7/LXzMb8Ddjpnvin0UAeQfEH4f+Ide8aT6rpiobaXTTaZFwI23EnrkH5eea46+trr4cnwhZNawX2sWAuJJYxGzIfMPyruA9zX0hUbwQyNueJGYdyoJoA8Luvhj4n1Tw5cSyw2ERv79b650uEmMbQOFDdjUH/CofEzeF9Y0u0hsLO3u7uO4htnmaRkC9Bvr3+igDzPT/AAn4ksPiDomrRpZJp8GlpZXhRsMxC88d+QOa9ImjE0EkZJAdSuR7ipKKAPEJvhz4x/sa38JrHo76UJTI1/sPnKu/dgZ/i963da8OeLJPHdtqlpo2iXllawC2je4Yh2U4yzcdRXqVFAEcQIiQMqqwUAhegPtXH/ErwxqPifw9DDpTQLe21ylwnnDhiuTj8a7SigDzK/0Txlqvw++xNp+hxalcMwlh8vCRxsuMg9nHPNUtV8B+K9W8C6XoM8mk/aNPmiMM4VjhEGOQeCenHfFetUUAeK2vwWvjplvZXd9ANlrcRSPCCpZ3fcp+nrUfhX4X+JNM8U6FdXMscMOkoVeUzeaJwT0RcfKMV7dRQAhAIIPevEbr4MeIP7bv3sfECxaVcTORa88xyHLrjoOK9vooA8utPAWsW+o+K38jSzZ6lbmC0iZMldqhY8+gwOfesfTvAfjvw/LY6haPpF/cpZpaSQXAO1FXOCrevrXtNFAHi2o/C7xGPCulW1lcW32y2vpb2WJJGjGX7I3UAVFY/CPX18C3mmNe21tfTail7EVYtsxngt1J969uooA8u+HHw81bwt4o1LV9Smif7VD5XEpkZm3A7iT9K9RoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorz/XPGGp2XxO0TQLeGWOyuiVmeWD5ZOMjY+e3figD0CiuD134jtpfiC60Wx8PajqFzaRiado9qoseM7sk/hWL4p+KN8nh3QtV8OaZPNb6jcRq0rKCR8xBiC5yWO0+1AHq1Fef3fxLlsdKguLnw1qUN5c3htbazlCq8pAzuyTgDmpNP8AiNNfWmsKfDt7HqelgNLYs6bmU85BzjGKAO8orz3RfibLqtuL+bw1qNrpbQSTLePhkOwZIOOnTAJpPDvxY07W9TstPurC40+e+QvatI6Mkg7DIPBPpQB6HRXly/GW3MtzK2hXR0+3uDBJcLNGWBDbc7M56kfnS6z4/wDE9h4/t9JtvDUs9m8DukayJvuMEYdSTgAeh5oA9Qoqrp9xNdafBcXFq9rNIgZ4HIJjPoSOK5CL4l2L+INY0WWzkhvNOB2JJIqm5bsEyeSaAO5oryjxH8RNVuvBGl6vpFhcWa3tyscs5ZG+z4lClSD13cjit/4q6lrOi+A7jU9EvGtrq1dGZwgbchOCOR7g/hQB3FFcXqEmqat8Kku7fUJrfUG05bgzQgBmYJuI6cZPpVv4cXt1qPw+0a7vZ3nuZLcGSRzlmPvQB1NFcP8AFbU9R0bwTLqOm3b20lvPEzsgyWTcMqPrUFv8V9K2zC+07U7F4rE3wFzAFMsYHJXB5oA7+iuD8NfE2017V7bTbrTbnTp72Hz7IzFWE6eo2ng4GcGuzv7yHTrC4vbhtsMEbSOfQAZNAFmivE774geIL3xj4eubJdRsNF1KdUWOeCMxSx44YOMkE+h6V0c/xdtredp20W8OjJdm0fUgylA4OPu9cZoA9Jorzm++LNqLq9TRNGvtYt7AZvLi3ACRfTPJ71H4q8c6iJPCMuiQTx6dqt5EJrp4wBsY48sg8gnk/hQB6VRXH+KviDYeFNZsdKlsb68u7uNpEjtIwzYBx0JGeh/KsXxN8R52+GMviPw/p94XmLRKzxjNuQcFnGTxmgD0qiuA1HxvfeF/D3h6XUNMuNQuNQWOOWWIgKrsBjJ6c5pNR+LWjaXqWqWVxY6iH00ATSCIbNxxhQc9TmgD0CiuJ0X4ladq3iSLQJ7C/wBP1CWIyRrdIoVwP7pBOeh59q7agAooqtfSSw2FxLbpvmSNmRMZ3MBwKALNFeBJ44+KQ11dMkt7N7sW6XbWsdud4jZsYPPBA5rZsviTrWh654ji1WxvNS02wu0VrpNgFqjdiABnGffpQB7JRXl3ir4vDS9QNnoWlf2p5Vqt5PK0wiRI2AIxkcnBB/Gu28KeJbXxb4dttZs0dIpwfkcYKsDgj86ANuivO/HvxJk8K6xbaPYWdvc3skRnf7ROIkCDtk/xHtXM+NPiHrOp/CO113TdPnsTeTCOWZJeYQD1BxkgnjNAHtVFeaeOvFPiPQPhvp+paRbCeaW3i8+6dhmEsq/NtP3sk4/GoLn4ieKtA8Oyah4g8LRwGOSCMOlyCsofOSMA4I9PegD1KivP4viNLJrfiHSptMS2n0y3Fzbmebas6Y6k4wo6fnXPeDPjTdeLdXuNJTQ4470QPJbKtxlZXX+EnHAPrQB7DRXifg7x5491OfVnbQhfiPUFhZRMqi2XJDKP72PWtuz1vWLv49XOl3D3Fvp9vYF4rfzAUl5xvI/E/lQB6jRXk138SvE0l/qt9pWgRT6Do00kN4XlAlYofmZfYDnpVfUfit4lvNYksfDPh2G5WG1jvXeabnymUN04wefU0Aew0VjeFtfi8T+G7PV4ozELhMtGTkow4I/Ouf1r4jW/h/xPNpGp2yWUS25nju55wEkA6AAck54x1oA7mivFE+Nup3mixz2+iWlvNcXTW9tPcXQEB2jLEk4I46fWux+GnjyTxxpl2bq3jhvrKXy5vJOY2znBU554FAHdUVxHxJ8bXHgzSrOSyginvL24EMSy7toHdsKMnHFc3pnxV17UPCGs6nH4fiku9KkCS7ZSiMuMsw3DPHp1oA9bory1Pidr9j4dbX9b8LC101oPNilju1clj90FcZGTVPwr8Z/7R1DSrDV7a1WXU3IjktZSRDzgLIG5DZ9PWgD16iivN/B2qa5qPxD8VLqqPbyWsUKQWfn74lBBIbgd+D+NAHpFFeJ6d8X/ABDJb3Go3um6cunW2pJZTGORvMG44yB3+vH0r2pXDxh15DDIoAdRXhuvfFzxdaXt4lppWmRQQ3UtsDLIzNmNSzMeg+7Wr4X+KmteINesrJ9MtYIb3TXuoXLE/vFyDn/Z3KaAPXaK8cv/AIs6ovhfw/LFBbw6jqryeZL5bPFAiMVLbQcn1qovxH8U6p8MNc1ezlsPtGnTmFrlEZd0eB86qc/Nz3oA9uppZVxkgZ6ZNcH8M9Q8XalpVvdeJJbF7ea1V7fyj++Y5+8+OOR6VT+N+Y/h+11HdSW91BcxNA0chQli2MZHsT+VAHpVFeKyfFPX/C/n6d4gtLBrpNKW7tTbl3DMSAA7fmeOPetPwf8AFDUtV8UWWjarb2bpfwmS3ns1kVVIGSp3gZ49KAPV6Kr31wLSwuLklQIo2fLHjgZ5rxPw58ada1jWtNtpotJEN3e/ZzFH5nmhM/e9MfjQB7pRXheofHPUINQuJIbbTRaQXhtzau0n2h1DYLdNo/GrviP4y39hrGq2+nQaYtvphUOt3KwluCcZCADqOaAPZ6K8mXx74w1nXLO08P6dpZgvdOXUIPtTsHCdCrY4zuzjFdj4E8T3Hinw99rvbVbW8hmeCeNTlQ6nBx7UAdRRXnfxK8d6n4RuNPttLtrWWS5SSRjcBzwozgBecmsuX4o6ofhdpviaO1s47y6uxbusm4xqCxG7jn+dAHrFFcJ8NvGeoeL4dV+3paB7G4EIa2DhW45OG5/Su7oAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKTI9aAFooooAK4TWfBOu6t4hs9VPiZI/sMjSWsP2JSEJGOTnniu7ooA42LwZeNretajc6qHfUNPSyVkhAZCAct6Hk5xWUfhe6fDu18MJqoaeyuRc2t00OArBiwBUHnqfzr0eigDzjVfh5rPiXRII9c8QJJqdtdfabaWK1URxcAbdp+8OO9T6f4D1q20/VUfX4IbvUYwjPa2CIsfYkdzke9egUUAcDoHw6uNK8I6h4bvtemv7G6iMUQaMKYAc528n1pmg/Dm60U6cg1KwkhsmBBGlxrK6jsXzkH3616DRQB5M3wWjuLuBbzU4ZLKK7a6KpZqkr5bJQyA5K/Wur8T+DrrWtX0/VdL1mTSr2zieESJCsm5GxkYbgHjrXXUUAVdPtZLLT4LaW5luZIkCtNL95z6nHeuB8Y/CDS/GOvzavcX1xbzvAsSCIDCsOje/HavSKKAPNNc+Fl7qdhYaZZ+J57LS7KKNUtRAGDOpzvJzySeeat+IfAniDxF4bg0a58WybG3C7k+yIDOuQVGBjGMfjXoFFAHCweD/Edv4ObQY/FXzqwjiufsi5EG3aYyOn49aveB/C2peE9ObT7vWzqFpGAtshgWPylHXkda6yigDl/HvhWfxl4Zl0eHUPsXmMGZ/LDhscgH059K5uD4XXd5pckeva695e/2a2nQvHEEWJD3x/EcYFemUUAeVeFvhLdaNf6Pd3ep22dLdmQWttsaUFcfO5JJ+nSvRdb0qHXNEvNLuGZYrqIxMydRnuK0KKAPK4fhfr0kGk2V54pQ6fpEoa0jitAGZR/fOeTjiqcvwh1VYbzSrXVdPGkXNyZsy2QaeMFskBwRXsFFAHlWmfDPxJ4evdRj0PxTHbafqDb5BJah5EbuV5xVzXfh54i1aw022XxcR/ZzRyxb7RSWlUnDsc5zz06V6TRQB5d4v8AhjqnihtOuptVtJb63sjazSTW5AZic+Yu0ja2alT4Y6nH8P7TwlB4i+z2wD/apFtgxm3NnAyeAK9MooA4V/AN5f8Agm48O6xrsl8Tt+zXPkKjwFfu9OuD+NZNx8JfO8CS6KdTMupXE6XNzeTqXEzr0BGc4xx1r1CigDy3w98MdQ0/xRpurXtzpaJYbyiWVoY2csu3DEk8Cuv8PaZ4isdR1GXWdcTULaV/9FiWBUMS5PUjrxgfhXR0UAFFFFAHn2m+DvElt8RLrxLdaxZSQzp5JiW3IYRA5VQc9fU1Xb4aajPpfibT7jxBuTW5kmaRbYAoQfmGM9CAo/CvSaKAPFNS+CmoHUIry01GxvW+xpaSJf252/KoUOoB6gAYr07wj4fPhfwzZ6Obn7QbdSDJ5YTOTnoK3aKAPM/G/wALJvFWvyazDqUAdoBCLa6thJGAO+QQRUD/AAiuZfAVp4Y/4Sa7ijjYtMEQNHISc4weQB2Ga9TooA4aPwBdTfD+88Lanr1xfCYARXLxgNEoxtAGeQCvrWQPhdq9/wCErvRdb8WXd48kqPDIyBliCHjAPPI6816hRQB483wQuLi51K4vfFVzPLqEXlzOIApPII79OOlWfCvwm1LQ/GVnrN5rkVzDZRGKJYrcRO4xgbyOv45r1iigDzm1+F0tlrl5c23iO+h0y7uvtctjGNu5+v3wc4z2qE/DTXW8Vt4iPjKX7a0fkFhZIP3W7O3r+vWvTKKAPKL74QX8l7qx0/xZdWVhqs7S3VqkWQQ3JGc/5Fa1h8MI9N16/wBSttZuo1ubIWccSov7tQu0cn72MdxXoNFAHO+CvCsfg3w5FpMd1JdbXZ2lcYyWOTgdqy/GXw20vxtqtnealLJttoZIhEvAJbo2fY121FAHmMnwfth4U0bSrXVJba70uc3Ed0ED7nJ5JU8dh+VdH4P8FQ+FnvLp7t7u/vipuJtgjRtvAwi/KOK6uigDmvF3g208XQWYnurm0uLOXzre4t2AdG79cj0rAtvhHp9tpWp2i61q5n1Js3N0Zxvf2Ixg/lXolFAHA6T8K9N07w7f6Fc6nqN/Y3iquy4lB8oL02ccVU0v4P6bY65b3tzql/e2tnIJbS1nkyIn/vE9T0GK9JooArX1s95YT20dxLbPKhUTREB0J7jPeuD0z4URad4iOtt4m1q4u25kMkwxIcEDdgDOM8V6LRQB5fN8FdKPhu40uDU72Oa6uVuJ7gndvYHP3eg/CvRdOsU07TbeySSSRIYwgeRtzNjuTVuigDgrj4Q+FrlLtWju1+1XBuZdtwwyxBBH0+Y01vhF4dbT9OtVm1CP7DE8UcsVwUcq5ywJHbJPHTk139FAHAL8IPDSafa2kb6in2V2aGZLtg6buoB7CtHRfh5o2h+HNQ0O3a5kttQJM7SybnJIxnNddRQBx3g34dad4Nmaa2vb67kMZiT7TLuEaZztUdBWp4r8J6b4y0kabqglNuJBJ+6facjpzW7RQBxNl8LPDVnZXdsY7m4a6t/srzTzs7rFxhVJ6AEdqNK+F+g6XqVpf+bqF1Nac2/2m7d1iOMfKPpXbUUAV760i1CxuLObPlTxmN8HBwRg1xujfCjw7olzaywPfSrayCaGKa4LIjjoQK7qigDzy++Dvh6+uLl/tGoQwXUxnntop9sbue+Mcc1buvhfo9xPcyreajD9qREuFjm4lCrtGcj0FdxRQBx+nfDnR9M1CC9tp74SwWX2GIGc4WLGMD3759av+FfB+m+ELe6h057lluZfNkM8pclvWuhooA4/xj8PbDxld2d3Pe3llc2oZFltXCsyt1UnHSqcfwm8PR+Hhoay3/2RbhbhP9IO5HH909utd5RQBzvhXwbpXhCG6TTRMz3UvmzSzyF3c+5P+ea6KiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAppRSwYjleh9KdRQAUUUUAFFNZgilicADJNeIXHxa8QW9qurbbN7A6q1l5XkOMoD97zDxmgD3GimRP5kKPx8yg8HI5rhNU8QeJtU8W32i+F206FdNjQ3Ul8CdzuMqFA7Y70AdzNcQW4UzTRx7jgb2AyfbNSAgjIORXjPixdR8RfCHVb7xTbQxatpszmA27bVBDBcjB5roLzxRdaD8NvD72UsbanepDBB5qNIGYjkkDk8UAej0V5Xo3xC13+zfFUerW1ub/RkDRvFGyLJuHGVbnrTPDnj/XZvFKaXqctjdRvp73ZEEDxPGyjO07vxoA9XppdQwUsAT0GeTXh+hfFrXtT1/RoJLnTXh1C6ET28dvIHiU5/jPyk9OldRdS6mPjjpsV3dW72ZsZmt4oiQyjK/fHTOf0oA9KorzSbxL4w13Vtdj8NyaTFbaVM0BjulYySMBnPHQdq7Twxf3mqeGrC9v0RLuWLMyoMANkggflQBr0V5/4g8Y6o3xCsfCGiSWtvM8DXFxcXSFgFwcBRkZPBrEuvHvinT7G7tLlbGXVrfVYrNBbRl/PjZdxKJnOQOeaAPW6K8v0vx34j1Dwl4jnTTt2sadeG3gh8rBboRuXPBwT3rGsPi1qiR69Jctb3iWFgk8YS2eJhKxwVYHsD3oA9poryTw1468RN4y0fS9TlhuYdWtzPxavD5GBnClvvCvVp5lgt5JmBIjUsQoyTgUAS01mVRliAPc1403jXxfe+FrvxxY3lmNNtrhlXTTAdzRBsZLZ4bBz+FM8bLr3ijxx4dsbeWH+z7m2N2lsZ3iyMDPmFec5PGKAPaQQRkcilqho2njS9HtbIf8sYwp+cvz9W5P41yfi7xVrFv4r0vwv4eFqmoXaNM814CY1RewxyTQB3dFeUXXi3x5prJpF3aaYdWvL1bezuEb9yV2ksWXOR071nX/xL8V6Hd6vpd7HpdzqOny25BjDKkiSEKRzyCCy8/WgD2im7l3bdwz6Z5rzrQfFviZfGFx4Z1yHT5Lw2IvIXtyyooyAVbP16isX4X6Ld65K/ifVXlluTeS7JPtj4wCRjy+mKAPXw6twrA49DS5GcZGfSvL/h9FDZfEjxhYWtzcS28ToQs0hbax5YDJ6c1JD/AGrB8cYRqt4slvNYSmxjgYqqgEZ3qerc9aAPTaK8z/4SLxpr1/rbeHn0iC2025e1EN0GMkjIM5yOADmsrXtR8e/8JB4M23OnQzXZcNbqxKGRV+feR1XHIx0NAHsNFcjrWo+LLPwus1lBpU+rNLt2+cREFP8AEC2MkeldJpzXL6dbte+WLoxgy+Ucpuxzj2oAtUm4bc5GPWszxBDf3Gg3sWmSxRXjxMI3lBKg49q8n+HTeK7rwHJBqN7YtpPk3MQDSN9pbG4EhvY/pQB7WCCMilrw3wV4p8V6DpHhQ6tcWU2kalMYIydzTgYJUlvXOBiqlx8VfF9sI/EJt45NJe+a1FqICBtBwDv/ALx549qAPfaK8V1fxP4x1D4mSeHdE1y0tI5LcXKi6h4jyoOzI6mqesfELx9p2t3mmWMFvePpNuFvZRAWWSTG7cADkDHH50Ae7UVy/wAP/E8ni7wbZavPEI55MpKq9NynBI9q4v4tfEjWvBOsWFrpb2RS5gZ3WaMsykHAPB6H+lAHrlFeER/EnxXbeHLa5vruzFzBrKWl0RHw0LAEHrwOTzVhfifrdvc+Nh9vsrldMRXsWKYUktjHXnigD2+kDBhkEH6V4X4e+IHjPUdcttAkuLVrq8spLgNcWzRmM7SV6dV4qD4WXXisRoZvEmnQWA1R45YLolppmyNyrnp7UAe+VWtL+0vhIbS5inEblH8tg21h1BqzXzPoms6x4a1HxrdaLqdjbWlhetMbOYbjcZbbhecjigD6YorwTxD8SPGl9rd/a6HF9nWxgRmjSISb2IySSegr1rwRrsniTwbpuqzgCeeL96AMfMDg/wAqAOhorzP4s+K9d8PPotnoMgW4vZmVgIw7EAdgT71Z+Efi/UvFnh67OstEdQs7loH2DBIwCCR27j8KAPQ6K4z4meJr7wv4YS400ILq5uY7ZJpBlIdx+81cfB4p8U6F4iv7TUtatNVig0h71fIjAG8DgHB9aAPY6K8R8N+OPGDa7pSajK0+narGVWRrTy/KkK5GDnkCqtn4y8YWujabr+o+ILVrSXVRZyW6243GMPgtnPHQ0Ae8UV8+65498XSXut6lZ308aaTdvDFaxW48h0VuTIx749K2tU8UeLNR13w9aaZr1pYjWLFbl43hBW3G0ZO7uSc4FAHtFZ2s67pnh+y+2ateRWluWC+ZIcDJ6CvG/HF78QNE/sfQNO1/7XfSRy3ElwiLGzop4yTxwKu2OrL4v+B2oXPi+a3lljEmx/MUNuX7pwOjZoA9htbqC+tIrq2lWWCVQ8bqchgehFT1yvw5mik+H+hokiM62iblDAkfWunkIEbEttABy3p70AVLXV9Pvb66sra7ilubUgTxK2WjJ9avV418MLOw0/xh4zB1eK7uPMBW93jcyEFifTjv9K4+XxV4usPDzeJovF8t3FHqptBbFF2MoJ5J9CKAPpWiq9jMbmwtp2xuliVzjpkgGvH9Y1DxF4n+I+raLF4oHh+305UaCIgZnHUvz2oA9oorwmPxF4m1rX7bwzH41tbUpbtK+oRoMTv5hAVM8HAx09KydV8Z+LLbwi0H/CRqDDfXVs19tG+cIAV24+pGaAPoyivmu88W+LNN0u60i58VGS9nFrJDKAu/bIuWVSOw45qz4Q8Ta7aR6g194nmmaTRZZoDIN3kujY6dyMUAfRdFfOHgbxF40sPGlrp+sav8uqWrTZuJVcDKkqy46HjpWjoOveLtP8NWHjC/8UNewSX4tnsHVdrIX2E5HQ96APb77WdN0uSKO+voLd5eIxK4Ut9M1eDBgCCCDyCK+YPGzan4x8GzeKr7W7ZxHdmKLTVjAa3G4gDd16YJ/Cvozw5G8PhrTY5HDuttGGYNkE7R3oA1KK8t8Zanrep+O18N6Z4hTQo4LP7T5u0Fp2P8Iz6CuO/4Svxfq+leGrCLXm0+8ub6a1a7cKBcKh+/9ecY70AfQdFef/DDxHqmsLrthq93Hd3GmXrW6zqoUuo4yR+H616BQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXFj4XeGGlkNxbXFzC8zTi3muGMSSMcllUEYNdpRQA1EWNFRRhVAAHoK5bW/AGja3qbanvu7HUHAWS4spzG0ijjDdjxxXV0UAcRL8KvDE2kx6Y8d59lR3fYLpxvLHJLf3unerV38O9AudEtdKSO5t4rSTzbeSG4YSRv6hiTXW0UAcRF8KvDMVtfweXeOl+F+0F7lmLlTkHJ75q/B4D0WGXzW+1zuLR7NWmnZykTdQP8AGuoooA5jT/APhzTI7FIbJ2+wPvtjLO7eW3qATj9Kqj4aeHRqkmpql4NQd95uhduJBzyAc9PauxooA5K9+HXh++1C8vXS7imvABcGC5eMSY7kA9fWuksLG30yxhsrSPy7eFQiJknA/GrNFAHPa94K0LxJcJc6haN9rjXalxDI0cgHpuU9KzZfhb4TkheMWEkbPIJTKlxIJAwGMhs56Z/OuzooA461+Gfhqz0y+sI4LoxXrq8zNcuXLL0IOeD71Lb/AA68PwQX0TR3NwL2AW0zT3DOxjHIUE9K6yigDltM8A6LpeqWuoxm8muLRDHbm4uWkEakYwAeldQQGBB5B60tFAHEH4V+HPPcD7YtlLL50tgLg+Q75yCV/HoDip9S+G3h/VNeGsTC8ju1ChfJuWRVx6AdOg46V2FFADVUKoXnAGOa5zxP4J0vxTNbXVy09vf2mfs93bPskj/xrpaKAOD/AOFTeH20t7aSW+e9eXzzqJuD5/mf3geg6nt3qsvwe0STSru1u77Ubm5vJEknvXm/euVPyjOOn+Ar0WigDlZvAGjz6h9veS9F2bQWZmWchjEABjPvjr1pmg/DzR/Db3H9lz38MU8RjeE3LFeT94Z6N7iutooA4TSPhVomh+Jhrlld6ms+ctG9yWRz6tnk/iar/wDCotKbX49ZfWNakuY5TKm65yBk5K9Pu+1eh0UAcJqHwn8O6hq91qPm6hbyXbF5kt7pkRmP8WB3rQ1T4f6PqOkabp0L3Viumkm1mtJdkkeRhueeveurooA4fVPhjpOo+HtO0P7VdJZWdwJ2DPvaY9wxPr7V2kMMdvAkMSBI41Cqo6ADoKkooAQqGBB6EYriLH4VeG7DUbq8iW7JuEkRYjcNshEgIfYO2cmu4ooA4qH4X+HIbPTbQC8aDTrg3MCtcMcOcdfYYFUpvg34UuNTe7kS8MDyGVrMXBEJfOd22vQqKAOEu/hF4RvNVOpSWlwLncrBluHwCOmOenFT+Jfhj4f8TalHqFwtzbXaqEkltZfLMq/3X9a7SigClpemWejaZBp1hAIbWBdsaDsKyNa8B+GPEV/9u1bSYrq52hfMd3zgdBwcV0lFAHLH4d+Fv7NutPGkxi0utvmxB2wSowp65yBVCz+Engyxsbq0j0rdHdJskZ5CzYzkYPau4ooA5Pw18OvDnhO/a90u1cXDJ5YeWQuVX0GelKvw48Jpri6wukRi+WbzxJuYjzMk7sZxnJzXV0UAFcRP8JfBk+sLqjaSonD+YVDtsZs5yV6Hmu3ooA5PV/ht4U1zVBqN/pSSXGAGKuyhwBgZANdBpumWWj2EVjp9slvaxDCRxjAFXKKAMXxF4W0fxVZC11iyS4RclGzhkPqpHIpdA8LaL4Ytmg0fT4rVXxvK8s+PUnk1s0UAYHjHQZfEvhq60yCWCKWUfK08IkUH6H+fauO+HXwgh8GXd1e398uoT3EPkmMR4jCnqOeteoUUAc3YeA/DWmam2oWelxxTkEKATsTIwSq5wpPtVY/DPwaUVDoUG1ZDKBvfhj1PWutooAwLjwV4Zu7hri40OxklYkszQj5ie59ar6h8PfCeqXAnvNDtpJVjWIEZXCjoBgjGMV09FAGDrHg7w/4gito9U0yK5W2XbCGLDYPTINVn+HnhJ9LXTG0K1+yK28IAQc+uc5P5109FAGZpPh7SNDDDS9Ot7TcoVjEgBYDpk960JYkmieKRQ8bqVZT0IPUU+igDmNL+HvhPRb8X2n6LbwXIDLvBY8HrwTirv/CJeHvsL2P9i2P2V5PNaHyV2l/XHrW1RQBHDDHbwpDCixxIAqqowAB2FYmt+CvDfiO4S41bSbe5mQYEhyrY9yCM/jW/RQBgy+C/Dc9pb2s2i2ckNtH5UKvGD5a+gPUU+Xwj4emgtbd9Hs/JtHLwxiMBUYjBOB1/GtuigDFk8I+HZriO4k0WxaaIKqOYFyoHQD6UkHhHw/bACHSLVcK6fcz8r/eH41t0UAcxafDvwhZKRBoFkMnOWTcR9CckUr/D/wAKyaVDpj6NAbKGUzRxbmwrnqQc5rpqKAOSvfhn4N1C6kubrQbZ5pTl2BZcn1wDiulsrK306yhs7SFYbeFQkca9FA7VYooAwPEXgzQPFTQPrFgtw8B/dvuKkD0yD0psngjw1L9g3aRbgWDbrULlRGc5yAD6gda6GigDI0nwzo2hXF1caXp8NtNdNvmdAcuc57/XoK16KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKpas1wmj3rWmftIgcxY67tpx+teB5uo7LQr7StQ1mbxbLdIbqKbzDFkthgR90CgD6JorwfxTrJ03wbr2h3FxqserJqhlt3SN8MGKkAMP4eo/Kl8WTaNceOtHmvNR1a20+e0zfGN5ERX2Dy8EdCe9AHu9FZuhaXbaPo8FlaSzywICVeeQu5BOeSee9ec/G3ULqG10Owtr2e0W5uj50kZZVKAdCV5FAHqzMEUsxAAGST2qnpmr6frMDz6ddxXUSOY2aJsgMOoryDwdeTHwz4si1XUdTj0+3dUtnDu21dv8AC5G45PWm/D7XWHwdv9O0c+XrVrDLIUSIhgCfve7Y6fSgD1STxZo0XiWPw9JebdTkGUhKHkYz1xjpW3XgltJaT/Enwve6Ze6xf4gkWWS8jYhHaMheSOCT27cVzlrquswtaXyavejxKl8VubWR5GaRN+MBMbcY/SgD6eorBu/E0Vjr+k6PNbTtNqEbMsir8qEDofSt6gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiio5IhKFBZhhg3ynHSgCSiimsCWUhsAHkY60AOooooAKKKKACiiigAooooAY8aSrtdFdc5wwyKSWGKddssaSLnOGUEfrUlFACAADA6UySGKYDzY0fByNyg4NSUUANKKVKlVweoxwaZFbQQZ8mGOPPXYoGfyqWigBFAUYAAA7Covs0Hned5Efm/39o3fnU1FADSilgxUFl6HHIp1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1mCozE4AGa8j8DfEjVbzxHJZa2BNp+o3s0OmXihVA2E/IQB3GMZr03XtTh0bQL/Up0Z4raBpXVepAHSvHSzXfgqK0j+Ht7HoMzm4imguQ1xEW581Qec/0oA9F0TxbdXvjfWfDV/YGCSzxNbypyskJ6E+hrrq88+FunaM9nd65p+qXmp3d0RFPNegCWMIMCNgOmP616HQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQSpAOD60tFAEUCPFAqSSmVx1cjBNS0UUAFFFFABRRRQBi+JdQ0ey0todcmWKzvCbdi4O35geCe31rhY/CviTQdFlbw947i/smGPdGLyMSLEg5xuHYCu48R61oGl28dvrtxbrHdNsSGYbjIT2C96848b+A9S0bT72XwW0n2TUImhutLDFlYNxujU9CATkUAdv8AD7w/YaF4bD2N99vN9IbqW7AwJnbqR7V1lZfh3SotD8O6fpkO7ZbQJGN3Xgd61KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA818XaPq0Xj6z8R6bpdlq/k2vki0lmCSI27O9QeMisCWL4h6z4o0e3v9Oe1urC8M/8AaULf6P5DDlCO57VhX9zbaNe+MZ9ea+Hiqcyw6dIqyFWjYYURkcdxXQ/DPVfGFp4qj8M6tfrqFvFYrc3BkU+Zasw+WMt3PI60AeyDpzS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAgIPelpqqFzgYycn606gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKguxcGzmFqyrcFD5ZboGxxmp65zxp4kl8L6CL2C3WeeWeO3jV2woZzgE+woA52DxfrGiXdva+N9FggikOxdUtjuhDf7QIyufyqf4ea7ceJNS8SX0kFr9mivTb21zFGFaVV65P8WOOawda8T+KrHWrvQ9Y03StXs0sjfXCRAqTCDgqoPUj3rtPAFjodl4Stn8O7v7OuSbhAzbipbqv4EY/CgDqKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKgu5pLezmmihaeRELLEvVyB0FebaV8U9RfxXpug674cOnS6gSInW4EhU54DKBx260AeoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcX8QNY0O1sYtM8QWN5LYXf3riGIlICDwxYfdIPOa7SuZ8YeL9K8KQWf8Aa6M8F7N5BCrvwMckr1I+lAHEa5oPhLw34OvtWTUdRu49QVLN79bjz5RGzAbVJ4xXpeg6XZ6LoVlp+nxlLWGILGD1x1yfc15jrvw1TWDZTeFrxR4d1C5ilvrJH/d7QwPmR56H1FevIixoqKMKoAH0oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUU9xDbR+ZPKsaZA3McDJ4AqWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKepi8bS7kWDBbzyz5JOMbu3WvINO8FeKdc+IekeIdV0TT9EWxIe4e3kBNy2c5wPX39a9rooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvGtV8N674i+IUWq+H9djurC2Z5B9q2yRW82MeXsBDAH6V69eCQ2U4hBMhjbZjrnHFeN6FpeufDjT7HXTZ3c8N1LIdbtgfMcEk7ZFHsPSgDc8BeFfF/hXxReLePp76JegyslszAQyf7CnoCevNen15t8MbvUdR1TXr5W1BdBllVrKK/zvBPLFc8hfavSaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhupmgtZZkheZ0UsI0+8x9BS28jy28ckkTROygtGTkqfSpaKACiiigAooooAKKKKACiiigAooooAKKKKAGSRpKu10VlyDhhkZp9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhAIwRkUtFADQoVQFAAHQCnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENxKYLaWVY2lZFLBE6tjsK49/HM2nXE0Wq2kSt9mN1GlvJudFyAEkB+62W+ldhcrM9tKsEgjmKkI5GQp7HHeuTPhzU7uaW5vINMNwbJ7dsISLh2x8zjsOOnvQBLdeMpNPu7qyvdPUXiLCYIopt3nGVtgGcDbhsVJL4smhWa2Oms+rR3C262qSgqxZdytuxwu0HJI7HrXPweBJo7HULtNLtI7q4hjjFg0zMp2PuJMnUE9vSptO8KappV1JrVtaxJeT3sc0toZy/7oRlCu8jlssTnHtQBuw+LftFvEsOnTS35mkgltEcZjZPv/MeCBxz3zUcvji18uJ7KwvL0mNpZ1iCgwKpw27cRkg54FZFvousaPfJr4083VzLcXDy2cMoyiykEYJwCRjmqa6Vrtq0OkS2V7/ZcrPcXEtkyh3LnJjJJyAOhx1oA6a78YfZIhenSbuTSjEsovY2j2kEcfKWBz2qfVfFcGjRRTXem6j5MrpGrpErDc2MDG7I5OOlQT6TLearpFqtoYdHso/O2HHMgwEQj26/hVm60651DxVbTzoBp9jEZIRn/AFkzZGSP9kfq1ACx+LNKk1L7EJZFYyNCkrRkRvKudyBu7DB4qZfEVi2oW9iwuI57gkRLJAy7sDJ5xXCWWiS/8JDZyTWt5/ag1KS6lgYn7LHGS3zqPu5wRz1yTXY6Ta3V3r+oarfR7VRzbWaMuCka/eb/AIEefpigDoaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5HWviR4e0HVJ9PvXu/OgAMhitXdVyM/eAx0oooA0bzxdolh4bi1+e9A06VVMUgUkvu6ADqSaPDvi3RvFNvNNpdyX8htssciFHjPup5FFFAFWx+IPhTUtXXSrTWbeW+ZyixLnJYdQDjFXtb8VaH4ce3TV9Sgs2uDtjEjY3f4D3oooAvnULMaf9vN1ELPZ5nn7xs2YznPTFR6ZrGm6zA0+mX1veRK21ngkDgH04oooAWLVtPmvJLOO+t3uYzh4lkBZT6EdadPqVjbSGOe8t4nHO15AD+RoooAsRyRyxrJG6ujDIZTkGnZB70UUALmiiigAooooAKKKKAP/Z"
ffjw0181
4
{"lines_data": [{"Word": "The research should survey areas which government officials or", "Confidence": 0.92133, "X1": 0.20623, "Y1": 0.0842, "X2": 0.92737, "Y2": 0.084, "X3": 0.92737, "Y3": 0.1008, "X4": 0.20623, "Y4": 0.1018, "page": 0}, {"Word": "agencies have neglected to pursue because they have been diverted", "Confidence": 0.9024, "X1": 0.14527, "Y1": 0.1132, "X2": 0.92477, "Y2": 0.113, "X3": 0.92477, "Y3": 0.1298, "X4": 0.14527, "Y4": 0.1318, "page": 0}, {"Word": "by the anti-smoking battle; it should look at coste incurred,", "Confidence": 0.9331, "X1": 0.14137, "Y1": 0.1442, "X2": 0.91829, "Y2": 0.144, "X3": 0.91829, "Y3": 0.1618, "X4": 0.14137, "Y4": 0.1618, "page": 0}, {"Word": "resources committed and perks used as a result of that battle. We", "Confidence": 0.85142, "X1": 0.14397, "Y1": 0.1742, "X2": 0.92088, "Y2": 0.174, "X3": 0.92088, "Y3": 0.1908, "X4": 0.14397, "Y4": 0.1908, "page": 0}, {"Word": "should chart who the 'anti' groups are and how they are supported,", "Confidence": 0.93358, "X1": 0.13878, "Y1": 0.2032, "X2": 0.91569, "Y2": 0.203, "X3": 0.91569, "Y3": 0.2208, "X4": 0.13878, "Y4": 0.2198, "page": 0}, {"Word": "both at the federal and state levels. Lenzner, or a group like", "Confidence": 0.95183, "X1": 0.14267, "Y1": 0.2342, "X2": 0.92088, "Y2": 0.234, "X3": 0.92088, "Y3": 0.2518, "X4": 0.14267, "Y4": 0.2508, "page": 0}, {"Word": "Lenzner's, should conduct the major benchmark research. We should", "Confidence": 0.823, "X1": 0.14137, "Y1": 0.2622, "X2": 0.91958, "Y2": 0.262, "X3": 0.91958, "Y3": 0.2788, "X4": 0.14137, "Y4": 0.2798, "page": 0}, {"Word": "thon have two or three people in-house, who know and can draw on", "Confidence": 0.92369, "X1": 0.14008, "Y1": 0.2922, "X2": 0.92088, "Y2": 0.292, "X3": 0.92088, "Y3": 0.3088, "X4": 0.14008, "Y4": 0.3098, "page": 0}, {"Word": "that research quickly, as well as on Lexis/Nexis. Within two or", "Confidence": 0.92227, "X1": 0.14137, "Y1": 0.3212, "X2": 0.91829, "Y2": 0.321, "X3": 0.91829, "Y3": 0.3398, "X4": 0.14137, "Y4": 0.3398, "page": 0}, {"Word": "three hours, we should be able to produce the requisite research to", "Confidence": 0.92525, "X1": 0.14008, "Y1": 0.3512, "X2": 0.91569, "Y2": 0.351, "X3": 0.91569, "Y3": 0.3688, "X4": 0.14008, "Y4": 0.3688, "page": 0}, {"Word": "answer any question -- and if possible, to get off the defensive", "Confidence": 0.92658, "X1": 0.13748, "Y1": 0.3802, "X2": 0.91569, "Y2": 0.38, "X3": 0.91569, "Y3": 0.3978, "X4": 0.13748, "Y4": 0.3998, "page": 0}, {"Word": "with a counterattack.", "Confidence": 0.99267, "X1": 0.13619, "Y1": 0.4112, "X2": 0.38911, "Y2": 0.411, "X3": 0.38911, "Y3": 0.4288, "X4": 0.13619, "Y4": 0.4298, "page": 0}, {"Word": "III. Public Opinion Research Capacity", "Confidence": 0.7194, "X1": 0.13359, "Y1": 0.4992, "X2": 0.58236, "Y2": 0.499, "X3": 0.58236, "Y3": 0.5188, "X4": 0.13359, "Y4": 0.5208, "page": 0}, {"Word": "We need to develop and test positive messages about both the", "Confidence": 0.92636, "X1": 0.19066, "Y1": 0.5592, "X2": 0.91051, "Y2": 0.559, "X3": 0.91051, "Y3": 0.5778, "X4": 0.19066, "Y4": 0.5778, "page": 0}, {"Word": "company and the product as well as messages about our opponents,", "Confidence": 0.93255, "X1": 0.131, "Y1": 0.5902, "X2": 0.90532, "Y2": 0.59, "X3": 0.90532, "Y3": 0.6078, "X4": 0.131, "Y4": 0.6088, "page": 0}, {"Word": "and see which of them work best. A specific timetable for the", "Confidence": 0.91608, "X1": 0.1297, "Y1": 0.6192, "X2": 0.90661, "Y2": 0.619, "X3": 0.90661, "Y3": 0.6368, "X4": 0.1297, "Y4": 0.6378, "page": 0}, {"Word": "frequency and rollout of polls and focus groups has already been", "Confidence": 0.87873, "X1": 0.1297, "Y1": 0.6492, "X2": 0.90661, "Y2": 0.649, "X3": 0.90661, "Y3": 0.6678, "X4": 0.1297, "Y4": 0.6688, "page": 0}, {"Word": "established, and will give the team the capacity to inform both", "Confidence": 0.97018, "X1": 0.1297, "Y1": 0.6782, "X2": 0.90661, "Y2": 0.678, "X3": 0.90661, "Y3": 0.6958, "X4": 0.1297, "Y4": 0.6978, "page": 0}, {"Word": "short and longterm decisions. This includes a benchmark poll,", "Confidence": 0.95567, "X1": 0.1297, "Y1": 0.7102, "X2": 0.90143, "Y2": 0.71, "X3": 0.90143, "Y3": 0.7268, "X4": 0.1297, "Y4": 0.7278, "page": 0}, {"Word": "roguler tracking, and focus groups to measure public opinion in", "Confidence": 0.9303, "X1": 0.12581, "Y1": 0.7392, "X2": 0.90661, "Y2": 0.739, "X3": 0.90661, "Y3": 0.7568, "X4": 0.12581, "Y4": 0.7578, "page": 0}, {"Word": "general and how it reacts to specific arguments, and to focus more", "Confidence": 0.92717, "X1": 0.12451, "Y1": 0.7692, "X2": 0.90272, "Y2": 0.769, "X3": 0.90272, "Y3": 0.7858, "X4": 0.12451, "Y4": 0.7868, "page": 0}, {"Word": "precisely on potential jury pools. Beyond this, it would be", "Confidence": 0.9336, "X1": 0.12451, "Y1": 0.7982, "X2": 0.90402, "Y2": 0.798, "X3": 0.90402, "Y3": 0.8168, "X4": 0.12451, "Y4": 0.8198, "page": 0}, {"Word": "advisable to test-market any public communications strategy --", "Confidence": 0.84562, "X1": 0.12451, "Y1": 0.8292, "X2": 0.90272, "Y2": 0.829, "X3": 0.90272, "Y3": 0.8458, "X4": 0.12451, "Y4": 0.8458, "page": 0}, {"Word": "5", "Confidence": 0.995, "X1": 0.50584, "Y1": 0.8722, "X2": 0.5214, "Y2": 0.872, "X3": 0.5201, "Y3": 0.8868, "X4": 0.50584, "Y4": 0.8868, "page": 0}, {"Word": "2073576744", "Confidence": 0.993, "X1": 0.97406, "Y1": 0.8992, "X2": 0.97406, "Y2": 0.899, "X3": 0.95201, "Y3": 0.8988, "X4": 0.95201, "Y4": 0.7998, "page": 0}, {"Word": "3990027789", "Confidence": 0.981, "X1": 0.02724, "Y1": 0.9692, "X2": 0.12451, "Y2": 0.969, "X3": 0.12451, "Y3": 0.9838, "X4": 0.02724, "Y4": 0.9828, "page": 0}], "words_data": [{"Word": "The", "Confidence": 0.998, "X1": 0.20752, "Y1": 0.0862, "X2": 0.24254, "Y2": 0.086, "X3": 0.24254, "Y3": 0.1018, "X4": 0.20752, "Y4": 0.1018, "page": 0, "Index": 0}, {"Word": "research", "Confidence": 0.645, "X1": 0.25032, "Y1": 0.0862, "X2": 0.3476, "Y2": 0.086, "X3": 0.3476, "Y3": 0.1018, "X4": 0.25032, "Y4": 0.1018, "page": 0, "Index": 1}, {"Word": "should", "Confidence": 0.992, "X1": 0.35538, "Y1": 0.0862, "X2": 0.42802, "Y2": 0.086, "X3": 0.42802, "Y3": 0.1018, "X4": 0.35538, "Y4": 0.1018, "page": 0, "Index": 2}, {"Word": "survey", "Confidence": 0.848, "X1": 0.4358, "Y1": 0.0852, "X2": 0.50843, "Y2": 0.085, "X3": 0.50843, "Y3": 0.1018, "X4": 0.4358, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "areas", "Confidence": 0.994, "X1": 0.51492, "Y1": 0.0852, "X2": 0.57588, "Y2": 0.085, "X3": 0.57588, "Y3": 0.1018, "X4": 0.51492, "Y4": 0.1018, "page": 0, "Index": 4}, {"Word": "which", "Confidence": 0.994, "X1": 0.58106, "Y1": 0.0852, "X2": 0.64332, "Y2": 0.085, "X3": 0.64332, "Y3": 0.1018, "X4": 0.58106, "Y4": 0.1018, "page": 0, "Index": 5}, {"Word": "government", "Confidence": 0.955, "X1": 0.6511, "Y1": 0.0852, "X2": 0.77173, "Y2": 0.085, "X3": 0.77173, "Y3": 0.1018, "X4": 0.6511, "Y4": 0.1018, "page": 0, "Index": 6}, {"Word": "officials", "Confidence": 0.947, "X1": 0.77691, "Y1": 0.0852, "X2": 0.88586, "Y2": 0.085, "X3": 0.88586, "Y3": 0.1018, "X4": 0.77691, "Y4": 0.1018, "page": 0, "Index": 7}, {"Word": "or", "Confidence": 0.919, "X1": 0.89364, "Y1": 0.0852, "X2": 0.91958, "Y2": 0.085, "X3": 0.91958, "Y3": 0.1018, "X4": 0.89364, "Y4": 0.1018, "page": 0, "Index": 8}, {"Word": "agencies", "Confidence": 0.943, "X1": 0.14656, "Y1": 0.1162, "X2": 0.24125, "Y2": 0.116, "X3": 0.24125, "Y3": 0.1328, "X4": 0.14656, "Y4": 0.1328, "page": 0, "Index": 9}, {"Word": "have", "Confidence": 0.957, "X1": 0.25162, "Y1": 0.1152, "X2": 0.3022, "Y2": 0.115, "X3": 0.3022, "Y3": 0.1318, "X4": 0.25162, "Y4": 0.1318, "page": 0, "Index": 10}, {"Word": "neglected", "Confidence": 0.651, "X1": 0.31128, "Y1": 0.1152, "X2": 0.42153, "Y2": 0.115, "X3": 0.42153, "Y3": 0.1318, "X4": 0.31128, "Y4": 0.1318, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.43191, "Y1": 0.1142, "X2": 0.45655, "Y2": 0.114, "X3": 0.45655, "Y3": 0.1318, "X4": 0.43191, "Y4": 0.1318, "page": 0, "Index": 12}, {"Word": "pursue", "Confidence": 0.635, "X1": 0.46693, "Y1": 0.1142, "X2": 0.53956, "Y2": 0.114, "X3": 0.53956, "Y3": 0.1318, "X4": 0.46693, "Y4": 0.1318, "page": 0, "Index": 13}, {"Word": "because", "Confidence": 0.89, "X1": 0.54864, "Y1": 0.1142, "X2": 0.63554, "Y2": 0.114, "X3": 0.63554, "Y3": 0.1318, "X4": 0.54864, "Y4": 0.1318, "page": 0, "Index": 14}, {"Word": "they", "Confidence": 0.985, "X1": 0.64591, "Y1": 0.1142, "X2": 0.6939, "Y2": 0.114, "X3": 0.6939, "Y3": 0.1308, "X4": 0.64591, "Y4": 0.1318, "page": 0, "Index": 15}, {"Word": "have", "Confidence": 0.987, "X1": 0.70298, "Y1": 0.1142, "X2": 0.75357, "Y2": 0.114, "X3": 0.75357, "Y3": 0.1308, "X4": 0.70298, "Y4": 0.1308, "page": 0, "Index": 16}, {"Word": "been", "Confidence": 0.983, "X1": 0.76135, "Y1": 0.1142, "X2": 0.81064, "Y2": 0.114, "X3": 0.81064, "Y3": 0.1308, "X4": 0.76135, "Y4": 0.1308, "page": 0, "Index": 17}, {"Word": "diverted", "Confidence": 0.995, "X1": 0.81971, "Y1": 0.1142, "X2": 0.91958, "Y2": 0.114, "X3": 0.91958, "Y3": 0.1308, "X4": 0.81971, "Y4": 0.1308, "page": 0, "Index": 18}, {"Word": "by", "Confidence": 0.997, "X1": 0.14397, "Y1": 0.1462, "X2": 0.16991, "Y2": 0.146, "X3": 0.16861, "Y3": 0.1618, "X4": 0.14267, "Y4": 0.1628, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.998, "X1": 0.18677, "Y1": 0.1452, "X2": 0.22309, "Y2": 0.145, "X3": 0.22179, "Y3": 0.1618, "X4": 0.18677, "Y4": 0.1618, "page": 0, "Index": 20}, {"Word": "anti-smoking", "Confidence": 0.552, "X1": 0.23865, "Y1": 0.1452, "X2": 0.38392, "Y2": 0.145, "X3": 0.38262, "Y3": 0.1608, "X4": 0.23735, "Y4": 0.1618, "page": 0, "Index": 21}, {"Word": "battle;", "Confidence": 0.993, "X1": 0.39818, "Y1": 0.1442, "X2": 0.48508, "Y2": 0.144, "X3": 0.48508, "Y3": 0.1608, "X4": 0.39818, "Y4": 0.1608, "page": 0, "Index": 22}, {"Word": "it", "Confidence": 0.998, "X1": 0.50065, "Y1": 0.1442, "X2": 0.52399, "Y2": 0.144, "X3": 0.52399, "Y3": 0.1608, "X4": 0.49935, "Y4": 0.1608, "page": 0, "Index": 23}, {"Word": "should", "Confidence": 0.993, "X1": 0.54086, "Y1": 0.1442, "X2": 0.61219, "Y2": 0.144, "X3": 0.61219, "Y3": 0.1608, "X4": 0.53956, "Y4": 0.1608, "page": 0, "Index": 24}, {"Word": "look", "Confidence": 0.982, "X1": 0.62776, "Y1": 0.1442, "X2": 0.67575, "Y2": 0.144, "X3": 0.67445, "Y3": 0.1608, "X4": 0.62776, "Y4": 0.1608, "page": 0, "Index": 25}, {"Word": "at", "Confidence": 0.941, "X1": 0.69131, "Y1": 0.1442, "X2": 0.71725, "Y2": 0.144, "X3": 0.71725, "Y3": 0.1608, "X4": 0.69131, "Y4": 0.1608, "page": 0, "Index": 26}, {"Word": "coste", "Confidence": 0.993, "X1": 0.73152, "Y1": 0.1442, "X2": 0.79248, "Y2": 0.144, "X3": 0.79248, "Y3": 0.1608, "X4": 0.73152, "Y4": 0.1608, "page": 0, "Index": 27}, {"Word": "incurred,", "Confidence": 0.884, "X1": 0.80804, "Y1": 0.1452, "X2": 0.91829, "Y2": 0.145, "X3": 0.91829, "Y3": 0.1618, "X4": 0.80804, "Y4": 0.1618, "page": 0, "Index": 28}, {"Word": "resources", "Confidence": 0.617, "X1": 0.14527, "Y1": 0.1762, "X2": 0.25162, "Y2": 0.176, "X3": 0.25162, "Y3": 0.1908, "X4": 0.14397, "Y4": 0.1908, "page": 0, "Index": 29}, {"Word": "committed", "Confidence": 0.848, "X1": 0.262, "Y1": 0.1752, "X2": 0.36965, "Y2": 0.175, "X3": 0.36965, "Y3": 0.1908, "X4": 0.2607, "Y4": 0.1908, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.38132, "Y1": 0.1752, "X2": 0.41764, "Y2": 0.175, "X3": 0.41764, "Y3": 0.1908, "X4": 0.38132, "Y4": 0.1908, "page": 0, "Index": 31}, {"Word": "perks", "Confidence": 0.995, "X1": 0.42672, "Y1": 0.1752, "X2": 0.48898, "Y2": 0.175, "X3": 0.48768, "Y3": 0.1908, "X4": 0.42542, "Y4": 0.1908, "page": 0, "Index": 32}, {"Word": "used", "Confidence": 0.603, "X1": 0.49805, "Y1": 0.1752, "X2": 0.54604, "Y2": 0.175, "X3": 0.54604, "Y3": 0.1908, "X4": 0.49805, "Y4": 0.1908, "page": 0, "Index": 33}, {"Word": "as", "Confidence": 0.997, "X1": 0.55512, "Y1": 0.1752, "X2": 0.57977, "Y2": 0.175, "X3": 0.57977, "Y3": 0.1908, "X4": 0.55512, "Y4": 0.1908, "page": 0, "Index": 34}, {"Word": "a", "Confidence": 0.665, "X1": 0.59014, "Y1": 0.1752, "X2": 0.60182, "Y2": 0.175, "X3": 0.60182, "Y3": 0.1908, "X4": 0.58885, "Y4": 0.1908, "page": 0, "Index": 35}, {"Word": "result", "Confidence": 0.981, "X1": 0.61089, "Y1": 0.1752, "X2": 0.68482, "Y2": 0.175, "X3": 0.68482, "Y3": 0.1908, "X4": 0.61089, "Y4": 0.1908, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.998, "X1": 0.69261, "Y1": 0.1752, "X2": 0.71855, "Y2": 0.175, "X3": 0.71855, "Y3": 0.1908, "X4": 0.69261, "Y4": 0.1908, "page": 0, "Index": 37}, {"Word": "that", "Confidence": 0.988, "X1": 0.73022, "Y1": 0.1752, "X2": 0.77691, "Y2": 0.175, "X3": 0.77691, "Y3": 0.1918, "X4": 0.73022, "Y4": 0.1908, "page": 0, "Index": 38}, {"Word": "battle.", "Confidence": 0.627, "X1": 0.78599, "Y1": 0.1752, "X2": 0.8703, "Y2": 0.175, "X3": 0.8703, "Y3": 0.1918, "X4": 0.78599, "Y4": 0.1918, "page": 0, "Index": 39}, {"Word": "We", "Confidence": 0.9, "X1": 0.88975, "Y1": 0.1752, "X2": 0.91699, "Y2": 0.175, "X3": 0.91699, "Y3": 0.1918, "X4": 0.88975, "Y4": 0.1918, "page": 0, "Index": 40}, {"Word": "should", "Confidence": 0.94, "X1": 0.14397, "Y1": 0.2042, "X2": 0.2166, "Y2": 0.204, "X3": 0.21401, "Y3": 0.2208, "X4": 0.14137, "Y4": 0.2208, "page": 0, "Index": 41}, {"Word": "chart", "Confidence": 0.995, "X1": 0.22568, "Y1": 0.2032, "X2": 0.28794, "Y2": 0.203, "X3": 0.28534, "Y3": 0.2198, "X4": 0.22438, "Y4": 0.2208, "page": 0, "Index": 42}, {"Word": "who", "Confidence": 0.998, "X1": 0.29572, "Y1": 0.2032, "X2": 0.33463, "Y2": 0.203, "X3": 0.33333, "Y3": 0.2198, "X4": 0.29313, "Y4": 0.2198, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.998, "X1": 0.3463, "Y1": 0.2032, "X2": 0.38262, "Y2": 0.203, "X3": 0.38003, "Y3": 0.2198, "X4": 0.34371, "Y4": 0.2198, "page": 0, "Index": 44}, {"Word": "'anti'", "Confidence": 0.983, "X1": 0.393, "Y1": 0.2032, "X2": 0.46563, "Y2": 0.203, "X3": 0.46433, "Y3": 0.2198, "X4": 0.3904, "Y4": 0.2198, "page": 0, "Index": 45}, {"Word": "groups", "Confidence": 0.994, "X1": 0.47211, "Y1": 0.2032, "X2": 0.54475, "Y2": 0.203, "X3": 0.54215, "Y3": 0.2208, "X4": 0.47082, "Y4": 0.2198, "page": 0, "Index": 46}, {"Word": "are", "Confidence": 0.606, "X1": 0.55383, "Y1": 0.2032, "X2": 0.59014, "Y2": 0.203, "X3": 0.58885, "Y3": 0.2208, "X4": 0.55123, "Y4": 0.2208, "page": 0, "Index": 47}, {"Word": "and", "Confidence": 0.998, "X1": 0.59922, "Y1": 0.2032, "X2": 0.63684, "Y2": 0.203, "X3": 0.63554, "Y3": 0.2208, "X4": 0.59792, "Y4": 0.2208, "page": 0, "Index": 48}, {"Word": "how", "Confidence": 0.998, "X1": 0.64462, "Y1": 0.2032, "X2": 0.68353, "Y2": 0.203, "X3": 0.68093, "Y3": 0.2208, "X4": 0.64332, "Y4": 0.2208, "page": 0, "Index": 49}, {"Word": "they", "Confidence": 0.882, "X1": 0.69261, "Y1": 0.2042, "X2": 0.7406, "Y2": 0.204, "X3": 0.7393, "Y3": 0.2208, "X4": 0.69131, "Y4": 0.2208, "page": 0, "Index": 50}, {"Word": "are", "Confidence": 0.996, "X1": 0.74968, "Y1": 0.2042, "X2": 0.78729, "Y2": 0.204, "X3": 0.78599, "Y3": 0.2208, "X4": 0.74838, "Y4": 0.2208, "page": 0, "Index": 51}, {"Word": "supported,", "Confidence": 0.815, "X1": 0.79507, "Y1": 0.2052, "X2": 0.91699, "Y2": 0.205, "X3": 0.91569, "Y3": 0.2218, "X4": 0.79377, "Y4": 0.2208, "page": 0, "Index": 52}, {"Word": "both", "Confidence": 0.989, "X1": 0.14397, "Y1": 0.2342, "X2": 0.19066, "Y2": 0.234, "X3": 0.19066, "Y3": 0.2498, "X4": 0.14397, "Y4": 0.2498, "page": 0, "Index": 53}, {"Word": "at", "Confidence": 0.998, "X1": 0.20363, "Y1": 0.2342, "X2": 0.22827, "Y2": 0.234, "X3": 0.22827, "Y3": 0.2498, "X4": 0.20363, "Y4": 0.2498, "page": 0, "Index": 54}, {"Word": "the", "Confidence": 0.998, "X1": 0.24254, "Y1": 0.2342, "X2": 0.27886, "Y2": 0.234, "X3": 0.27886, "Y3": 0.2498, "X4": 0.24254, "Y4": 0.2498, "page": 0, "Index": 55}, {"Word": "federal", "Confidence": 0.968, "X1": 0.29183, "Y1": 0.2342, "X2": 0.37613, "Y2": 0.234, "X3": 0.37613, "Y3": 0.2498, "X4": 0.29183, "Y4": 0.2498, "page": 0, "Index": 56}, {"Word": "and", "Confidence": 0.998, "X1": 0.38781, "Y1": 0.2342, "X2": 0.42672, "Y2": 0.234, "X3": 0.42672, "Y3": 0.2498, "X4": 0.38781, "Y4": 0.2498, "page": 0, "Index": 57}, {"Word": "state", "Confidence": 0.951, "X1": 0.43839, "Y1": 0.2342, "X2": 0.49935, "Y2": 0.234, "X3": 0.49935, "Y3": 0.2498, "X4": 0.43839, "Y4": 0.2498, "page": 0, "Index": 58}, {"Word": "levels.", "Confidence": 0.796, "X1": 0.51102, "Y1": 0.2342, "X2": 0.59533, "Y2": 0.234, "X3": 0.59533, "Y3": 0.2498, "X4": 0.51102, "Y4": 0.2498, "page": 0, "Index": 59}, {"Word": "Lenzner,", "Confidence": 0.854, "X1": 0.62127, "Y1": 0.2342, "X2": 0.71725, "Y2": 0.234, "X3": 0.71725, "Y3": 0.2508, "X4": 0.62127, "Y4": 0.2498, "page": 0, "Index": 60}, {"Word": "or", "Confidence": 0.997, "X1": 0.72892, "Y1": 0.2342, "X2": 0.75486, "Y2": 0.234, "X3": 0.75486, "Y3": 0.2508, "X4": 0.72892, "Y4": 0.2508, "page": 0, "Index": 61}, {"Word": "a", "Confidence": 0.991, "X1": 0.76654, "Y1": 0.2342, "X2": 0.77821, "Y2": 0.234, "X3": 0.77821, "Y3": 0.2508, "X4": 0.76654, "Y4": 0.2508, "page": 0, "Index": 62}, {"Word": "group", "Confidence": 0.996, "X1": 0.79118, "Y1": 0.2342, "X2": 0.85214, "Y2": 0.234, "X3": 0.85214, "Y3": 0.2518, "X4": 0.79118, "Y4": 0.2508, "page": 0, "Index": 63}, {"Word": "like", "Confidence": 0.886, "X1": 0.86511, "Y1": 0.2342, "X2": 0.91569, "Y2": 0.234, "X3": 0.91569, "Y3": 0.2518, "X4": 0.86511, "Y4": 0.2518, "page": 0, "Index": 64}, {"Word": "Lenzner's,", "Confidence": 0.906, "X1": 0.14137, "Y1": 0.2642, "X2": 0.26329, "Y2": 0.264, "X3": 0.26329, "Y3": 0.2798, "X4": 0.14137, "Y4": 0.2798, "page": 0, "Index": 65}, {"Word": "should", "Confidence": 0.788, "X1": 0.27108, "Y1": 0.2632, "X2": 0.34371, "Y2": 0.263, "X3": 0.34371, "Y3": 0.2798, "X4": 0.27108, "Y4": 0.2798, "page": 0, "Index": 66}, {"Word": "conduct", "Confidence": 0.78, "X1": 0.35409, "Y1": 0.2632, "X2": 0.43969, "Y2": 0.263, "X3": 0.43969, "Y3": 0.2808, "X4": 0.35409, "Y4": 0.2798, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.622, "X1": 0.44877, "Y1": 0.2632, "X2": 0.48379, "Y2": 0.263, "X3": 0.48379, "Y3": 0.2808, "X4": 0.44877, "Y4": 0.2808, "page": 0, "Index": 68}, {"Word": "major", "Confidence": 0.955, "X1": 0.49157, "Y1": 0.2632, "X2": 0.55383, "Y2": 0.263, "X3": 0.55383, "Y3": 0.2808, "X4": 0.49157, "Y4": 0.2808, "page": 0, "Index": 69}, {"Word": "benchmark", "Confidence": 0.712, "X1": 0.56161, "Y1": 0.2632, "X2": 0.66926, "Y2": 0.263, "X3": 0.66926, "Y3": 0.2798, "X4": 0.56161, "Y4": 0.2808, "page": 0, "Index": 70}, {"Word": "research.", "Confidence": 0.654, "X1": 0.67834, "Y1": 0.2632, "X2": 0.78859, "Y2": 0.263, "X3": 0.78859, "Y3": 0.2798, "X4": 0.67834, "Y4": 0.2798, "page": 0, "Index": 71}, {"Word": "We", "Confidence": 0.996, "X1": 0.80545, "Y1": 0.2632, "X2": 0.83139, "Y2": 0.263, "X3": 0.83139, "Y3": 0.2798, "X4": 0.80545, "Y4": 0.2798, "page": 0, "Index": 72}, {"Word": "should", "Confidence": 0.994, "X1": 0.83917, "Y1": 0.2642, "X2": 0.9144, "Y2": 0.264, "X3": 0.9144, "Y3": 0.2798, "X4": 0.83917, "Y4": 0.2798, "page": 0, "Index": 73}, {"Word": "thon", "Confidence": 0.933, "X1": 0.14267, "Y1": 0.2942, "X2": 0.18807, "Y2": 0.294, "X3": 0.18677, "Y3": 0.3098, "X4": 0.14137, "Y4": 0.3098, "page": 0, "Index": 74}, {"Word": "have", "Confidence": 0.923, "X1": 0.19974, "Y1": 0.2942, "X2": 0.25162, "Y2": 0.294, "X3": 0.25032, "Y3": 0.3098, "X4": 0.19844, "Y4": 0.3098, "page": 0, "Index": 75}, {"Word": "two", "Confidence": 0.998, "X1": 0.26329, "Y1": 0.2932, "X2": 0.29961, "Y2": 0.293, "X3": 0.29831, "Y3": 0.3098, "X4": 0.262, "Y4": 0.3098, "page": 0, "Index": 76}, {"Word": "or", "Confidence": 0.922, "X1": 0.30999, "Y1": 0.2932, "X2": 0.33593, "Y2": 0.293, "X3": 0.33463, "Y3": 0.3098, "X4": 0.30869, "Y4": 0.3098, "page": 0, "Index": 77}, {"Word": "three", "Confidence": 0.997, "X1": 0.3489, "Y1": 0.2932, "X2": 0.40856, "Y2": 0.293, "X3": 0.40726, "Y3": 0.3098, "X4": 0.3476, "Y4": 0.3098, "page": 0, "Index": 78}, {"Word": "people", "Confidence": 0.685, "X1": 0.42023, "Y1": 0.2932, "X2": 0.49287, "Y2": 0.293, "X3": 0.49157, "Y3": 0.3098, "X4": 0.41894, "Y4": 0.3098, "page": 0, "Index": 79}, {"Word": "in-house,", "Confidence": 0.633, "X1": 0.50454, "Y1": 0.2932, "X2": 0.61349, "Y2": 0.293, "X3": 0.61349, "Y3": 0.3098, "X4": 0.50324, "Y4": 0.3098, "page": 0, "Index": 80}, {"Word": "who", "Confidence": 0.971, "X1": 0.62257, "Y1": 0.2932, "X2": 0.66018, "Y2": 0.293, "X3": 0.66018, "Y3": 0.3098, "X4": 0.62257, "Y4": 0.3098, "page": 0, "Index": 81}, {"Word": "know", "Confidence": 0.991, "X1": 0.66926, "Y1": 0.2932, "X2": 0.71984, "Y2": 0.293, "X3": 0.71855, "Y3": 0.3098, "X4": 0.66926, "Y4": 0.3098, "page": 0, "Index": 82}, {"Word": "and", "Confidence": 0.998, "X1": 0.73152, "Y1": 0.2932, "X2": 0.76913, "Y2": 0.293, "X3": 0.76913, "Y3": 0.3098, "X4": 0.73022, "Y4": 0.3098, "page": 0, "Index": 83}, {"Word": "can", "Confidence": 0.998, "X1": 0.77821, "Y1": 0.2932, "X2": 0.81453, "Y2": 0.293, "X3": 0.81453, "Y3": 0.3098, "X4": 0.77821, "Y4": 0.3098, "page": 0, "Index": 84}, {"Word": "draw", "Confidence": 0.961, "X1": 0.8262, "Y1": 0.2932, "X2": 0.87678, "Y2": 0.293, "X3": 0.87549, "Y3": 0.3098, "X4": 0.8262, "Y4": 0.3098, "page": 0, "Index": 85}, {"Word": "on", "Confidence": 0.998, "X1": 0.88846, "Y1": 0.2932, "X2": 0.9131, "Y2": 0.293, "X3": 0.9131, "Y3": 0.3088, "X4": 0.88846, "Y4": 0.3088, "page": 0, "Index": 86}, {"Word": "that", "Confidence": 0.992, "X1": 0.14267, "Y1": 0.3232, "X2": 0.18936, "Y2": 0.323, "X3": 0.18936, "Y3": 0.3398, "X4": 0.14137, "Y4": 0.3388, "page": 0, "Index": 87}, {"Word": "research", "Confidence": 0.951, "X1": 0.20104, "Y1": 0.3232, "X2": 0.29572, "Y2": 0.323, "X3": 0.29572, "Y3": 0.3398, "X4": 0.19974, "Y4": 0.3398, "page": 0, "Index": 88}, {"Word": "quickly,", "Confidence": 0.848, "X1": 0.30869, "Y1": 0.3232, "X2": 0.40856, "Y2": 0.323, "X3": 0.40856, "Y3": 0.3408, "X4": 0.30739, "Y4": 0.3398, "page": 0, "Index": 89}, {"Word": "as", "Confidence": 0.939, "X1": 0.41634, "Y1": 0.3232, "X2": 0.44358, "Y2": 0.323, "X3": 0.44228, "Y3": 0.3408, "X4": 0.41634, "Y4": 0.3408, "page": 0, "Index": 90}, {"Word": "well", "Confidence": 0.779, "X1": 0.45266, "Y1": 0.3222, "X2": 0.50324, "Y2": 0.322, "X3": 0.50195, "Y3": 0.3408, "X4": 0.45136, "Y4": 0.3408, "page": 0, "Index": 91}, {"Word": "as", "Confidence": 0.996, "X1": 0.51362, "Y1": 0.3222, "X2": 0.54086, "Y2": 0.322, "X3": 0.53956, "Y3": 0.3408, "X4": 0.51362, "Y4": 0.3408, "page": 0, "Index": 92}, {"Word": "on", "Confidence": 0.998, "X1": 0.54994, "Y1": 0.3222, "X2": 0.57458, "Y2": 0.322, "X3": 0.57458, "Y3": 0.3408, "X4": 0.54994, "Y4": 0.3408, "page": 0, "Index": 93}, {"Word": "Lexis/Nexis.", "Confidence": 0.657, "X1": 0.58625, "Y1": 0.3222, "X2": 0.73281, "Y2": 0.322, "X3": 0.73152, "Y3": 0.3398, "X4": 0.58495, "Y4": 0.3408, "page": 0, "Index": 94}, {"Word": "Within", "Confidence": 0.991, "X1": 0.75227, "Y1": 0.3222, "X2": 0.8249, "Y2": 0.322, "X3": 0.8249, "Y3": 0.3398, "X4": 0.75227, "Y4": 0.3398, "page": 0, "Index": 95}, {"Word": "two", "Confidence": 0.996, "X1": 0.83917, "Y1": 0.3222, "X2": 0.87549, "Y2": 0.322, "X3": 0.87549, "Y3": 0.3388, "X4": 0.83917, "Y4": 0.3398, "page": 0, "Index": 96}, {"Word": "or", "Confidence": 0.998, "X1": 0.88716, "Y1": 0.3222, "X2": 0.9131, "Y2": 0.322, "X3": 0.9131, "Y3": 0.3388, "X4": 0.88716, "Y4": 0.3388, "page": 0, "Index": 97}, {"Word": "three", "Confidence": 0.991, "X1": 0.14008, "Y1": 0.3522, "X2": 0.19974, "Y2": 0.352, "X3": 0.19974, "Y3": 0.3688, "X4": 0.14008, "Y4": 0.3688, "page": 0, "Index": 98}, {"Word": "hours,", "Confidence": 0.991, "X1": 0.20493, "Y1": 0.3522, "X2": 0.28275, "Y2": 0.352, "X3": 0.28275, "Y3": 0.3688, "X4": 0.20493, "Y4": 0.3688, "page": 0, "Index": 99}, {"Word": "we", "Confidence": 0.683, "X1": 0.28794, "Y1": 0.3522, "X2": 0.31388, "Y2": 0.352, "X3": 0.31518, "Y3": 0.3688, "X4": 0.28794, "Y4": 0.3688, "page": 0, "Index": 100}, {"Word": "should", "Confidence": 0.997, "X1": 0.32166, "Y1": 0.3522, "X2": 0.39559, "Y2": 0.352, "X3": 0.39559, "Y3": 0.3698, "X4": 0.32296, "Y4": 0.3688, "page": 0, "Index": 101}, {"Word": "be", "Confidence": 0.995, "X1": 0.40208, "Y1": 0.3522, "X2": 0.43061, "Y2": 0.352, "X3": 0.43061, "Y3": 0.3698, "X4": 0.40208, "Y4": 0.3698, "page": 0, "Index": 102}, {"Word": "able", "Confidence": 0.984, "X1": 0.43709, "Y1": 0.3512, "X2": 0.48638, "Y2": 0.351, "X3": 0.48638, "Y3": 0.3698, "X4": 0.43709, "Y4": 0.3698, "page": 0, "Index": 103}, {"Word": "to", "Confidence": 0.998, "X1": 0.49546, "Y1": 0.3512, "X2": 0.5214, "Y2": 0.351, "X3": 0.5214, "Y3": 0.3698, "X4": 0.49546, "Y4": 0.3698, "page": 0, "Index": 104}, {"Word": "produce", "Confidence": 0.991, "X1": 0.52529, "Y1": 0.3512, "X2": 0.61349, "Y2": 0.351, "X3": 0.61349, "Y3": 0.3698, "X4": 0.52659, "Y4": 0.3698, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.996, "X1": 0.62127, "Y1": 0.3512, "X2": 0.65759, "Y2": 0.351, "X3": 0.65888, "Y3": 0.3698, "X4": 0.62127, "Y4": 0.3698, "page": 0, "Index": 106}, {"Word": "requisite", "Confidence": 0.812, "X1": 0.66407, "Y1": 0.3512, "X2": 0.77432, "Y2": 0.351, "X3": 0.77432, "Y3": 0.3688, "X4": 0.66537, "Y4": 0.3698, "page": 0, "Index": 107}, {"Word": "research", "Confidence": 0.668, "X1": 0.7808, "Y1": 0.3512, "X2": 0.87678, "Y2": 0.351, "X3": 0.87678, "Y3": 0.3688, "X4": 0.7808, "Y4": 0.3688, "page": 0, "Index": 108}, {"Word": "to", "Confidence": 0.997, "X1": 0.88716, "Y1": 0.3512, "X2": 0.9131, "Y2": 0.351, "X3": 0.9131, "Y3": 0.3688, "X4": 0.88846, "Y4": 0.3688, "page": 0, "Index": 109}, {"Word": "defensive", "Confidence": 0.944, "X1": 0.80026, "Y1": 0.3802, "X2": 0.9118, "Y2": 0.38, "X3": 0.9131, "Y3": 0.3978, "X4": 0.80026, "Y4": 0.3988, "page": 0, "Index": 110}, {"Word": "answer", "Confidence": 0.838, "X1": 0.14008, "Y1": 0.3832, "X2": 0.21012, "Y2": 0.383, "X3": 0.20882, "Y3": 0.3988, "X4": 0.13878, "Y4": 0.3978, "page": 0, "Index": 111}, {"Word": "any", "Confidence": 0.997, "X1": 0.22309, "Y1": 0.3822, "X2": 0.2607, "Y2": 0.382, "X3": 0.2594, "Y3": 0.3988, "X4": 0.22179, "Y4": 0.3988, "page": 0, "Index": 112}, {"Word": "question", "Confidence": 0.97, "X1": 0.27108, "Y1": 0.3822, "X2": 0.36835, "Y2": 0.382, "X3": 0.36835, "Y3": 0.3988, "X4": 0.27108, "Y4": 0.3988, "page": 0, "Index": 113}, {"Word": "--", "Confidence": 0.941, "X1": 0.37873, "Y1": 0.3812, "X2": 0.40597, "Y2": 0.381, "X3": 0.40597, "Y3": 0.3998, "X4": 0.37873, "Y4": 0.3988, "page": 0, "Index": 114}, {"Word": "and", "Confidence": 0.998, "X1": 0.41634, "Y1": 0.3812, "X2": 0.45525, "Y2": 0.381, "X3": 0.45396, "Y3": 0.3998, "X4": 0.41505, "Y4": 0.3998, "page": 0, "Index": 115}, {"Word": "if", "Confidence": 0.981, "X1": 0.46563, "Y1": 0.3812, "X2": 0.49157, "Y2": 0.381, "X3": 0.49157, "Y3": 0.3998, "X4": 0.46563, "Y4": 0.3998, "page": 0, "Index": 116}, {"Word": "possible,", "Confidence": 0.554, "X1": 0.50065, "Y1": 0.3812, "X2": 0.61089, "Y2": 0.381, "X3": 0.61089, "Y3": 0.3998, "X4": 0.50065, "Y4": 0.3998, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.998, "X1": 0.61997, "Y1": 0.3802, "X2": 0.64591, "Y2": 0.38, "X3": 0.64591, "Y3": 0.3998, "X4": 0.62127, "Y4": 0.3998, "page": 0, "Index": 118}, {"Word": "get", "Confidence": 0.991, "X1": 0.65499, "Y1": 0.3802, "X2": 0.6952, "Y2": 0.38, "X3": 0.6952, "Y3": 0.3988, "X4": 0.65629, "Y4": 0.3998, "page": 0, "Index": 119}, {"Word": "off", "Confidence": 0.998, "X1": 0.70428, "Y1": 0.3802, "X2": 0.74319, "Y2": 0.38, "X3": 0.74449, "Y3": 0.3988, "X4": 0.70428, "Y4": 0.3988, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.909, "X1": 0.75357, "Y1": 0.3802, "X2": 0.79118, "Y2": 0.38, "X3": 0.79248, "Y3": 0.3988, "X4": 0.75486, "Y4": 0.3988, "page": 0, "Index": 121}, {"Word": "with", "Confidence": 0.996, "X1": 0.13748, "Y1": 0.4132, "X2": 0.18677, "Y2": 0.413, "X3": 0.18547, "Y3": 0.4288, "X4": 0.13619, "Y4": 0.4298, "page": 0, "Index": 122}, {"Word": "a", "Confidence": 0.991, "X1": 0.19715, "Y1": 0.4122, "X2": 0.20882, "Y2": 0.412, "X3": 0.20752, "Y3": 0.4288, "X4": 0.19585, "Y4": 0.4288, "page": 0, "Index": 123}, {"Word": "counterattack.", "Confidence": 0.991, "X1": 0.22049, "Y1": 0.4122, "X2": 0.3904, "Y2": 0.412, "X3": 0.38911, "Y3": 0.4288, "X4": 0.2192, "Y4": 0.4288, "page": 0, "Index": 124}, {"Word": "Opinion", "Confidence": 0.632, "X1": 0.27626, "Y1": 0.5012, "X2": 0.36316, "Y2": 0.501, "X3": 0.36316, "Y3": 0.5178, "X4": 0.27497, "Y4": 0.5188, "page": 0, "Index": 125}, {"Word": "Research", "Confidence": 0.682, "X1": 0.37095, "Y1": 0.5002, "X2": 0.47082, "Y2": 0.5, "X3": 0.47082, "Y3": 0.5178, "X4": 0.37095, "Y4": 0.5178, "page": 0, "Index": 126}, {"Word": "III.", "Confidence": 0.621, "X1": 0.13619, "Y1": 0.5012, "X2": 0.18677, "Y2": 0.501, "X3": 0.18547, "Y3": 0.5198, "X4": 0.13489, "Y4": 0.5218, "page": 0, "Index": 127}, {"Word": "Public", "Confidence": 0.994, "X1": 0.19196, "Y1": 0.5012, "X2": 0.26719, "Y2": 0.501, "X3": 0.26719, "Y3": 0.5188, "X4": 0.19066, "Y4": 0.5198, "page": 0, "Index": 128}, {"Word": "Capacity", "Confidence": 0.668, "X1": 0.4799, "Y1": 0.4992, "X2": 0.57588, "Y2": 0.499, "X3": 0.57588, "Y3": 0.5188, "X4": 0.4799, "Y4": 0.5178, "page": 0, "Index": 129}, {"Word": "We", "Confidence": 0.987, "X1": 0.19196, "Y1": 0.5612, "X2": 0.2192, "Y2": 0.561, "X3": 0.2192, "Y3": 0.5778, "X4": 0.19196, "Y4": 0.5778, "page": 0, "Index": 130}, {"Word": "need", "Confidence": 0.965, "X1": 0.22568, "Y1": 0.5612, "X2": 0.27756, "Y2": 0.561, "X3": 0.27756, "Y3": 0.5778, "X4": 0.22568, "Y4": 0.5778, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.28664, "Y1": 0.5602, "X2": 0.31388, "Y2": 0.56, "X3": 0.31388, "Y3": 0.5778, "X4": 0.28794, "Y4": 0.5778, "page": 0, "Index": 132}, {"Word": "develop", "Confidence": 0.883, "X1": 0.32166, "Y1": 0.5602, "X2": 0.40856, "Y2": 0.56, "X3": 0.40856, "Y3": 0.5778, "X4": 0.32166, "Y4": 0.5778, "page": 0, "Index": 133}, {"Word": "and", "Confidence": 0.998, "X1": 0.41764, "Y1": 0.5602, "X2": 0.45785, "Y2": 0.56, "X3": 0.45785, "Y3": 0.5778, "X4": 0.41894, "Y4": 0.5778, "page": 0, "Index": 134}, {"Word": "test", "Confidence": 0.444, "X1": 0.46563, "Y1": 0.5602, "X2": 0.51621, "Y2": 0.56, "X3": 0.51621, "Y3": 0.5778, "X4": 0.46563, "Y4": 0.5778, "page": 0, "Index": 135}, {"Word": "positive", "Confidence": 0.994, "X1": 0.52399, "Y1": 0.5592, "X2": 0.62127, "Y2": 0.559, "X3": 0.62257, "Y3": 0.5788, "X4": 0.52399, "Y4": 0.5778, "page": 0, "Index": 136}, {"Word": "messages", "Confidence": 0.97, "X1": 0.62776, "Y1": 0.5592, "X2": 0.72763, "Y2": 0.559, "X3": 0.72763, "Y3": 0.5788, "X4": 0.62905, "Y4": 0.5788, "page": 0, "Index": 137}, {"Word": "about", "Confidence": 0.996, "X1": 0.73671, "Y1": 0.5592, "X2": 0.79767, "Y2": 0.559, "X3": 0.79896, "Y3": 0.5788, "X4": 0.738, "Y4": 0.5788, "page": 0, "Index": 138}, {"Word": "both", "Confidence": 0.991, "X1": 0.80415, "Y1": 0.5592, "X2": 0.85603, "Y2": 0.559, "X3": 0.85733, "Y3": 0.5788, "X4": 0.80545, "Y4": 0.5788, "page": 0, "Index": 139}, {"Word": "the", "Confidence": 0.964, "X1": 0.8677, "Y1": 0.5592, "X2": 0.90532, "Y2": 0.559, "X3": 0.90661, "Y3": 0.5788, "X4": 0.869, "Y4": 0.5788, "page": 0, "Index": 140}, {"Word": "product", "Confidence": 0.994, "X1": 0.32555, "Y1": 0.5912, "X2": 0.41115, "Y2": 0.591, "X3": 0.40986, "Y3": 0.6078, "X4": 0.32555, "Y4": 0.6088, "page": 0, "Index": 141}, {"Word": "as", "Confidence": 0.968, "X1": 0.42153, "Y1": 0.5912, "X2": 0.44747, "Y2": 0.591, "X3": 0.44747, "Y3": 0.6078, "X4": 0.42153, "Y4": 0.6078, "page": 0, "Index": 142}, {"Word": "well", "Confidence": 0.988, "X1": 0.45785, "Y1": 0.5912, "X2": 0.50843, "Y2": 0.591, "X3": 0.50843, "Y3": 0.6078, "X4": 0.45785, "Y4": 0.6078, "page": 0, "Index": 143}, {"Word": "as", "Confidence": 0.956, "X1": 0.51881, "Y1": 0.5912, "X2": 0.54475, "Y2": 0.591, "X3": 0.54345, "Y3": 0.6078, "X4": 0.51881, "Y4": 0.6078, "page": 0, "Index": 144}, {"Word": "messages", "Confidence": 0.751, "X1": 0.55383, "Y1": 0.5912, "X2": 0.6511, "Y2": 0.591, "X3": 0.6511, "Y3": 0.6078, "X4": 0.55383, "Y4": 0.6078, "page": 0, "Index": 145}, {"Word": "about", "Confidence": 0.997, "X1": 0.66278, "Y1": 0.5912, "X2": 0.72503, "Y2": 0.591, "X3": 0.72503, "Y3": 0.6078, "X4": 0.66278, "Y4": 0.6078, "page": 0, "Index": 146}, {"Word": "our", "Confidence": 0.998, "X1": 0.73411, "Y1": 0.5912, "X2": 0.77302, "Y2": 0.591, "X3": 0.77302, "Y3": 0.6078, "X4": 0.73411, "Y4": 0.6078, "page": 0, "Index": 147}, {"Word": "company", "Confidence": 0.991, "X1": 0.1323, "Y1": 0.5912, "X2": 0.2166, "Y2": 0.591, "X3": 0.2166, "Y3": 0.6088, "X4": 0.131, "Y4": 0.6098, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.22827, "Y1": 0.5912, "X2": 0.26589, "Y2": 0.591, "X3": 0.26589, "Y3": 0.6088, "X4": 0.22698, "Y4": 0.6088, "page": 0, "Index": 149}, {"Word": "the", "Confidence": 0.998, "X1": 0.27756, "Y1": 0.5912, "X2": 0.31388, "Y2": 0.591, "X3": 0.31388, "Y3": 0.6088, "X4": 0.27626, "Y4": 0.6088, "page": 0, "Index": 150}, {"Word": "opponents,", "Confidence": 0.619, "X1": 0.7821, "Y1": 0.5912, "X2": 0.90532, "Y2": 0.591, "X3": 0.90532, "Y3": 0.6088, "X4": 0.7821, "Y4": 0.6078, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.1323, "Y1": 0.6222, "X2": 0.16861, "Y2": 0.622, "X3": 0.16861, "Y3": 0.6368, "X4": 0.131, "Y4": 0.6368, "page": 0, "Index": 152}, {"Word": "see", "Confidence": 0.927, "X1": 0.18029, "Y1": 0.6212, "X2": 0.2192, "Y2": 0.621, "X3": 0.2179, "Y3": 0.6368, "X4": 0.18029, "Y4": 0.6368, "page": 0, "Index": 153}, {"Word": "which", "Confidence": 0.994, "X1": 0.23087, "Y1": 0.6212, "X2": 0.29442, "Y2": 0.621, "X3": 0.29313, "Y3": 0.6368, "X4": 0.23087, "Y4": 0.6368, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.3061, "Y1": 0.6212, "X2": 0.33204, "Y2": 0.621, "X3": 0.33204, "Y3": 0.6368, "X4": 0.3061, "Y4": 0.6368, "page": 0, "Index": 155}, {"Word": "them", "Confidence": 0.982, "X1": 0.3463, "Y1": 0.6202, "X2": 0.393, "Y2": 0.62, "X3": 0.393, "Y3": 0.6378, "X4": 0.3463, "Y4": 0.6368, "page": 0, "Index": 156}, {"Word": "work", "Confidence": 0.983, "X1": 0.40597, "Y1": 0.6202, "X2": 0.45655, "Y2": 0.62, "X3": 0.45655, "Y3": 0.6378, "X4": 0.40597, "Y4": 0.6378, "page": 0, "Index": 157}, {"Word": "best.", "Confidence": 0.688, "X1": 0.46822, "Y1": 0.6202, "X2": 0.53307, "Y2": 0.62, "X3": 0.53307, "Y3": 0.6378, "X4": 0.46822, "Y4": 0.6378, "page": 0, "Index": 158}, {"Word": "A", "Confidence": 0.923, "X1": 0.55772, "Y1": 0.6202, "X2": 0.57069, "Y2": 0.62, "X3": 0.56939, "Y3": 0.6378, "X4": 0.55642, "Y4": 0.6378, "page": 0, "Index": 159}, {"Word": "specific", "Confidence": 0.788, "X1": 0.58495, "Y1": 0.6192, "X2": 0.67964, "Y2": 0.619, "X3": 0.67964, "Y3": 0.6378, "X4": 0.58495, "Y4": 0.6378, "page": 0, "Index": 160}, {"Word": "timetable", "Confidence": 0.795, "X1": 0.6939, "Y1": 0.6192, "X2": 0.80026, "Y2": 0.619, "X3": 0.80026, "Y3": 0.6378, "X4": 0.6939, "Y4": 0.6378, "page": 0, "Index": 161}, {"Word": "for", "Confidence": 0.998, "X1": 0.81453, "Y1": 0.6192, "X2": 0.85214, "Y2": 0.619, "X3": 0.85214, "Y3": 0.6378, "X4": 0.81453, "Y4": 0.6378, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.919, "X1": 0.86641, "Y1": 0.6192, "X2": 0.90402, "Y2": 0.619, "X3": 0.90402, "Y3": 0.6378, "X4": 0.86641, "Y4": 0.6378, "page": 0, "Index": 163}, {"Word": "frequency", "Confidence": 0.796, "X1": 0.1323, "Y1": 0.6522, "X2": 0.23995, "Y2": 0.652, "X3": 0.23995, "Y3": 0.6678, "X4": 0.131, "Y4": 0.6678, "page": 0, "Index": 164}, {"Word": "already", "Confidence": 0.995, "X1": 0.75746, "Y1": 0.6502, "X2": 0.84176, "Y2": 0.65, "X3": 0.84176, "Y3": 0.6678, "X4": 0.75746, "Y4": 0.6688, "page": 0, "Index": 165}, {"Word": "been", "Confidence": 0.666, "X1": 0.85084, "Y1": 0.6492, "X2": 0.90402, "Y2": 0.649, "X3": 0.90402, "Y3": 0.6678, "X4": 0.85084, "Y4": 0.6678, "page": 0, "Index": 166}, {"Word": "and", "Confidence": 0.998, "X1": 0.25162, "Y1": 0.6522, "X2": 0.28794, "Y2": 0.652, "X3": 0.28794, "Y3": 0.6688, "X4": 0.25032, "Y4": 0.6688, "page": 0, "Index": 167}, {"Word": "rollout", "Confidence": 0.996, "X1": 0.29831, "Y1": 0.6522, "X2": 0.38521, "Y2": 0.652, "X3": 0.38521, "Y3": 0.6688, "X4": 0.29702, "Y4": 0.6688, "page": 0, "Index": 168}, {"Word": "of", "Confidence": 0.998, "X1": 0.39429, "Y1": 0.6512, "X2": 0.42153, "Y2": 0.651, "X3": 0.42023, "Y3": 0.6688, "X4": 0.39429, "Y4": 0.6688, "page": 0, "Index": 169}, {"Word": "polls", "Confidence": 0.995, "X1": 0.43191, "Y1": 0.6512, "X2": 0.49416, "Y2": 0.651, "X3": 0.49287, "Y3": 0.6688, "X4": 0.43191, "Y4": 0.6688, "page": 0, "Index": 170}, {"Word": "and", "Confidence": 0.991, "X1": 0.50454, "Y1": 0.6512, "X2": 0.54345, "Y2": 0.651, "X3": 0.54345, "Y3": 0.6688, "X4": 0.50454, "Y4": 0.6688, "page": 0, "Index": 171}, {"Word": "focus", "Confidence": 0.281, "X1": 0.55253, "Y1": 0.6512, "X2": 0.61479, "Y2": 0.651, "X3": 0.61349, "Y3": 0.6688, "X4": 0.55253, "Y4": 0.6688, "page": 0, "Index": 172}, {"Word": "groups", "Confidence": 0.995, "X1": 0.62516, "Y1": 0.6512, "X2": 0.69909, "Y2": 0.651, "X3": 0.69909, "Y3": 0.6688, "X4": 0.62516, "Y4": 0.6688, "page": 0, "Index": 173}, {"Word": "has", "Confidence": 0.955, "X1": 0.70817, "Y1": 0.6502, "X2": 0.74708, "Y2": 0.65, "X3": 0.74708, "Y3": 0.6688, "X4": 0.70817, "Y4": 0.6688, "page": 0, "Index": 174}, {"Word": "established,", "Confidence": 0.784, "X1": 0.131, "Y1": 0.6802, "X2": 0.27497, "Y2": 0.68, "X3": 0.27497, "Y3": 0.6978, "X4": 0.1297, "Y4": 0.6978, "page": 0, "Index": 175}, {"Word": "and", "Confidence": 0.993, "X1": 0.28534, "Y1": 0.6802, "X2": 0.32425, "Y2": 0.68, "X3": 0.32425, "Y3": 0.6978, "X4": 0.28534, "Y4": 0.6978, "page": 0, "Index": 176}, {"Word": "will", "Confidence": 0.986, "X1": 0.33463, "Y1": 0.6802, "X2": 0.38651, "Y2": 0.68, "X3": 0.38651, "Y3": 0.6978, "X4": 0.33463, "Y4": 0.6978, "page": 0, "Index": 177}, {"Word": "give", "Confidence": 0.988, "X1": 0.39689, "Y1": 0.6802, "X2": 0.44747, "Y2": 0.68, "X3": 0.44747, "Y3": 0.6978, "X4": 0.39689, "Y4": 0.6978, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.998, "X1": 0.46044, "Y1": 0.6792, "X2": 0.49805, "Y2": 0.679, "X3": 0.49805, "Y3": 0.6978, "X4": 0.46044, "Y4": 0.6978, "page": 0, "Index": 179}, {"Word": "team", "Confidence": 0.955, "X1": 0.50973, "Y1": 0.6792, "X2": 0.55772, "Y2": 0.679, "X3": 0.55772, "Y3": 0.6978, "X4": 0.50973, "Y4": 0.6978, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.57069, "Y1": 0.6792, "X2": 0.6096, "Y2": 0.679, "X3": 0.6083, "Y3": 0.6978, "X4": 0.57069, "Y4": 0.6978, "page": 0, "Index": 181}, {"Word": "capacity", "Confidence": 0.992, "X1": 0.61868, "Y1": 0.6792, "X2": 0.71595, "Y2": 0.679, "X3": 0.71595, "Y3": 0.6968, "X4": 0.61868, "Y4": 0.6978, "page": 0, "Index": 182}, {"Word": "to", "Confidence": 0.998, "X1": 0.72892, "Y1": 0.6792, "X2": 0.75486, "Y2": 0.679, "X3": 0.75486, "Y3": 0.6968, "X4": 0.72892, "Y4": 0.6968, "page": 0, "Index": 183}, {"Word": "inform", "Confidence": 0.991, "X1": 0.76654, "Y1": 0.6792, "X2": 0.83787, "Y2": 0.679, "X3": 0.83787, "Y3": 0.6968, "X4": 0.76654, "Y4": 0.6968, "page": 0, "Index": 184}, {"Word": "both", "Confidence": 0.989, "X1": 0.85084, "Y1": 0.6792, "X2": 0.90143, "Y2": 0.679, "X3": 0.90143, "Y3": 0.6958, "X4": 0.85084, "Y4": 0.6958, "page": 0, "Index": 185}, {"Word": "short", "Confidence": 0.992, "X1": 0.131, "Y1": 0.7122, "X2": 0.18936, "Y2": 0.712, "X3": 0.18936, "Y3": 0.7278, "X4": 0.1297, "Y4": 0.7278, "page": 0, "Index": 186}, {"Word": "and", "Confidence": 0.998, "X1": 0.20363, "Y1": 0.7112, "X2": 0.24125, "Y2": 0.711, "X3": 0.23995, "Y3": 0.7278, "X4": 0.20233, "Y4": 0.7278, "page": 0, "Index": 187}, {"Word": "longterm", "Confidence": 0.982, "X1": 0.25422, "Y1": 0.7112, "X2": 0.35019, "Y2": 0.711, "X3": 0.35019, "Y3": 0.7278, "X4": 0.25422, "Y4": 0.7278, "page": 0, "Index": 188}, {"Word": "decisions.", "Confidence": 0.944, "X1": 0.36576, "Y1": 0.7102, "X2": 0.48768, "Y2": 0.71, "X3": 0.48768, "Y3": 0.7278, "X4": 0.36576, "Y4": 0.7278, "page": 0, "Index": 189}, {"Word": "This", "Confidence": 0.876, "X1": 0.51621, "Y1": 0.7102, "X2": 0.5642, "Y2": 0.71, "X3": 0.5642, "Y3": 0.7278, "X4": 0.51621, "Y4": 0.7278, "page": 0, "Index": 190}, {"Word": "includes", "Confidence": 0.995, "X1": 0.57977, "Y1": 0.7102, "X2": 0.67575, "Y2": 0.71, "X3": 0.67575, "Y3": 0.7278, "X4": 0.57847, "Y4": 0.7278, "page": 0, "Index": 191}, {"Word": "a", "Confidence": 0.994, "X1": 0.68872, "Y1": 0.7102, "X2": 0.70169, "Y2": 0.71, "X3": 0.70169, "Y3": 0.7278, "X4": 0.68872, "Y4": 0.7278, "page": 0, "Index": 192}, {"Word": "benchmark", "Confidence": 0.872, "X1": 0.71595, "Y1": 0.7102, "X2": 0.82361, "Y2": 0.71, "X3": 0.82231, "Y3": 0.7278, "X4": 0.71466, "Y4": 0.7278, "page": 0, "Index": 193}, {"Word": "poll,", "Confidence": 0.948, "X1": 0.83658, "Y1": 0.7112, "X2": 0.90143, "Y2": 0.711, "X3": 0.90143, "Y3": 0.7268, "X4": 0.83658, "Y4": 0.7278, "page": 0, "Index": 194}, {"Word": "roguler", "Confidence": 0.887, "X1": 0.12711, "Y1": 0.7412, "X2": 0.21141, "Y2": 0.741, "X3": 0.21141, "Y3": 0.7578, "X4": 0.12711, "Y4": 0.7568, "page": 0, "Index": 195}, {"Word": "tracking,", "Confidence": 0.916, "X1": 0.22698, "Y1": 0.7412, "X2": 0.33593, "Y2": 0.741, "X3": 0.33593, "Y3": 0.7578, "X4": 0.22698, "Y4": 0.7578, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.991, "X1": 0.3463, "Y1": 0.7412, "X2": 0.38392, "Y2": 0.741, "X3": 0.38392, "Y3": 0.7578, "X4": 0.3463, "Y4": 0.7578, "page": 0, "Index": 197}, {"Word": "focus", "Confidence": 0.967, "X1": 0.39818, "Y1": 0.7412, "X2": 0.45914, "Y2": 0.741, "X3": 0.45785, "Y3": 0.7578, "X4": 0.39689, "Y4": 0.7578, "page": 0, "Index": 198}, {"Word": "groups", "Confidence": 0.926, "X1": 0.47082, "Y1": 0.7412, "X2": 0.54345, "Y2": 0.741, "X3": 0.54345, "Y3": 0.7578, "X4": 0.47082, "Y4": 0.7578, "page": 0, "Index": 199}, {"Word": "to", "Confidence": 0.998, "X1": 0.55642, "Y1": 0.7402, "X2": 0.58106, "Y2": 0.74, "X3": 0.58106, "Y3": 0.7578, "X4": 0.55642, "Y4": 0.7578, "page": 0, "Index": 200}, {"Word": "measure", "Confidence": 0.659, "X1": 0.59144, "Y1": 0.7402, "X2": 0.67834, "Y2": 0.74, "X3": 0.67704, "Y3": 0.7578, "X4": 0.59144, "Y4": 0.7578, "page": 0, "Index": 201}, {"Word": "public", "Confidence": 0.991, "X1": 0.69001, "Y1": 0.7402, "X2": 0.76265, "Y2": 0.74, "X3": 0.76265, "Y3": 0.7568, "X4": 0.69001, "Y4": 0.7578, "page": 0, "Index": 202}, {"Word": "opinion", "Confidence": 0.97, "X1": 0.77432, "Y1": 0.7402, "X2": 0.85992, "Y2": 0.74, "X3": 0.85992, "Y3": 0.7568, "X4": 0.77432, "Y4": 0.7568, "page": 0, "Index": 203}, {"Word": "in", "Confidence": 0.998, "X1": 0.87549, "Y1": 0.7402, "X2": 0.90013, "Y2": 0.74, "X3": 0.89883, "Y3": 0.7568, "X4": 0.87549, "Y4": 0.7568, "page": 0, "Index": 204}, {"Word": "general", "Confidence": 0.875, "X1": 0.12581, "Y1": 0.7712, "X2": 0.21012, "Y2": 0.771, "X3": 0.21141, "Y3": 0.7878, "X4": 0.12711, "Y4": 0.7878, "page": 0, "Index": 205}, {"Word": "and", "Confidence": 0.998, "X1": 0.2192, "Y1": 0.7712, "X2": 0.25811, "Y2": 0.771, "X3": 0.25811, "Y3": 0.7878, "X4": 0.22049, "Y4": 0.7878, "page": 0, "Index": 206}, {"Word": "how", "Confidence": 0.998, "X1": 0.26589, "Y1": 0.7712, "X2": 0.3035, "Y2": 0.771, "X3": 0.3035, "Y3": 0.7878, "X4": 0.26589, "Y4": 0.7878, "page": 0, "Index": 207}, {"Word": "it", "Confidence": 0.998, "X1": 0.31258, "Y1": 0.7702, "X2": 0.33982, "Y2": 0.77, "X3": 0.33982, "Y3": 0.7878, "X4": 0.31258, "Y4": 0.7878, "page": 0, "Index": 208}, {"Word": "reacts", "Confidence": 0.899, "X1": 0.3476, "Y1": 0.7702, "X2": 0.42153, "Y2": 0.77, "X3": 0.42153, "Y3": 0.7868, "X4": 0.3476, "Y4": 0.7878, "page": 0, "Index": 209}, {"Word": "to", "Confidence": 0.998, "X1": 0.43191, "Y1": 0.7702, "X2": 0.45525, "Y2": 0.77, "X3": 0.45525, "Y3": 0.7868, "X4": 0.43191, "Y4": 0.7868, "page": 0, "Index": 210}, {"Word": "specific", "Confidence": 0.941, "X1": 0.46433, "Y1": 0.7702, "X2": 0.56031, "Y2": 0.77, "X3": 0.56031, "Y3": 0.7868, "X4": 0.46433, "Y4": 0.7868, "page": 0, "Index": 211}, {"Word": "arguments,", "Confidence": 0.764, "X1": 0.56939, "Y1": 0.7702, "X2": 0.69001, "Y2": 0.77, "X3": 0.69131, "Y3": 0.7868, "X4": 0.56939, "Y4": 0.7868, "page": 0, "Index": 212}, {"Word": "and", "Confidence": 0.998, "X1": 0.6978, "Y1": 0.7702, "X2": 0.73671, "Y2": 0.77, "X3": 0.73671, "Y3": 0.7868, "X4": 0.6978, "Y4": 0.7868, "page": 0, "Index": 213}, {"Word": "to", "Confidence": 0.998, "X1": 0.74578, "Y1": 0.7702, "X2": 0.76913, "Y2": 0.77, "X3": 0.76913, "Y3": 0.7868, "X4": 0.74578, "Y4": 0.7868, "page": 0, "Index": 214}, {"Word": "focus", "Confidence": 0.673, "X1": 0.77951, "Y1": 0.7702, "X2": 0.83917, "Y2": 0.77, "X3": 0.83917, "Y3": 0.7868, "X4": 0.77951, "Y4": 0.7868, "page": 0, "Index": 215}, {"Word": "more", "Confidence": 0.986, "X1": 0.84825, "Y1": 0.7712, "X2": 0.90013, "Y2": 0.771, "X3": 0.90013, "Y3": 0.7858, "X4": 0.84825, "Y4": 0.7868, "page": 0, "Index": 216}, {"Word": "jury", "Confidence": 0.981, "X1": 0.41764, "Y1": 0.8002, "X2": 0.46693, "Y2": 0.8, "X3": 0.46693, "Y3": 0.8178, "X4": 0.41764, "Y4": 0.8178, "page": 0, "Index": 217}, {"Word": "pools.", "Confidence": 0.978, "X1": 0.48249, "Y1": 0.8002, "X2": 0.55642, "Y2": 0.8, "X3": 0.55642, "Y3": 0.8178, "X4": 0.48249, "Y4": 0.8178, "page": 0, "Index": 218}, {"Word": "Beyond", "Confidence": 0.779, "X1": 0.58625, "Y1": 0.7992, "X2": 0.66148, "Y2": 0.799, "X3": 0.66148, "Y3": 0.8178, "X4": 0.58625, "Y4": 0.8178, "page": 0, "Index": 219}, {"Word": "this,", "Confidence": 0.996, "X1": 0.67704, "Y1": 0.7992, "X2": 0.7393, "Y2": 0.799, "X3": 0.7393, "Y3": 0.8178, "X4": 0.67704, "Y4": 0.8178, "page": 0, "Index": 220}, {"Word": "it", "Confidence": 0.998, "X1": 0.75357, "Y1": 0.7992, "X2": 0.77951, "Y2": 0.799, "X3": 0.77951, "Y3": 0.8178, "X4": 0.75357, "Y4": 0.8178, "page": 0, "Index": 221}, {"Word": "would", "Confidence": 0.997, "X1": 0.79377, "Y1": 0.7992, "X2": 0.85473, "Y2": 0.799, "X3": 0.85473, "Y3": 0.8178, "X4": 0.79377, "Y4": 0.8178, "page": 0, "Index": 222}, {"Word": "be", "Confidence": 0.997, "X1": 0.8716, "Y1": 0.7992, "X2": 0.89883, "Y2": 0.799, "X3": 0.89883, "Y3": 0.8178, "X4": 0.8716, "Y4": 0.8178, "page": 0, "Index": 223}, {"Word": "precisely", "Confidence": 0.62, "X1": 0.12581, "Y1": 0.8022, "X2": 0.23476, "Y2": 0.802, "X3": 0.23476, "Y3": 0.8188, "X4": 0.12451, "Y4": 0.8198, "page": 0, "Index": 224}, {"Word": "on", "Confidence": 0.998, "X1": 0.25032, "Y1": 0.8012, "X2": 0.27626, "Y2": 0.801, "X3": 0.27626, "Y3": 0.8188, "X4": 0.25032, "Y4": 0.8188, "page": 0, "Index": 225}, {"Word": "potential", "Confidence": 0.992, "X1": 0.29053, "Y1": 0.8012, "X2": 0.40208, "Y2": 0.801, "X3": 0.40078, "Y3": 0.8188, "X4": 0.29053, "Y4": 0.8188, "page": 0, "Index": 226}, {"Word": "advisable", "Confidence": 0.604, "X1": 0.12711, "Y1": 0.8302, "X2": 0.23346, "Y2": 0.83, "X3": 0.23087, "Y3": 0.8458, "X4": 0.12451, "Y4": 0.8458, "page": 0, "Index": 227}, {"Word": "to", "Confidence": 0.998, "X1": 0.25162, "Y1": 0.8302, "X2": 0.27497, "Y2": 0.83, "X3": 0.27237, "Y3": 0.8458, "X4": 0.24903, "Y4": 0.8458, "page": 0, "Index": 228}, {"Word": "test-market", "Confidence": 0.884, "X1": 0.29053, "Y1": 0.8292, "X2": 0.42283, "Y2": 0.829, "X3": 0.42153, "Y3": 0.8458, "X4": 0.28794, "Y4": 0.8458, "page": 0, "Index": 229}, {"Word": "any", "Confidence": 0.998, "X1": 0.43969, "Y1": 0.8292, "X2": 0.47601, "Y2": 0.829, "X3": 0.47341, "Y3": 0.8458, "X4": 0.43709, "Y4": 0.8458, "page": 0, "Index": 230}, {"Word": "public", "Confidence": 0.955, "X1": 0.49027, "Y1": 0.8292, "X2": 0.56161, "Y2": 0.829, "X3": 0.55901, "Y3": 0.8458, "X4": 0.48898, "Y4": 0.8458, "page": 0, "Index": 231}, {"Word": "communications", "Confidence": 0.851, "X1": 0.57717, "Y1": 0.8292, "X2": 0.74578, "Y2": 0.829, "X3": 0.74319, "Y3": 0.8468, "X4": 0.57588, "Y4": 0.8458, "page": 0, "Index": 232}, {"Word": "strategy", "Confidence": 0.611, "X1": 0.76005, "Y1": 0.8302, "X2": 0.85733, "Y2": 0.83, "X3": 0.85473, "Y3": 0.8468, "X4": 0.75875, "Y4": 0.8468, "page": 0, "Index": 233}, {"Word": "--", "Confidence": 0.864, "X1": 0.87419, "Y1": 0.8302, "X2": 0.89883, "Y2": 0.83, "X3": 0.89624, "Y3": 0.8468, "X4": 0.87289, "Y4": 0.8468, "page": 0, "Index": 234}, {"Word": "5", "Confidence": 0.995, "X1": 0.50584, "Y1": 0.8722, "X2": 0.51881, "Y2": 0.872, "X3": 0.51881, "Y3": 0.8868, "X4": 0.50584, "Y4": 0.8868, "page": 0, "Index": 235}, {"Word": "2073576744", "Confidence": 0.993, "X1": 0.97536, "Y1": 0.8962, "X2": 0.97406, "Y2": 0.896, "X3": 0.95201, "Y3": 0.8958, "X4": 0.95201, "Y4": 0.8018, "page": 0, "Index": 236}, {"Word": "3990027789", "Confidence": 0.981, "X1": 0.02853, "Y1": 0.9702, "X2": 0.12192, "Y2": 0.97, "X3": 0.12192, "Y3": 0.9848, "X4": 0.02724, "Y4": 0.9828, "page": 0, "Index": 237}]}
"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"
ffjw0181
0
{"lines_data": [{"Word": "CAPITAL COMMUNICATION STRATEGIES", "Confidence": 0.98433, "X1": 0.14805, "Y1": 0.0882, "X2": 0.52987, "Y2": 0.088, "X3": 0.52987, "Y3": 0.1048, "X4": 0.14805, "Y4": 0.1068, "page": 0}, {"Word": "1009 Wilson Boulevard . Buite 2003 . Arlington, Va 22209. Phone (703)-533-8910 - Fax (703)-522-7649", "Confidence": 0.61373, "X1": 0.14805, "Y1": 0.1182, "X2": 0.85714, "Y2": 0.118, "X3": 0.85714, "Y3": 0.1308, "X4": 0.14805, "Y4": 0.1328, "page": 0}, {"Word": "HAN", "Confidence": 0.983, "X1": 0.18831, "Y1": 0.1362, "X2": 0.27922, "Y2": 0.136, "X3": 0.27922, "Y3": 0.1708, "X4": 0.18571, "Y4": 0.1718, "page": 0}, {"Word": "DEPOSITION", "Confidence": 0.991, "X1": 0.11429, "Y1": 0.1682, "X2": 0.32338, "Y2": 0.168, "X3": 0.32338, "Y3": 0.1928, "X4": 0.11429, "Y4": 0.1928, "page": 0}, {"Word": "MEMORANDUM", "Confidence": 0.611, "X1": 0.47273, "Y1": 0.1872, "X2": 0.5987, "Y2": 0.187, "X3": 0.5987, "Y3": 0.2028, "X4": 0.47273, "Y4": 0.2038, "page": 0}, {"Word": "97", "Confidence": 0.538, "X1": 0.86623, "Y1": 0.1902, "X2": 0.88701, "Y2": 0.19, "X3": 0.88831, "Y3": 0.1998, "X4": 0.86883, "Y4": 0.2008, "page": 0}, {"Word": "EXHIBIT #_", "Confidence": 0.585, "X1": 0.09481, "Y1": 0.1942, "X2": 0.20649, "Y2": 0.194, "X3": 0.20649, "Y3": 0.2108, "X4": 0.09481, "Y4": 0.2128, "page": 0}, {"Word": "21\"", "Confidence": 0.207, "X1": 0.24026, "Y1": 0.1812, "X2": 0.32338, "Y2": 0.181, "X3": 0.32338, "Y3": 0.2098, "X4": 0.24156, "Y4": 0.2098, "page": 0}, {"Word": "TAN", "Confidence": 0.605, "X1": 0.25325, "Y1": 0.2122, "X2": 0.2961, "Y2": 0.212, "X3": 0.29481, "Y3": 0.2268, "X4": 0.25325, "Y4": 0.2268, "page": 0}, {"Word": "FOR ID", "Confidence": 0.9975, "X1": 0.14286, "Y1": 0.2112, "X2": 0.22727, "Y2": 0.211, "X3": 0.22727, "Y3": 0.2298, "X4": 0.14286, "Y4": 0.2288, "page": 0}, {"Word": "NOV 3 0", "Confidence": 0.96533, "X1": 0.78571, "Y1": 0.2332, "X2": 0.85974, "Y2": 0.233, "X3": 0.85974, "Y3": 0.2498, "X4": 0.78442, "Y4": 0.2488, "page": 0}, {"Word": "MAY 2 4 2002", "Confidence": 0.994, "X1": 0.13117, "Y1": 0.2412, "X2": 0.28701, "Y2": 0.241, "X3": 0.28701, "Y3": 0.2648, "X4": 0.12987, "Y4": 0.2618, "page": 0}, {"Word": "TO:", "Confidence": 0.991, "X1": 0.14545, "Y1": 0.2642, "X2": 0.18182, "Y2": 0.264, "X3": 0.18052, "Y3": 0.2768, "X4": 0.14545, "Y4": 0.2768, "page": 0}, {"Word": "Stove Parrish", "Confidence": 0.803, "X1": 0.32338, "Y1": 0.2612, "X2": 0.48442, "Y2": 0.261, "X3": 0.48442, "Y3": 0.2768, "X4": 0.32338, "Y4": 0.2778, "page": 0}, {"Word": "MARC S. FIRESTONE", "Confidence": 0.661, "X1": 0.72727, "Y1": 0.2772, "X2": 0.95065, "Y2": 0.277, "X3": 0.94935, "Y3": 0.2958, "X4": 0.72597, "Y4": 0.2908, "page": 0}, {"Word": "FROM:", "Confidence": 0.655, "X1": 0.14416, "Y1": 0.2922, "X2": 0.20519, "Y2": 0.292, "X3": 0.20519, "Y3": 0.3058, "X4": 0.14416, "Y4": 0.3058, "page": 0}, {"Word": "David Doak", "Confidence": 0.987, "X1": 0.32078, "Y1": 0.2912, "X2": 0.44545, "Y2": 0.291, "X3": 0.44545, "Y3": 0.3048, "X4": 0.32078, "Y4": 0.3058, "page": 0}, {"Word": "Bob Bhrum", "Confidence": 0.887, "X1": 0.32338, "Y1": 0.3062, "X2": 0.43636, "Y2": 0.306, "X3": 0.43636, "Y3": 0.3198, "X4": 0.32338, "Y4": 0.3188, "page": 0}, {"Word": "Peter Harrie", "Confidence": 0.8255, "X1": 0.32078, "Y1": 0.3212, "X2": 0.47143, "Y2": 0.321, "X3": 0.47143, "Y3": 0.3358, "X4": 0.32078, "Y4": 0.3348, "page": 0}, {"Word": "RE:", "Confidence": 0.959, "X1": 0.14026, "Y1": 0.3502, "X2": 0.18052, "Y2": 0.35, "X3": 0.18052, "Y3": 0.3638, "X4": 0.13896, "Y4": 0.3648, "page": 0}, {"Word": "PM Communications Strategy", "Confidence": 0.69967, "X1": 0.31948, "Y1": 0.3472, "X2": 0.63247, "Y2": 0.347, "X3": 0.63247, "Y3": 0.3658, "X4": 0.31948, "Y4": 0.3648, "page": 0}, {"Word": "DATE:", "Confidence": 0.856, "X1": 0.13896, "Y1": 0.3792, "X2": 0.2039, "Y2": 0.379, "X3": 0.2039, "Y3": 0.3928, "X4": 0.13896, "Y4": 0.3928, "page": 0}, {"Word": "November 1, 1994", "Confidence": 0.75767, "X1": 0.31818, "Y1": 0.3772, "X2": 0.51429, "Y2": 0.377, "X3": 0.51429, "Y3": 0.3938, "X4": 0.31818, "Y4": 0.3948, "page": 0}, {"Word": "This is a plan to improve the reaction and external", "Confidence": 0.9088, "X1": 0.1974, "Y1": 0.4952, "X2": 0.91039, "Y2": 0.495, "X3": 0.91169, "Y3": 0.5128, "X4": 0.1974, "Y4": 0.5138, "page": 0}, {"Word": "communication of the company as it responda to a changing", "Confidence": 0.907, "X1": 0.13766, "Y1": 0.5242, "X2": 0.91169, "Y2": 0.524, "X3": 0.91169, "Y3": 0.5428, "X4": 0.13766, "Y4": 0.5438, "page": 0}, {"Word": "environmont. PM must react in a political response time frame", "Confidence": 0.8498, "X1": 0.13636, "Y1": 0.5552, "X2": 0.91299, "Y2": 0.555, "X3": 0.91299, "Y3": 0.5728, "X4": 0.13636, "Y4": 0.5728, "page": 0}, {"Word": "rather than in the one traditionally associated with corporate", "Confidence": 0.92333, "X1": 0.13247, "Y1": 0.5842, "X2": 0.91169, "Y2": 0.584, "X3": 0.91169, "Y3": 0.6018, "X4": 0.13247, "Y4": 0.6018, "page": 0}, {"Word": "Communication. Historically, corporations have functioned in &", "Confidence": 0.78271, "X1": 0.13377, "Y1": 0.6132, "X2": 0.91039, "Y2": 0.613, "X3": 0.91039, "Y3": 0.6298, "X4": 0.13377, "Y4": 0.6308, "page": 0}, {"Word": "business news cycle, where the dialogue is usually conducted over", "Confidence": 0.9058, "X1": 0.12857, "Y1": 0.6422, "X2": 0.90779, "Y2": 0.642, "X3": 0.90779, "Y3": 0.6598, "X4": 0.12857, "Y4": 0.6608, "page": 0}, {"Word": "weeks or a few days instead of hours. Rapid reaction -- the", "Confidence": 0.89358, "X1": 0.12987, "Y1": 0.6732, "X2": 0.90779, "Y2": 0.673, "X3": 0.90779, "Y3": 0.6898, "X4": 0.12987, "Y4": 0.6908, "page": 0}, {"Word": "ability to respond quickly and strategically -- is essential to", "Confidence": 0.9345, "X1": 0.12987, "Y1": 0.7032, "X2": 0.90909, "Y2": 0.703, "X3": 0.90909, "Y3": 0.7208, "X4": 0.12987, "Y4": 0.7228, "page": 0}, {"Word": "Philip Morris' and the tobaooo industry's unique situation.", "Confidence": 0.87238, "X1": 0.12987, "Y1": 0.7332, "X2": 0.9039, "Y2": 0.733, "X3": 0.9039, "Y3": 0.7508, "X4": 0.12987, "Y4": 0.7518, "page": 0}, {"Word": "External communication cannot be made more efficient without", "Confidence": 0.92413, "X1": 0.12857, "Y1": 0.7612, "X2": 0.90519, "Y2": 0.761, "X3": 0.90519, "Y3": 0.7798, "X4": 0.12857, "Y4": 0.7808, "page": 0}, {"Word": "greater efficiency of internal communication as well. Thus the", "Confidence": 0.92333, "X1": 0.12857, "Y1": 0.7912, "X2": 0.90519, "Y2": 0.791, "X3": 0.90519, "Y3": 0.8088, "X4": 0.12857, "Y4": 0.8118, "page": 0}, {"Word": "strategy outlined in this plan has four overall purposes:", "Confidence": 0.97789, "X1": 0.12727, "Y1": 0.8222, "X2": 0.8026, "Y2": 0.822, "X3": 0.8026, "Y3": 0.8398, "X4": 0.12727, "Y4": 0.8418, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.50909, "Y1": 0.8702, "X2": 0.52078, "Y2": 0.87, "X3": 0.52078, "Y3": 0.8858, "X4": 0.50909, "Y4": 0.8858, "page": 0}, {"Word": "2073576740A", "Confidence": 0.968, "X1": 0.96364, "Y1": 0.9112, "X2": 0.95325, "Y2": 0.911, "X3": 0.92857, "Y3": 0.9088, "X4": 0.93896, "Y4": 0.7908, "page": 0}, {"Word": "3990027785", "Confidence": 0.993, "X1": 0.02597, "Y1": 0.9692, "X2": 0.12468, "Y2": 0.969, "X3": 0.12468, "Y3": 0.9838, "X4": 0.02597, "Y4": 0.9838, "page": 0}], "words_data": [{"Word": "CAPITAL", "Confidence": 0.995, "X1": 0.14935, "Y1": 0.0902, "X2": 0.23247, "Y2": 0.09, "X3": 0.23377, "Y3": 0.1058, "X4": 0.14935, "Y4": 0.1068, "page": 0, "Index": 0}, {"Word": "COMMUNICATION", "Confidence": 0.97, "X1": 0.24286, "Y1": 0.0892, "X2": 0.4, "Y2": 0.089, "X3": 0.4, "Y3": 0.1048, "X4": 0.24286, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "STRATEGIES", "Confidence": 0.988, "X1": 0.41299, "Y1": 0.0902, "X2": 0.52987, "Y2": 0.09, "X3": 0.52857, "Y3": 0.1058, "X4": 0.41299, "Y4": 0.1048, "page": 0, "Index": 2}, {"Word": "1009", "Confidence": 0.742, "X1": 0.14935, "Y1": 0.1212, "X2": 0.17922, "Y2": 0.121, "X3": 0.17922, "Y3": 0.1328, "X4": 0.14935, "Y4": 0.1328, "page": 0, "Index": 3}, {"Word": "Wilson", "Confidence": 0.696, "X1": 0.18442, "Y1": 0.1212, "X2": 0.22987, "Y2": 0.121, "X3": 0.22987, "Y3": 0.1328, "X4": 0.18442, "Y4": 0.1328, "page": 0, "Index": 4}, {"Word": "Boulevard", "Confidence": 0.537, "X1": 0.23377, "Y1": 0.1202, "X2": 0.3013, "Y2": 0.12, "X3": 0.3013, "Y3": 0.1328, "X4": 0.23377, "Y4": 0.1328, "page": 0, "Index": 5}, {"Word": ".", "Confidence": 0.956, "X1": 0.30519, "Y1": 0.1202, "X2": 0.31558, "Y2": 0.12, "X3": 0.31558, "Y3": 0.1328, "X4": 0.30519, "Y4": 0.1328, "page": 0, "Index": 6}, {"Word": "Buite", "Confidence": 0.628, "X1": 0.31948, "Y1": 0.1202, "X2": 0.35974, "Y2": 0.12, "X3": 0.35974, "Y3": 0.1328, "X4": 0.31818, "Y4": 0.1328, "page": 0, "Index": 7}, {"Word": "2003", "Confidence": 0.612, "X1": 0.36494, "Y1": 0.1202, "X2": 0.39481, "Y2": 0.12, "X3": 0.39351, "Y3": 0.1318, "X4": 0.36364, "Y4": 0.1328, "page": 0, "Index": 8}, {"Word": ".", "Confidence": 0.546, "X1": 0.3987, "Y1": 0.1192, "X2": 0.41039, "Y2": 0.119, "X3": 0.40909, "Y3": 0.1318, "X4": 0.3987, "Y4": 0.1318, "page": 0, "Index": 9}, {"Word": "Arlington,", "Confidence": 0.65, "X1": 0.41429, "Y1": 0.1192, "X2": 0.48701, "Y2": 0.119, "X3": 0.48701, "Y3": 0.1318, "X4": 0.41429, "Y4": 0.1318, "page": 0, "Index": 10}, {"Word": "Va", "Confidence": 0.765, "X1": 0.49091, "Y1": 0.1192, "X2": 0.50909, "Y2": 0.119, "X3": 0.50779, "Y3": 0.1318, "X4": 0.48961, "Y4": 0.1318, "page": 0, "Index": 11}, {"Word": "22209.", "Confidence": 0.726, "X1": 0.51169, "Y1": 0.1192, "X2": 0.55714, "Y2": 0.119, "X3": 0.55584, "Y3": 0.1318, "X4": 0.51169, "Y4": 0.1318, "page": 0, "Index": 12}, {"Word": "Phone", "Confidence": 0.673, "X1": 0.55974, "Y1": 0.1192, "X2": 0.6, "Y2": 0.119, "X3": 0.5987, "Y3": 0.1318, "X4": 0.55974, "Y4": 0.1318, "page": 0, "Index": 13}, {"Word": "(703)-533-8910", "Confidence": 0.703, "X1": 0.6039, "Y1": 0.1192, "X2": 0.70649, "Y2": 0.119, "X3": 0.70519, "Y3": 0.1318, "X4": 0.6026, "Y4": 0.1318, "page": 0, "Index": 14}, {"Word": "-", "Confidence": 0.315, "X1": 0.71039, "Y1": 0.1192, "X2": 0.72078, "Y2": 0.119, "X3": 0.71948, "Y3": 0.1318, "X4": 0.70909, "Y4": 0.1318, "page": 0, "Index": 15}, {"Word": "Fax", "Confidence": 0.066, "X1": 0.72468, "Y1": 0.1192, "X2": 0.74805, "Y2": 0.119, "X3": 0.74675, "Y3": 0.1318, "X4": 0.72338, "Y4": 0.1318, "page": 0, "Index": 16}, {"Word": "(703)-522-7649", "Confidence": 0.591, "X1": 0.75065, "Y1": 0.1192, "X2": 0.85714, "Y2": 0.119, "X3": 0.85584, "Y3": 0.1318, "X4": 0.74935, "Y4": 0.1318, "page": 0, "Index": 17}, {"Word": "HAN", "Confidence": 0.983, "X1": 0.18701, "Y1": 0.1352, "X2": 0.27532, "Y2": 0.135, "X3": 0.27532, "Y3": 0.1718, "X4": 0.18701, "Y4": 0.1718, "page": 0, "Index": 18}, {"Word": "DEPOSITION", "Confidence": 0.991, "X1": 0.11558, "Y1": 0.1692, "X2": 0.31429, "Y2": 0.169, "X3": 0.31429, "Y3": 0.1938, "X4": 0.11558, "Y4": 0.1928, "page": 0, "Index": 19}, {"Word": "MEMORANDUM", "Confidence": 0.611, "X1": 0.47532, "Y1": 0.1872, "X2": 0.59221, "Y2": 0.187, "X3": 0.59221, "Y3": 0.2038, "X4": 0.47403, "Y4": 0.2038, "page": 0, "Index": 20}, {"Word": "97", "Confidence": 0.538, "X1": 0.87013, "Y1": 0.1902, "X2": 0.88571, "Y2": 0.19, "X3": 0.88701, "Y3": 0.1998, "X4": 0.87143, "Y4": 0.2008, "page": 0, "Index": 21}, {"Word": "EXHIBIT", "Confidence": 0.994, "X1": 0.0961, "Y1": 0.1952, "X2": 0.17922, "Y2": 0.195, "X3": 0.17792, "Y3": 0.2128, "X4": 0.09481, "Y4": 0.2128, "page": 0, "Index": 22}, {"Word": "#_", "Confidence": 0.176, "X1": 0.18312, "Y1": 0.1952, "X2": 0.20779, "Y2": 0.195, "X3": 0.20779, "Y3": 0.2118, "X4": 0.18312, "Y4": 0.2118, "page": 0, "Index": 23}, {"Word": "21\"", "Confidence": 0.207, "X1": 0.24545, "Y1": 0.1812, "X2": 0.31429, "Y2": 0.181, "X3": 0.31558, "Y3": 0.2098, "X4": 0.24545, "Y4": 0.2108, "page": 0, "Index": 24}, {"Word": "TAN", "Confidence": 0.605, "X1": 0.25325, "Y1": 0.2122, "X2": 0.28831, "Y2": 0.212, "X3": 0.28831, "Y3": 0.2268, "X4": 0.25325, "Y4": 0.2268, "page": 0, "Index": 25}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.14416, "Y1": 0.2132, "X2": 0.18182, "Y2": 0.213, "X3": 0.18182, "Y3": 0.2288, "X4": 0.14416, "Y4": 0.2268, "page": 0, "Index": 26}, {"Word": "ID", "Confidence": 0.997, "X1": 0.19221, "Y1": 0.2122, "X2": 0.21299, "Y2": 0.212, "X3": 0.21299, "Y3": 0.2298, "X4": 0.19221, "Y4": 0.2298, "page": 0, "Index": 27}, {"Word": "NOV", "Confidence": 0.994, "X1": 0.78571, "Y1": 0.2332, "X2": 0.82078, "Y2": 0.233, "X3": 0.81948, "Y3": 0.2498, "X4": 0.78571, "Y4": 0.2488, "page": 0, "Index": 28}, {"Word": "3", "Confidence": 0.998, "X1": 0.82468, "Y1": 0.2332, "X2": 0.83766, "Y2": 0.233, "X3": 0.83766, "Y3": 0.2498, "X4": 0.82468, "Y4": 0.2498, "page": 0, "Index": 29}, {"Word": "0", "Confidence": 0.904, "X1": 0.84286, "Y1": 0.2342, "X2": 0.85455, "Y2": 0.234, "X3": 0.85455, "Y3": 0.2508, "X4": 0.84286, "Y4": 0.2508, "page": 0, "Index": 30}, {"Word": "MAY", "Confidence": 0.991, "X1": 0.13247, "Y1": 0.2392, "X2": 0.18442, "Y2": 0.239, "X3": 0.18312, "Y3": 0.2618, "X4": 0.13117, "Y4": 0.2618, "page": 0, "Index": 31}, {"Word": "2", "Confidence": 0.998, "X1": 0.19091, "Y1": 0.2392, "X2": 0.20519, "Y2": 0.239, "X3": 0.2026, "Y3": 0.2628, "X4": 0.18831, "Y4": 0.2618, "page": 0, "Index": 32}, {"Word": "4", "Confidence": 0.996, "X1": 0.21039, "Y1": 0.2402, "X2": 0.22727, "Y2": 0.24, "X3": 0.22468, "Y3": 0.2628, "X4": 0.20909, "Y4": 0.2628, "page": 0, "Index": 33}, {"Word": "2002", "Confidence": 0.991, "X1": 0.23247, "Y1": 0.2412, "X2": 0.28701, "Y2": 0.241, "X3": 0.28571, "Y3": 0.2658, "X4": 0.23117, "Y4": 0.2638, "page": 0, "Index": 34}, {"Word": "TO:", "Confidence": 0.991, "X1": 0.14675, "Y1": 0.2642, "X2": 0.18052, "Y2": 0.264, "X3": 0.18052, "Y3": 0.2768, "X4": 0.14675, "Y4": 0.2768, "page": 0, "Index": 35}, {"Word": "Stove", "Confidence": 0.655, "X1": 0.32468, "Y1": 0.2622, "X2": 0.38442, "Y2": 0.262, "X3": 0.38312, "Y3": 0.2768, "X4": 0.32468, "Y4": 0.2768, "page": 0, "Index": 36}, {"Word": "Parrish", "Confidence": 0.951, "X1": 0.39481, "Y1": 0.2612, "X2": 0.48052, "Y2": 0.261, "X3": 0.47922, "Y3": 0.2778, "X4": 0.39481, "Y4": 0.2768, "page": 0, "Index": 37}, {"Word": "MARC", "Confidence": 0.29, "X1": 0.73247, "Y1": 0.2742, "X2": 0.7987, "Y2": 0.274, "X3": 0.7974, "Y3": 0.2928, "X4": 0.72987, "Y4": 0.2918, "page": 0, "Index": 38}, {"Word": "S.", "Confidence": 0.982, "X1": 0.8039, "Y1": 0.2742, "X2": 0.82468, "Y2": 0.274, "X3": 0.82338, "Y3": 0.2928, "X4": 0.8013, "Y4": 0.2928, "page": 0, "Index": 39}, {"Word": "FIRESTONE", "Confidence": 0.711, "X1": 0.82857, "Y1": 0.2772, "X2": 0.94805, "Y2": 0.277, "X3": 0.94805, "Y3": 0.2968, "X4": 0.82727, "Y4": 0.2928, "page": 0, "Index": 40}, {"Word": "FROM:", "Confidence": 0.655, "X1": 0.14416, "Y1": 0.2922, "X2": 0.20519, "Y2": 0.292, "X3": 0.20519, "Y3": 0.3068, "X4": 0.14545, "Y4": 0.3068, "page": 0, "Index": 41}, {"Word": "David", "Confidence": 0.993, "X1": 0.32208, "Y1": 0.2922, "X2": 0.38182, "Y2": 0.292, "X3": 0.38052, "Y3": 0.3058, "X4": 0.32208, "Y4": 0.3058, "page": 0, "Index": 42}, {"Word": "Doak", "Confidence": 0.981, "X1": 0.39351, "Y1": 0.2922, "X2": 0.44156, "Y2": 0.292, "X3": 0.44026, "Y3": 0.3058, "X4": 0.39351, "Y4": 0.3058, "page": 0, "Index": 43}, {"Word": "Bob", "Confidence": 0.991, "X1": 0.32468, "Y1": 0.3072, "X2": 0.35714, "Y2": 0.307, "X3": 0.35584, "Y3": 0.3198, "X4": 0.32468, "Y4": 0.3198, "page": 0, "Index": 44}, {"Word": "Bhrum", "Confidence": 0.783, "X1": 0.37013, "Y1": 0.3082, "X2": 0.42987, "Y2": 0.308, "X3": 0.42727, "Y3": 0.3198, "X4": 0.37013, "Y4": 0.3198, "page": 0, "Index": 45}, {"Word": "Peter", "Confidence": 0.996, "X1": 0.32208, "Y1": 0.3212, "X2": 0.38052, "Y2": 0.321, "X3": 0.38052, "Y3": 0.3348, "X4": 0.32208, "Y4": 0.3358, "page": 0, "Index": 46}, {"Word": "Harrie", "Confidence": 0.655, "X1": 0.39221, "Y1": 0.3222, "X2": 0.46494, "Y2": 0.322, "X3": 0.46494, "Y3": 0.3358, "X4": 0.39221, "Y4": 0.3348, "page": 0, "Index": 47}, {"Word": "RE:", "Confidence": 0.959, "X1": 0.14026, "Y1": 0.3502, "X2": 0.17922, "Y2": 0.35, "X3": 0.17922, "Y3": 0.3648, "X4": 0.14156, "Y4": 0.3648, "page": 0, "Index": 48}, {"Word": "PM", "Confidence": 0.547, "X1": 0.32078, "Y1": 0.3482, "X2": 0.34545, "Y2": 0.348, "X3": 0.34416, "Y3": 0.3648, "X4": 0.31948, "Y4": 0.3648, "page": 0, "Index": 49}, {"Word": "Communications", "Confidence": 0.681, "X1": 0.35584, "Y1": 0.3482, "X2": 0.52338, "Y2": 0.348, "X3": 0.52338, "Y3": 0.3648, "X4": 0.35455, "Y4": 0.3648, "page": 0, "Index": 50}, {"Word": "Strategy", "Confidence": 0.871, "X1": 0.53117, "Y1": 0.3482, "X2": 0.62987, "Y2": 0.348, "X3": 0.62987, "Y3": 0.3668, "X4": 0.53117, "Y4": 0.3648, "page": 0, "Index": 51}, {"Word": "DATE:", "Confidence": 0.856, "X1": 0.14156, "Y1": 0.3802, "X2": 0.2026, "Y2": 0.38, "X3": 0.2026, "Y3": 0.3938, "X4": 0.14026, "Y4": 0.3938, "page": 0, "Index": 52}, {"Word": "November", "Confidence": 0.607, "X1": 0.31948, "Y1": 0.3782, "X2": 0.41558, "Y2": 0.378, "X3": 0.41558, "Y3": 0.3938, "X4": 0.31948, "Y4": 0.3938, "page": 0, "Index": 53}, {"Word": "1,", "Confidence": 0.711, "X1": 0.42857, "Y1": 0.3782, "X2": 0.45325, "Y2": 0.378, "X3": 0.45325, "Y3": 0.3938, "X4": 0.42727, "Y4": 0.3938, "page": 0, "Index": 54}, {"Word": "1994", "Confidence": 0.955, "X1": 0.46364, "Y1": 0.3782, "X2": 0.51039, "Y2": 0.378, "X3": 0.51039, "Y3": 0.3948, "X4": 0.46234, "Y4": 0.3938, "page": 0, "Index": 55}, {"Word": "This", "Confidence": 0.65, "X1": 0.1974, "Y1": 0.4972, "X2": 0.24545, "Y2": 0.497, "X3": 0.24545, "Y3": 0.5128, "X4": 0.1987, "Y4": 0.5128, "page": 0, "Index": 56}, {"Word": "is", "Confidence": 0.967, "X1": 0.26623, "Y1": 0.4972, "X2": 0.29221, "Y2": 0.497, "X3": 0.29221, "Y3": 0.5128, "X4": 0.26623, "Y4": 0.5128, "page": 0, "Index": 57}, {"Word": "a", "Confidence": 0.991, "X1": 0.31429, "Y1": 0.4972, "X2": 0.32727, "Y2": 0.497, "X3": 0.32727, "Y3": 0.5138, "X4": 0.31558, "Y4": 0.5138, "page": 0, "Index": 58}, {"Word": "plan", "Confidence": 0.945, "X1": 0.35065, "Y1": 0.4972, "X2": 0.4, "Y2": 0.497, "X3": 0.4013, "Y3": 0.5138, "X4": 0.35195, "Y4": 0.5138, "page": 0, "Index": 59}, {"Word": "to", "Confidence": 0.998, "X1": 0.42468, "Y1": 0.4962, "X2": 0.44805, "Y2": 0.496, "X3": 0.44935, "Y3": 0.5138, "X4": 0.42468, "Y4": 0.5138, "page": 0, "Index": 60}, {"Word": "improve", "Confidence": 0.932, "X1": 0.47013, "Y1": 0.4962, "X2": 0.55455, "Y2": 0.496, "X3": 0.55455, "Y3": 0.5138, "X4": 0.47013, "Y4": 0.5138, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.57662, "Y1": 0.4962, "X2": 0.61299, "Y2": 0.496, "X3": 0.61299, "Y3": 0.5138, "X4": 0.57662, "Y4": 0.5138, "page": 0, "Index": 62}, {"Word": "reaction", "Confidence": 0.941, "X1": 0.63377, "Y1": 0.4962, "X2": 0.72987, "Y2": 0.496, "X3": 0.72987, "Y3": 0.5128, "X4": 0.63377, "Y4": 0.5138, "page": 0, "Index": 63}, {"Word": "and", "Confidence": 0.998, "X1": 0.75195, "Y1": 0.4962, "X2": 0.78961, "Y2": 0.496, "X3": 0.78961, "Y3": 0.5128, "X4": 0.75195, "Y4": 0.5128, "page": 0, "Index": 64}, {"Word": "external", "Confidence": 0.668, "X1": 0.81039, "Y1": 0.4952, "X2": 0.90909, "Y2": 0.495, "X3": 0.90909, "Y3": 0.5118, "X4": 0.81039, "Y4": 0.5128, "page": 0, "Index": 65}, {"Word": "communication", "Confidence": 0.991, "X1": 0.13896, "Y1": 0.5272, "X2": 0.29091, "Y2": 0.527, "X3": 0.28961, "Y3": 0.5428, "X4": 0.13766, "Y4": 0.5418, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.31299, "Y1": 0.5272, "X2": 0.34026, "Y2": 0.527, "X3": 0.34026, "Y3": 0.5428, "X4": 0.31299, "Y4": 0.5428, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.998, "X1": 0.36234, "Y1": 0.5272, "X2": 0.3987, "Y2": 0.527, "X3": 0.3974, "Y3": 0.5438, "X4": 0.36234, "Y4": 0.5438, "page": 0, "Index": 68}, {"Word": "company", "Confidence": 0.996, "X1": 0.41688, "Y1": 0.5272, "X2": 0.5013, "Y2": 0.527, "X3": 0.5013, "Y3": 0.5438, "X4": 0.41688, "Y4": 0.5438, "page": 0, "Index": 69}, {"Word": "as", "Confidence": 0.346, "X1": 0.52208, "Y1": 0.5272, "X2": 0.54675, "Y2": 0.527, "X3": 0.54545, "Y3": 0.5438, "X4": 0.52208, "Y4": 0.5438, "page": 0, "Index": 70}, {"Word": "it", "Confidence": 0.998, "X1": 0.56753, "Y1": 0.5262, "X2": 0.59221, "Y2": 0.526, "X3": 0.59221, "Y3": 0.5438, "X4": 0.56623, "Y4": 0.5438, "page": 0, "Index": 71}, {"Word": "responda", "Confidence": 0.753, "X1": 0.61299, "Y1": 0.5262, "X2": 0.70909, "Y2": 0.526, "X3": 0.70909, "Y3": 0.5438, "X4": 0.61299, "Y4": 0.5438, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.998, "X1": 0.72987, "Y1": 0.5262, "X2": 0.75455, "Y2": 0.526, "X3": 0.75455, "Y3": 0.5438, "X4": 0.72987, "Y4": 0.5438, "page": 0, "Index": 73}, {"Word": "a", "Confidence": 0.996, "X1": 0.77532, "Y1": 0.5262, "X2": 0.78701, "Y2": 0.526, "X3": 0.78701, "Y3": 0.5438, "X4": 0.77532, "Y4": 0.5438, "page": 0, "Index": 74}, {"Word": "changing", "Confidence": 0.996, "X1": 0.80779, "Y1": 0.5252, "X2": 0.90779, "Y2": 0.525, "X3": 0.90779, "Y3": 0.5428, "X4": 0.80779, "Y4": 0.5438, "page": 0, "Index": 75}, {"Word": "environmont.", "Confidence": 0.565, "X1": 0.13766, "Y1": 0.5572, "X2": 0.28052, "Y2": 0.557, "X3": 0.27922, "Y3": 0.5718, "X4": 0.13636, "Y4": 0.5708, "page": 0, "Index": 76}, {"Word": "PM", "Confidence": 0.993, "X1": 0.30909, "Y1": 0.5562, "X2": 0.33506, "Y2": 0.556, "X3": 0.33377, "Y3": 0.5728, "X4": 0.30909, "Y4": 0.5728, "page": 0, "Index": 77}, {"Word": "must", "Confidence": 0.963, "X1": 0.34805, "Y1": 0.5562, "X2": 0.3987, "Y2": 0.556, "X3": 0.3974, "Y3": 0.5728, "X4": 0.34675, "Y4": 0.5728, "page": 0, "Index": 78}, {"Word": "react", "Confidence": 0.688, "X1": 0.41169, "Y1": 0.5562, "X2": 0.47403, "Y2": 0.556, "X3": 0.47273, "Y3": 0.5738, "X4": 0.41039, "Y4": 0.5728, "page": 0, "Index": 79}, {"Word": "in", "Confidence": 0.998, "X1": 0.48571, "Y1": 0.5562, "X2": 0.50909, "Y2": 0.556, "X3": 0.50909, "Y3": 0.5738, "X4": 0.48442, "Y4": 0.5738, "page": 0, "Index": 80}, {"Word": "a", "Confidence": 0.652, "X1": 0.52338, "Y1": 0.5562, "X2": 0.53636, "Y2": 0.556, "X3": 0.53506, "Y3": 0.5738, "X4": 0.52338, "Y4": 0.5738, "page": 0, "Index": 81}, {"Word": "political", "Confidence": 0.993, "X1": 0.54935, "Y1": 0.5562, "X2": 0.65844, "Y2": 0.556, "X3": 0.65844, "Y3": 0.5738, "X4": 0.54935, "Y4": 0.5738, "page": 0, "Index": 82}, {"Word": "response", "Confidence": 0.775, "X1": 0.67143, "Y1": 0.5552, "X2": 0.76623, "Y2": 0.555, "X3": 0.76623, "Y3": 0.5728, "X4": 0.67143, "Y4": 0.5738, "page": 0, "Index": 83}, {"Word": "time", "Confidence": 0.985, "X1": 0.78312, "Y1": 0.5552, "X2": 0.83247, "Y2": 0.555, "X3": 0.83117, "Y3": 0.5728, "X4": 0.78182, "Y4": 0.5728, "page": 0, "Index": 84}, {"Word": "frame", "Confidence": 0.886, "X1": 0.84545, "Y1": 0.5552, "X2": 0.90909, "Y2": 0.555, "X3": 0.90779, "Y3": 0.5718, "X4": 0.84416, "Y4": 0.5728, "page": 0, "Index": 85}, {"Word": "rather", "Confidence": 0.994, "X1": 0.13506, "Y1": 0.5852, "X2": 0.20779, "Y2": 0.585, "X3": 0.20779, "Y3": 0.6018, "X4": 0.13506, "Y4": 0.6008, "page": 0, "Index": 86}, {"Word": "than", "Confidence": 0.982, "X1": 0.22208, "Y1": 0.5852, "X2": 0.27013, "Y2": 0.585, "X3": 0.27013, "Y3": 0.6018, "X4": 0.22338, "Y4": 0.6018, "page": 0, "Index": 87}, {"Word": "in", "Confidence": 0.997, "X1": 0.28442, "Y1": 0.5852, "X2": 0.31039, "Y2": 0.585, "X3": 0.31039, "Y3": 0.6018, "X4": 0.28571, "Y4": 0.6018, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.32727, "Y1": 0.5842, "X2": 0.36494, "Y2": 0.584, "X3": 0.36494, "Y3": 0.6028, "X4": 0.32727, "Y4": 0.6018, "page": 0, "Index": 89}, {"Word": "one", "Confidence": 0.892, "X1": 0.37792, "Y1": 0.5842, "X2": 0.41558, "Y2": 0.584, "X3": 0.41558, "Y3": 0.6028, "X4": 0.37792, "Y4": 0.6028, "page": 0, "Index": 90}, {"Word": "traditionally", "Confidence": 0.991, "X1": 0.43117, "Y1": 0.5842, "X2": 0.58312, "Y2": 0.584, "X3": 0.58312, "Y3": 0.6028, "X4": 0.43117, "Y4": 0.6028, "page": 0, "Index": 91}, {"Word": "associated", "Confidence": 0.612, "X1": 0.5987, "Y1": 0.5842, "X2": 0.71818, "Y2": 0.584, "X3": 0.71818, "Y3": 0.6018, "X4": 0.5987, "Y4": 0.6028, "page": 0, "Index": 92}, {"Word": "with", "Confidence": 0.98, "X1": 0.73117, "Y1": 0.5842, "X2": 0.78052, "Y2": 0.584, "X3": 0.78182, "Y3": 0.6018, "X4": 0.73117, "Y4": 0.6018, "page": 0, "Index": 93}, {"Word": "corporate", "Confidence": 0.864, "X1": 0.79481, "Y1": 0.5842, "X2": 0.90649, "Y2": 0.584, "X3": 0.90649, "Y3": 0.6008, "X4": 0.79481, "Y4": 0.6018, "page": 0, "Index": 94}, {"Word": "Communication.", "Confidence": 0.991, "X1": 0.13506, "Y1": 0.6142, "X2": 0.3039, "Y2": 0.614, "X3": 0.3026, "Y3": 0.6308, "X4": 0.13377, "Y4": 0.6298, "page": 0, "Index": 95}, {"Word": "Historically,", "Confidence": 0.686, "X1": 0.32987, "Y1": 0.6142, "X2": 0.48701, "Y2": 0.614, "X3": 0.48701, "Y3": 0.6308, "X4": 0.32857, "Y4": 0.6308, "page": 0, "Index": 96}, {"Word": "corporations", "Confidence": 0.799, "X1": 0.4974, "Y1": 0.6132, "X2": 0.64286, "Y2": 0.613, "X3": 0.64286, "Y3": 0.6308, "X4": 0.4974, "Y4": 0.6308, "page": 0, "Index": 97}, {"Word": "have", "Confidence": 0.983, "X1": 0.65455, "Y1": 0.6132, "X2": 0.7039, "Y2": 0.613, "X3": 0.7039, "Y3": 0.6308, "X4": 0.65455, "Y4": 0.6308, "page": 0, "Index": 98}, {"Word": "functioned", "Confidence": 0.96, "X1": 0.71688, "Y1": 0.6132, "X2": 0.83636, "Y2": 0.613, "X3": 0.83636, "Y3": 0.6298, "X4": 0.71688, "Y4": 0.6308, "page": 0, "Index": 99}, {"Word": "in", "Confidence": 0.998, "X1": 0.85195, "Y1": 0.6132, "X2": 0.87662, "Y2": 0.613, "X3": 0.87662, "Y3": 0.6298, "X4": 0.85195, "Y4": 0.6298, "page": 0, "Index": 100}, {"Word": "&", "Confidence": 0.062, "X1": 0.89091, "Y1": 0.6142, "X2": 0.9039, "Y2": 0.614, "X3": 0.9039, "Y3": 0.6298, "X4": 0.89091, "Y4": 0.6298, "page": 0, "Index": 101}, {"Word": "business", "Confidence": 0.948, "X1": 0.13247, "Y1": 0.6452, "X2": 0.22987, "Y2": 0.645, "X3": 0.22857, "Y3": 0.6598, "X4": 0.13117, "Y4": 0.6598, "page": 0, "Index": 102}, {"Word": "news", "Confidence": 0.955, "X1": 0.23896, "Y1": 0.6442, "X2": 0.28961, "Y2": 0.644, "X3": 0.28831, "Y3": 0.6608, "X4": 0.23766, "Y4": 0.6608, "page": 0, "Index": 103}, {"Word": "cycle,", "Confidence": 0.994, "X1": 0.2987, "Y1": 0.6442, "X2": 0.37403, "Y2": 0.644, "X3": 0.37403, "Y3": 0.6608, "X4": 0.2974, "Y4": 0.6608, "page": 0, "Index": 104}, {"Word": "where", "Confidence": 0.853, "X1": 0.38182, "Y1": 0.6432, "X2": 0.44416, "Y2": 0.643, "X3": 0.44416, "Y3": 0.6608, "X4": 0.38182, "Y4": 0.6608, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.45455, "Y1": 0.6432, "X2": 0.49091, "Y2": 0.643, "X3": 0.49091, "Y3": 0.6608, "X4": 0.45455, "Y4": 0.6608, "page": 0, "Index": 106}, {"Word": "dialogue", "Confidence": 0.658, "X1": 0.4987, "Y1": 0.6432, "X2": 0.5961, "Y2": 0.643, "X3": 0.5961, "Y3": 0.6608, "X4": 0.4987, "Y4": 0.6608, "page": 0, "Index": 107}, {"Word": "is", "Confidence": 0.991, "X1": 0.60519, "Y1": 0.6432, "X2": 0.63117, "Y2": 0.643, "X3": 0.63117, "Y3": 0.6608, "X4": 0.60519, "Y4": 0.6608, "page": 0, "Index": 108}, {"Word": "usually", "Confidence": 0.99, "X1": 0.64026, "Y1": 0.6432, "X2": 0.72468, "Y2": 0.643, "X3": 0.72468, "Y3": 0.6608, "X4": 0.64026, "Y4": 0.6608, "page": 0, "Index": 109}, {"Word": "conducted", "Confidence": 0.815, "X1": 0.73377, "Y1": 0.6432, "X2": 0.84545, "Y2": 0.643, "X3": 0.84416, "Y3": 0.6608, "X4": 0.73377, "Y4": 0.6608, "page": 0, "Index": 110}, {"Word": "over", "Confidence": 0.856, "X1": 0.85455, "Y1": 0.6432, "X2": 0.90649, "Y2": 0.643, "X3": 0.90649, "Y3": 0.6608, "X4": 0.85325, "Y4": 0.6608, "page": 0, "Index": 111}, {"Word": "weeks", "Confidence": 0.778, "X1": 0.13377, "Y1": 0.6762, "X2": 0.1961, "Y2": 0.676, "X3": 0.1961, "Y3": 0.6908, "X4": 0.13377, "Y4": 0.6908, "page": 0, "Index": 112}, {"Word": "or", "Confidence": 0.974, "X1": 0.21169, "Y1": 0.6752, "X2": 0.23636, "Y2": 0.675, "X3": 0.23636, "Y3": 0.6908, "X4": 0.21039, "Y4": 0.6908, "page": 0, "Index": 113}, {"Word": "a", "Confidence": 0.987, "X1": 0.25065, "Y1": 0.6752, "X2": 0.26494, "Y2": 0.675, "X3": 0.26494, "Y3": 0.6908, "X4": 0.25065, "Y4": 0.6908, "page": 0, "Index": 114}, {"Word": "few", "Confidence": 0.91, "X1": 0.27922, "Y1": 0.6752, "X2": 0.31948, "Y2": 0.675, "X3": 0.31948, "Y3": 0.6908, "X4": 0.27922, "Y4": 0.6908, "page": 0, "Index": 115}, {"Word": "days", "Confidence": 0.991, "X1": 0.33377, "Y1": 0.6742, "X2": 0.38442, "Y2": 0.674, "X3": 0.38442, "Y3": 0.6908, "X4": 0.33377, "Y4": 0.6908, "page": 0, "Index": 116}, {"Word": "instead", "Confidence": 0.692, "X1": 0.3961, "Y1": 0.6742, "X2": 0.48182, "Y2": 0.674, "X3": 0.48182, "Y3": 0.6908, "X4": 0.3961, "Y4": 0.6908, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.4961, "Y1": 0.6742, "X2": 0.52208, "Y2": 0.674, "X3": 0.52208, "Y3": 0.6908, "X4": 0.4961, "Y4": 0.6908, "page": 0, "Index": 118}, {"Word": "hours.", "Confidence": 0.67, "X1": 0.53636, "Y1": 0.6732, "X2": 0.60779, "Y2": 0.673, "X3": 0.60779, "Y3": 0.6908, "X4": 0.53636, "Y4": 0.6908, "page": 0, "Index": 119}, {"Word": "Rapid", "Confidence": 0.949, "X1": 0.64156, "Y1": 0.6732, "X2": 0.7013, "Y2": 0.673, "X3": 0.7013, "Y3": 0.6908, "X4": 0.64156, "Y4": 0.6908, "page": 0, "Index": 120}, {"Word": "reaction", "Confidence": 0.897, "X1": 0.71299, "Y1": 0.6732, "X2": 0.81299, "Y2": 0.673, "X3": 0.81299, "Y3": 0.6908, "X4": 0.71299, "Y4": 0.6908, "page": 0, "Index": 121}, {"Word": "--", "Confidence": 0.878, "X1": 0.82727, "Y1": 0.6732, "X2": 0.85325, "Y2": 0.673, "X3": 0.85325, "Y3": 0.6908, "X4": 0.82727, "Y4": 0.6908, "page": 0, "Index": 122}, {"Word": "the", "Confidence": 0.999, "X1": 0.87013, "Y1": 0.6742, "X2": 0.90649, "Y2": 0.674, "X3": 0.90779, "Y3": 0.6908, "X4": 0.87013, "Y4": 0.6908, "page": 0, "Index": 123}, {"Word": "ability", "Confidence": 0.888, "X1": 0.13117, "Y1": 0.7052, "X2": 0.21558, "Y2": 0.705, "X3": 0.21558, "Y3": 0.7218, "X4": 0.13117, "Y4": 0.7218, "page": 0, "Index": 124}, {"Word": "to", "Confidence": 0.998, "X1": 0.22987, "Y1": 0.7052, "X2": 0.25325, "Y2": 0.705, "X3": 0.25325, "Y3": 0.7218, "X4": 0.22857, "Y4": 0.7218, "page": 0, "Index": 125}, {"Word": "respond", "Confidence": 0.994, "X1": 0.26623, "Y1": 0.7052, "X2": 0.35195, "Y2": 0.705, "X3": 0.35195, "Y3": 0.7228, "X4": 0.26623, "Y4": 0.7228, "page": 0, "Index": 126}, {"Word": "quickly", "Confidence": 0.992, "X1": 0.36494, "Y1": 0.7052, "X2": 0.44935, "Y2": 0.705, "X3": 0.44935, "Y3": 0.7228, "X4": 0.36494, "Y4": 0.7228, "page": 0, "Index": 127}, {"Word": "and", "Confidence": 0.998, "X1": 0.46234, "Y1": 0.7042, "X2": 0.5, "Y2": 0.704, "X3": 0.5, "Y3": 0.7228, "X4": 0.46234, "Y4": 0.7228, "page": 0, "Index": 128}, {"Word": "strategically", "Confidence": 0.633, "X1": 0.51039, "Y1": 0.7042, "X2": 0.66623, "Y2": 0.704, "X3": 0.66753, "Y3": 0.7218, "X4": 0.51039, "Y4": 0.7228, "page": 0, "Index": 129}, {"Word": "--", "Confidence": 0.991, "X1": 0.67922, "Y1": 0.7042, "X2": 0.70519, "Y2": 0.704, "X3": 0.70519, "Y3": 0.7218, "X4": 0.67922, "Y4": 0.7218, "page": 0, "Index": 130}, {"Word": "is", "Confidence": 0.996, "X1": 0.71558, "Y1": 0.7042, "X2": 0.74156, "Y2": 0.704, "X3": 0.74156, "Y3": 0.7218, "X4": 0.71558, "Y4": 0.7218, "page": 0, "Index": 131}, {"Word": "essential", "Confidence": 0.857, "X1": 0.75325, "Y1": 0.7032, "X2": 0.86364, "Y2": 0.703, "X3": 0.86494, "Y3": 0.7208, "X4": 0.75455, "Y4": 0.7218, "page": 0, "Index": 132}, {"Word": "to", "Confidence": 0.998, "X1": 0.87792, "Y1": 0.7032, "X2": 0.9026, "Y2": 0.703, "X3": 0.9026, "Y3": 0.7208, "X4": 0.87922, "Y4": 0.7208, "page": 0, "Index": 133}, {"Word": "Philip", "Confidence": 0.994, "X1": 0.13117, "Y1": 0.7352, "X2": 0.2026, "Y2": 0.735, "X3": 0.2026, "Y3": 0.7518, "X4": 0.12987, "Y4": 0.7518, "page": 0, "Index": 134}, {"Word": "Morris'", "Confidence": 0.915, "X1": 0.22078, "Y1": 0.7342, "X2": 0.31039, "Y2": 0.734, "X3": 0.30909, "Y3": 0.7518, "X4": 0.22078, "Y4": 0.7518, "page": 0, "Index": 135}, {"Word": "and", "Confidence": 0.894, "X1": 0.32987, "Y1": 0.7342, "X2": 0.36753, "Y2": 0.734, "X3": 0.36623, "Y3": 0.7518, "X4": 0.32857, "Y4": 0.7518, "page": 0, "Index": 136}, {"Word": "the", "Confidence": 0.997, "X1": 0.38831, "Y1": 0.7342, "X2": 0.42468, "Y2": 0.734, "X3": 0.42338, "Y3": 0.7518, "X4": 0.38831, "Y4": 0.7518, "page": 0, "Index": 137}, {"Word": "tobaooo", "Confidence": 0.674, "X1": 0.44545, "Y1": 0.7342, "X2": 0.52727, "Y2": 0.734, "X3": 0.52727, "Y3": 0.7518, "X4": 0.44545, "Y4": 0.7518, "page": 0, "Index": 138}, {"Word": "industry's", "Confidence": 0.626, "X1": 0.54675, "Y1": 0.7342, "X2": 0.66883, "Y2": 0.734, "X3": 0.66883, "Y3": 0.7518, "X4": 0.54675, "Y4": 0.7518, "page": 0, "Index": 139}, {"Word": "unique", "Confidence": 0.93, "X1": 0.68701, "Y1": 0.7332, "X2": 0.76104, "Y2": 0.733, "X3": 0.76104, "Y3": 0.7508, "X4": 0.68701, "Y4": 0.7518, "page": 0, "Index": 140}, {"Word": "situation.", "Confidence": 0.949, "X1": 0.77922, "Y1": 0.7332, "X2": 0.9039, "Y2": 0.733, "X3": 0.9039, "Y3": 0.7508, "X4": 0.77922, "Y4": 0.7508, "page": 0, "Index": 141}, {"Word": "External", "Confidence": 0.927, "X1": 0.12987, "Y1": 0.7642, "X2": 0.22597, "Y2": 0.764, "X3": 0.22597, "Y3": 0.7798, "X4": 0.12987, "Y4": 0.7798, "page": 0, "Index": 142}, {"Word": "communication", "Confidence": 0.886, "X1": 0.24545, "Y1": 0.7642, "X2": 0.4026, "Y2": 0.764, "X3": 0.4013, "Y3": 0.7808, "X4": 0.24416, "Y4": 0.7808, "page": 0, "Index": 143}, {"Word": "cannot", "Confidence": 0.937, "X1": 0.42078, "Y1": 0.7632, "X2": 0.49351, "Y2": 0.763, "X3": 0.49221, "Y3": 0.7808, "X4": 0.41948, "Y4": 0.7808, "page": 0, "Index": 144}, {"Word": "be", "Confidence": 0.941, "X1": 0.50909, "Y1": 0.7632, "X2": 0.53506, "Y2": 0.763, "X3": 0.53506, "Y3": 0.7808, "X4": 0.50779, "Y4": 0.7808, "page": 0, "Index": 145}, {"Word": "made", "Confidence": 0.969, "X1": 0.55195, "Y1": 0.7632, "X2": 0.6039, "Y2": 0.763, "X3": 0.6026, "Y3": 0.7808, "X4": 0.55065, "Y4": 0.7808, "page": 0, "Index": 146}, {"Word": "more", "Confidence": 0.928, "X1": 0.62078, "Y1": 0.7632, "X2": 0.67013, "Y2": 0.763, "X3": 0.67013, "Y3": 0.7808, "X4": 0.61948, "Y4": 0.7808, "page": 0, "Index": 147}, {"Word": "efficient", "Confidence": 0.812, "X1": 0.68961, "Y1": 0.7622, "X2": 0.7974, "Y2": 0.762, "X3": 0.7974, "Y3": 0.7798, "X4": 0.68831, "Y4": 0.7808, "page": 0, "Index": 148}, {"Word": "without", "Confidence": 0.993, "X1": 0.81429, "Y1": 0.7612, "X2": 0.9026, "Y2": 0.761, "X3": 0.9026, "Y3": 0.7788, "X4": 0.81429, "Y4": 0.7798, "page": 0, "Index": 149}, {"Word": "greater", "Confidence": 0.993, "X1": 0.12857, "Y1": 0.7942, "X2": 0.21299, "Y2": 0.794, "X3": 0.21429, "Y3": 0.8108, "X4": 0.12987, "Y4": 0.8118, "page": 0, "Index": 150}, {"Word": "efficiency", "Confidence": 0.963, "X1": 0.22597, "Y1": 0.7942, "X2": 0.34675, "Y2": 0.794, "X3": 0.34805, "Y3": 0.8098, "X4": 0.22597, "Y4": 0.8108, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.35974, "Y1": 0.7942, "X2": 0.38571, "Y2": 0.794, "X3": 0.38571, "Y3": 0.8098, "X4": 0.35974, "Y4": 0.8098, "page": 0, "Index": 152}, {"Word": "internal", "Confidence": 0.991, "X1": 0.3974, "Y1": 0.7932, "X2": 0.49351, "Y2": 0.793, "X3": 0.49481, "Y3": 0.8098, "X4": 0.3974, "Y4": 0.8098, "page": 0, "Index": 153}, {"Word": "communication", "Confidence": 0.669, "X1": 0.5039, "Y1": 0.7922, "X2": 0.66104, "Y2": 0.792, "X3": 0.66104, "Y3": 0.8098, "X4": 0.50519, "Y4": 0.8098, "page": 0, "Index": 154}, {"Word": "as", "Confidence": 0.994, "X1": 0.67273, "Y1": 0.7922, "X2": 0.6987, "Y2": 0.792, "X3": 0.7, "Y3": 0.8098, "X4": 0.67403, "Y4": 0.8098, "page": 0, "Index": 155}, {"Word": "well.", "Confidence": 0.762, "X1": 0.71039, "Y1": 0.7922, "X2": 0.77273, "Y2": 0.792, "X3": 0.77273, "Y3": 0.8098, "X4": 0.71039, "Y4": 0.8098, "page": 0, "Index": 156}, {"Word": "Thus", "Confidence": 0.958, "X1": 0.8, "Y1": 0.7922, "X2": 0.84935, "Y2": 0.792, "X3": 0.84935, "Y3": 0.8098, "X4": 0.8, "Y4": 0.8098, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.982, "X1": 0.86364, "Y1": 0.7922, "X2": 0.9, "Y2": 0.792, "X3": 0.9013, "Y3": 0.8098, "X4": 0.86494, "Y4": 0.8098, "page": 0, "Index": 158}, {"Word": "strategy", "Confidence": 0.965, "X1": 0.12857, "Y1": 0.8242, "X2": 0.22468, "Y2": 0.824, "X3": 0.22468, "Y3": 0.8408, "X4": 0.12857, "Y4": 0.8418, "page": 0, "Index": 159}, {"Word": "outlined", "Confidence": 0.992, "X1": 0.23247, "Y1": 0.8242, "X2": 0.33117, "Y2": 0.824, "X3": 0.32987, "Y3": 0.8408, "X4": 0.23247, "Y4": 0.8408, "page": 0, "Index": 160}, {"Word": "in", "Confidence": 0.997, "X1": 0.34156, "Y1": 0.8242, "X2": 0.36623, "Y2": 0.824, "X3": 0.36623, "Y3": 0.8408, "X4": 0.34156, "Y4": 0.8408, "page": 0, "Index": 161}, {"Word": "this", "Confidence": 0.991, "X1": 0.37792, "Y1": 0.8242, "X2": 0.42597, "Y2": 0.824, "X3": 0.42597, "Y3": 0.8408, "X4": 0.37792, "Y4": 0.8408, "page": 0, "Index": 162}, {"Word": "plan", "Confidence": 0.981, "X1": 0.43636, "Y1": 0.8242, "X2": 0.48442, "Y2": 0.824, "X3": 0.48442, "Y3": 0.8408, "X4": 0.43506, "Y4": 0.8408, "page": 0, "Index": 163}, {"Word": "has", "Confidence": 0.998, "X1": 0.49221, "Y1": 0.8232, "X2": 0.53117, "Y2": 0.823, "X3": 0.53117, "Y3": 0.8408, "X4": 0.49221, "Y4": 0.8408, "page": 0, "Index": 164}, {"Word": "four", "Confidence": 0.984, "X1": 0.54026, "Y1": 0.8232, "X2": 0.59091, "Y2": 0.823, "X3": 0.59091, "Y3": 0.8408, "X4": 0.54026, "Y4": 0.8408, "page": 0, "Index": 165}, {"Word": "overall", "Confidence": 0.944, "X1": 0.6, "Y1": 0.8232, "X2": 0.68571, "Y2": 0.823, "X3": 0.68571, "Y3": 0.8408, "X4": 0.6, "Y4": 0.8408, "page": 0, "Index": 166}, {"Word": "purposes:", "Confidence": 0.949, "X1": 0.69481, "Y1": 0.8222, "X2": 0.8026, "Y2": 0.822, "X3": 0.8026, "Y3": 0.8408, "X4": 0.69481, "Y4": 0.8408, "page": 0, "Index": 167}, {"Word": "1", "Confidence": 0.991, "X1": 0.50909, "Y1": 0.8702, "X2": 0.52078, "Y2": 0.87, "X3": 0.52078, "Y3": 0.8858, "X4": 0.50909, "Y4": 0.8858, "page": 0, "Index": 168}, {"Word": "2073576740A", "Confidence": 0.968, "X1": 0.96364, "Y1": 0.8982, "X2": 0.95455, "Y2": 0.898, "X3": 0.92987, "Y3": 0.8948, "X4": 0.94156, "Y4": 0.7918, "page": 0, "Index": 169}, {"Word": "3990027785", "Confidence": 0.993, "X1": 0.02857, "Y1": 0.9702, "X2": 0.12208, "Y2": 0.97, "X3": 0.12078, "Y3": 0.9848, "X4": 0.02727, "Y4": 0.9838, "page": 0, "Index": 170}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAPoAwIDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAoopGYKpJIAHJJoAWis7SNastdt5biwkMkUUzwMxGAWU4OPUZ71o0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhAYEEZB6ilooAigt4bWPy4IkiTJbai4GTyTUtFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFVr6+tdMspby9nSC2hXdJI5wFHqas1h+LdI/t3w1d6cfNKSgb0ixukUEEqCeBkDGfegDWtbqC9tY7m2lWWGRdyOhyGHqKmrm/A+jX2g+GorC/cNKskjIobdsQsSq59hgcV0lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWfrOny6ppc1pBf3FjI44uLcgOv0zVHwfZapp/h2GDWLyW7vA75kmILbdx2gke2KAN6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqOppqL26DTZoYphIpYypuBTPzD64q9RQBG0saOiPIqu/3VJALfT1qSqVxpdldX9tfT26vc2ufJkPVM9cVdoAKjVnMkgZNqgja27O7j07VJRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBXtoGt0dXnkmLOW3SdRnsPYVYoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimqW3sCBt7HPWnUAFFFFABRRRQAUUUUAQW0U0SyCaczMzllJUDap6Lx6VPUU88VtA808qRRIMs7nAUepJrIk8Y+G4nRDrVkzvnaqShycDJ4GewoA3KKybPxLouoXT21nqdtcTxx+ayRvuIX14qG38Y+G7ofudcsSc7cGYKc+mDzQBuUVjXvivQNOvhZXurWsFyU3iOSQA49aW68UaFYj/StXs4T5QmAeUAlD0YDuDQBsUVi2vi3w/eWAvoNYs2tS5jEplCruAzjnvVm51zS7TS/wC07jULdLHHFwZBsP0PegDRoqpp2o2erWMd7YXCXFtKMpInRhVosFUkkADkk0ALRXIj4meEjqy6YNXiM7SeUGwdm7039KkuPiL4Vtdb/sibV4Vut4Q9SgY9tw4zQB1VFc/beNPD91c6nAmpRLLpmftSv8vlgdTz1FQ6b8QPDGrag9lZarFLMkJnIwQNg6nJoA6aiuP034neE9W1SHTbLUTLczMVjURNhiOuDiqsfxc8HvcSwvqEkRin8hnkhYKG+vT1/KgDuqK48fEjQ312/wBHiW8murKEzyeVDuVlAB+Ug85yMVW8P/FTQfEmsDTLC31Lz8lXaS2KpGQCfmOeOnegDuaK4U/F3wgl5JbteyhI3EZn8hvKL5xtDetW5/iX4XttdGjT37RXpdUVHjYBi3Qg+hz1oA6+iuK1j4qeEtD1C6sL3UGW7tjtkiWJiQcZx6d6gh+LfhmbQ11gfblsjcG3aQ25/dsACS2Og+YUAd5RXKj4ieFz4f8A7cOpAWHmeUHMbAs/oBjJqrZ/FLwreaRdakL54orVgs0csZWRM9CV6496AO0ork2+I/hdbvT7b+0d0moKrW22NiJATgc49a6vOOaAForgr34v+FLHULm0ea6lFq22aeG3LRI3oW9c8fWrF/8AFXwlpd5JaXt/JDOm3crQt/EoI6D0NAHa0VwQ+MXgptgGqMS+doEDnd9OKu3XxN8LWuhR60b9nsZHMavHEx+cdVPofrQB2FFcTP8AFPw1b+E7bxI8lybG5mMMYWLLlx1GM+1UrD4y+F9St72a3XUCtnbm5kzb4JQMFJHPPJ/nQB6HRXB6J8XPDOu6kLG3N5FIYTPvuIdiCMDJYnPTFFh8WfD+p6tZafaw6gzXsxigme3KxSEZyQx6jigDvKK46D4kaNdeKW8PRW2pNerIEc/ZTsX3J7D3qu3xX8NJPfQub5WspfJl/wBFYjd7Y/rQB3NFcHq3xb8MaRcPC7XlyYo1kle2gLrEG6Bjng8iuzsL2LUdPt72Dd5NxGsqbhg4YZGaALNFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVHHKkpcLn5G2njvUlFABRRRQAUUUUAFFFFAHBfGGG5n+Hd2trby3DCWJnijBJZA43Djtiudk1nwcsEV9pnhiVdQ0+xkmhc2bIsJ24CnI5O4gfjXoHiO98R2QgfQdJttQByJUluPKI9CCePWsBtb+IcqlD4NsFyDy2oqRn6YoA8u+HUFx4f8UeHdWvdLMQ1S2uFcxKxZssWDuOg4GAKg+H3ha+8WXOvWIjhtLGS8Ez3E1sfNKh87UY9Oleo3OsfEpoVW18HabFIpGGe+VgB7CpE1r4ipCqR+DNPQ9yL9cZ7nFAHGeOtR0i5+ImgNJpF/c2ulM0V4TZMysMDGOPmpnxc0DS2stN1ix0y8uLm7aAJGsBIigQE7cfw53Dj2rt5b74nW8bP/AGPot0zDCxx3JUofUkjBpsd18UpoRI2m6FCxH+qediw/EcUAcJ478M20j+HPD+haXKsOpXjalKkyMEj3KPkJHQcHjtWbJcagPgde+Hp9JuluLPUFgYGInKFi2U+nSvS5tb+JjeSYfCGnKVYby1+p3DuB6VBNrHxVct5fhbSlGcqGvFOOf8KAJfAHii41O+i0qw0G5sdDs7NVE08RQtIOortPEFncah4e1CztJDFcTW7pG47MRxXCtqnxZcwFPD+kR8bZAboHn+916e1XXl+KIjbbbeHy2OP3j9fyoA5Lwhc6TH4e0vwzfeC7y41K1m2zl7X5EcnHmlz1HIrJu9Cv38J3Xg4eGLttWbVjKt8sQCbDISJd/wDu8V01u3xruJyskei2qckM+GH04OaeE+NJvDD5uhiIDIn2/KT6Yzn9KAOI1/4Z+I9WvvEt6Y7m3uYyWQgEi+i4CqMd/lyaj07wDqniCdJDa6npNxZadFFzBgThVwyg+pNdxct8areQpEmi3SleHTCgH8TS2g+NdwzCY6JbADguA2f++SaAOV8NaD4g8Ny+HNfk8N3ksWnwzwSW6Aeblidpx6e9R3/hbVbzw3p6X/h++VdU1uW+vYbZPnjiPCqx7HJJFeg2lh8WZWYXWsaFAoHBW3Zsn86t/wBk/Ez/AKGPRP8AwDf/ABoA5bwBoeueDtb8VXep6fc3ptbeKGykRctPEudqqfXAXP0qXwBZ+J9Ptdfsb7QLi3fVpZp4r1mXKFlOA/fg4/Ouj/sf4lP8j+JtHRDwWSybcB6jJ61CPDvxIMS27eL7ARhsmZbQ+aR/KgDkfB91qeieHB4W1b4f3d46zHMuxTHKxb7zE9PXNY3ibw5rviDVPEusPoN1Hc2rwDTh5WTtUgYX/PSvTDpXxNDqF8RaKU/vGzbPt3piaZ8UjNIr69oaxjGx/srEt+GeKAOH8f6BeXGhWV3Y+FbuTWNXeG51GSNd3llByuOxPpXQ+O7d4vhtNpmgeGr5Z9ZHnyRwxf6pyys2/wBCRx+Fbn9k/Ez/AKGPRP8AwDf/ABo/sn4mf9DHon/gG/8AjQBy2q6bq+t+CvDmpWnh+4guNCuEeXTZlCm4CqoJUd+nFYGtaR4g8Q3fijxDa+GLqxjnsktIrZkAklJIy2PYCvSP7J+Jn/Qx6J/4Bv8A41Sksfi2t3sTV9BaDI/eGBgcfSgDkPCPwz1jRfH2gXrwzT6NDbmVfPxutpGXlSP96veD909689uNO+KcKB4Nb0O4YHlGtmTI+uaWzs/im0EputT0GOQAhAIXOSeh/CgDyzUtI8Tpr+sNpHh/UbF7u9A+zrGHtJlycu+fXr+Jrs/H3hzW5dS0afSvDaXkqzR3uoyRsAs0iqFCc+gB/Ouhl0b4myxMn/CTaPGWGNyWbZH0qh/wiXxQ/wCh5tf/AAG/+tQBzniv4favJ4g0KXwvpf8AZdutq/nSRgMYZHJJBz1571ip4S8cP4OtPCaeHjEhvjPd3cjhll544649a7eTwt8V1RCnjOzZi2GHkYwPXpzUcfhX4symZJvGNpGg4RliyW/TigCPwp4F1uw8LX2l69otle/ZbprvTI1mAUSHIx7AUmk+CdRtPhzqdhdaGia+lhLZxSxSAiZHYsAD7E0w+A/ihfqst544jglA27IlOMevAqaLwB8SoYnjXx8hV12ndGSQPY460AYvhL4c61Y6LdaZLpLW76lYmG5vZ5wzxOF+VUA5C9jV3TNB8fT6z4es3tV0yx0cBJpFdWimA43IOuSK0NN+HvxBtrxZZvH77ADnEW8/kRitz/hD/Gn/AEP8/wD4Ap/jQBm6JHrkPxb1TVZtBvotPvoY4FkJXapU/ePtXPt4f8TWfxS1bxFDot5LDJOPIgWRRDMNoUl/5iutHhDx19oOfHr+Rt4P2JN276dMVesvD/jW28xJPGEM6Ego8lgC3uDhgKAPLPGfgDxTqniXX9RtdGkTz3jS3+zSqElUYyXXvwB+Ir3nR4riHRbGK7VFuUgRZVQYUMFGQPbNcmvhXxml39pHjhnIyRE9ivlnPYgHOKsponjXdtfxXa7BggiwG4nuD83SgDsaK4o+FvFkss0knjeZd33Fis0VVP4k1HL4Q8VlVMPju7VzjeXtEYE+w7UAdzRXDy+EfFjSqY/HV0seAGU2kZJPfBqI/DvUCSf+E213n/aT/CgDvaK85/4VbdLuMfjXXVcjqZAe+f51DP8ADPX94Fn4/wBWijxysiq5z9aAPTKK8xj+HHiuIsV+ImoncpU5gU8H8ab/AMKy8Vf9FF1P/vyv+NAHqFFecr8NtbFlsbx7rBuf+emF2/l/9enr8ONXE+W8d62YtoG0bQd3c59KAPQ6K4L/AIV1qH/Q7a7/AN9L/hUUvw51YgeT461tGBzltrD+VAHoVFedSeAfFdy6C4+IN/5YIJEVuiEj65q7H4C1OIrt8a60dvTOw9wfT2oA7iiuHi8DazazfaLbxrqplyDidEdCM8grxTW8H+K3n3v47ugpbJVLRANvYUAd1RXBHwh4zycePp8Z4/0FP8apt4F8bQtPPbfEC4aeQcLLarsz/SgD0mivHT8NviKwdm+IDbicjCnHv2qxafDXxvu/0z4g3WMH/Upnnt1oA9aorx4/DLx95XmD4gTfaN2MbTt2/l1/CpE+Gnjzy49/xBuA+479qHGO2PegD12ivMY/hv4sjDAfETUfmXacwKePbmoU+Gfi/wCff8RL/r8mIh096APVKK8rg+Gfi8wr9o+Il+Jf4hHECv4ZpLv4deOBHAtn8QrltjEnzogP5ZzQB6rRXncHw+8R28SSR+PtT+2D7zPErIc/7NW4vCHispILnx3dvlfkMdqi4PqfWgDuaK4iDwl4rWOUT+Orp3I+QraRgKff1pzeB9Ve1NufGer7S24kBA2frjpQB2tFebzfDbXWEvk+PtYUkjy9yqdo759aiT4Xa3KHF94+1eZduEEYCYPvzzQB6WrBhkHIp1ebWnw016Nj9p8fatInYRoq0t38OPEMjKLXx/q0UQHR0Vjn68UAekUV5W/w08XAp5fxE1Ajd8+6IdMdver8Pw31pZWM3j3WXj2gKFCgg9zmgD0WivO9L+H3iKx1aK5n8d6jc28Z3eS0ajcc9D6ivRKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKyPEmq3OiaHPqNrYG+eHDNCJAh25+Y5PoOa5nxN8R18NarbwT6W0lmxhWaZZhvjMmcARgEtjFAHe0V5yvxQlktLtl0KT7UkCXNvE1woWaJiQpLY+U4GcGul8O+Jv+Eh8IRa7DaNEXiZ/Idv4hnjdjpx1oA6GivK9D+M9vrU4gj0l/Ojt557hI5d3leWOATgferoIfG011pPhfU47WGKDWJxFKsknMQIbGDxnkUAdpRXG6n8T/DOk69daNc3Mv2y2i8x1SPcDxnaD/exTW+JuhIuHjvhOPM8y38jMkWwAtuAPHBB60AdpRWTca7APDEmuWa/aoBbG4jAO3euM9T0rjtE+MWhar4di1OWC5imeUxG0jHmOCBknPAxjJzQB6PRXE6X8UfDmsX8VnZSXDSyyxxIXi2AlwSDgnOODzioY/iXp+n+H9S1PWmjX7DqDWTizzJk/wkZ9v5GgDvKK4VPix4ae80y2zeK+pRrJbM0OFZWJHJzxjBzT4vit4Xns9SuoJ55Y9OlWOfZHk8nAYc8rmgDt6K898QfFLT9NntYrNWkf7TFHdCWF18pH6Nnj+td1eXcVjZT3cxbyoYzI+0ZOAMnA70AWKKp6XqMGr6XbahbCQQ3EYkQSLtYA+o7V54vxitE8UXulXFgqwWks0bypcBnxH1bZgcH2PY0Aen0Vwus/ErTrXSru60wC6ktbiCGQOcKBKRhgR14NWdR8f2ml+MrPQZ7WQxXNsbgXisCigf096AOxork/CvxF8P8AjK+urPSZpmmthucSRFcrnGR+NV/F3jU+G9Y06xS4sGkvJEjW3kJ8zJcAsTnCrtJOT3FAHaUV5J/wuOSWbxGLbTUZNMmighMjFclmKlnPZQRVq3+Kd2TYmW0sJIW1E2F1PBOSuT91o89R6nNAHqNFRySCOJpSCQqlvl5JHtWd4f1618R6Uuo2cc8cTOybZ49jgg4ORQBq0V5m/wAUpLX4haj4cu7CKO0gOyG8aQqpk8veEYngE8gVBL8S73VfBLeILGBdJS3uolla6KukyF9rqh9vp2oA9ToridR8efYPFcem+Qklo+mPfJKsgzMR/CnPpWfbfF7TLjQ7rUH0u9glt4kmFtLtVpI2OAynOMZ9aAPRqK81tvit9ouNAH9kKltrETyrK90q+WFYqRyME9OAahn+N+iRWwaPS9TkuGlEa2/lgO2SwBXnn7p4oA9QorB8O+LtI8TaZaXtncKhug2yCUhZMr94Y74PpUHjbxFdeFtEXVoYIpraGVRdBgxZYycFlx6e9AHS0V5bpfxgjufEOlaZf6fBax6kpeOY3XKrk7dylRtLdhmuw8ZeI18MaDJqTXVpBszj7SGIc4OFUA5yaAOiorzD/hY16l94Vga405rnWI4jNZKDujDZJkD7sdsBaqz/ABNvvI12Kyu9OuHsrqG3ivTGyQqZGIIYbjkLj72RmgD1mivFk+KuvG/8NW6x2kx1IIHWKFmEh3FXKnd8oGPQ5r07QvEUeuXWpwJZ3Nu1hcGBjMmBIfVT3FAG3RXnPiPxzr+nfES38N6TpVtfxyW/nOfMKtGOcljyABj05rn9N+M91Z6M/wDammNd3m5haywttS5AkK5OB+7wB3oA9moryBvjpAtzbRf2DcbAoa8l80bYRv2EqQMOue4xWv4W+LVt4m8aXHh6LSZ02bjHcq25WUfxEEAqD+NAHpFFcv4x8Q3eh/2RBZJH52o3yWvmSDIjB6nHeuQ17xL4p0PxJr/lanHfWdhY/ahai1ClCx2qNw5OOWP0oA9XorxU+PvEcfgq51CDWtPvbizvIwJhEsYuo9gZ0UMRkgkjgZ4rtF8XXaeLEtpIXk06fRxqCJHETLGwPKkep7D1oA7aivKfGfxB1T/hFE1jw9Bd6ekFyEuRfwJE7pgZ2B85P0pmo+OdUtPHmkadDrEBt7y186S1ltcGAFMhncHJOewxQB6zRXl/hL4mzXnh/UNS1OKTUY4L0W0T6XaMxcbc7tpOcZ71WufiLrUvxT07R7GAx6TPFEZo7mDbIpcE5HOewH50Aes0V4dpnxM8Sf2J4k1B7iK5isLi3SGWe18tRufa68HBx61u6/8AEjV7Pxda2OmRWM1i32brlnuRL1aMg4IXv1oA9UorL17VpNF0ebUI9PuL4xYJgtwC5Hcgd8VZiuzcaWl5HG0ZkhEipKNpXIzhh2oAt0V5Rp3xX1RfBer+JtX0eBLW0nEFssEhHntu2t1zwOOfrTYPjVHfa3pFjZaRHJHqSoVla9RTGTwwZccEHOATz+NAHrNFY3irUp9H8K6lqFtt8+CBmj39A3YmuW1PxB4nsdS8Lx289lPDqSr9oTySWXCbmYMDjB+lAHoVFeMaN8SvEWrR+I1jutJD2VsbmB2QhIyHK+U5JHOB19629G8eateN4IkuI43XXIpxcJFH91l6MOeBxzQB6ZRXnevfEOWbRtVHh20nS/tHEQlv4DFCSX2Eq54JBI64rmNP+IviT/hHtBuZ9Qsmvr2+NlLDLbj5ir4dg6sAAB04oA9rorywePr6y+JU2iPfpqUEUDvNbW1rtaMjkBDkl2x1zVzxt8QLnTfCiazohMTeesAivrN1Ls3QfMVwB3PNAHo9FeSSfFHVtP8AFpsdWsPKsoLdUk8mPe01wYy+E5+7wecHp1qsvxL8Q6v8OX1zToEjlS9eC5lSLc1tGGG0iM/fJBAPNAHslFZfh2a+uPDunz6nt+2yQK021do3Ec8dq1KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAxvEfhrT/FGnfYdSWZoN27EUrIfzFV4/BPh6O9srz+zYnubKMRwSPliqjOOvXGTXQ0UAc8vgjw4tpe2o0uHyb3Hnrz82DkD2APpWtZadZ6dp8dhZ26QWsa7EiQYAFW6KAOYtPh/wCF7FL1bbSYYzeqUuGXO51PUZ64NWP+EM0A6fZ2D6fG9tZsWt43JYRkjHGah1a7vV8a6DaWxfyGWaS4AOFKhcDPryRWpqmsW+kyWKXG7/TLlbaMjoGYEjP5UAZZ8BeGG1K71GTSLeW6ugwmkkG4tnr1p1t4G8OWgAh0yJcJImckkhxhs/UcV0dFAGdLomnzaIdGa2UaeYxF5K8DZ6cVjxfDvwnFp8Vimi232aObzlQjPz4xn34rqaKAMI+DvDv9qW+pDSLVbu3G2KRUAKjGB+Q6U0eCvDa2NxZDRrT7NcTCeWIxjazjocVv0UAZjeHtGfyN2mWp+zxGGHMQ+RD1Uegrnx8K/Biu7LokK72DMFJAJByOM1t6Lq8mp3mrwvGqCyuzbqQfvAKpyfzrYoA53VPBHhzWbuC6v9LhmngCqkh4OF6Zx1xXQkAjBGRS0UAIAAMAAAdhWHYeD/D2mXk95aaRax3M7M0kvlgsS3Xn0rdooAxG8I+HjbTW39j2YhncSSxiIAOw6EjvVibw9o87WrTabau1oMW5aMExj0X0rTooAoWOi6Zpc001jYW9tJOd0rRRhS59TikutF0u/mMt3YW00h25eSME/Kcjn2NaFFAFT+zLH97/AKHB+9/1n7sfP9fWqlz4Z0O8EIudJs5RCd0YaIfKfUVrUUAIFCgADAAwBSKoUYUAD2FOooAyLvwzod+ZjeaVaTmaQSSGSIHewGAx9wOKZ/wiPh7+zjp/9jWX2MyeYYPJGzdjGcetbVFAGPceFdBu54Z7jSrWSWCPyo2aMZVMY2j2qlqPgPw3qWlnTptNjS32LH+6+RtinIXI5xntXS0UAZSeHNGjtLK1Gm23k2RBtlMYIiI7r6Gk/wCEZ0P7Sbn+ybTzmlExk8oZLjOGz68n861qKAMy30DSbWW1lt9Pt4ntQ4gKIB5YY5bH1q/LDHPE0U0ayIwwysMg1JRQBkXPhfQbuUy3GkWUsh25Z4QT8v3fyq1qOkafq9oLXUbKC6gBDCOZAygjocGrtFAGQfDGhtJayHSbMyWgAt28oZiA6bfSnWnhvRNPjnjtNKtIUnIaVUiADkdCfWtWigCsmn2cbRMlrCrRDEZCAbB7elWAAM4AGetLRQBD9lgFwbjyY/OZdpk2jcR6ZpkdhZwoUjtYVU9QEABqzRQBVGnWQQILSDaF248sYxnOPpmnx2dtFOZ47eJJSMF1QAkemanooAp3+l2OqCEXttHP5Mgli3jOxh0I96nNvCzSFokJkG1yVHzD0PrUtFAGXJ4c0WWyhspNLtGtYH3xRGIbUb1A9aspp1nHqL3628Yu3jETS4+YqOi59Kt0UAVryxtNQg8i8top4gwbZIoYZHQ4NVp9B0m5vfts2nWz3QjMQmaMbgpGMZ9K0qKAMzRPD+leHbM2mk2MVpAzbmWMYyfU1cNpbNci5aCMzgYEhUbgPrU9FAFG40fTbuwexuLG3ktZDl4WjBVjnPI+tMi0LSoJbWWLTrZJLVPLgYRjMS+i+grRooAKa6K6MjqGVhgg9CKdRQBmf8I9o50j+yjplr/Z+c/ZvLGzOc5x9eaq2vgzwzY3KXNroVhDPGcpIkCgqfY1u0UAV7yzt9QsprO6iWW3mQpJGw4YHtUcOmWVv5Bjtow1vH5UTY5RPQH0q5RQBnPoOkSW1xbvptqYbnmZPKGJPr602Pw/pUN7aXcVlFHLZxNDblRgRoeoA6CtOigCre2FpqNnLZ3dvHNbzDEkbrkMPesx/Bvht4oIn0SxZIOIgYRhOc8enNbtFAGZb+HtHtNSfUbfTLWK9fhp0jAc/jU9/pdhqsSRX9nDcxowdVlQMAw6HnvVyigCh/Y2mG/jvvsFubqJPLSbyxuVfQH0qW10+zso5I7W1hhSRzI6ogAZj1J96tUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQByxmN38Skhjc7bLT2aRc8FnYY/HANM+IZt4vDSXlx0tLy3nUYySyyLwPTPT8ag0nULSDxj4jurudLcGSK3XzDgHYpOcnj+LpVX4g+JdK/4RDUoFNxcs8DNG1tA8ibl5GWA2gZAzz60Ad4OQKWue0LxBc65pVneQaVcJFPGreZOVQcjqBknFVfHHi5fDGnQxwL5uqXr+VaxKjOc5GWIUZIXOaAOkju7eaeaCKeN5YSBIisCUz0yO1T15H4Rj1bS/G95YRW0kEl/Zi6kub7kzSBsF9i9M9AueBXpdqdSiuEhuvKniMeWnjXZtb02kng0AaNU9U1K10fTLjULyTZbwLuc4yfoB3JrF8a6pqen6TDBomw6rd3CQ26uMg85b6fKDzVA2+oeMdRtDf2E1ho9kwlkt7gYe5mHQYB+4pwc9zQBpeDLK5t9Gku75Nl3qE73cqkYK7zlVP0XA/CujpAMdKWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKK4Pxz8UdO8B6vaWWoWU8yXEJlEkJHy4OMYP0oA7yivLNN+O/hi+1GC1ngvLJZjtE1wmEH1rufEniO28N+HJ9bmRpreFQ5EZGWB7j86ANqivHl/aD0NhIRo2pkD/AFZCj5xj9K7PQvH1jr3hW/8AEMVldw2lmHLCVQGfau44FAHXUyWRYonkb7qKWP0FeQD9obw+yO6aVqLAHAIUYP8AhXoGi+J9O8XeFJNU0xy0LxOCrcMjAHIIoAj8ESi+8O/b2gMZvLiWba3U5YgH8gK2NVslv9HvLI/KJ4XjyOMZBFeMWHxv0nw5oun6Tbabc6jPBGyzmM7Qjbjx0Oa7fwV8VdG8a3radHbz2V8I9/kz4+Yd9p70AafhvURa/DjTbm2hlumgtEiWONcs7qNmPpkflSaL4Ub+2I/Eutv5uutEYz5bt5USHHyqp+g565zWPqmu6V8H/DFvastxfNPcytbQJ95tzFiM+g3AVmaP8dNHu9RWy1nS73R5HOEacEg+meARQB0viKcaR450DU5ZFFvch9PZdpJDN8yn6V2VcX8QPFmg+GNLsbvW7B72GSYGHYgbawGQ3PSqniX4rab4bXTjLp19cm/gE8YhXOFOOD780AdMmm3c3iWS/vTA9rBGFskUZZGP32Oe+OBjtmtmvEm/aLsDIVg8OXsu1iD+9AIHbtXXeKPihbeF9M0O7n0q5dtWwVhZgjRfd69f7woA7+isTxJ4o07wroMmr6lIUhUDaq8s7HooHrXk9t8f7yS786bwrc/2XknzY9xYKO+cYoA9zorE8OeKNN8U6GuraXKZLc5BDDDKw6qfeuP8J/GPSvE/imTQHspbK43OkTySBlkKk8ex4oA9LorgPHHxFk8I+JtD0eOwW4/tKRVaRnI2AuF4H413wORQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4d8WYVuPi74Nikj81HADJxyPMOete41498W/DniDU/FugatoejfbjYJvY7sAkNkKf50AdR8TtE0ub4daw72NuGgtmeJhGAUI6YNcTPcz3X7MPm3EjySfZtu5zk4D4H6U7XLH4p+OkGlX2m2mk6VKQtxtlDFhnnnOa7Pxb4Rmb4U3HhnRIjNIlusUKMwBbB9elAHC+EfEvimz8F6bFa/D77bDHCAlzlf3i88+td7c6hcar8JdTvbrSjpc8thOXtWGCp2sM/jjNee+Hdd+KvhzRrDSI/B5nhtozGrOCCeeMkdMV3Eb+J/FHwv1mHWtNax1aWKaKOGNTlhj5cD36UAeZ/Drxm+k+BI9Oh8FXeqSqXcXCxBkkJY8E4zx0/Cuk+Hui6r4b8BeKdT1eA6el6JJooCMNGNp59utdZ8HNNvdK+G9haX9tJb3CySkxyLhgC5I4ruJ4I7m3kglUNHIpVgRnINAHj37P8AoNn/AMIfc6rPBDNcXNyybnUMyhe3P1pfi7Dp2i+KPB+rwxLBdrfqj+SNrPECCRgdf/r1jQxeNfhHrGoW2laRLrOiXUvmRFVOEJP+znB7VNo2heLviV4403xF4k086bpmnMGigYEbiDnAB55IGT7UAdR8WPCur69daLqPh6aD+1dOdpEhkcBnU45APXGP1rkNe8W22qSWOn/EXwld6c0cqmO8g4zIMZ59K6z4o+FfFN5rOm+JvCkw+22ETIYQcMwJzxng56YridYm+IHxTistDvvDf9nWizhprl0IxjgkFvr0HWgDe/aFmth4J0mNHBZ5wYvUqF6/yr0/w1bwS+FtHeSGN2FnFgsoJHyivO/jP4Nv9V8HaPbaVaT3txYyBMRjJ27QMkfhXpvh22ntPDem210gSeK2jSRQc4IUDFAHk3wetrWXxx44EltG5W8IUsgIUb34/lS/tBWW638N3YkRRFdmPyz1O7acj6bf1rH8CXl/4Y8d+Mdan0q8n0oTSrNPEBtTEmc4P3sDsOa6X40aNqni7w/oc3h2ye/xN5yyQ8lVKjB+h/pQBR+NxuZr/wAH2MpU6ZcXaCRMcltyjk+mDXsKWFmtmLYW0PkbNuzYNuK4b4i+D7jxT8PIomm8rU7CNbhHZgBvVfmBPb615R4V8YfFfXdPks9IjN7Ao8g3EkQwhH+2eM0AdR8FLmRfHXi7T4nxYrIzpEv3Qd+OPwrhF8HT67q/jXUNJZ01LSL4zW6RnGV3tu/EAZFez/CPwNe+EdFvJ9WVV1W+lLy7WDbV7DI9yTWV8N/BevaB8QfEt9qtuRZXocxSlgRJmTIyB7ZoA8t1jxi/jPV/BN9LtN/a3CW9wm7lnEikN7A/419Wr90fSvn7xd8GtWt/Hltq3hW0iaxaeOYx7wghYMCcA9uM/nX0AmQihuuBmgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFISACScAUALRVK11bT723ee1vreaFDtZ0kBCn0Jpp1nSxcCA6ha+cy7gnmrkj160AX6KgjvLaYlYriJyBkhXBpDfWioHa5hCk4DFxgmgCxRVKbVtOtljaa+to1lbYhaUAM3oKm+22vleb9ph8vON+8Yz6ZoAnoqAXdsYjKLiIxg4L7xgH6019Qso/v3cC8Z5kA49aALNFUrbVdOvEV7a+t5lbOCkgOcVVk8T6FFbtcPq9msSyiFn85cK/8AdJ9eDQBr0VlReJNEntbi6h1W0kgt13TSJKCIx6k9quWN9a6lZRXllOk9tMu6ORDkMPUUAWaKKKACiiigAooooAKKKKACiiigAooooAKZ5iZA3rk9BnrTiAQQRkGsufw7pdw0TSWxLQlmjIkcFSxyehoA1aKyYvD1hDfxXcf2hZIwVC+e5U59QTzWbe+Cre9uROdX1eMiQOEjusLx/DjHSgDqKK5jU9MstNsJJrzXtRto24EpnGVPt8tVbfSF1ayil0nxRqqMhBExYMHz6gqMj/GgDsaK5x9B1hooEXxNdKyA+Y/kJ+8J6fTFUodF1i4kljh8bTO8R2uFtoyVPoeaAOworm4dG8Q20EoTxL58rfcNxaKQv5EUlvZeLY51a41rTpo+6C0KZ/HcaAOlorCki8Sbx5V5pxG8bg0bcLjn8ainXxeC4t20dgPuFzICfrgcd6AOioriBdfEY7R/ZmiLhSSTcscnsOlJDdfEdwfN0zRIzkAf6QxGO56UAdxRXM48anGTog+U5+aXk9v4elUZ7z4hLGiQ6To7Sh2DyG6YKy9iBjPrQB2lFcX9u+ISJOn9j6PK+f3Ui3TBce4IzTba9+IhuIBc6PpCw7v3pS6JOM9uKAO2oriobr4hyXrJLpujRW2Th/tDFsduMVBb6n8R2NyJdA0pQpKxE3ZGfRjx0oA7yiuT+3eNoTtbSNMuCVB3pdlAGxyMEdqyLrxT4w0W80r+2tL02O2vb2OzIgnZmBfPzdMcYoA9DooooAKKKKACiiigAooooAKKKKACiiigAooooAKztY1vTdAsTe6rexWluDt3yNgE+g9TWjXlPx7t5rjwZZLGsBQX0eTKT1OQOnGOTnNAHZab488L6uboWOtWs32SMyzYb7qAZLe4FXZfE+iQ6XBqb6paiyncJFP5gKux6AH1rh/A2iz2N3fHVdB8L29ssDRvdacRllwNysPTHJzXmegf2XN8SorKeaZfBq6jI+nKwJhacEYUHsKAPo+PVLCXUJLCO7ha7jjEjwhxuVT0JHpVA+LvD66dPqB1a1+yW8vkyzb/AJUfONpPrXlt83iJfjrrC+G47BpmsIhL9t3bAuO23vXC2EzQ/DDxkkzkXUmrRRyxxkhIyXPI9RnPFAH0RqXjPw5o5tv7Q1i1tvtMXnQmR8B045H51Z/4SXRf7FXWP7Ttv7NYgC58wbMk4HP1rxL4hW0//CeeGLeGHTLyRdIC7dTIWFsA8noAe496x9PjmPwI8V2Qj3SWmpjf5T7owAy5KdsUAe8ap468MaLdta6jrNrbzhVfY784boa0tH13S9ftWudKvobuBW2l4myAfSvIfi/oWnHwhoeqDToTdyXFvHLchRuKlQNrHuOK9V07TbHw/oDjSdOigUReb5NvGF3vt9B1JoAfqvibRNEmWHU9TtrWRkMgWVwDtHU49K0reeK6t47iCRZIZVDo6nhgRkEV8TeINZ13xL4huJb6S6nu2d41iILFFz9wDsB6V9eeCba7sPBukWeoXHm3cdqm7KhWUY4Uj2GB+FAHRUVEJ4iCfNTAOD8w4NOEsZBIdSBweelAD657xo+tDwzPFoCFtQnZYUfn92GOC/4Dmtz7RD/z2j/76FI1zEFYiSMkdt4oA5qW1tPB/wAPZra4l81IbZhI8hG6aRs569SzH9aveDdMn0bwbpOn3LEzwWyK+exxkj8On4VxF/L4q8Sa7bTahoFumj2c3mRWbX6BpZB91pOCCo6getdKnizVo9bstOvNChgF0zASrfq+1VHLY2j1H50AHxP1D+zfhxrdwC4Jg8sFDg/MQP61H8K9JfRvhzpNvLGqSvF5rgDHLc8+9Yvxr1SH/hWd5HbzwyCa4jgcqwbaM5PQ9QRXZaFf6fDpOn2X2+2M620eIzIocjaOduc0AbdFZF14o0GxhkludZsY0jOHJnU7T6EA0yXxb4eh00ahJrNktocYk84YOf1oA2qKwP8AhNvDHlxSf27YbZRlT56/3d3Ppx61ZtvE+g3oBttZsJM4IAuFyeM9M0Aa1FZg8Q6KzhF1iwLE4Ci5TJPp1rToAKKKKACiiigAooooAKKKKACiiigAqG7KCzmMhATy23EnjGOamqK4hW4t5YHzskQo2Dg4IxQB8cWGl6u3hLW9Ti1EW2irdBJYgTmeQEFVwO2CTnpxW34n0/RH8ZamYbuytrSOxidYQu3zTtG5UbGFf3r3lvhboT2ptWuNTNuXEhi+2PtLDocZxmp3+G+iSgmea/mcrt3y3TOwHoCaAPDdO0hrzxTqNz4OvF0a0trBPP8AtDZZI2X52yTyc0nh1vDsNvos3ieOc6L9gnKbt/ly3QY5PHcrj9K95fwFprb9t3qEW9Qj+VcFNwHQHbjP41myfCXw9Npn9mzTajJZ7i/kG7YJuJySFHAoA8Olt4ovCPg1nit4JZtVnkgF/kx+SWXBcd0zjJpuoXun6V4H8Q6Fe3H/ABOptWGLRBtihCk/OmegIOPyr3C8+D3hjUIoIrttRnjgUJEsl45CKOgHPAqtP8DfBdzO808F5JK5yzvdOST7nNAHimj6/pel+B/Fnhi+3TPKyzWkkbmVN3A6j09elXdC8Ly2esXsuvyRXlha6G1zbSspKspXCkepUmvXR8DPBQYt9muzng5un5Hoeanf4M+FHXaf7R2bNmz7bJgL/dxnp7UAeM+C4dM1efwlbaHYzjVra4ZtUuFVgpjOeC2cdOO1QNPpVz4WtPBUFjdJr0mshrtfK5ZQWHXrwD3969tt/gz4Tsy5s11C2D43LDeSIDj6Gox8EvCC3f2sJfi4zu837Y+7PrnOaAPFPEmgRva+LNT0S+ezsbK9+zXNmFKLIMgLjHB5znNfRfw7ktpPh7obWoURfZEHyjHOOf1rAPwU8ItFLEV1AxytvkX7Y+Hb1Izya7Hw9oFj4Z0aHStOWRbWHOxZHLEZOepoA1aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCAwwQD9aaiBM8k5Oee1PooAKht7WC0QpbwpEhYsQgxknqfrU1FABVa4tUuJYHdcmF96nJGDj2/rVmigCrBaLDd3E4jjUy4+ZQdxwO9Pu4GubKeBZWiaWNkEidUJGMj3FT0UAc34d0m90rU9SjkvZ7izxEIhNIXbcEG9uemT2roJY/NiePcy7hjKnBH0pykknK7cHj3p1AHOxeHJYpbyL7ZO9lMqFFe4kLo4ByQ2eM5HHStbS7NtP0u2tHnlneKMK0srbmY9yT3qlrNvqtxLiwlEaCFh8xBUuSMZUjnAyetbAGABQBznii+ubPUPD8dvO8aT35SYLj51ETttP4qKqeC7y/1fzdYe1W1sLuNTDEbppmJyctg8LkY49q6W7trecJLNDHI0BMkRdc7WwRkfgSPxrl/AcYn0+DVN1vE11aoRaW8WxIhk4xz3oA7KuR0zQ4bu/wBRuo9U1xA1wVe3uHwikD+AEcLzkEGuupDQByOs+Fr+O2+16NrWoR31sC8SSSCRJTx8rAjkEDHXvmqviuc6n4L0zV3iMMlveWty8bcsh8wKy/XLEV0Okavc6hfahZ3mnNZy2jLj94HWVGztYHA/uniptU0qHUNImsFSNFfDKCvyhgwYEgY7jNAGip3KD6jNLTUBVACckDFOoAKKKKACiiigAooooAKKKKACiiigAooooAKyPEnhzTvFWjSaVqkbvbSMGIRipyDkciteigDg9G+EnhjQ5rmS2S7b7RA9vIJLhmG1xg/j71oXXw58NXPhqDQPsPlWMEoljEbFWDjvu65NdZRQBi2nhfS7HxBNrcMTC+mt0t3cuSCi9OPX3qgPh74ZGnajYLpwEGoyCW5XefncHIPtya6migDhdd8L+AtfvoRqrWbz2EYtlja6CeWoHCkZFX5fDHhWy8IS6AotrLSbxeQswTzM4OQxPJ4HNeCXuly6n8XfESjw5PrcX2kqY45CgjJxySPYGvQtS0fS/EHxZ0nw5qlu40/T9HWSC1aQ4LZAw3rgcfhQB6LrPh7RvEPh2GxvWD2ELJKkiy4A2dDuFakNzZTKbWC5hkKqFKJICQMexrwzUc6DJ4+8NaZeSyaPb6cs0UTOW8iRiNyg9uvSuT0+ddP1/wAHy6dpN/os88ieddzTF1uQcdM9qAPoHRfh94d0C8S7srP/AEhHkcSSMWbL/e5Nc5rvw00LVtYvNdbxLfWbynY7RXYCRt3GT0+lemHpXzBrUUk/w88Xv55UQeJCxUsfmBYjA/PP4UAd9b/BLRLq2VE8WarOp5/d3ClSccnj2pyfAe1RLpB4n1cJK25AHHXsW9eaybnStM8L/EjwN/YUxhku023VukhZcbBhiM98n8q91oA8YX9n2y+Xf4k1MgJ2I+/6/T2on/Z/tZIwI/EWoIxC+ZzkOR1PPrxXs9FAHhV18E/DumX9umo+MLmBJThYpJVRn47E+9Wf+FReCb6ye8i8V3bQwFjLMLtWAye+enTHvium+Mnh3S9T8D6hql1bB72wgZreUHBU1wMWlafZfs4Pf21giXN35X2hg2TNibjNAGtZ/BrwLr0CppviS6uDHnzPKuFcsfUjt+FW7b4NeBHinuE1a7lS0GyeQXXCFeTkjpx2rN0G0ey+LHhzOiw+HYnsX2xRTBhcD0OO+T+lcGdQ1Pwva+IdQMTzaTrEtxZELJwkgbhiPpQB63b/AAL8E3dqs8TXkscw3o/2hsEHpTo/gH4RFrDDKb12Qku3nkb/AMO1dP8ADPUP7T+HWi3Bfe4twjHGOV4rraAPJv8Ahnzwj5rMZr/YWyE83gDGMZ6+9W4/gR4Ljt/L8m7L5B8z7QwNenUUAeZ2/wADPB1rdRXEcd55kTq65uG6g5FelgYGPSlooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKhurqKztnuJ2KxoMsQCf0HNTUhAPBoAFIZQR0PNUtR086gkKi7ubbypRJmB9pfH8J9QavUUANdd643FfcU6iigAooooAKKKKACiiigCKV5EC7I9+WwecYHrWMNU10yx50FVjKSF/8ASQSCPujp3/St6igDMjvNRkihY6YEdwC6tOPk4ORnHPb86qalr1/YuyQeH768YFBmErtOeuCT2+lb1FAFO+upbeCNo7WWfe6oyx4ygPVuewrO0ye5t9R/s06ZcrbRQ4W8bYEcg4xtHTPWt2igDJ0/VLy5vZba70ma02gskhcOjjOOo6HvitaiigCMRIszygfO4Ck+wzj+ZqSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopAwOQCDjrQBz3h/wjZ+HdX1nULaaV31WZZpFc8IQDwPzNZvjT4daf4ueO+S4m0/V4FxDewEhgB0B9RXaUUAcPpXww0fTPDGo6P51zNJqabbu7kfMkh9cnp9Kk1f4caXq9hoNm080UejOrQleSwXHB/Ku0ooAQjIINcBf/CPQ7zw/qOkLcXUaXt59taTcGKSc9Pbk16BRQBw3hT4WaH4V1Q6mklzfXoXZHNdvvMY/wBn0ruaKKACiiigDO1zR7XxBot3pV7v+z3UZjfYcHB9DWT/AMIHoh8FJ4TMUn9mKFBAbDNht2SfUmunooA52fwVo1zrGlanLE7S6XF5Vqu75VHqfU1Ru/hn4buvDl3ohtnS2uZzcOwfLiQ/xAmuwooAztC0a18PaJa6VZ7vs9smxC3Uj3rRoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBMjOM0yWJZomjfO1uDgkfyqBLizNzdMssfnQhROd33BjIz6cHNTSzxworSNgMwUEDOSelAEgGBgUtFFABRRSE4BoAWivKLT4kape+GblhD5eqQ6nHbk+V8ggebasgBPIwCufWpbXxrrjxTeIXuLYaO2ofYVs2iPmKdxTcHB7tzgjpQB6lRXm1h401W/wBH0SGOSI6ld6k9pcSCP5YwhJb5c88Y5Fd/qN3/AGfptzeeU83kRtJ5cYyzYGcD3oAtUV57o/jbXDqejJrel29vba3uFqkTt5sDAZxIGA6j0rofE3iKXRpNOsrK1W51HUZWit43fYg2ruYs2DwBQB0NFcz4X8WDXbzUtMurb7HqmnSeXPBv3Ag9HU4GVNdNQAUUUUAFFFFADHJyuHC89COvtT6ilt4pmjaRAxjbchPY+tIiSrPKzyho2xsTbjb68980ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeN/DrxSX+LHivRJrgslxO0sCg7huXhsHtx/KvYZZFiieRvuopY/QV8z+Hr6z8NX03xBmjYQzatcWrCNefLZWwVHrnBoA9I0vxjfap8d7/RY5pG020szH5aH5A42kswPfnFUfiH8QL/RfiJolnps7/Y7Yr/aQT5k2yMFAYdiMcfWs34b6Tb6Z45ufEFzrn2qa9017xopYysuxn4J+gUfnWA2t6Le+H/Guqyw3jXmtSyLbyR2rMiohBQZ7Z6mgD1b+1tR0D4kpZX13JPo+tpusy/SCYdUB9CORT/Dfia+8S+O9YS2fGhacgt1IGRLNn5iDjtWJrms22u/An+2knEc8NqjxyI2DHMpAOD1znIrtPBOnx6b4N0qBI2Qm3V33HLFmGSSe55oAPGniQeE/Cl7rJhMzQL8kfI3MeBk44Fee6H448Tab4x0PTteura/tNegE8Agi2PblgCAfUDp+der6lDZXGm3EWopE1m0ZEwlxt29857V5d4U8O6d4w8Tw+JRaeVpWks1tpsakqjBCNrBfTknP0oA9YmlS3gkmkOEjUsx9hXmfwl8X33i+98SXd00pgW7H2dS2UjXH3Rnp0z+NaPxeub5fBhsrCzurh7yZI5fs6klIgdzk49QMfjXH/AvUdOh1TxFpdnBcRLJdmWBHjbCRgAAMT0PsaAParmeO1tpbiU4jiQux9gMmvL7L4n65LeafqFzoEcfh7Urr7LbS+aRMDnh2HofSvVCAwIIyD1Bry7XLtPF/xAsdC05Vaw0Jvtl5Kp+TeAQqDHcGgAu/irqMaXmrW2gpN4ctbsWrXrXG13O4KWCkdATWrq/xGkt9TurbR9DuNTttPAe/ukkVEhXbuIGfvHbzxXESKw/Z8uViZUaW+ZWzwHzcYwfr0rZ0eMw6d8SoiqqUDKQp4GLccCgDb1n4o29m2mxaVpF7qtzfWovBFCMeXCf4mrqvDuvWniXQrbVbLIimXJRvvIw6qfcGuBin07w/8MNM18Qg6xNpEdjalcl5WZflUDvyc103w28OT+F/BNnYXZ/0pi00w9Hc5IoA66iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQnCk0tNYBlIPQjFAGVNcRahpV8vnw22YzHJMSrLGxXqc8HAI9qwda1ayvLSx03TpE1S/gmtptkDAEIH2mTI4wMN0rZ0vTNN+w39hHtuLd32TIQNpyigjA45GPzpNK8G+HdDvBeaZpNta3AQoJI0wdp7fSgC9paTJHOJ75btzO5BUAeWpPCceg4qea48qeGLypXMpI3KuQuO7HtUNtpFhZy3UtvbJHJdP5k7L1dvU1ka5qz2XijQLGJ5c3UkgeNGGCoXqwPYH0oA6Wo5iVhdgeQpPIzUlFAHiEuiXcPhfw9qMUcgvLq4S2uIRE+ZE+0+YrAfw4wx57GorGaf/hGF0C0trxdZTX/P8l7dgNnmliwYjbjb717ngccDjpSbVznaM+uKAPHPCWk3dr8adVsmidtOsjJdQn5gsbS4z1ODXqmvaqND0K91NreS4W1iaQxRfeYDsKvhFDlgoDHqccmlIDKQQCD1BoA8WkayvPHPhHXtAkuby71GV5riKecypbRsuG+X+AjPHTpXa+N5ZY9f8I+WVjT+0WZ53I2oBG3y892ycfSuwjt4ImzHDGh6ZVQKS4toLuExXESSxnqrrkUAcT4OCSePPGNxHlo5J4gsg5VsIM4PfBruZJEiQvI6oo6sxwBVfTtNstJs1tLC2jt7dSSscYwBk5NWmUMMMAQexoAbJLHDG0kjqiKMlmOAB9aVWDqGUggjII70MqupVgCD1BpQABgcCgBaKKKACq8UEkdxNI1xJIsmNsbAYjx6YGefekmmkS9tolCbJN+7J54HGKq6hqVzYMdmm3F2u0sDBg49jk9aAL8XmeWPN278n7vTGeP0qSsMXutT/bPJsY4fLjzCJ85diuQOD0zwa0dNa9bTbdtRSJL0oPOWEkoG74z2oAt0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBHNGJoZIm6OpU/QivPv+FRaVL4Zs9Cub25e2tr5rzAwA5Y/dPtjivRaKAPPtV+G7Xl1rl5Z34t7jULaOzgYJ/x7QKPmRfrXW6ZoNlpOgQaNaxhbaGHyl4GTxjJ9+9eT/EzVfHmk6291a6odP0ZruG2thGqlpN6/MefQg/nVt9d8f2/iPTvCNzfWMN7eGWdL7y95MS52gqOMnGaANc/Da8b4UXPhH7dD9pkleRZtp28yFhn8K9A062az0y1tXYM0MSoSOhIGK4Twv4n8QLp3ieHUkTVtQ0e5MUYtV2mcYBAA9ea7Hw/qdzrGjQ3t3ptxp00n3rafG5aAMj4haDqPiTwnLpumNGJpJYywkcqrIGBYHHYiuH8O+GfiX4f1JNMgnsU0P7WJyUfOyLdzGmeQMV7HRQBDcrNJaypbyCOZkIjcjIVscHHeuH8E+BNW8K6ve3lzrq3qXztLcJ5O0u5xg57Y5rvqKAIbvzvscwtsefsPl5OBuxx+teYeBbDxN4RibTNT0AXBv72R5722lDY3c7m9hXqtFAHi83gvxXbadceDYrWGXSrrUPtcOoeYSIUDhyrD14GPqa1L3S/EOm+JPFWn2mlPd2GvQb4rkEARSFNhDfz/CvVKKAPFLq4vPDfizw3puq6TfXmm6NpyqsltCZEe4IA3gewyK9W0HW4tfsDdw211bqHKbLmIo3HfB7Vq0UAFFFFABRRXnHxZ8Qa/pFvo1l4faRbm/uSjtCoaXaoBOxT1OM0Aej0V414P8X+KmsvEE0kv9sJp5KxW0u2G6UDOWde3HameBfiF4q/4Rm/1rX7NZ9HhjlnivC4Dkg8RkD8s0Ae0UV4zo3xm1W9utKe+0O3gsdSlMUUiTlmQ5wCwxwCTS3Xxi1m00mYvodsdWi1Uac1oJieSpwc45yRigD2WivG9V+MWsQapqllp2gwTnSlUXQkmIYt0YIAOQDn8q9L8LeIIPFPhuz1i2Ro0uEyUbqrdx+dAGzRXk/xt1W/0S30G9sdWudPLXZikeLkbSM5K98VmeH/AB7r+jaVrGq6xPNe6TFNHb6fJexCCSdmI+YnoFAyaAPa6K8m0b4p6pr58QWNrZWC6lp0AuIAk/mRzKCCw3Dvj9TVnwZ468Z+LYoL5fDdlBpjuVM5uTu4zyFxyMjFAHqFJkZxXkGg/E7xl4g1S4t7Lwlbyw2lz5FxIt19znnGRzxzV+4v9YufjtYWkxNnYw2cjRqs2Rcr6svYg0Aeo0mR614/8RPi5qfhTxZFo1lp0WxAJJJbhsCVD/d546Gub1vxdr9j8WEvtJSW/ifTVvBYS3G2ONWiBbHbgDNAH0LRWL4T19PE/hew1hEVDcxBmRWyEbuM+xraoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqGszva6JfXEYy8cDsOccgHvV+sjxSiSeFNWSSVoka0kBdByo2nkUAYXwrDH4f2EskzytKWk3uwZjk5GSO4HFdpXF/CiK3i+GWifZoWiRoSxDHktuOT+JrtKACvMdfE1z8bdAiSYqIbVpNg6kZ+b8PWvTq8c1jXotB+Kupa3daNq13JDClrbi2UlSu35mx0PNAHsdFedWvxe06ZCZ9C123YdA1mzZ/KoG+NOjQ3McV1o+tW6yZCO9qfmPHAHXvQB6ZRXnv/C5/CA8kNPdqzkhlNq+Y8f3uOKtf8Ld8F/9BR//AAHf/CgDuKK4Zfi74LZ9v9qkH3gcY+vFXF+Jvg4zPE2vWsbIAcyHaGB7qT1/CgDraK5hPiF4TlDGLXrOQINzlJMhR6n0HvTP+Fk+DP8AoZNP/wC/woA6qiuei8ceF5vK8vXrBvNBKYmHIHWrf/CT6F/0GLH/AL/r/jQBrUVSh1fTbhQ0N9bOpOAVlB5qcXduTgXERJ/2xQBNRTd6/wB4fnRvX+8PzoA566u72Lx7p9rtR7CWzkb7nKSA9c+44ro65XV9V+y+OdDsmm8uO6jlAP8AeYdF/GuqoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkvGvgKz8b/Yhe6he26WrF0S3cAFuME5B5Hb61B4g+HGn69LplwdQ1C0vNOh8mK6t5cSMuMfMSOT15967SigDkLT4f2Gl+Er/Q9Murm3kvQTLes5aZnOPmJ454rX8M6CnhrQ4NMS8ubzy8kzXLlnYnrz/StiigAooooAKKKKACiiigAooooAKKKKACiiigArm/FHgrSfFz2b6kbpXtGLQtbzGMqT1PH0rpKKAOZ8NeBdG8LC7a0Weee8GJ57qUyO49CT2qlpvwv8N6ZJdeRFdNb3KuslrJcMYcN1wnQV2dFAHBW3wi8M2s1s8cmpFLaUSwwteM0aMDkYU8da2LjwH4euvFUXiSWxB1GMghgxClgMBivQketdLRQBxeqfDDw9qus3Wqsb62urrHnm0umiD/UCuj0TRrLw/o9vpmnxlLaBcICck+5Pc1o0UAcz4s8C6N40W2XVxcMLYloxFLswT3qXWPBmka74bh0HUI5pbSEL5bGQ+YCvQ7vWuhooA89t/g34UtnuJEGoGW4jMbyG8fdg+4xn8citTw18O9E8K288OnNe4miMTeZcsQAepUdAffFddRQBxfhz4X+HvC2r/wBp6Z9tSfBDB7glWz6jvUWofCnw5qWvS61M+orfSNuMkd2y49h3A9q7migDgNe+D/hXxHqMl/ex3n2l1VSyznoowOuewqY/CXwi16Lp7Od2FutuFNy4XYABjg56D1xXc0UAZOheHdL8M2JstJtzb2xbd5fmMwB9txOK1qKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArD8YlF8F60ZQxQWcu7YcHG09K3K5vx+8qeANdMMYkf7HJ8pOONvNAHKaL4lXwT8ENH1K5h3SJbqI4m43FmOPfoc12Z8QRWnhQ65fSRrD5PnAoGwQR8owRnJyBjFec69ZvqPgz4d2LNOtpNNbee0Sk4AjyCcDjnHNdH4rjj8U+I9D8ORqZdPile6v8IQv7vhEJxjliePagDZ8L63rWqWs11rekppcaoGQGTJxjJzxxxUugeKbXxAZJLfYtqZXit5DJzOU+8VGOnvmuP8b+I2vPAz2ugW10+parP9iEfl7JPl4YkdhtA59DU2mavpmkXmjabrFhHpb6bAfLdrgBYSVwQcgBgfUUAbV947Mev32h6bol9qF9ZqrSeWyKmG6HLNnH4VaPjbQBpE+qXlwkUFrcG2kZhvxKMZVSM7uvauXvI7zXtP8AE6aRrcVtGJi324HdIRtUhFwRtT8854qhoOt6Nb+F/BV9OsaaTAJUmnYYEU4QgbgCevzfiRQB1lt468P3GsWOmzW1xaz6gnmWpubYoJRz0z0PHetfWdY0nQmtUu4wZruXyoIY4tzyN7D+tZ954l8Kt4p0yyZoLvVpVP2ZoYxKY1PU7hnaOKy/GF7ZJ400izivZbDW3t5fstw8StAQf4W3d8jtzQBo6b4s8N6n4kn0MWrW+q7Nzw3Np5bOo9yORW7NomkT7Wm0uykKLtBe3Q4A7DjpXEeFdT12HxeNK8SR6RdXcdmZPt9u6+YFz/EMA4PtxXoUdxDPbmaCVJY8HDxsCD+IoA4WLxV4AVpALWGAiWS3ONPYCRl4YfKvzD2NWmu/h/d+fbva6XmK1W9lVrMLti4IY/KPUcVyvha/8SXulTHwpDo7pHqVw139sdmmyZDjOPVe9R+IYZzb+OdTxDLewtFarHsCkxfuiwznoeR60Ab+kaN8MdZuB/ZMOmyTyBpNkDlW2kYOVzkDHasy78KfB/S9VewvI9PtryHDNHLcupGeR1bmuiDSX/2KHVLOPTNPnSLy0ikDPcSEHMTYH3eAePxrn0W+/wCEq1+50zwbZajeW90sS3E06L+7C8BSQSCPSgC8PBXwy1e1k1OKOyeB32G4iu2VA/oMNgGq4+F3w+ulaS2u5AsBMjNBf/cBx1PYDHFXL3TriaHR7i70PTxPA0skuhxujB8jG9cgBmH0/GobDRfBdx4uUSaabHVbqy2TWBj2xOGX5lIA2kgdwaALX/Cv/C12IYYtZ1IsiZHl6q+5wTnceeevX6VHefC/w/HatG2uazbPIQqStqb5B9Bk45qvo3hnw9ca9rllJYWjQafKPs9qsO0R5RSTnPzE8duK1tF8LaTrOjy3GqsmqyXrrNKZMbYyFwqqB90KOnegCLQPhymh3cUo16/voY5lnRLsiRgwGOGPQfSu6yMda8q0+SCH4dXdlY3t0sVvqRgeNLpVljTfjYHOMZHTPNattpmo654Ps9OgF3aLFqIWYXMh80Qo+T83U5HQ5/GgD0GiuY1HQbC+1g3NxqGqW85XyokjunRAQPvIAeTg961tDEI0e3+z3VzdRYO2a5LGRuT13AGgDRooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAybrxPoVlcvbXWr2UM6cNG8yhl+oqH/hMvDQ667p//AIEL/jXi3jKO7v8A45fYNDsBDLcQra3c8sW5HUjczDI4O3jPtVjxd4at7X4jaLoWg6ZZO1tpbeVHfRFo5G3EgZHVuvJoA9tfXNKj09dQfUbUWbfdnMq7D9DTF8Q6M9j9tXVLRrXcE84TKV3HoM+teA6XBaW+keEG1u1caVaahcx6gsqlY4pW5AIPVRVTxFYI+ka++kxNFoOqarClmY4zsBX7zgdcUAfSMmp2MV3BayXkCXE4zFEXG5x7DvVrIrwTwDoVzpPxegt9b1CXUryGwbypGVtsfHABP+zXZ/DqSyn8V+KpYbnVZpxc7XF4CI1GTwnbqD+GKAPSaKKKACiiigAooooAKKKKACiiigArD1vxf4f8OTxw6xqkNnJIu5BJn5h6jArcrw7423mnnxb4YttQ02a4tYGaa5dIiwaMnG3jr0z+NAHtFjf2mp2cd3Y3Ec9vIMpJGcgirPSvmBtW1jQfCerPplreaVpmq6mEs3Ysotox1OOoBzWj4TmvvFmm+KfDb+Jbqe5iUTWTxzN+82jnBPOCaAPo3I9ayLfxJptz4lutAjlb+0LaITSIV42nGCD+IrxfwK/iDxZ4o0q/nS/sdP8ADtqI7gyOxaeQZJGD1z/IU/wDr2kW/wAXNduY4tQT7d+4szOrMHbdk5J6AkDHpQB674k8ZaL4TEDavcPCJzhCsZYfiRwK3YpUmhSWNgyOoZSO4NfKXizWJtV0i/XXrrWf7bN9zZmM/Zo4wcAD8K+mvDU8Fz4Y02W1SVIGt02LKCGAx3BoAW/8SaLpV0LW/wBUtbacrv8ALlkCnHrzVuw1Gz1S0W7sbmK4t2ziSNsqcV4P8VtV0OH4t6JNqdlJJa2a4vCYCRIM5AH96sGS21bSNGt2aXU9M8L6xqrOYokPmRQdQRjkZBPH+zQB9P5GM1S1XVLXRtLuNRvGYW1uu+Qqu4gfQV8/Wt7q+neG/FkumS6te+G1MUFo0rOsmSw3Mp6gdQfqKzPCeuXFhdeIIltdZl0y7snt4o3R7hTKRwT/AJ70AfSOja3p/iDTI9R0y4E9rJ92QAjJ7jmtGvmjwYniFfEfhyw1qDVdP0y3jQ26WqHYzdQZB2z3r6XoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5D4ozy2/w112SFir/ZmGR6HrXX1HLFHPE0cqK6NwVYZB/CgDySy+KPhuz8H2ElxZTyzaZawsohiPleYUxtD9Ae3NMt/jL4Ys7ia5ubKa3+3nLhIGWVcKBl89c84I9K9YGnWSwGAWduImOTGIxtJ+mKSTTLCZgZLG2cgYBaJTgflQB5n4Y+LPh670q5dLZrVLJW8lbmUF5f+BHnJ4qnf/GTwZJq3mX2mmee1hLW9woEgYkcpnHFeq/2Npf/AEDbT/vwv+FH9jaX/wBA20/78L/hQB5Te/GTwDc6cbS4s7sJeRhpo4YgCD6EgjnipL34j/D65txokuiT3MD4kW3itlZWLjOQM8nmvSj4a0NrwXZ0iyNwowH8lc4/KluPDeiXTxvNpVozx8o3lAFfpigDzDSPH3wv8N3kk2naebGdlCyOsA3AbiMHnPbOK1td8d/DbW7KGTU3gv3/AOWULRZkGemM9Pzrrx4K8MjdjQrHLcn9yOauDw7oy78aVZjewZv3K8kfhQBwWja38L/sN0tnJaWX21WgnDnZIQByCc5Aq74d8cfDzSdNXSNL1aCC2gB2o5Ykg8k5PWull8F+GZ5mml0KweRjksYRyaSbwT4Ynl82TQrEyZzu8oDtigDB8Pav8PPDaTjStWsYBfH7XIWmJL5JGeffPFY95ZfDm5uNahn8SRNNrRVpz9rzgBtwCnoORXaHwN4WPXQbA49YRQfAnhUjH/CP6fz/ANMRQBkalF4S1HRdOs21+OGHTWjmhmiugGG0YUlvQ1Wl8I6PLe3WoWvim+tIb5vPmSC7CJIzcBq1rL4b+EbASiDQ7bEn3g43DGcgc9ualvfAHhfUGQ3GkQtsUIACQAByBgGgDmJfCuhTi0GneL7mPVLCYrDdNdiVgWP+rbPBBI6V1Wj6LeR3n9parrA1GYAiHbGqRxdiVx36jk1RX4XeDkB8rR44mLbt6MwIbs2c9feo3+F+gSWy27zamYVYsqfbXABOcn9TQBf0nwsbDxVquuS3SzG94jiWMDyxgA5PVidq/lWRp/hrxZoWq3SaVq9k2jSys8dtcxMxgB7KQeg9Knj+GWkQTwvBqGrxJEhQRrevggnNW/8AhAtPSwurSLUNWjS5JLkXjE59aAKF14HuovCkGk6fdwNOL1buaWdDtc7txGF/Sug1aHXmktn0mazTp9oE6sQRx93B4PXrXO2vwzWzeNoPE+uqY/ug3OQK14/C97HFJH/wk2qtvx8zOCy/Q44oAsXH/CS/2szQrpjWAB2KwcSZwOSc4657VrWf2gWkX2sRCfaPM8oHbn2z2rnh4d11DKU8WXXzMu3fbo21QOn1PrXRwRvFAiSSmV1ABcjBY+tAEtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFSzsVsjOVmnk86QyHzX3bSew9B7VboooAKKKKACiiigBnlR+Zv2Lv/AL2OfzppghMwmMSGUDaH2jcB6Z9KlooAgmtLa5haGe3iliY5ZHQMpPqQacLeFY1jEMYReihRgfhUtFADPLTfv2LvxjdjmhY0QkoiqT1wMZp9FABRRRQAUUUUAFFFFABRRRQAUUUUAFcP4t+IWm+GtftNGuNIvb+7uo98It4g+7kjAz34ruK8e+KOh+I9U8caJf6bpF7cWVgh3y2c6xyEnOQpPSgDudC8VaH4t8Py3rxLDbRSmGeC9VR5bDswPFZniXxRoPg3QZdd0vTbK78l1SX7H5asoY4ySO1eVxfDvxbH4YMk+kPNbR6obx9OecGWeMjkNg4J/WhvA/iDXYvELaP4QbSLS+WKKK2lmCYKsGLEMe/tQB7p4f8AEWma5p9rc2s1us11EsxgV1LrkZwQO4rW8iBW3+VGGHOdozXifhzwLqr+NNAu4/DEegW+koPtc6zAm6YDsAeQcfrXuB6HHWgDyjUfjR4WF1cRNo97dwxTCJ7gW6lNwPqfet2y+Kfh59e1LSb64h042RUK9xIqiXI7fSvH5PAfi1W1BINC1NLq51LzhItwn2Zo9wPzITycjOa1Z/AfirUNR8YK3hmFm1ID7PcTyRjYc9UP/wCqgD2i61bwveTmG7u9MmljVX2zFGKgjIPNWI9c0K6EcceoWMgJARRIp/IV4HqXw98b6rqWgC98L20v9nW4jlYXKBbkKeAx7HHHeui8e/D+7Wy0LXtA8L28F7ZSCa8s7ZhuOMYAI+8OO3rQB6m3ifw1GrRNqunqom+zlTIoAk/u49asabrmiajcTWumahZzzRH95HA6kqfcCvnu8+GfjvVJLqdfD9lDbXl8L/7PJOm5Dz8mc9Du5+lavw1+F/jHwr47s9UvbG3jtAHSYrOp2qR2APrigD6EooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8x8d/FO/8ABvieHR4/D/2tbiMPBMbjYH9RyMDB969OrzPx18O9T8X+NNJ1P7TaDTbHaDBKhYv82W/PpQBb0D4taHqnhhdX1ANYP55tjb8yM0nouB81X5fiXoB0K81Oyknu/srbZoI4WMkR9XXqB6msLx/8KY/EVvpo0L7Lp5s5GYxBCsbg9/lxz70vgH4YT+F31ie8ntzLfweQEh3FAO5O4kk5oAv+Dvilp3ibRJNQurS5sBAjPPLJGTAAvUiTp+HWtCw+JnhbUtghv3V5EaSJJIXUyqoJJTI+boa5bQvhv4ks/Cl74WvdXs/7IlgljTyYfnLv0JJ7CsXRvg5rWnXlhIG0yKewdZIr0GRicZ+Uxk45PU+9AHZxfGTwZO0gjv7gmIZf/RX+XnHPHFd3DMk8KTRnckihlPqDXlnhHwB4u0DxRd6hdalpc1nqExlvYRb/AHs5+76V6sAAAAMAdBQB5drvxauNB8YX+h3OjQxpbRNMk812IxKoGRgEdT0xWn4Z+KOnap4Xg1rWlj0lLiV44ELNJvCgZOQvHf8AKsnXPhrrWuePL7X7i702S3a2aC2gnt94UbcLn3BOc1gXXwT16bw3pOmrrdswspJGaEoyxtu+h69R+NAHoVx8UPCltokWsnUGksJJWhEscLMFcdm449s9abZfFLwtqFjd3lvdXBt7WLzZHNs4G3OMg455NcjbfBi/g8BT+Fxr8ax3F2ty7rb+i4K9fUA/hXSW3gXV4fh7c+GH1uB3kTyY7gWgXZFgArgdT7+9AGrpnxE8K61qMNhpurRXNzMCyxxq2QAMnORxWV4L8fz+L/Feu2UMNuNL087YphuDuc45B49aZ4C8Eaz4S0Se0uL7T5pVQraGO1C+Wf7zN1bNUPDXgDxT4f8AGNzqx1yymtdQYPfRrbbS5x0X0oA0YvjD4Tl8UtoH2idLhZTCJmj/AHRccYBBz146V39eCxfATUo/Gg1U6xbm1F59px5Z3Y3bsdfwr3qgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopodT0ZeDjrQGU9COOOtADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq0l/aQyOkl1CjpjcrOARnpmgCzRUH2y289IPtEXmuNypvGSPUCnpNHI7okisyHDKDkr9aAJKKQkAZJwBUEN7a3GfJuIpMHadjg8+lAFiiq63du949osyG4jUO8YPzAHocVYoAKKKKACiimswRSzEAAZJPagB1FVrS/tL+IyWlzFOgOC0bhgD+FWaACiiovtEPn/Z/NTztu7y9w3Y9cUAS0VSvNW0/Tp7eG8vYIJbltkKSOAZG9AO9XaACiiigAoopruqIXdgqgZJJwBQA6iqlvqdjdy+Vb3kEsmM7UkBOPwqyrq+drA464NADqKKKACionuIY5UieVFkkzsUtgtjrgd6loAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApr48ttxwMHJzTqQgMCCMg8EUAfJbajqDx+Ifssl15MWrKP7RXUHHkK0hAymcMCB17V13ii2vJviVc2Ona4yadLbwXNxMmoGIQqMCRlG7DEhc9+texxeAvC0Ed7HFotqiXoxcKF4kGc8/jVWf4Y+C7m4aeTw/Z72UKQF2jA9hxQBhahq8uleC9Fu/C3iCyjspJAnnayzM04J6hjg5/CvRoWZoI2ZlZioJZehOOo9qwdR8D+HdU0K10W505Dp9q4eGFSV2EehHOK6CONIYkijUKiKFUDsBQA+iiigAooooAKKKKACiiigAooooAKKKKACvnT4m2NlffGaG0tvsM0l3aqs0dzcmKMS8hdxXkHGMD3r6LrLl8O6LNqH2+XSbJ7zcG89oFL5HQ7sZzQB83at4Z8TeHfFPh20t723uPENvbvLHGsjEbVYlU3HGeO3tXonwPuJb658TXmpSK+sSXa/aNr5AGOgwSOvFekz+F9Fudej1ubT4X1KIAJcEfMABipNN8O6Po93c3enadb2s1zjzmiQLv8AyoA534tTXNv8NdVktZJo3AQM0P3ghYbv0zXnX9j/AA/0ODRte0PXZku1Qyw2wlL/AGmVVJ+df4eRz2r3iWKOaJo5UV0YYZWGQRWHbeCvDNnqJv7bRLGK6K7d6QgYHsOgoA8Vk+IevWukaRrS+MLO7ur+by5tPW2QNApzkk/ewp55rh5fiR4rWTzj4suy53tsCgjcG+VenQjmvp6LwH4VhkeSPQLBXdmYsIRnJGDj0pbfwH4TtoRFH4e03aP71urH8yM0AfN9n8UvGTas+fFcUUczqGeSIFE+XOQMcDtXV6R8V9bv9c0NtR1aK1066tZY5n2KqiZQw3Z7HlOvHNe0DwR4WDM3/CPaZlsZ/wBFT/Cn3Hg/w5dWkdpNolg1vE25I/IUBT3xxx0FAHz0PiZrY8P6GkHimZdQmuZYL0sqsVjZl2vyOoGcYrq/DXiqT/hHvGnh++8Uf8eTsttqNyu4lWJGDnrkgj2zXrx8K+HyIQdE08iH/Vf6Mnyc54445qZtA0d45420qzKXDbplMC4kPq3HNAHh3w08TW+gfCPX20yaGTW7YyTmPBJIzhXx3GKdoXiG9t7jQNVm+Ia3azh3vrFuWHGdqqBn88V7VY+F9B0wsbLR7G3LoUZo4FBZT1BOORVSw8C+F9MvnvbPQ7KK4fILiMd+uPT8KAPnvwV4+1VviZYX2oa5czWF5cyQeU8hIVTwpKdB94fkav3+l31t8chHr/iv7PICkq3CblMiFvlhGPy9K98j8H+GoZVlj0HTUkUhlZbZAQfUcVLqHhnRdU1C3v77S7W4u7c5ilkjBZfxoA8W8daxpMfxt0K7vdcjnsbNys0DKQLRlB6465bBqfxj401K98Y6rDY+Kl0m1sLFLmyUBdt0xAODnrn0r2C78LeH765e5u9F0+ed+Wkkt0Zm+pIpLrwn4evpY5brRbCZ40CKXt1OFHQdOlAHgKeLvE/ifXrFX8WDRRc6d9oYBlCB1BwAOxbHSoPEPxQ8Qz+E/DdxHrBgl3yxXhtmHmSbSuG6YHB/Ovfm8EeGH1EX7aHZNcKgjVjECAo6ADoKkPg/w00axnQNNKKSVX7KmAT17e1AHHfBTxBf+IfC9/cX99PdmO9ZImnA3qmAQCR161J8cJ1h+HMwN7NavJOiJ5fSQnPysey4yfwrvrDTbHS4Ps+n2cFrDnd5cMYRc+uBRf6bY6rALfULOC6hDbgk0Ydc+uDQB85/DSxS98eahYQNBZXT6biO90qTeinglhuzyeOKXwB9iS/1NdU8balYaibmWPyY22hgufnbIIH6V9Dadoek6Qztp2m2lozjDGCFULfXAqIeG9DF1LdDSLEXEoIkk8hdzZ65OOc0AeJfDe61bxff3yXPxAvUkt5WEFtGF3zIv8eCOmO1cXrfxM8T2viW8l07W9SS2iuyEhudmRgnIIHbI6elfUNj4a0PTLkXNhpFjbTgECSGBVYA9eQKhm8H+HLi6luZtD0+SeVtzu9upLH15FAHhnjyK4f4l6Bc6j4pntNPvIRd29wBj7IWHRfYkDr2ql8S/F2vG80bTNH8Sz3drJbq63cTCHz3yeSRj8q+jL3RtM1OJYr7T7W5jTG1ZolYDHpkVBceGNCurWG2n0exlghUrFG0CkRg9lGOPwoA+eo/GniHXfD+h2mva1LpunC9e3utQt22ysVGRuI/n3puk6n4t1Xwz4m1TTvFuoOmiyjyQSCJYueScZzgA17N4j+GGh674Yj0G2Q6ZapMJgLVQMn3z1qnY/CHRLLwc/hwXl/5E03nTyxyhHlOMbTgY2+1AGR8Jr/xV4ovLjxNqmoSDSXiEEFqwGHdQoZ/bkH8zXrVY3hfw5aeFPD9vo9i8j28Bba0hBbliecfWtmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopkjrFG0jnCqCxPoBQA+iuTsPiV4R1G7W2t9agMrPsUNlQW9MnvWlL4u8PwamdNl1i0S93iPyWkAbcegxQBtUVz97428N6Zqc2nX2sW1tdQhWeOV9pAYZFMl8eeFoY4JX1yzEU5YRyeZ8pK9RmgDo6KxdC8V6N4lN5/ZN6lyto4SVl6ZIzwe496145ElQPG6sp6FTkGgB9FFFABRRRQAUUUUAFFFFABRRRQAUUVz1p428O3sl8kOqQ77E/6Sr5Ux84yQe1AHQ0VRsdY07VLIXllewT2zEqJUcbSR1Gasfarfci+fFl/ujePm+lAE1FRefDlh5qZX73zDj60C5gZSwmjKr1IYYFAEtFVpr63htZrgyq0cKNI+w7iABk8D6VleGfF2k+LNM+36bMfJ8xowJRtYkHHSgDeoqFrq3SYQtPGJSMhCwBI+lSMyopZiAB1JNADqKarq6hlYMD0IORWfrmuWHh3SpdS1KbyraP7zYJ57CgDSorO0LWLfxBolpqtqrrBdRiRA4wcH1rRoAKKQsFBJ4A61yOhfEXRfEfiq80DTjLJNaxmR5SuEOCAcevWgDr6K831H41eGdN16bTJEu3SCXyZrlIsxo3TGfrWlrXxU8L6BqT2F7cXHmxqjyGOAsqBhlcntQB21FYOueL9G8O6FHrOoXO2yl2+WyDcX3dMDvWxa3Ed3aQ3MRJimjWRCR2IyP50ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVFOcW8nBb5TwBknipaKAPmzStC1j+w9V0H/hGdR+3zaul3DPJbYVIw4Jy3rjsKpeONF8Tax4x13VovDF0ZYJ4hbSrGRgIcbgAPmzgH2r6gooA8E8f6MuojQda/wCEd1CfVLuSC41GJbdnCxqoBTpx0PFV/iZ4LWy03QdP8NaRfeS0st1KwgMvllx0YAdvSvoOigDyXwDaQJ8PtV04eGtR06eO28ueRYzHJdttPzJnv/jXS/CyCK28EwwwxanEEmcMmojEinjI+n/167WigAooooAKKKKACiiigAooooAKKKKACvmbUfBfirWfHPjHUtPS7t5onl8ljEQtyhJUoD0J24xX0zRQB8263pGpRXWhjVNJ1iHw6unJutdOBHlz7cHIHQ7uuaWx8D+K28GWOs29verf6dfmS3tnZvNeAsCcg9CMdK+kaKAPnW+8F+K5vC2t+IoINRj1LVLrKWIc747ctlgw9Tx0rmnt/EKvqVpYafqE7Xlgkc8FtDLGLeRWVgSG7/L265r6vooA+S7Ky8TaXqcNxZeHvEPkLKrSRSGQ+YgUAqfXnJ/Gr2jeHdU8jTY7Dw5r1vrQ1ETyzsGWERbskAdOlfU1FAHzH4h8O+LJvFHiET2V49wSZLW//etgDkJHt45rS1XRfGGs6ppM1xpPiJtPWyjiv4o5vLaVwDkjnHPFfRVFAGH4U0G18O6DBZWguljI8wrcymR1LckE+1QeN7mS38LXaxaTPqZmjaLyYUDFcqfmwfSujooA81+G/iKWx8Ci01PRdRsP7ItcyPPCVWQDP3fU+1dN4K8Vf8JhoX9qCwns0MrIiyjlgOhHtXROiuhV1DKRggjINCIqIFRQqgYAAwBQAO21GJBOBnA714T4Xu9QtvjZqGsL4Z1SLTtSVbZGa2KCL7nzN2Ayp/OveKKAPmjxd4Q15/Et7oHh+LUJdOv9R8+fzbTbGrZ6iTuoq78TfDHiGPXZrDRIL+8h1RYftYFvuTcoAAD9gPTtX0VRQB85fFfwz4wludMgg0ua60W0t4kt4LcbgkgUbiwHPXjJr3PwlNfXHhTTZdRtVtbpoF3wKCBHjgDnnpitqigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACqepapZaPZtd39wlvbqQC79AT0q5TWUMMMAR6EUAc0PiH4TZcrrdqQe4JpE+IvhGTJTXbRscHDZxXRpbwRoESGNUHAVVAAqOCwtLZWEFrDEGOWCIBk+vFAHOv8SfCEblZNdtUx3diAfp61PbeP/Cl2cQ69ZEYJyZABx7nitq406yu9v2m0gm29PMjDY/OmnS9PNt9m+w23kZz5flLtz9MUAYI+JHg4vsHiCyLf3Q+TTz8QvCYBLa7aKAM5ZsVtJpOmxSrLHYWqyL91liUEfjipZrO1uFCz28Uig7gHQEA+vNAGVB4x8OXMPnR61ZbM7fmmCnP0NJb+M/Dl1OIYtYtTIV3AF8cfjWrLYWkzK0trC7KQwLICQR0NTeVH/cX8qAMoeKtBa7a1GrWnnKu4jzRjH16Ul14r0KzRGn1W1Adgg2yBuT9Ola3lR/3F/Kjyo/7i/lQBzS/EPwowONZtxg45yP6UyX4keEYCnma3bgOcbucD6nHFdR5Uf9xfyqOa0triIxTW8UkZ6q6Ag/hQBy8vxP8ABkcTONetpdvO2HLsfoAMmqx+Lfg0Kp/tGb5vS1l/+Jrq4NJ062k8yCwtopMY3JEoP6CrXlR/3F/KgDiR8XPBrMANRm59bSX/AOJqSL4reDpZ/KGqMp55e3kVePcriuy8qP8AuL+VIYImA3RIcHPKjrQBxX/C3vBv/QQn/wDASX/4mnS/FnwdDIUbUpCR3S2kYfmFrtPKj/uL+VHlR/3F/KgDi2+LPg5Ykk/tKQhs4AtZCRj1G3im/wDC3vBv/QQn/wDASX/4mu28qP8AuL+VHlR/3F/KgDgpPjJ4QjlCC5u3BGd62kmB+Yp4+MngdpPLGrOX6bfs0ufy213XlR/3F/Kqy6Xp6XH2hbG2WbJPmCJd2T74oA5Bvi/4JTG/VyhOcB7eQHj6rQnxg8FyKGTUpWB7i0lI/wDQa6+40vT7pw9xY20rAYBkiViB+IqWG0treIRQ28UcY6KiAAfhQBxyfFvwa7bRqMw+trKB/wCg0wfF/wAFsMrqUx7cWkv/AMTXceVH/cX8qYltBGCI4Y1BJJCqBye9AHGD4u+DScDUJ/8AwDl/+Jq7/wALH8NJOkU91cWxkBKm4tJYlIHuygV1PlR/3F/KlKK3VQfqKAORk+KHhGOOVzqoIibaQsTkn3AA5HuKrf8AC3vBv/QQn/8AASX/AOJrtvKj/uL+VHlR/wBxfyoA4n/hb3g3/oIT/wDgJL/8TTW+L/g4FcX9wcnHFpLx7/druPKj/uL+VHlR/wBxfyoA86l+NvhSN5FVNSkCnAK2jYb3Gf61Pa/GXwhcQ75Li8t2zjZJaSZ/QEV33lR/3F/Kjyo/7i/lQBwNr8ZvCFyHLz3kAU4HmWj/ADe4wDUNz8bPCcEuxBqM4/vx2jY/XFehrBEqhVjQAdAFFL5Uf9xfyoA81/4Xn4W/59tV/wDAQ/41Yl+NXg+NYyk15K7Y3olq+6PP97I/lXoXlR/3F/Ko1tLZJHkSCNXfG5ggy2OmaAOEt/jN4RnSRnlvYCp4WS0fLfTANJD8ZfC0rIXXUYYWziaSzfbkduAea9A8qP8AuL+VHlpjGxcfSgDif+FveDf+ghP/AOAkv/xNVrv4zeEbZFMct7cknBEVo+R9dwFd/wCVH/cX8qPKj/uL+VAHnVv8bfCc0wSQajAp6ySWjbR+WTUp+M/hH7aIPNvSn/Pf7I+z+Wf0rv2giZSrRoQeoKil8qP/AJ5r+VAHHS/E7Q/sqXFrbateo54+z6fKePXJUCkn+JmlRPGq6XrkodQSU06TC+xyK7QKAMAACjA9KAOEb4qaaGI/sPxCcd/7Oesx/i/IskhXwV4ieFW2q4tcFvwPSvTsD0owPSgDzm2+KV7d7vJ8DeI22qGOYFHB+ppJfi5DGfk8KeI3OQD/AKER9fyr0ikwPSgDzy1+LVrMjGfwz4igIOADYM2R68VJ/wALXsPO2f8ACPeItm3O/wDs9+vpiu/wPSjA9KAOE/4Wrp3/AEAvEP8A4LnqrB8ZdBupmit9N1uWRfvIlizEfUCvRcD0pAig5CgH6UAee3Pxi0OzXNzpeuQj1ksWX+dRx/GzwnJOkbLqKK3WRrRtq/XHNejFFbqoP1FJ5Uf9xfyoA4n/AIW94N/6CE//AICS/wDxNNf4p6T8rQ6VrtxGyhlki06Qgg/UV3HlR/3F/KnAAcACgDjrP4kaTdKxksNZttpwBLpsvP0wpqGX4n6ZG8irpGvSBDgFdOkw3uMiu3wPSjA9KAPOH+LJe9FvaeD/ABHODwrfZNoP5mrZ+KNtENtx4b8QxSYB2fYGbqPUcV3uB6UYFAHAr8VdPKgtoPiEEjkf2c/FP/4WWLlD/Z3hbxDdSKRuX7GY8D1yxFd1gelLgUAefj4oiGR4tQ8KeIrWRQCo+xl934qTTl+KunlQW0HxEpPUf2c/Fd4EUMzBRlup9aXA9KAPPovixZNJIr+HPESKpARv7PY7x6+1SD4q6fvIOgeIguBg/wBnPzXe4HpRgelAHCf8LV07/oBeIf8AwXPR/wALV07/AKAXiH/wXPXd4HpRgelAHn7fFzRoXBvNL1u0gJA8+ewcICfWrFr8UdIupUVdM1sQv92c6dIUI9eATg/Su3KqwwVB+opQoHGBQBw6fEV728+z6X4W127Izud7cQoPTlyOtU1+I+tvd2cY8CawkM0gSWWQACPJxkAZyPyr0XAooAQcjNLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcF47+JK+DrxLSHSbjUJRF9onMZwsUecZJ+td7XFfEfRNS1jw3dWmi6dbz3t4ggklkkCFI8g9T157UAZVv8AFuCHS7G81nSZdPFxeNaSl5BtgIUMC3sQ1dlY+KND1LSn1O01O2lso22vMH+VT6H0rh/E3hrW9Ut/CUaaFaTSW1wJ9QjMq+XlVC8n+LI/lU2keHNZ0TX/ABW0Oh2tzpl/NHLbW5dFRjj5sg9O3agDovCfi5fEWh3Wr3ECWdpFO8aSGQFXRTjdnsKv2XivQNSuFt7PV7SaZzhUSQEt9K8+0jwt4ttfBGt+G7jS7GG3nima2aK43MXc5CkdAKyfD3w48QReOPD2qS2gtbHTbaNZBKybiwByAE689zQB7hRRRQByHiTxza6J4j0jRYXhmvL25WOWEsd8aEEhqt+IvHOgeFriG21S8KXEwLLFGhdsepA6VxnjvT/FOp+MdKn0zwtBNb6dciYXfmorTcYwT1AFR+IPCHinU/Gi+ILexjgZ7FYX8i6QOHxzywIwOnFAHpGg69p/iTSo9S0yUy20hIVipU5HXg1p1yfw60PUvDng+DTdUEYuY5HP7t93BORk+tdZQBDc3MNnbSXFxKsUMalndjgKPU1g6X498La1qCWGm63a3F0+dsSNycdas+LtLudb8JapplmyrcXNu0cZc8ZI714/4b+F2r6brfh/Urbw+tjLYy/6ZJJfhjKMY3ADp3OPegD3uiiigDlda+Ifhzw9rK6TqN48d4yh9giZvlPfI+lVvE3i+5t/Bb+I/C/2LUbeHc8rSSELsXOcY757Vwnja71jS/jTaajpWgyarmxW2K7TtBYtn5sYBwakfwj42034ZX+i2NlbSz6nczSSxGYA28blcKvY98+lAHpM/iqy0nwjba9rUq20MkUbvtBIDMOg7mqun/Ebwvqmi3mrWuohrWz5nJUhk9OK5XxB4a8VeJPhxBot3ptvDcWskJMUdwGFxGg5Gf4TWBoXw58UaVYeIRYaXZ2ltqtuIorKa63tGfUsBjNAHpXh74h+G/E96bTTb0tPs3qsiFNwzj5c9fwrqq8Wsfh/4ottU8Ey/Y7UQ6HGFuGEy7nO7Jx6jFe00AFcJ4i+KGkeHvFljoM24vKxFxKVIWEbcjn+InpxXd1wXjbw9rl14l0XXtCtLK7mslkSSC6YKpDYwc+vFAF7VviT4b0ezsbi4uZW+2rvhijiZpCv94r1Are0XWrDxBpcOo6bOJraXO1sYPHUEdjXnd1oHjaLxaniS30nSbm5nsEt5oZJ9ohcddhrovhp4YvvC3hmS21LYLue6kuHSNtyruOcA0AdnVXUL630ywnvruTy7eBC7vjOAKtVleIH1WPSZDo9lbXl2SAIbiTYjDvk0Act4Z+JFpqfhy/8QaqY7LTI71oLeU5+ZAQAT6Grlv8AFLwfd3Qt7fV45H8tpCVU4VV65NcRo/hHxleeBNf8P3ulWNil68k0BM2SJGcNtwBgLgHmob/wj4g0fxJBqMum2B0q3tZPOnjKrhmiw2R1PzdKAO/tvif4OvL22s7bWoJZrg4QJkjPoT2qgfjL4KFy1uNRlaVXKFVgY8g4rzvwboGteJvCmj21jpelW1naXfnS3m8ee5VsgEYyM103g7wf4m0bxXqOoX2g6Q0eo3YleYyhmt05yEGOvSgDqrv4peErK9+yzamcjbvkWNiibhkbmAwOoqf/AIWR4UNzcwR6tHK1tC08xjBZUUdcn1rzd/B/jfTbHxF4dtNEsbu01m6lmW9ecARKx9PUYGPerPif4W60YdJg0Iwxm7tI7HWGQBUZUxhsfgfrQB3Nv8U/B1zaC4j1hOVLCMo2/A77cZrb8PeJNK8Uab9v0i6E8G4qTggqfQg15P4z+GWsWviGw1HwxA72y2YtHhtpViZMLjOT1U967P4UeENS8G+FpLHVGiNxLOZSsbbtoPYn1oA7ys3X9Xh0DQrzVZ0d47aMuVRck+g/OtKq1/bfbNPubXIHnRNHkjOMjGaAPM/Cfxfj8SaV5f2ZRrUiytFAkb+Uu0EqHfoM4qfwR8YtN8SSWun6jC9lqkzmIAITEzg9A3riszwx4U8f+GdKn0CKDR307yp1S5U4kZmB2k/ie/aswfDzxwnhnQLCO10tJdLvDOdku1n54JYfr3oA7e5+Lnhm11g2EjXOwT/ZzdCI+UJP7u6u8VgyhlIIIyCO9fONx8G/GRlv4Wg06eG7n87zPtBHlEnJKAkc+5FfQun232LTbW1yW8mJI8k5JwAOtAFquT8WfELRPBd5a2+rG4VrlSytHEWAA9TXWV5z8UfDXifxJ/ZkeiR6fLbW063EkdzwxdTxyf4fUUAWB8XPDY0WbU5lvYEjlWIRSwFZHLdCoPUVYtvin4ZvNM1O+gmuGTTUElwhgYMATgcGuf8AGvw+8SeMfDGmPc3dlDrlhI0gS3BWN84wAT0IA61zGnfCzxgLLxA6yJatqVusTRXNx5rykHJJYDjNAHpHhz4peF/E8c5srx0e3haeVJUKlUXqapw/GDw3calZ2kUd+UvJBFDcG2YRuxx0J+orjPD3wp1+z1DU5DYadplvdaU9kEjuDJl2H3icdzjNb+keHfHsq6DY6jBo9paaRIjfaE/eSSqo24A/hJXvQBLF8b9AfXrrTvsl80UUixpPHCSCTwdw6rg1o3XjueT4o6b4Z06PzYGidrzfGQUI5BB7jp+dZcvhDxZpHj7VtS8OppZ07VSjzNeDJQgcgKPUk1Pq3hjxzeeOrTXrS40aFLSJoY1YOdyMfm3cdaANTXfip4d0HU57CX7Vcy23Ny1tCXWH/eI6UmqfFrwppaRl7qaZpbdbiNIYWYshzg+3Q1gar4O8YW1/r1rocemSabrnzTSTth4XIwxHqPaotP8Aht4j0e7triKbS7xYNJaw2OGQsTk56YPJ70AemaJrVj4h0e31TTpfNtZ1yjYweuCCK0a4f4WeHdb8K+Ek0nWRagxOxiELFjgnJ3Hp+VdxQBm65rdj4e0qXUb9ysEZA+UZLMeAAO5Nc1YfFLQL2z1Sd1vLZtMjEtzFNCQ6qehAq78QPCkvjLwtJplvdfZpxKs0bnO0sp4Bxzj6V5wnwx8YWDaxPAujyy6jY/ZGVJZBj/ay3Un3oA7PRPi94a13Vbewg+1xNcg+TJPCVRyBkgGuR8QfF2f/AITrQ7fw9dpPpdzOsE8ckBXLFtpIY9Rz29KsSeBfGrDws8aaRG+l20kUqjgfMNv4kjuO9YN78M/iARotnEmmTWuhzmSzk3hWcbg3zflQB9BCioLVpntIWuIxHOUBkQHIVscjPep6AOY8VeO9E8HtBHqU0hnn5SGFC7kd2wO1UJvir4Xj0D+247mWayE6wSNHESYmPTcO1c/8R/hpqPiDxJbeIdImSW4jjEUlrLKYwV9VYdK57SvhH4vg8GanojX2mW8eozrJJG4aRlAPZh3oA9B0v4peGtZtb24sJLqaKzj8yVlt2OBuxx6nv9KyvA3xcsvFDz299bSWlwssnlkRt5bRKM7ix4BwDkU/4YeAtb8CC/sLu+s7nTZzvj8tSJA/TJyOmKpaZ4I8VWX9o+HGnsf+Ebu2nb7SM/aMSZOPqCR7UAacXxh8NS31rAUvkgupvJgungIids44b602/wDi7pdtrdxotnpWp32pxMV8iKHBYDqQT2rgrD4JeKVu7C0vdVgbT7C4WeJ/NZgBkEqqY4PHX3rtbX4da/a/ECXxYmuWvny/I8P2c7TH025z6d6ALb/FvSYGiguNL1aK+kiEotPspL7TnnjtxU198V9As9E07VES6uI78usMccfzBk+8rA9DSXPhPxF/wnl/4gtdSshFc2LWsaPGd0eOV57/ADdTXHt8IvET6BpdpPe6Xd3Fndz3DrOHEbCQDj5cHrk9qAO6tPFSeNPBeoX/AIcuXsp4tyLLcR/6t1wTkemOKPhhrWq+IPA9rqOsSRyXMjyDegxuAYgEj8K5jw58NPE/h/wjq+lW2t2UM1/LvCLCzRxqQQwBPPIx+VbXw58JeJfB0Ummahqlnd6RGCbdUQiRWJycn0oA7+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKax2qTgnAzgUqnKg4Iz2NAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIQCMEZFLRQBHHDHFnyo0TccnaoGT61JRRQAUUUUAFFFFABRRSZAOMjJoAWiiigAooooAKKKKACiiigAooooAKKQsFGSQB70AgjINAC0UUUAFFFFABRRRQAUUUUAFFFFABRRSFlBwSM+maAFooooAKKKKACikLAdSBn1paACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuS8a+MZvC4063stLk1G/wBQm8mCBW2jOMkk11tc94m8I2fidrKSe4uraeykMsE1tJtZSRigDmbn4heINKtr19X8JSQyxLH9nSKcOJndwgUHHqaq6j8Tde0YyW+r+GFs7mS0luLT/SA6uUGWDY6cVtT/AA0sLuzv4rvVdUuZbvYfOluCWjKtuBXsOQKil+F2n3xlk1XVNR1C5ktTaiaeXlFJBJUdicUAYGl/F7UrjVYbO+8PJAjXH2V5UuNwWTZuAxjp0qiPjbqsnmtH4aj8uIbmkNzkbN+zdjHPNb8Hwb0u0tzBb6rfxj7UboPuBcMU2feqK3+C2m22nzWiatd4lt/JZyq5Hz79w980AS3HxJ1GCbxSG0qHy9FgjmRvMOJNwBIJ7HB4+lR3vxP1T+2LPTdL8Ofa5p9OS/YtcBAqsuT+XSna78HrfWb25uI/EGo2i3caJcxR4Ky7VwCc+1aGn/DG2sNWfUBq95JK2mDTRuAyqYwGB9aAM7xd45v3+EQ8Q6RZXEc11EMyI4BtjnBb3GQR+NaD+MLvQvAvh+WW2l1DW9QhiSK3Jw8rlQWJPbHUmsuf4Vao3haHwxF4pmXSUyHRoRvZS4YDPtzWrcfDiS50nToJPEeoHUNOlaS21DC+YgIwVA6YwBQBDb/EDWYIdbbWvDEtk+m24nXbKGWbPYN0rP8AB/xYn8S6lNpktjarfy2v2qyjimJVxg/I5PRuKv3nwuk1Oynh1PxTqt5NJtCyyEAKFOR8o4PNT6P8M4NN8XxeJZ9Ulub2KLykCwpEm3GOQvXigDB8CeM/GWq6hqtvd6J9oSPUvLaT7QAtsvRlH97AGa17LVvEFx8abvTJ38nSoNOEiwCTcr5bCv04PUfhU9h8NI9N8QT6ha69qMVpPdm7lsUYBHk68nrjPao5fhk48TnXrXxPq0F242SncG3puzt56CgClqHxF10vqmpaTokE2gaVKY7i4mlIebacOYwOOPeq938T9dv7q9j8NeH4bqG1t0ummuJtuI2GeV659q0Lj4UxyC6tLfxDqVvo91KZZtOTGxtxywz1AJq9pnw3s9M1LWbyPUrs/wBpw+Q0YIURpjAA+g70AbPg7xEPFfhay1kQNAbhMtGexBwceorerD8K+GbTwloiaTZSzyW6MWUzNuIz2+lblAHIePPGM/hO0sEsrEX2oahcC3t4C+3JI6n2zj86xtG8ceJU8VXHhvxBo9qmoyWhurMWsp2OBxtYnpz3rpvF3hCx8XWEUFy8kFzbuJLa6iOJIX9R+VZNj8OYre4n1C61vULzWZIDbpqEjDfEh7KBxQB554E1Hxh4w8c3d/eTX0VtbXflyeRcBYogP+WezGGHv1r3uuD8FfDc+CrySS38QX1zbSsXktpFUKzn+I45zXeUAFeNeIfE/ji0+MsOk6dHbm3mtz9mt5pSIpFAJMjY5ByCPwr2WuN8UfDfSfFWtQ6tcXF5bXkUJhWS2l2Hbz/iaAOJ1PWPGOn/ABStYLJbO41C70oSXFpJM32eFgeSvfsPzqzqnxlmttD0OWCzs4r/AFLfv+0yt5UO0kEnHOCRxXTf8Kv0ga5Fq6XuordR2wtg3nnOzZt6/Tn61Ql+DulLZWcNnqN7bTWgkEU/yu2HOSDntQBd+G3xC/4Tm0vVnto4LyycLIImJRwejLnnFd3XIeC/Adv4Ne9mS/uL24uyvmSzADgdAAOK6+gDnvG3iQ+FPCd7q6xpLLCAIo3OA7sQAP1rkJvHHjXQ7qzk1/QLIabLG80txZu7+WqqTg56HOPzruPE3huw8V6HNpOooxgkwcqcMpHQiuRt/hQjPGuq+JdV1G1igaCK3lcKqgjGeOuB60AZg+JXimx0/Ttb1bQrJNH1GURwiKVvOXd9wsDxzWLP8avETySy22i6dFbRRPK3nTMWKo204xjknoK6ix+EUVu9il54i1K9tLAlrS2lxsjbHB98VXi+B2jpHcCXU72Z54GiLPj5SzZ3AevtQBn3/wAVvFPnalJp3hy1kstKiSa8lkmP3WQONvvgmode+NGo2kdpPpunWTQT2K3ZEzszqe6kL068E1VPwn8T3/i+/jutRaz8PXgCzC3ly0qooVQy+px/Ouju/gvZNc3babrl7YQXdsltNBGisGRVC4yeecUAQz/E7Xr640Gy0TR7SS81WwF6PtEpCoOcjj6UwfFu+h07w7e3mkQR22pSPBcTmbakMitg49uM81saZ8JtJ0y9s71NQv5LqztTawu0nCrtKjj2zXKeMvAGr23hO28JaDpT6jZef9pkvJ5hvRiclVHbNAHb+AfF2qeLBqMt5p8MNnBO0dtdQsds4B6jP867Ws7Q9Ng0jQ7Kwt4fJjghVRHnO0455781o0Acz498WJ4M8J3WrlEkmXCQROeHcngcfifwrhvBnxg1DXbLxBLqmlQ20ul2n2lUQsu4YPB3dM4Fd1428G2XjjQv7LvZpIQsgljlj6qwyOnfgmudsPg9pVtDfi61TULua+thbXEruAWQEEcDuNoFAGX4T+L154g8RaTpE+mWqPfRGRzFK26L0yCK9brz/wANfCbR/DmuQaut5e3V3boUiMz8KvQDHsK9AoAK8oubnV5fj/pMN5GkNsljMYUilLBl+YbmHQHOK9WIyCPWvPpfhJpc2sLqj6xrH2lchH+0nKqTkqD6c0AZXifX/G1j8T9J0+0Fi1pOJTBbCZl81APvS+mO2PevRdCm1G40mKXVRaC7bO8WjFoxzxgnrXP+MPhxpXjGSznuZ7m2urVdiTwPhimeVP6/nW/oGh2fhzRrfS7EP5EIwDIxZiT1JJoA06434g+ML3wZpdve2tjDeedKIfLeXY25vu4Hf3rsq5Pxn4A0vxwLQalLcx/ZWLR+TJt5PegDmPEXj/xX4P8AC51HXtM0qK6mkRLaOKVmGTywYdeBnoazdJ+MOq3dj4kN1p9n9p0u1W4iMW8JJkgEENz3FdvqPw70jWPCkPh/UpLm7igbfHcSyZlU567vxx9Kz7H4SeHrSLUVkkvLma+g+zyzTTEsE4wB+QoA5Lw58U/EN3qLwXP9m3iGyluyqI8UkWxc7SD1Hv3qfT/iz4gh03Sdd1zSbCLQ9QmMQe3djKnoSp7Vuf8ACq7LR9J1KXRpZ7jWJrNrW3mu5dwRSMbR7YrA+HPwfu9KdbjxZKLn7K+bO1SYtEhPViOmaALp+J/iM6NJ4nXRtPPh7zTHDuuCs8o3bQQOn4U3VfiX4ottT177FpemS6do6xSzO8j+ZtcAgccbuv5VuwfCLw5DqEczPeS2sUxnjsZJiYUc9wtWL74YaHeyay4lu4RrAX7UscvDFW3ZHp6UAcd8QPEGo+LrHWtJ0qzs5LLTLSO7uJ5LlkdWZSw2beDgZ4NF98Rb/wAH+DfCEFnBazvdWCvLJcsx2AKOSF5x710Vz8G9AnhSNLvUIP8AR1t5jFOR56r03+vHFSy/B7wzcR2Mdx9rlSztvsqjziNyZzg4oA0fhv4svPGfhb+1ryCCFzM8YWAkqQpxnmuwrH8NeGtN8J6QNM0tHS2Ds4DtuOT15rYoA5P4h6lrWk+EL280VLfzY4maWSaQqY02n5lx1bOMVw9v8RPFOgeBbXWNXt9Lu45LeIW5juGM0jt0aQdhwc+9esanp1tq+mXOn3ke+3uI2jkX1BFcLZ/Bbwra6Zd2Mi3VwlwqrulmJMYHTb6cmgCPRPHPiSPxrZ+HvEum2MX2+Az201pIWAGM4Oa9KrifD/wy0fQNdTWFuby8u4o/Kia6l3+WPb04rtqAGswVSzHAAyTXg938dtVi8VmCDTLeXSUvTaq6ht0ozjIY8Z9veveWUMrKehGK8s/4UZob3MzTanqD2zXBuI7cOFWNz1PvQB6mpyoPrzS0yNBHGqL0UACn0AebeIfGviRvHh8L+F7Gxnlt4BcTyXLkAjH3eOhrjdf1PxHqt74W1aWwgsfEyaq1pHaGU+U6AZywye/evTPEXw60bxDqq6s73VnqIUL9ptJTGxA7HHWqsfwp8NLFZLIt5LLZu0kczXDbi5IJYn14FAGLD8S9Xh8OeI7nUbLT49T0m6S2VI5GMcjN+p78CszQPi9r2rW3iCC40e1t9S0y2NzGj71RlU4bdk5HHSuys/hf4btZtTaSCW5j1GZZ5Yp5Cyh1JIYe+Sapn4P+GUuL6aE3sRvLc28oW4JypIPf6CgDltM+KfiuKTRtR1rTbH+ydYLmJbfcZY1RSScE98Zyagvvif44Hg8+I7fTdJjsJ5zFbFnYy8thTt6Gu7X4Y+H0tNJiEczvpKlbVpJTjnPDeoya81T4M+IbnWLeO6+yW9nHem4e4gnY7lzkKIjwKANb4gXfiKfUfA9vdG1VLi6hkfymKyebj5gR/d5ro/GXiXxbb+LbTw54bi04yXts08c85O6PafmyOmPTirGv/CXQfEWu/wBrXtxfibIO1LggAj09PwrXt/AeiW2uWGrJHMbmxtTaw7pSQFOeT6nk/nQBwA+JfinWtIsdN0qytItfuL6WyeRmzGPKALOB6HPeum+HvinxJrup6xp2u2tmh0pxbvPb5xJJ368Yxis3xR8JlbS7ePwhKum3Ud2bl5GdtzZBBw3Uda1fhj4Gv/BdjqA1LUftl1ez+a5Ukgcdee5oA72iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqFLqCS4kt0mRposF4ww3LnpkdqAJqKKKACiiigAooooAKKKjSWOQuEdWKHawBzg+hoAkooooAKKKKACist/EWix3UtrJqtmk8ThJI2mUMrYzgjPpVtb60e4Fut1C0xXcIw43EeuPSgCzRUSXEMsjxxyo7xnDqrAlfr6VLQAUUUUAFFFVr2+tdOtmuby4it4FwGklYKoz05NAFmimRyJLGskbBkYZDA5BFPoAKKKKACiiigAopruqIXdgqgZLE8AUyGeK5iWWCRJY26OjAg/iKAJaKKqXWpWVlcW8FzdwwzXLbIUdwDIfQDvQBbooooAKKKKACiiigAooqnqep2ejadNqGoTiC1hG6SQgkKM47UAXKKzdF17TPEWni/0m7S6tixXemeo6jmn2Ws6fqN7eWlpdJLcWT+XcRjOUb0NAF+iq0N/aXF3Paw3MUlxBjzYlcFkz0yO1Vr3XdM07ULLT7u8jiur1itvEx5kI64oA0qKKKACis7WNc0zw/Yte6reRWtuDjfIep9B6mrVneW+oWcN3ayrLbzKHjdejA96AJ6KKKACiiigAooooAKKKKACiiigAooqOeeK2heaeRI40GWdzgAe5oAkoqKCeG5hSaCVJI3AZWRsgg9DVaw1ex1RrpbO4WU2kxgnwD8jjqOaAL1FJketGRQAtFRvGWdG8x12nOBjDexqSgAorn4fGvh648SHw/DqUT6kAcwrk8jqM9M1v5HrQAtFGRRQAUUhYKMkgD3oBBGQcigBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryn4s6/qela3oFpFqdxpml3Bc3NzCdhBHQbtpx34xXq1RTW8NwoWaJJFByA6gj9aAPn3UPGuuv4UulstV1AQx6xDDb36uXZ4mVtwDbQWwR6elbVrqOtPrniXwvpfibVb+aPTBcW0syASLMMEqCQMZBA/E17MLS2Eaxi3iCKdyqEGAfXFOWCFJWlWJBIwwXCjJ/GgDyLwZrPiLxZf2l22rXtnpOjQIt+J4gDcXCg+YCRyQOv9Kj8BeIdIPxZ8QxLr/wDaJv44/s0sgxuIzlBwOnSvX4LS2tkdIII40dizKigBiepP1qpDoGkW9+b+HTLSO7P/AC2WJQ/50AeQ2uoajqvxe1PRY/F+tw2kbZgMcYKCTqUOQRj0yOadq/jTULPVNctNR8XTaXdaauyythaKTdnaSHJKnOTxgYFe0rBCjtIsSK7clgoyaguNK0+8uI57myt5pYjuR3jBKn2NAHlWmeKfEGt+MtL0q81uTSfM0iK7lhigRi8nJbLMp28YP6Vjw/EHxHquk2EFnqs63cJvGvJ47VTlUGYiSV288dPWvdPs8Hm+b5MfmY27tozj0zQltBGhWOGNVPBCqBQB4Ra+PfF8Xha6lv72QNLdW8P2yWFU+zxuuWYYUD8e1W5PFWs6PNrNtY+Kn1bT4NMM0F2oSd4592ApZVwSfQ17TPZWt1bPbT28UkDjDRugKke4qCx0XS9MieKx0+2to3OWSKIKCffFAHkekeI9as/HPhaK58QXt/b63Zb7mJkTbE5XC7cAAfN+PFU9BeXQ/iDr2nXHjG/tZZ75FjtzbrJJdEgYbJUgDscDoPavcRa24ZWEEYZPunaMj6UNa27zCZoIzKOjlBuH40AY1r4u0q78U3HhyCSaS/tow82IjsX2LdM1v1GsESSvIkSLI/3mCjJ+pqSgAooooA+d/FGlW3iX4139no9hazSNaGKdryN/KM+3rlejBcYPtVe58J+JdO8cadY6PfrPrekaUrNJJHhGySNu70CtwT6V9GLBEjs6xIrscswUZJpfLj8wvsXeRgtjkj0oA8d+AdpcJb+Iri5nWeVr3y2lVywZgOcZFewXBC20rMzKAhJZeo46j3qGy06y05JFsrSG3WRi7iJAu5vU471boA+Zm13xfG19fJ4h1yOzhS5ntmmUgOIyuwEEd81qan411Cxn12PUPEOoQNdaTBd2Eci7CszBWwu0cemO/Oa+gXgikQo8SMpGCCoIqKSxtJmBltoXIGAWQHAoA8D8T/EjUGtfCckeq3EMctj519FAzQs7Y/vkHPPb/GjXxq/iL4CQaleXWqSXSTndHIciZdxwWGMkAdDXvj2FnIqq9rCwUYUNGDge1TeVGI/L2Lsxjbjj8qAPPvg/dC68Kbl1m51IARgiaIoIDt5RfUV6JUcUMUCbIo1RfRRgVJQB4fqurand/GOfTD4i1e10KRAA9sG2JLtACghSOtY/i7xH4l0jxqfDsniDUILW0tMwXBmSJrhiMhmYjB9Pwr6F8qPOdi5+lQXOnWV5IklzaQTPGco0kYYqfbNAHgOp+P8AX9Z8MeGLeDWn06/nEhuL12MMUm04AL4xnj6Uf8Jd4h1fwFo6apql1b2cmpva32p2vDeUo4OQOnvXvd1pGm3tqLW5sbeaAHIjeMFQfpUhsLM2htDaw/ZiNpi2Dbj0xQB49ZtLqGn+JdA03xlf6pZ29iJY7hFDMhA5j8zGCCMcD3qT4IajZvpdjYp4gu7m6S3kL6cU/dQfP1J29fTJ7mvWbDSNO0uB4bCxt7aJzlkhjCg/XFFhpGnaUrjT7G3tQ5y3kxhcn3xQBdrw34m61o0HxW8MT3erCSCymP2q36rb+5wM5Jr3KqVxpWn3ZJuLG3lJYMS8YOT60AeO+JdYvdU+IWpWdj4zu9OsI9LF5EYf9WGAzyfTHNd38LNen8Q+ALC8url7m6XdFNK64LMGP58Yro5NC0mWWaWTTbVpJo/KkYxDLp/dPqParVra29lbpb2sMcMKDCxxqFUfgKAM7xXfXOmeE9WvrL/j5t7WSSLjPzBSRxXzh4B8W6/F480Se+8TPcw6lMVuLcys+zIOAykYGTjGK+pWUOpVgCCMEHoapw6PplvL5sNhbRyYA3LEAeOn5UAXq8Z+LGv32m+PPDunwa/daVY3akXUkMmAo3Y3c8V7NXCeKPhpbeJvFVnrz6rd201qoVI4wpXg+44zQB5k3irxCmkJbS+IbsaX/botxrYkw5gwc9uR79K3tB8R29lrniWLU9avNd8M2lkrNc3mJIzJkZVcDDdQK9em0uwubH7FcWkEtsRzG8YKn8KcmnWcdp9lS0gW3I2mIINuPTFAHj3wY8QaBF4RvtMk1OK2u5pp5zFyrJHj73THA54o+EOs6Da+I/Eelw6tJdzXV3m2uJgxknQL13Y9c16+ml2COrJZW6soKgiMAgHqKkisbSB98VrCjj+JUANAHgtzZ6Z4W+KGvRX3ibWrJ7iKOWGSFi0kzMeV4B3Y7Vd8VazYRfFfw1qCvqlxBYj/AEnfBI6xkqMEDHU9/evb3tLeWUSyQRNIOjsgJH408xRk5KKT9KAPGPEeqQ3Pj/VLXxB4l1bSNNjijlsFhYxRP+7LMSwHJB7Z56VyXjLXdWbSvDdtb+JNVijuIJpJLm+ZoPNKs20kJk59PbFfRd9pdhqcaJfWcFyqMGUSxhgCO/NSy2drOqiW3icLwoZAcfSgDwnRPEbX/wAEtTs/FV1OZizwQTXELOc43LkkfgDXdfB3WtPvvAmn6fb34ubu0hAnTa2Y8ngHNd81tA8flvDGyf3Sox+VJDa29tnyIY4s9digZ/KgCavCte1hZPilJZx+LNc03TLj5JJEVljS4B2hVLDG0j+Ve61DJbQSj95DG/OfmUHmgD55+IGteMtF8WzaZb67fxWNtaRiK5djGsjYHzMwUgtkn06Umu+MtX1TQvCK3uqXNsbmGU3X702yylchX3qCecccYP419ESwQzKVliSRT2ZQaY9jaSqqyWsLBBhQUBwPagD52HinWj4X8JXV54q1Cys7i6mtrq4T74UHg5/iAHc1aj8Z64i3djH4ivJfDY1GOI+ISv7xEYcqMrz9R0r1Dxj8N7LxZd6ddfbrmwksCTELcLt5Oc4IxmurttNt4LCO0aNJUVQGLoPnI7n3oA8E1HxHqlv/AMJMuj+Mb690y1tI5Yr2VyCk+8fu1OAGyM//AF8VqJrureHvEum2yeJtS1G3v9IluZ/tC7zAdhZWUYHTAr2WbSNOuLR7Waxt3t3ILxNGNrEdMipTY2hKsbaLKoY1OwcKeq/SgD5z0Dxj4in1bRYzrGpXUs0ckpSC5EyzEKSqumAU561gJ428UWckOsHVbgaiL4x3MEl2xLDPCeT2HuK+q4dPs7Zg0FrDGwGAUjAIFV5dC0me9S9l021e5T7srRKWH40AWbKc3Vjbzsu1pY1cjBGCRnHNcb8WtDuNd+H2ox2s9xHJAhn8uI8TBedrDuO/4V3VIQGBBGQeooA+dPhtqHhTRdNupo9d10zNp3+mCNG8q2YkDK4H3gTxR4T12y0zwV4r8PrNfS39y81xbu9u4aSPaMOTjjpXvlnoul6eJhZ6fbQCY5kEcQG8+/rVr7NBuLeTHuK7c7RnHpQB8p2Wo6vYW0OrQa/rEb2ttb3BjmlZlkZm2sADwVx0qO48Ua/dyaxqV5r11BqKTK9rC9zJE2AcgLEF2nIx1Ir6uNlalNptoSuMYKDp6Uj6fZyPve0gZvUxgmgDN8Japc614T0zUb2B4LmeBWlR1wQ3QnHvjP407xUbT/hGNQF/qMmnWpiIkuo2w0YPcH1rYAAGAMCorm2gvLd7e4iSWFxhkdcgj3FAHzb8I9O8LTa7f3M2q6gbu2WZkHlnZ5R48wMBkPj6VJ4LOl674/vtLm8W6+1uJyunKtxIPOA5+Y9v0r6MhsbS3OYbaGMkY+RAOPSiOxtIZBJHawo4/iVADQB8w+LdR1GTXvEV1H4qvLGa2uBHa6c0kvmS7QBlcfLzj9a17vxL4m1CcXlvqetxrHDZLLDbRuFdm+WXqPvV9DvY2kkvmvbQtJ13FAT+dSiNB0RR+FAHy/4l1vxDe6VY22ryak2kwapPDNNNIybxkbN7AEgAE9j0NehfAq71hrPVrC/nuJ7K2kUWkkgbZt/2GYAkdK9ckt4ZkMcsKOhOSrKCM09ESNdqKqgdgMCgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVzmv8Ajrw74Yu0tdX1FLaZ03qpUnI/CgDo6K4yH4o+FZdDOrm+eO1ExgHmRMrF8ZwFxk8UzVPiZolv4IvPEunTC8hgcxKmCu6Tsp9KAO2orzmD4s6be+DbnVLAw3Gp21oLmWzDMAvIBG7HbNaPgz4maH4vgtIop1i1OWEySWhzlMfe57igDtaK5uHx54an1T+zk1SI3Hm+SMghS/8AdDdCar3XxJ8I2TSrca1bpLHKYXjOd4Ydfl6496AOsoqG2uIby1iubeRZIZUDo69GUjINRajqEGladcX10+yGBC7t6CgC3RXm/hv4xaH4hhmjCm3vw7JBbOcmYgZGCOOaf4K+LWk+JUjtb9o7DVpbhoVtNxbODxzjGaAPRaK5S8+I/hSw1ltJutXiivVkEbRsCMMenP41PN498L22qXGm3OtWkF3bsFkjlfaQT9etAHSUVHFLHNEssTq8bgFWU5BHqKeWCqSTgDkmgBaK43w546TxL4q1fTrGBG07TlAa7DnLueoAx9aG+KngtbpbZtctxKX2YOeGzjB9OaAOyopqOsiB0YMrDIIPBFQ3l5DYWU13cvshhUu7YzgCgCxRXnOjfGTw5rOrXllHIyCORY7ZmRszkj0xxzVHQvjbpF1f3Gna7C2mXkd0YF4LxkZwCWxhfxoA9UorkNb+JXhnQdQWyu7uR5PLEjtBE0ixqTwWI4Arqba5hvLWK5t5FkhlUOjqeCD0NAE1FRzSx28DzTOEjjUs7HgADkmuJtvi54RutUjsEvZg0r7I5WgYRufZsYNAHdUVxMvxY8HRXyWZ1UGVpfJbEbYRs4+Y4wBU+vfEnw54dvGtby4maWNQ8nkQtII1PQsQMAGgDr6KrWN9banYw3tnMs1tMoeORDkMDS3t3DYWU13cPshhQyO3oAMmgCxRXlOh/Hbw7qV5eQ3qTWaRyYgcozeYvqcDg+1az/GfwUkUrnUZS0TbTGIH3n3Ax0oA9Aorjrn4oeD7P7OLjWYo2niWZFYHO1umfSq/jP4kaV4b07da39lNftGs0cEkhw6deoBwSOmaAO5orzF/i3BZ/De08Q30MMep3aM1vZbziTD7euOmOc1s+J/iJY+EfD1jqGqx7bu6VWW2jbJ5xuwe+M0AdrRXFv8AFDwwdAutWgvfNit1G4bGHzMOF5HWn6N48tbr4fp4t1aIafasGfbu3HaDgY9SfSgDsaK4nTPit4R1O3u5o9RMItU8yVJ42RgvHIBGSORT9G+KPhTXtdTR9Pv2luXUshMbBHwMnDHg0AdnRXFad8VPCeqa+NGt79vtJkMas8ZVGYfwhjwTVXVfiFcaP8TrLwrPp6y296qmKeNjuQn1HpmgDv6K4XxV4y1Xw74x0HTV06CTTdTnEBnaX5wx/wBn261fuviFoNl4pk8OTyzrqCIZCvkttIC7uG6dKAOrormvB/jfSfG1lNdaV5+2B9kgljK4brjPQ/hXS0AFFcNqHxZ8J6brD6Zc3cwlSUQu4gYor+hbGKl1v4o+GtB1Z9Nuprl7pIxI6w27vtUjOTgelAHaUVxV/wDFLwzp9pptxLNcONRiM1ukcDMxQdyAMik/4Wn4ZOhxauJbo28tybVEFuxcyAZI24zQB21FcbafFHwldaZcXx1MQR27iOVJ0KOrHoNp5q5pvj/w1q169nZ6kr3KRmUxlGDbQMkgEc8UAdNRXHeDvG48WPrU6W6Jp9jP5UM6sSZRjJJXHFSaf8SvCep6pFptpq0cl5K+xItpBLenSgDraK89tvizoc/i2/0l5kitbWJf9IcMC8hOCoGO1a+p/EPw7pN9La3V248jaLiVImaOEt0DsBgE0AdXRXn/AI1+KemeGtNL6b5ep3+1ZBbxkkCM/wARYA4GK6jwtrTeIvDGn6u8Iha7iEhjByF5PGaANiioLu7gsbSW6upVigiUu7scBQOpNYjeOPDy2thdHUU8i/cJbuASHYnAHtk+tAHRUVxyeNVufiUvhe3ERiS0aWZ3JDbwcbV9eOtV9R+J+i6X4w/sG5LriJmebYx+cfwgY5oA7mivK1+LH2Hx5JpmrCKPR5rb7Ta3CxvvC/7Y7dDXo2larZa3psOoadcLPazAlJF6HnFAF6ikJCgkkADkk1xbfFbwYkkytrCDynMbtsbAIOOuMUAdrRXK33xF8K6bd/ZrnVoll2qxABIAboSR0pmqfErwlpHlfatXi/exiWIoCwdTnBBHXoaAOtoripvit4Pg0yO+bU8xyFlRBE29iMZAXGe4qzpnxE8Oan4fudaW98i1tW2zidSjoewKnnntQB1lFcXpfxS8L6q8qRXcsLRxGYCeBkLoOrLkcj6VX/4W/wCD3u47eC+mnLsFLxW7sqEnA3HHFAHeUVw1z8WvCVprLaZNfSLKswgaXyW8tX9C2MVQ1j4waRpHjGPQ3t7iSMIxllSFywbAKhVA+YEdxQB6RRXGal8T/DelWljcXMtz/psbSxRLbsZAq9Sy4yPxrd8O+JNL8U6THqWk3Imt2OOmCp9COxoA1qKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArzL4k+DvE3ibXtHu9IXSzb6c/nAXZOXfPQ4Bytem0UAeZ+N/CniDW9I8P3NpaWjajYXS3FzawS+UknYhWP8AWqHg3wB4gtdJ8T6drMVlBZ60JJY41fzXhkbI5OMHHH5V63RQB5PpGheM7PwNqGgnQNJh2WZtrcpMA07Hgsx6Dg55PWqafD/xPYWXhBbO2sTPYQvBfOsuw7X4PIxuAH617JRQB4QPhj4us9Mg0dILG4tIb4Tw3Au3Dx/NncUPB47DmtU+H/GT/E6bXpfC+kzWkm22DSSodsQbmQDP3iCe1exUUARxRRwRJFEipGgCqijAUDoAKcyq6lWUMp6gjINOooA8m8NeFvFvhO/u7S10jSbu2uLyS6F7LLgopBwoXGQentWD/wAK/wDGLeGrWJNKsYdSi1tr5pRMu7YTnIYdvavd6KAPCfF3w58Ua7f3Mr6PaXWoTTLJDqv2zy/s8eQRGY8c7eRnvmtC5+Hms3virX77UdFsLtb3ShBDP5qnE4QDcAQDkkdcdq9mooA5/wAE2N/pngzSrDU4UivLa3WJ0RgwG3gcj2rdk3eW2wAtg4DdCfen0UAeb6DoPi/S/HGpas9npK6fqRXz4UnYum0YBU7QD9K5lfhJqo0rxeJrHSpbvVJfMsSGOYfmJPzFeOCOle3UUAZPhrT59J8MaZp10ytPbW0cUhU5BZVAODWqQCCCMg9RS0UAeU6L4R8R+EfF+rnRNLsrjTtQnEyXV1OAYRjldoGetZJ+F3iiXwh4i0yX+yjeanei4SXcxAXOSPu8GvbKKAPArj4QeKLO31GK0ktrmK/s4o5I1uWhIdFAx93DLkdyM16x4D8PT+FfBmn6RdSCS4gQ+YysWXcSTgZ7c10tFAGfrmmrrOhX2ms5QXMDRbgehI4NeTT+AvGF1pOjeF57XTRYaXcJKNSSX5pEU5C7MZz+le00UAeMp8O/FMWg+KNOW30l31e482OZ5mzGCeR93rij/hXXif8AtTULqeGyvIb+wjtZIHvpIlUqoH8K/MvH6mvZqKAOV+Hvh6/8L+DrXSdQkhaaFnIELEqqliQMnr1rqGUOpVgCD1BHBp1FAHk2n+C/EvhbxvqFzothpd1pOqXIldp2O63XPQA9fwzTtK0TxXbfEnUNXufC2nmwvtsLv9pRjGi/xAe/XGK9XooA8C8d/C7Xtb8S61dW+ipdpcbFsbgXqxCBVUfLsI55qa3+HvirQ9Ou4bbQtO1STVNOjgmaeVQ9q6oFwCeGHGePQV7vRQB4prmgeLovhVYeHf8AhFrS9uFgWAyRzhpICpyGAK+g7HvW/wCJfDet+L/hvHb3mh2cOtQMhghaYPwpH8eBjI6ivTKKAPPJIfFl54H1G0l8MadBduoggtUuVwV24LFsYyOwrnYfB3jPV/hyvh3V7HT7d7AxvZhZdwmKHO1wOMH1z+Fey0UAeGah4I8YeItUutUvdDstOkj0l7KGC2mQiZ2BUZPYAHP4CrJ8BeKo4/BVzb6dYR6hpccqXTK6oq5BCkkD5jzngHmvaqKAPm20+FXiyHWNMmTQ1jktbwT3Nw9+rLMdwJIX+Hj6muu1nQPHrfFOHxPb6Lp11BbJ5US/aQoZD3OeQ34V7JRQB5N440Lx3r/iPS7yx03Thb6TKlzBvuOZJMcqfYH6VzfxWvZ9Qu9It4Ybm18Uxj7PdSWaM0KxyDDDfgE9R9MmvfaTaDyQKAMbwv4dsvC3h+10qxQBIkG5scu3dj6k1tUUUAfP3iH4T+KZLrU5bbTtO1Bru9NxFcNcsksYzkfKcLVnxX8OfGGreILrUo7GCdruxjto2jvfKNsQoDZA+8M7uOa94ooA8N1b4V+I518Opbw2M7WGmNaymS5eNVcseQV+Y8H/ABpdJ+GPjLw7Y6Fc2dzY3d/Y3UsjW0znyQHH384yW9+vSvcaKAPEb74WeJLqa68UXklhda/9qS4SxRcW7Kv8JzjJI7kfjWvZ6R471DxW3ia40nStPltbRoLW0MobzCw/idR0H4V6vRQB5P4I8P8Ajixj8SW+q21pZHUvMmiuYpQxSUjAAUdq5/w18NvFOn6noN7caLpsU1lemW6uhdFp5wc5ZicjHOcdc17xRQB5Prfhvxjp3xHvNc8P2Wn3NpqSxQuJm/1W0DLlePQ+tct4o+E/iq51bWzZILm31SfzVkS+8pI8nnfGR83tX0DRQB4SPAXjnw7Y3un6TY6fqEGp2SQ3LSSBTEwGCFJIJFekfDXSdX0LwPZaZrUapdW+5AqyB/lzkcjiuuooAgu7ZbuyntnAKSxshBGRgjHSvEfDPwb8RaZremTX2qxSadFOJLi2yTxGW8rA79c9sZr3WigDyK78PfEa88dN4jhttEt5YYzaQ+ZIzZi3Z3ADuR61r+LPCPiW68YaT4n0GbTzeWtu0EkV3uC89SMV6NRQB5K3gzxnJ4/fxFdtp06NYNaFY3ILkocZBHA3H8q3/hR4f1vwz4OXS9bigikjlYxJE+47Sc/MRx19K7uigCK4gS6tpbeQZjlQow9QRg14npfgv4haBZz+G7Cy0WXS5bgul5cBXKKWzyp6n8K9xooA8bv/AAt460nxBrf9h6dp99ZaqiB5rp1BjbbgkDIwB2FR+I/A3iyHQfDej6TpunX6aXsla4kkCOZFJJXBx8vOK9oooA8T+LGpX+n2HhTbp0a6zDcrdyrbwF4U2jBBIHIyRVEfDzxd4tg1XXdQe0tLy9ME1pbxnEbBCSA6kdMHPPOete8kA9QDS0AeV2Hh/wAd6lrtvrmqW2kWM2n2clvaW8bFgzN0LYyAParXw88FeJPDT6g2sXOmTrqEjTTCKM7kk7FeAMe2K9KooA+dNS+Dni69n1CzENhIkl2bpNQluXBfJ6bBkA474/GvQPEHhDxA9z4V1jR4NPOraTCYZhPIwRgUC8EDkDk16XRQB5Hq3w08Q3eo2fiM3dhfa6LdoLqK43JA2c4K7eRgHGO9dF8NPBuoeENOvxqM1t597cGY29ouIouMYXPNd1RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRXF6t4q10+JrnRPD+ixXUlpAs081xLsTLZ2qMdzigDtKK4GHx1rD3Gm6Y2gJJrVzDLNNbpcqFhVGx949c1k3HxW1KC3MX/CPj+049ReyltjMMYVN+Q3c7aAPVKK8rh+MTS6Bc6k3h64R4vKdITMuZI5CVDA/UY/Gn6f8W5rvVJ7KbQzbvFBNIqtcKSzx8lfbigD1GiuC0/4kLqUXhmeHTXEGuF0BaQZidc8e/SqFr8VbmRXu7nw3cQaZFffYZrszKQj7tucdcZI/OgD0yiuE8QeINTPjrQNCtkuLGOad5HnIBS4jRMlR+JFS63401OHXrzRPD+gvqd3ZwpLOzShEXdyAO5JFAHbUV53e/Em7sLXSlutAkg1HUJ5IRazTquwp/ET6GqN18S77V/hxq2saLpjre2TPDOpkH7kj+Mf3hQB6lRXFeE9f8T6potvd3+iRpG9isscv2ld00mO6/whqy/BPi2U+C9d8TaxcTPFFezv5RG4wopACKe9AHpNFeaR/EfW7bULP+1/DDWlhqEbGzlWYMzOFLKrdgTiqdv8Xr920u8uvDMtro99P9n+1vMCQxOBgD3oA9XoppdA4UsAx6DPJp1ABRRRQAUV494w8cano3xI1GyN/JHp1tpTTJBGvLSFeDntg1HJ4h8UWvwM/tmaQapcXkbvLMX2NbxtwMY6kUAey0V5lH4rbwL8HdE1KRH1CV4o1Bd8Es+Tkn0GcVV0X4n69rN1q1lDollNc2VqJlW1ut24kjjJ9Bk/hQB6vRXjXgz4heLf+ETGpaxor3dlEJZpNQ8xRmNc4XH97PFaw+Kep2mlaZqmreGJLWy1CdYo5BcKSA33SV60Aen0V5lP4+8Yy67caRp/g1XuLdTK5muQFMZ+6QR3NUvG+r+J55vC9jcaclkl9e25MsVwQVk3ZaNh6YFAHrVFcXrfi3VW8RXHh3w5piXWoQQCaaa4k2xxhs7R6knFc1qXxb1bSfD6XV74Za3vmujamOSYBQ4AOcDkryfyoA9Zorzjwz4wf4h/D7VLlhLp13biSOQ2zkFWVcgqa0Phq99ffDSymvtQluLm4jdvPLZdckgc+ooA7eivLPh/4h10+FfEV/dTS6xLYXjwwozBWZY+vPTP+FTab8WX1i+0Wz0/QJ55tSjMrBZl/wBHAcq2/wBMYz+NAHptFFFABRXH+LfFuo6Pq2n6NomlpqOp3itII5Jdiqi9STXJSfFbxHabbG78LLDrE16lpb27SnY5IJJ3fl+dAHrtFeXR/ErX1h8RWs/h6E6xo6xyG2hmLKyMMs272FQab8S/F954dm1+XwhGunLbPOki3GC23vg9uv5UAesUV5Fpnxb1kSWU+veG1sdOvYHlt51lJ8wqu4AZ9aZH8XdfiisNTv8AwoLfQ72ZY47oz/MAxwCRQB7BRXkc/wAUPF0ni280HT/CEdxNBlx++P8Aq8/KxPQZH86g8XfGe+8M67/Zkeiw3Zgt45bspKT5Ln7ynHHBoA9jorxnx78RfEkS+G5/Ddniy1FopElLA+ezf8svbrzWzr3izxja/Dm+1S48Ox2d4gdZEE/MUeMBx6nJ6UAem0V5b/wmt14W+G3h0hJ9U1rU0WKASty0jDOWPoKybb4p+JvDzavpnivTbV9SsbP7VGYXwJASABx9e3pQB7RRXlWk/EnxG+uafbazodrZ2up2T3dq6TFiQqFsH3PHHvWNoPxl1nVde0u1Nrpsi6lN5Yt0dhJAueWJPB4BoA9uoory74uahqVnqPhSPSS5vJNQ+SIybI5CB91vagD1GivJ0+LV/FoWuzX2jwQanpd1HbGDziUJc4Bz14qppnxd1y503XFl0GKTUtLhScxxO210LfMeeRgHP4UAex0V5Lc/FvUENh9k0uyuFk03+0LxlueIF7r7HoOe5qtpHxqubvVNIivdNso7PU5PLR4bks8ZPTcCOKAPY6KK4L4q+JdY8N+GGk0mzZ3uCIftIcDyGYgA47k5oA72ivFtDudY+H9rp09xp+pOdXv47O4S/ut4hJxh1x65P5Vq618UtW0r/hI9miwTDSLuKBSJT84fOCfT+H86APVKK8wf4o6howvIfEeiRWt1DZC8iS3nDiRSQoX2OTUml+LPHkmqaedT8O2cGnahxG6z5aIkZG768UAel0V4j4f8SeOL/wCI2vTLp9pILQR2s1tJebY4Oc7k9Sa2/E2q6vc/GDwxoc2LTT1ke5jeKXJn2r0Yducj8aAPU6K811Txx4jvvE2taH4Y02yZ9JjV5p7uXG4kZwB/Wsm0+KXiLXU0K10XTLE3upRSGRpZTtidGw3Hpx+tAHsFFePD4xXll4WjnvrK1bVv7RexkUOREhXncT16VT0v41ah5OuC+tLWeazVDamHcizFmCgc8456+1AHtImjMpiEiGQDJUMMgfSpK8DsbXXrn48afJdwppV5JEbq5jjumlSaMDGAOg6dPxr3ygBCQoJJAA5JNIGDqGUgg9CK83+NGs6tpPgyWPT7YG3usQTXQl2tDk8YHfPNHiDXdW8C+DPDlro1rb3c05itgZpCDkgdB3oA9KorhfCXjPWNX8W6p4e1nSYbO4sYVlLwy71bJFd1QAUV4t8TvifruheJ5tI0Py4o7O3E08zQ+buY8hT/AHR716V4L1yfxJ4Q03V7mJIprmIOyo2Rn/PagDfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuQ8QeAbfWtaXV7fVdQ0y9MYike0kwJFHQEGuvooA4e9+GWmTWemxWV9fWFzYFzHdwyZlbfy24nrk1LD8M9BS2topftU8sNybt53mO+aUjBZj347V2dFAHA3Xwj8PXTQqZb6O3jt1t/JjmwGVW3DJx606y+FOg2GowXcTTt5M0koSRt24OuCpJ5IrvKKAPPtP8AhLpFhqNrcjUNReGykMllbebhICTkgccinyfCfR5NFvdJF9qC2t1di8I83JSQeh9zz+ArvqKAOF1r4bpres22py+INUhltU22wiYDyjjBI4745zU158PYpdROpWWt6lY30lutvcTxOCZlUAAsCMZ4612lFAHCXPwwsHXTJLXU763vNPZ2S6LCR3L8tndx1qXw98NrDQtM1jTzqF5dW+q589ZCBy2ckYHU5rtqKAOL0z4baZpOn3Fnb6nrAjnjERJvCSig5AXj5emOO1Z+lfCLS9JOpW8Op6g+mX8LRy2UkmVyf4s+teiUUAed23wot4p4JLnX9TvBaxMlsk7grCSMBgPUDpmmXPwisbrwxZaC+s6h9ntLhp43BXduP+Br0eigDl38FwyeItK1l9Svmm0+DyVj3/JJxjLD1PeuooooAKKKKAOKvvhtpmpeJ9Q127url5ry1NqY8gLGpGOKgl+FunP4Nh8MxapqMVpGCCVkH7wE8hhjpXeUUAcBD8KtMj8HN4bk1G+lgE4nildwWjYdAAeMe1WvCvw20zwvqt7qgubi9vrtPLeafAIXuAB64H5V2tFAHnml/CHRtLv5ZFv9RlsZN/8AoDznyQGzkEdxzT4vhNowu7Y3F7qF1p9o2+2sJpcxwt6jvXoFFAHIP8PtP/4SJtbt9Q1OC6kI84JcfLIo6KQRwPpSa/8ADnSPEt/9s1G61JnVw8Spc7VhYd0GODXYUUAchefDvSrq6hvku9Rt9Rji8r7ZDcESOO2/jDY+lZUvwh0iS2gI1PUxfwzNOt68od97ABjgjHOK9EooA4C3+FGmWOmXtpYatqts16QbiRZh857nGMDNWtG+G+n6BpFzp2narq0Mc64B+0Z8s+qgjiu1ooA880XwBceCIby70XUL7UZnDuLGeRUjllb+IntWf8JvBWr+G7/W9Q13T4YLu9l3RvHKHAUksVAHQZNep0UAcX4a8MavY+Mte1vU9Slkgu5Stpa+aSiR54JHQH6V2lFFAHLeKvBFt4nvLK+F9dWF9aBljuLYgNtbqvNYqfCPS103yZNU1KW+WdbiK/km3SxMvTbngda9DooA8+g+FVlBpmr251jUHutVKi5vWYeYyj+H6GhvAt34f+HeqaHol1c6jPcQmKGO7lAVAeCF9OCa9BooA8d8A/Cq+TTIk8YyXEhtd6Wtp9pDxorDBYY6HmtWP4NWEV7YoNZv5NGtJvPTTZSGTd259K9NooA8/g+F0Vv4puNfi8QanHc3EgeZUZVV1B4U+3AFVtZ+Dul6tq+qagmqX1p/aePtMUONrjjjn3Ga9JooA4a8+GGlXngzT/Db3d2E09w9vcq2JUPPQ/j+gqne/Ce3vvDsOizeIdXaFJGkkdptxl3dmz2HpXotFAHnh+EOiHw4NIF9qJ2yrNHcPPueN1GMr6D2pD8IdFntr37dfX97e3iCKS8mkBkCD+EcYFeiUUAcFL8LdOnudBml1C9b+x4fJiXd99ec5+o4+lRaP8IdC0fXrXVY7i8mNkSbWGRwViznjpk9TXoVFABXK+KPA1j4r1XStQu7q5hk06TzI1ibAY5zz/jXVUUAeeTfCDQ7i51e5nur2SbUZRNv34MTg5BX1wfWrmhfDWy0bxFc63Lqd/f3VzD5Mn2lwQy4A5x16V29FAHEeHfhd4e8O6bqllHE1wmpZE5k67D/AAjHQCsqx+C2i2l5YyT6jfXNvYSeZbWzlQqHORyBk16ZRQAVyXjbwLB43gtoLrUru1hgbfsgIwzdifpXW0UAcfc+AYr7wrHol5q9/cPHcLcRXkjAyo6kbcduMVhn4NabLb6pHdazqdxLqRjM8rOAW2HIz616ZRQBxF38LPDmo30V3ffbLiSO2W1xJPlWQDAyMdeM/WorP4W6da6tZ3kmq6rcwWLb7W1mn3JG38zXeUUAcPq3wu0PVfEB1jzby2mllWW5igmKxzlem4VDf/CfR9S1uTWLnUdWN8ZTJDItzjyM9lGOBXfUUAcBrXwm0XV9QN+l7qNndSKqXElvOVM6gY+b3I71PY/Cvw5pus2OpWouo5LFNkEazYVeuSfUnOTXcUUAedXXwb8OS28qW099byvdfallEu4pJ3IBGKcnwi0aSK8N/e3t7dXUPkG4lYAoucjAAAyD3r0OigDgtC+FGi6Lq9tq8l5qN9qNv9ya4uCcDsMen413tFFAHHeNvh9ZeNxCt3qF7bKgwyQP8j4ORlTxkZPNVo/hZozaVZWF3e6ndCzuBcRSSXGWDgY4OOB7V3VFAHPWfg3SrHxZdeJYRP8A2hdJ5chaUlcfT8K6GiigDjNe+Gfh/wAQavJqVwtxDNOu26FvKVFwvGA/twK6HQ9DsPDulx6bpkJhtIySke4nGTk9a0qKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKowatYXOpXGnQXccl5bqGmhU5ZAemavV4tqV5p8fxW8RzHxS+ivDZxh1jCjzWUEnk9cccd6APaaK8UsPHuoQXXhm+1zWTaQanYXP2jeu1PkJ8qQDHBPHSqI8da/e/DzRLqDXFkvZtSkgmMbJFI8a5IBZuAcYOT6igD3mqmn6lZ6rbm4sbhJ4g7IXTpuU4I/A15T4L8X3d/4T8Ut4h1ea1itblreKeWRS8fy/dDAYJzVXwZrVtp/wP1B9O1xI763E05YFTJGS2RkH19aAPa6K8g0TxZqNlZ+GLi514XUuqWU8ksMxB3SKpKbfTkYwOuaxNP8AiV4i8rSNVurrC3N0iXkTvF5SRM2PlQfOG9+tAHvVFeK+IPiD4k0w69Mt7AY7adorU25iKIARncG+YsAeQO9O8WeO/E+maxfpYXqyWlrp8N0VjjiDKWXndvGeTzx60Ae0UVzPgDVLvWvA+l6jfTGa5uIt7uY9mTn0rF+ImtX+m6z4ZtLDWRppvbsxSMyqy7cdSD7/AIUAegUV4LrnxE8X6dLrekW95HdzWl9Dbm6EKRtHG4OT/dHOBkjAzVmHx94qsrfW7KWdVltLCK+tpLjy5ZNm4BxleG/ix+FAHuNFeI/8LX1PXtWk/sd5rGysrCW5ufPtg2/aP3bDIyA2RWZ4c8d+Lm13QTfao7Q6rcbZExFKgXGflC8r+NAH0DRRXi114n1fxH4q1y0l8VxeGLfSHKxQEDfLwfnJPUew9aAPaaK8VvfGOs6Np+heJW1q7v8AQnje0uXjtwhkmG7bIFYHg8c+1VtW8Q+NtMs9H/trXxpr61JtE/kLstEHIBwPvnIye1AHtN/f2ul2Ut7ezrDbQjdJI3RR6modI1rTdes/tmlXkd3b7inmRnjI6ivP9H8R2umT6vp2s+Modbt4rbzDm3B2Z7F14bPYVzXwr8Wabp3g/WdNtJM615tzcw2wRtzKBle36UAe60V8r+F/Feu2niTSNTj1hpLi9u1t7+1muC7OWbH+rx8uB719IjxLpLeIz4fW8VtTEfmmAAkhfUnpQBr0UV4P411LU/B/xdl1GOO/vLW8tMrFA5xGCNrtj1HUUAex3niHTNP1mz0q6uPKu7zP2dWQ4cjsGxjPtWrXznLcapeWXg1L7X7pJL7U2ms7qbBlt4hlVPuTnvRfeN/EVn4T1vSLbVrm9ltNVW3fUhkOsLZyd2Pl+YYz2zQB9GUV4H4R1uS5/wCEm02/8TX8ditnFIl99rMvkvnnEmBgkkDGKr+CtU1jVvD8+tS+Nb26vtNhmkTTI2yWRQQC/HPODQB9CUV8y6H458SHWPDMo16+uGvJ1juIJXRkwTyAo5/OvpqgBhkQSCMuocjIXPJH0qnb6zpt1qdxpsF7C99bYM0Ab50B5BI/EV4540tbnTvjHbXdz4oudKtrq0cxXLYKxYGPLUEd/wCtUdQ0y2uviXqradr93a3tpoqzy3cMoD3UoUEFh6Y2kgUAfQFFfPN74p1bxW2g6Xf6jeWtnc6X5sk0cq24nnBIJLMOgPavUvhdq13q3ge2kvrpLm4gd4GlRt27YcAk9zjvQB2TuqIzscKoyT6CsfQ/FeieI3u10m+S5+yMFmKggKT9evSuA+M2oaiJNE0ZLxtP0jUZ/LvLxR9wZ6Z7fnXJ/D+38P6LY+OrA61ItuHSCO/gzuKHIGCB1zgUAe4aH4i0vxHBPPpV2txHBM0EhUEYcdRzWoTgZrwPwJ4isNK+CniKC0vWj1G2+0OAnEq5wqt+ZHPasn4Y6vq9r8Q9KW81iWaHUbQyzqbozAtgkFv7p46UAe5aF410LxJf3Vjpl4ZLm15ljaNkIGcZ5AzXQ14zouvabF8afEd3DcRlJ7SKO3O0hZJAPujj1rgLz7Vf2eoeIrrxRcQeJUviq6SCVwQ2B8vpigD6lor5g8StfatD4j1jWfEtzb6npjRwx2MZ2BsqMEexJPStdLGLw3eQw32sX6aZqnh3zizMx3TkZAz65PH0FAH0RRXy1qXifWofA/hO2S61P7IfOW9kSVoy53kBCx6YGOvY16T8DdYvbyx1jTb66lmNnOPJSSTzCkZHA3d+aAPXKx9F8TaT4hlvYtMuvNkspfJuFKFSjc8cj2NS699gOh3aanO0Nm8ZWWRWKkA+hHIryH4VatYaVonimzjumS7NzNJbbwxeRFU7WBI54FAHuNFfI2kNrV5qfh+4uNQvvtWoagm64W9D5UsP4BypHPWvrgcACgBaK+dtZ8R3fhSf4g6YdauYJmlSTT1aQh8s3OzPbHpVfxPrcup6pokZ1WXUbWDRxPLGt79nZpCPvBu7ex9KAPpGmswVSzEADkk9BXgmh+J5LC28E61rupXi2NzBd29xPJIxHPCA/l1rEk1g3XgP+yrG7nmhu/ETxiW5uGjQwgZVWc8gMP5UAfRWparZ6Tpk2o3cpW1hXc7opfA+gyTVTSfE+k63oDa3YXBlsFDkybCPu/e4Iz2rx34T+I4dAm8V2Ws6lALK0ZXjia4Msa5LAhWPXsK6D4TeLvD8Hg+4tptQhikhkmup0YELFGzkjJIx3oA73wx4u0jxfZzXWjzPLFDKYmLoVOfoe1b1eK/D6/8AD+vT+MtIsL9IbrU7qRrfy8qTHtwGX6VzPgzQtc13xLD4Zur68tx4fuZJbq6SU/vQSu1Rzx0/WgD6QopqjaoGScDHPevnm+1fQ5rrxcfFup3tjrpuJBYxhnAjVR+7KY4IJFAH0RSEgAknAHevnS11LSdSMieNdd1CBrXTYnsP3zR+arJnccfebJ6GqFnBPr2o+DLLV9X1GRb2OXegdkYwgnYCfcDrQB9LyTRxwNMzDy1UsWHPHrWN4c8X6F4sikk0W/S58rHmKFKsuemQR7Gvn/SPEME2iW+g6leX1voVtrEi3cwlYlYcHYjEcgZHWoNJfTdN8P8AjCbw5PdYt9Qt5LaWJmDLCr4LE91GT78igD6kpqurjKsGHsc188S+K/7T8W+M73w3c3VzDLpH7ogtgP8AIGK+nGat+H5PBsY8Jx6VrOpPrMkymZIWZmdiPmEgP3QDnpQB7ZBrunXOuXOjQ3Ae/to1lmiAPyq3TnpWiSB1IHavnefRfCuk/FPXYNc1TULFMxPa7ZZN8pJyfmHJGe1YXjbVNRvte8Sfa9QjsmgMYtIrl5BKUXG3y8cEnvn1oA+lNf1iLw/oN7q08byRWkRlZE6kD0qn4T8V6d4x0RNU01mMZO10cYKNgEqfpmvA11SO/tLceLBeCD/hHilmDvKSz7mAJA74AHPpXo3wBWBPh4yIu2cXcnnggghuMZ/4DigD1SkLBRkkAe9ee/GK/u7HwdD5Hnrby3kSXbwAl1izlsY+lee6dDpfijxva2PhOPVU0+S1kGoNdySBQCONoJ4OcUAfQtFfO/hW31XxHq1h4YePUbKXw9LLJeXq3LAyjPyr7ZOPwrj9QvdTlTVZ5bq4i1lb8mJRLMZMBsbQoG38aAPrOW4hgAM0sceem9gM/nTo5ElQPG6up6FTkGvmzxNdaBqXj/SRq66vJCLZDqQQOd85UAKF7ds4r6C8P6NY6Botvp2nJIlrGCUWRizDJzyTz3oA1KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArEuPCHh681J9RuNHs5bxzlpnjBY1t0UAZWpeG9F1i3it9R0y1uYYf9WkkYIT6elR/wDCKaB/Zn9nf2PZ/Y+vk+UNufWtmigDEXwh4eXTDpo0e0+xGUTGHZ8pcfxfWol8EeGEFyE0OyUXK7ZgI8bx6GugooAxl8KaAiWSLpNqFsm3Ww8v/VH/AGfSoR4I8MLqH24aHYi637/M8oZ3etb9FAHOT+A/CtzcyXM2g2Uk0jmR3aPJLE5JPvU1/wCDvDup3T3N7o9rNMyhGdk5KgYA+lbtFAEVvbw2tvHb28axwxqFRFGAoHYVS1HQdK1a5t7jULCC5mtjuheRclD7VpUUAZb+HdHllvZX022Z71QtyxjGZR6N61TsfBPhvTZbiS00i2ja4j8qTC5ymMFeeg9q6CigDOt9C0q1DiDT7ePfCsDbUHMajAU+wqlpvgvw3pF79ssNGtILgEkSInIz1x6VvUUAFYupeEfD2sXYutR0ezubgf8ALSSMFq2qKAPP/GHw1bxZc2inW7i00y3ZWWwijXywV7j/AD3rsdR0bTtXsRZ6lZw3UAGNkqgir9FAGNpPhXQtDtGttO0u2giYgsoQHcfU561dh0rT7e6a5hsreOdusiRgMfxq5RQBnroelLc/aV020E+7d5ghXdn1zjrVDTvCOl6Z4n1LxDCjtf34VZHdshQABhfTpW/RQAVG8MUjbnjRmxjJUE49KkooAoz6Npt09u89jbyNbHdCWjH7s+3pTxplgIpohZ2/lzEmVfLGHJ9fWrdFAFCPRtMitZLaPT7ZIJPvxiJQrfUd6Zp+g6TpUk0lhp1tbPOcymOMAt9a0qKAMuPw5osV5HeR6XaJcR52SLEAVzWpRRQBm6poGk628Danp9vdtAd0RlTdsPtT10XTFv3v1sLcXbp5bTeWNxX0z6VfooAzrzQtJ1CKKO7062mSE5jV4wQn09KtW1pb2UIhtYI4YhyEjUKPyFT0UAQXNpbXsRiuoI5oz/DIoYfrUNvpOnWiOlvY28SPgsEiAB+tXaKAKCaNpaeZs0+1XzAQ+IlG4HqDx7U2y0HSdNd3stNtYHc7maOIAkmtGigCutjaK+9bWANnO4RjNRNpOnPd/amsbZrj/nqYhu/OrtFAHnfiL4Sad4j1S9vLjVL6KO8kWWW3j27CygAe/au5j060S0gtTbxPFAipGrIDgADHX6CrdFAFaWws5oDBJawvEeqNGCv5UWun2djv+yWsMG85by0C5PvirNFADHjSRCkiK6nqGGRUa2dqpyttED6hBU9FAGVa+HNFsr17y20u0iuXILSLEAeK1aKKAMjVvC2ha7KsuqaVa3ciDCtLGCQPrVW48DeF7uOFLjQrGRYV2RgxD5V9K6GigDMuPD+kXenQ6dcadbSWcJBjhaMbVx0wKS98OaLqNiLK70u1ltQ/mCJoxt3euPXmtSigDItvDGhWdsba30izjhI2lBCuCOtTromlJHIi6dahJAFdREuGA6A8c1oUUAZTeH9Ojik+w2sFlcMhVbiCJQ6Z7g4rC8F+AYvB1/qV2mqXV7LqD7pTPjqOh+vWuyooAKo3WjabfTebdWFtPJjG+SIMcfU1eooAz59E0q6ZTcadaylVCqXiU4A6DpTpNH06S4tp3sYDNbf6h9gzH9PSr1FAGe+h6VJBcQPp1qYrj/XJ5Qw/19abY6BpGmWLWNlp1tBauCGiSMBWB659a0qKAM7TNC0rRoGh03T7e1jbO5YkAzn1pLTQdIsbt7q1021huHYs0iRAMT65rSooAzrzQdJ1C/gvrzT7ee7t/wDVSyICyfQ0t9oelanIkl9p9tcOhyrSRgkfjWhRQBC1rbsqq1vEQowoKDj6UQ20FvvEEMce87m2KBk+vFTUUAMeNJV2uiuvowyKbHbwxEmOGNCepVQKlooAiS3hilkljiRZJMF2CgFvqe9IbS3L7zbxFs53bBnNTUUAQta27yb2gjL9dxQZqaiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACms6opZmAVepJ4FOrwDxDpviyDUPGGmaNpz3Gk3NzErJP5jFt4wfLOegJJPOOKAPexLGUDh1KnowPBpxZRjJAz056184+KdM8Q6JrFlpR06e7s7TTY4LdjFLIkj5yzfuyNpycc+lXptN8SvB4PTxKb2OxhtZfOURSSjfuIVXCHcDsI59qAPZNe8W6X4bvNNtb9pRJqM3kweWhYZ46+nUVu5HrXgmm6X4lm8G6Rp8MdwL4a6z2d7PCzeREATvIYZ2nPfFSaONaj+GXiq2tbfWf7fErGWZ0cCUbsZiz0GOwoA93BB7ilrxX4X22or4ttZvs10tqNLCXEjpKi+dnuH6t9OK9qoATIHWlyK8y+KCzNrfh0XZ1EaA0ki332FnyTgbNwTnGRWJNHd3HhTxMBba9c6X5yNpBkkcTGTG3AH3wobnntQB7OCD0Ipa86+FuhWtvpMWosNWi1UJ5N7HeSSYMg6kKxwR6EV6LQA13WNdzsFA7k4p1eN/EuDWb7x3bR28F19ihsH2YtWuIpZWyMFQQARxgn2rr/hXPq83gOzTXFuBfwvJE/2hSHwGOM568Y5oA7Wub8Q+OvD/AIWuorXVb4xXEq7kiSNnYj1woPFdJXhGsLZ3nxf+1+R4oWFYjCJoIpOJS3RSeAmPTAoA9wtrqK7tYbmFiYpUDoSMEgjjg1PXh/imbVl8f6hBqUF1JpUNqpsj5Uz7CRyV8rq3H8RqhJefER4vCeqadHdTanJDcQSxzxsisqn5XkGcA46Z7igD3xZEdmVXUleGAPI+tPry74Q6FrVsdc17xDaPbahqdyW8tiRhRycDPAyf0r1GgDF8U+IF8MaDcaq1lcXiQYLxW4BfHc89hT9C8QWuueHbLWV/0eC7jDqszAEex7V4v8Rre7/4TLxA+p6frF3FJZoNLFh5nl7sYO4rx+eayta068vfDXgay1Cw1aHTYLSTzzBatI4kB4BT0+tAH0f9pg2qxmj2ucKdwwfpQk8UjMqSozL94BgSPrXzjB4TmvfhPdX0/wBrtL7SruSewF45i3Qgg42kjHQ9utaMXhPVNM+GmteJoI7l9X14JIsFmWPkRMwc+5yOv5UAe+i4hMvlCaMyD+EMM/lUtfP3wx0LUp/if/a6WM8VjBabJZZYJIQXIAwA5JJ465/KvoGgDL8Ra7beG9BvNXuwzQ20ZcqmNzY7DPek0bXbTV9BstXUmCC7jEiLP8pGe3NcV8a7K2v/AAU8Mthf3dyCTa/ZUZgsmON4Xt+Fc7qttJ4q+B1jawaDqEt/ZGKERPEY3jZcBmAJGRtyPxoA9oinimUtFIjgcEqwNP3A9xXikXh2/wDDuv6xb6LoWox6XfaHiIRSkBZ9uTznhu3rmsD4ZWWoy+M7G1lj1B4FtJ1u5ZBKhBborhuAwB42n0oA9607XNP1a4vYLKcSyWU3kTjBG18Zxz1/CrD31olyls91Cs7/AHYi43H6DrXg+k6LpHhjx7f6bd6TrrXEmob9PaCRzGYum5yDyM9zXLalo989lME0e/HiSLVWKXAgmLOm7jD524oA+pZLiGJlSSaNGboGYAms7X/EFr4d077bdRzSLnGyFQzdMk4z6CvnP4gaXr9z4k1K5vIdQkvEjg+zJFZNKv3VLbXU4QhgexrX1q21fWb2a/8AEXhnV9Tt7jTIodNSMYEUpQZZwOQd2etAHvOg61b+IdEttVtElS3uV3xiVdrY9cVpVyPw0W6h8A6XaXthcWVxaxCB45xgkrxkexrotWW5fR7xbRA9y0LiJScZYg45oARdX01782CX9s14BkwCVS4H+7nNcp4o+JNt4b8Q2+hxaTf6neyx+Zss1DbRnHPNeR6Z4S1B7nw9Db+FdTs9cguvNvtRlfCOu75ucnIq5Z6Wl/8AGfUtQXw9r0ti8oCSLuixLuGWJJHycHjmgD6DglM1vFKUeMuobY4wVyOh96yvFfiGPwr4dudZmtZrmK3wXjhxuwTjPP1rarjPir5j/DXWYYbeaeWaNY0jhjLsSWHYfSgDodI1qz1nTba9t5UxPEJQm9SVBHfB7VahvbW4ZlhuIpCpwwVwcV4No/hO4sZNFGh6Lf2txc6JKl/LKmFLsvAJ7NmqHh/Q1K+Hrbw/oOqWfiCG5D6lPco6xsg+8NzcEe2KAPoWPUbKZS0d5A6hyhKyA/MOo+tNutW06xRnu7+2gVThjLKqgH3ya+cNd0O+0vS7zQpNC1FtS/ts3dpNbwM8aQseoI4PHGDWp4n0PTT8XbIXHhLUrjTTGBd+TExWeZs/NkHGASM89qAPdpte0i2tYbqfVLOK3n/1UrzqFf6HODV6GaK4iWWGRJI26MhyD+NfPXxK8PTWHiHSLLTvD1zLo9hYtFCGhedHkbLAEKcjkgZJrsfAsXiTwd8I0mGky3+oNK0sVgPkMaMehzz+HvQB6xRVPS7ua+0u2urm1a1mljDPA5yYyexq5QAVkeJtei8MeHrvWJ7ea4itlDNHEBuIyB3+ta9cj8TIbu6+H+rWljZT3dzcRiJI4QCckjn6cUAZnh74taVrWp22n3enahpVxd/8ev2yHCzf7pFdlHrWly35sI9RtHvBnMCzKXH/AAHOa+f9J8I63peo+HtTk0TWbu3itnQ28suXhuApUNg8KnTFYujeCvFGna5pepR6Zq8GoJflrgiJdqRluobPze+aAPpi413SrS4htrjUbWKeZtscbzKGY+gGao654qs9D1XSNOmR5Z9Sn8mNYyCU4zuI64rwWzgsPE3iXxtb2uhtqGrT3JWwO8IIMEhnznjBGeBzXSeKtSn0rXfCTzeGtTu9Q0kIb29iti5l2pt2qw+8MknnFAHr3iLXU0DS5LwwPdSKMrbxModx3xkjoOab4X1+PxP4dtdYigeCO4BZY3OSBnHOK8p8a2p1bxZa6vf+FdU1WxvNJUWlugI8mc5J3jPykDFdx8Jo7qD4e2FreWUtnPbs8TRSjDDDHmgDtWYIpZiAAMkntVGTW9Kh8rzNStE807Y90yjefQc81bnVXt5Ekj8xGUhkxncMdK+fPC/h3Qb/AOI+q2tx4N1MWE8gWz82Jlit8feYkn16YJoA98GqWBuJLcXkHnRY3pvGVzyM1Bd+IdGsLk215q1lbzjGY5Z1VuenBNfMWteE/ENrrWv2V3aXb3FxMrWrpYGYSjcdu2UH92MY/rW/478KaxqurG517SNRUpp8MNm2nRrMrTBRkSHr97PWgD3vVvEui6FbJcanqdtaxSfcaSQDd9PWqmseNND0fQZdYkvYZbePHEUilmJ6ADPXHOK8ZttNvdFbw7qfibwnd6xbRaX9laEQiRoZA5xlTx0q7B4HOq/DXxAYvDlzFKbxrnTbe4+WUA47A4HGRQB7DB4q0K5sZLuHVrJ44ohLIROp2Kf73PFV/CPiiLxT4cGsrEIITJIgy+RtViN2eOuM15r4fhs5fCutCD4ZXMKC3WCWMybXumGMgAjIwcnI9KztEs/F03wu1PwlbeGruwdVd47iWUAMrPkx46525GaAPXtM8Z+HNZu5LTTtYtLieMFmRJBkAHFTnxNoY1WPS/7VtDfSZ2wCUFjj2rw/R9L/ALeu9B/sXwFNp0mlnzL2a4HlefhT8gJHzbieprNuPBGs/wDCHwy2fhS5ttZi1eSXzEx5ixdRznp2H0oA+maKrWDvJp1s8iurmJSwcfMDjnPvTryGS4s5oYZ2gkdCqyqMlCR1GaAJ6K8/0fwV4rsvEUWoah43ur21iyFtvJChwezc4/HGapL8PPFs2r/aLrx7emzW489YYosMPQZJIxjjpigD02oLq7t7K3e4up44IEGWkkYKqj3JqVRtUAkkgYye9QX1ja6laSWl7bxXFvIMPFKoZW+oNAHN6J8Q9C1+C5NldwC4imeCOCSdFaZl6FeeQexqTwv460nxLaqfOhtL0yvC1nLOhkDKcHAB5715p4Z0e+8O61eWSfDxbqVdQkmhvW2ARxdgjHv6VXi8I6xqPw2kji8LSR602sSTJJ5qxyRjdneTxkdVx+NAHruoeNPDmlamNNvtXtoLwlR5Lvhvm6VuqyuoZSCpGQR3r5w1/wAFeM31bxJZHT5pxqsizQSwRo6MQ3Cs7cpx6V7l4K0680jwXpGn34xd29siSjduwwHPNAG/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFGKKKAEwD1FKQDRRQAmB6UYFLRQAgAHaloooAQgEYIB+tGBS0UAFFFFABRRRQAUmB1wKWigBCAewowPSlooAKKKKAEIB7CjA9BS0UAYHiDwboPil4X1ewW4aIFUJYjAPUcVrWNlb6dYQWVrGI7eBBHGnXCgYAqzRQAgAHaloooACAetAAHSiigApoVVJIUAnrgU6igBuxd24qN3rjmlwOuBS0UAJgHsKXAoooAKKKKACkwB2paKACggHrRRQAUmAO1LRQAmAeoowOuKWigBMA9aWiigAooooAKKKKACkZQylSMgjBFLRQBh2HhDw9pepDULDSLS2uxu/exRhWO7rW2QD2FLRQAYooooAKTAHalooATA9KWiigAIB60UUUAFFFFABgDtRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcePib4TOs/2X/aY+0+d9nJMbbBJ/d3Yxmuv+lfOes+BtdfV7hY/Dl9PrU2p/avt4lAtRHuyvGcZxwc0AeqXXxS0HS/E+oaHqjS2stoyASlCyMGUHJI+7jPerXifx9p2g6bYXFuUvJ9QeNbOFWx5wYgZB6dDmuHurbxtb+KvFktj4TjuYtVWOFZ5ZlVVITbuAPVeTx7VH4i8N+NLPw34W0LSdFgvRpRiupLkzKP3qknYASCB796APUvEmtnw/4WvdZaDzTaw+YYt2M9OM/jTJ9etNK8MnXL6Vo4GiE5DfNtLDIUYFcf41uvGOueBjp9p4TIub+FkuVa6TMBB7c/NnGRUmm614vb4eFJvB7/2iii2jt2mUB0243nPIx6GgDc8OeNoNX8FHxPfwixtMuwy275FOA34+lLoPxF8NeIbBru11GONFBZ1n+QqAepzWH8ONL8QW/gu58P69pAsBGrrDIsqvvD5J4B4xmsPwGmpaJoE3hnxD4cS10K0ScXeo3ThVkBJwQCOQR/SgD0C88deG7Gxsb2XVITb30vlWzR/N5jZwcY7A9TXRAggEdDXhPwz0eHxD4nZTf293o3hieRdOjVfmcSEkMTxkDHXHJr3egDl/GPjrR/BVtFJqcp8yZgEiT7xBOC30FNi+IvhWXT577+1Y0toXCM8ildzEZAXPX8KpfFDw9da/4U26fYxXd7BPHMsbgZdVOWUE+vpXLeILTxfrmlaNrX/CK20U+lXomTS2kDGSLbjp0BHpQB6NoXirRfEnmjSr+K4eIAyIOGTPTIPIrarzfwJo+vS+Ndb8T61pEWk/bIEhjtkcOWwc7mIPXgCvRycKTgn2FAHKTfEvwdbzyQS6/aJLGSrqW5BHWrV/458M6bKsV3rFtHIYxLtLchT0J9K4HTdJ1yb4qXmvXXgsDTb5FgHnSxfugOshXnJOOnWsjVPBXi7T/F3iKWxsLq607UyTG9rPDHgEfdbeCcD0GKAPXL3xboOnQ2k11qlvGl2u6Alv9YPUe1VJ/iD4Ut7OG8l1y0W3mdo45N/DMv3h+GRXld54P8ZWB8ONFo8ks2mWDwmexuY1f5icKQ4I4HXA5rMvop/B3hDw7Fr2l2txrEuttdrbSuinYeu7+EZ49hxQB7baeN/DV7YXF7BrVm9vb/61/NA2fWobb4geFLt2SHXLQssZlIL4+UdTzXkeoeBPFPiSXUvEsOi2Nq0zwG205ZUZJUQg5JX5SDgfXJrVu9D8Y+IvEljqt54StrGPTLGWNIPOjdZ3ZSAuB0GT+lAHo9h8QPCuqXkNpZa3azTzNtjRX+83oK5bx18YbLwtdx2mnWq6lKGKTsrkLC2RgE4xmuYTwV4oh8K+ErVPDsS3ljfNPcFZ0BRScc+vHuelR3vhjx83h298HW/h60ewku2kj1B51B2l9wJGc0Ae5WVx9rsLe527fOiWTb6ZAOKrazrenaBp732p3SW1unG5z1PoB3NP0eK4t9FsYLpFW4jgRJFU5AYKAcGuR+I+i6peyaJq+l2MWoyaVcNLJZTMAsqFcE88ZHagC4nxQ8GPHuOu26YUMyyZVlHuDyK2YvE+izapBpkeoQteTxCaKEH5nQjO4e1eHeE0HxJu/H9yLMW9zf20awwNyFK5x8/1UV0Ph/RPGlz4/wBE1bU/D0dla6dYfZSftCHdx1GCep7UAdzonjiDXPG2r+H7eJCmnRqxnEmdzE4I2+1RXXxS8JWeoS2U+pMskMhikfyX8tWHXL4xWDpnh7xfb/EXU9ak03TobLUoxBI8c/zxqP4hxyay9E0bx7oumN4Vj0DTrizklkJ1G7mDp8zE7mTqfp60AbVt8XNPi1HxAupiOOx054fs88Db/OST7pA7nHPFT+JfiJeafp+j61o1hFfaHeSpHLcs5Vk3Nj7uM1xmo/BzX7i+1DW4JLGHU0nhayt4Ti3KooBJUj24H1rofGeh+O9f0PTNMstP0yBYDDcTFZ8KZV5KhcfdzQB2mo+N9A0nWbPSL2+WK+uwDFGVJ69MnoKfoPjPQfEt7d2elXonntGKyptIxg479RmvKvivqUcHhXSZNaNrbeMbeVXgjtTv2jOCTkfd78969Q8E+H7Pw/4Zs4reNPOmjEs820BpXb5iSfqaAOjLBQSTgDk1y0HxF8K3WrQ6ZBqsclzMzJHtB2sw6gN0zW9qkVxPpN3FaMFuXhZYmPZiOP1rwTSPh546tRosbaVDv0a9NwJJr/KzAkHCqOFHB/OgD06D4ueDLm+Szj1Qid5hCFaFh8xOOcjjmsr4jfFNPCmINIksLy8jfZcwSTYePPTCjrXOp8PPFr+H9eSXTtMGq6jqKXUc+9SY1zkgHHGCBj6movEXgrxsItfs7LSNPv4tUnST7W7KJkyBnGe3FAHtmnztdaba3DgB5YUdsdMkA1X1vWrDw9pM2p6lN5NrDje+0nGTgcCn6NFcQaJYw3aKlxHAiSKhyAQAODXK/FPw5q3irwidK0iGCSWSdGczPt2qpzkH1yBQBJafFPwlexXkkWouPscPnyrJC6kJkDIBHPJH51Q8LfF/w74jhwzS2t1lz5TxschcnhgMEkDOKxfB3w+16LxHqd94iSBbS404WUcIlEzBeMfMRnjBP4+1T+EPDXjfwxp0elRWmjLZWZlkWQktJck7io6fL1Aye1AGvD8ZfBVxdxW0OoytJLIIx/o7gAk454q2/wAVfB8euHR31MreCXySrRMBu9M4xXL/AA58HeJdDv8AUZdW0fSY4r2VrpZAQ7QyEfKoGOBn3rh5/hn4ul11J5PDkUt6NQM8upNdjZIu7IATPAx7ZoA9K1f4waRo/jwaFcECzjiYz3O1iVlHIUDHP4etaerfFXwvo6WvnXM7yXUSzRxRwMX2E4yRjjoetZnjTwv4ivPGWj6/oVjp0z2sDxypdMApLYxxjt61zvi7wF4wuPGGleI7FIry6FokF35MwgG7BDYzn5cGgDv9Q+JPhbTtJsdSl1JXgvRm3ESlmcDr8o5470N8RPD8/h3UtXsL37TBYjDtFGWw5GVGO/avFdestU+Fdl4VvLi2s7i+gkuS0XzOmxyOCemeT0rqfh1Z+J3+Hl/Po2l2NrdanfO5W7VkVYmGNw7kDtQB3Xhbxst38O4PE3iB4rRCGLvjCkZwCB7+lTaP8S/C+uX5s7K+cz+U0wWSFkyqjJIyOeK5AfDzxRe+ApPCN/NpyR2xWa1uYmYiRw27aykcD3rQh0LxrqV5byX9jo2n/ZbSS3We3PmSvuXaApIwo785oA2tJ+KXhLW9Ut9OsdRZ7i4YrEGhZQ5HYEjFZ+m+JvEUfxam8L6lJZSWTWj3cJgjIYLuAUEnvjrXEaR8LPFUV34eEtnY2g0u6+0SXIvHcyZILDZjC5x2rqz4R8aSfEceLBc6NEPL+y+SfMYiHdn0+9j8KALWv+KPEXhz4i6Pp8ptbnRtXkMcYCbZIiB0z39fxroJ/Hfh+11650We8aO9tojNKjRsAEAyTnGOlcf4q8N+Odd8Y6Vex2+km00y6aa3kMzLuUjo4xnP0rl/iRqCXnjbSrHTpGsvEMo+yald28bNFsbjbyuW+uKAPZ/D/iLTPFGmf2jpM5ntd5j3lSvI69frWozKilmICgZJJ4FZvh/Q7Pw3odrpVjGEgt0Cjjlj3J9zV28tIb+yntLhN8E6NHIucZUjBFABHeWsz7IrmJ264VwTSJe2sknlpcws542q4JrkdD+Ffhbw7qqalp1rPHcIrKC07EYYYIxUdj8JPCWnavFqlra3KXUUnmqwuX4b86AO6rifid4yn8F+GBeWfkm9llWOFZgSpyeentXbV578V/D3iHxVocOk6LbWjxNKJJpZpdpG05AAx+tAG5q3jC08PeHrG/1IM1zeKiQ28Ay0srLnav8A9epvDHi/TfFcVx9i86O4tW2XNvMhV4m9DmuJ8XeD/Ffibw9oVrLa6YZ7KXfLGtw4GAmFw2AQevI6cVp/C/wdrPhYavPq8se+/nEqwJKZSgGernk8Y/KgD0IsFBJOAOSa4N/i74Wj1mTT2mnEcc3kNdiImEP6buld1LGJYXjJwHUrn6186S/A/wAWfbrmzS6tn0+S586KRrhgqHOdxQDk44oA9S1v4qaRpGp3Nklpe3jWaiS8eGL5YEOMMc9RyOlS3nxW8K2JsfOvJcXlt9qQpCzbY/VgBx0P5VwHiz4YeLNV1XUZbaCwk+1QQwpcLctGY1QAMNuBuzjvTtc+FfiSaayaOCz1DydIWwDm5aAowz82B1wDjHQ4oA764+KfhqPTLK+tpbi8F87rbxQQMZH2feO30FVrz4u+GrPSo9Qb7WyGYwSxrCd8Mg/hcdq42L4Sa9FpPhUObW4udNMyzwPM0ShWYkYdeTjNRXPwi8U20l3Jpkmlxw3E0Mz27TyyEtG2chmA65Oc0Aej2XxK8OalY39zZXE0psYRNNF5Dhwp7hSMn8Kz/CfxW0rxMlshtrq3uLi4aBB5LMmR0+fGORTIPC+vJ8WH1+SO2/syawFtJslIbIH93HrWb4T8K+NvC2qz2Nu+nDQWvpLncSWmdW52+g7DpQBb0X4gX+u/Fm+8O2sAGlWcDGR3iKybxgZ57ZOKt6t8YPCWia7NpF9dTx3EL7JT5DbVPP8A9b86y9O0Tx2PHs3iSXTdHtvOtVtZYxOzbwGzuBA649fSuW8SfCvxDql5r7R6LplxLf3jzQahLdMJYkJGFC9Og/WgDtfHvjXVtDtdE1LRGsZtLv7iKJpXyzEMeoHTGO9eiI25Fb1Ga8b8UeEPHmseHdE0WGy0jytO8qUyLMQGdB02kdK9P8ODWhokA18Wq6hj51tc7AOw5oA0bidLW2knk3bI1LNtBJwPQDrXnvhj4s2niHUb62/s292R3YhgligZlZD/ABOcfKRyTntXpFeYx+FfGGmeM9TGj3Flb6Bqd0tzM7jdIny4ZVXP8XrQBYb4v6UtxcS/2XqTaTbyGOXU1hzCDu259SM16BbXMV5axXMDh4ZVDo46EHoa8dn+HHjaOF/ClrrFufCUrHLyRKZUQtuK47nPevXdMsItL0u1sIM+VbxLEueuAMUAW6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqKaCK4haKeJJI2GGR1yD9QalooAq2un2Vju+yWkFvuxu8qMLn64q1RRQAUUUUAFFFFABRRRQAVVutPsr7b9rtILjb93zYw2PpmrVFAEccaQxrHGioijCqowAPQCpKKKACiiigApCARg8ilooAht7S3tF228EUKntGgUfpU1FFABRRRQAUUUUAU7rTLC9kEl1ZW87qMBpIgxA/GrSqEUKoAAGAB2p1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAENxa293EYrmCOaM/wyKGH5GpFVUUKqhVAwABwKdRQAUUUUAFFFFABTPLQtuKLn1xT6KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAQ5IODg+teH33xC8UWuoXrxanZ3MthqQs/7MWDDzoxHzZHcZr29gWQhW2kjAPpXIeFfAUfhrVNQv5dRfUJbyQynzoFBRyeSCOfagDi7b4l6/o2peImvdJn1DSdOvMS3IcBoFbHyAd8E/lW74n8X6s+veErXRo5ILDVJkka8cApJGV3FMdQcD9akuPhlPcWviSzbXpfs2tyrK6eSMxndlsc9wAKbrXw41W9h0FLDxM9udGVRBvtwQSoxuPPXHGKANn4hXmsaZ4bm1PStQjtVtAJJw8W8uu4ZAPbjNW9f1i9tPBU+qaZbG6uPs3mIAwXGVzu59OuKyfE3hHxD4g8PRaUPEccayQeVesbYHzjnORz8tR3Pg7xLL4Qs9Gj8UBJoQ0c032cETREYCkewoAIPHR0b4YaV4k1eOW7kmjjEnkqMszHA4+tXPDnjyPWtZbSL7S7vSL9ohNDDdkZmTuVx6Vw3iDwN4q074cr4btruTWT9oia3aOMIbZEO49+enFdP4W8HajJ4gtPFWvalJdXcVp5EED2/lGIHqWGfvf40AehVmeIbq4sfDuo3lo6JcQW7yoXXIyozyPwrTrO17T5dW0G+0+CcQSXMLRCQrnbkYPH0oA8Yk+Mms3Og6Jb26JHrdxOq3paDKxxsRtYDpg10918VtRhuLu4tvC15d6JYytFcaghA5ThyB6Crj/DBf+EPg0uG+SLU0EKS36xnMiRHKqRmqR+FutRW17plr4skTSL+QyXEDW4LZY/PtOeM0AP1P4qajb61Fpun+Frm+e8gW5sGSQfvoyMliO2Kuan8S73SrrSbSbwlqbXeoxsyQKV3B1PK+/HP4ioL74ca4fE9tq2leJRZR2tstpbxC3DbIgBkdec4q34o8FeIdb8S6bq1l4ijs/7PjIgBt9x3sMOTzyCMUAQeKPGOux+BpbuPw3qFndTF43LEZtVyBvY+4PGK2PFHiz/hD/CdnfCCS+nlMUMSFvvswHLN2+tM8XeGNf8AEejRaZba9FaRNFsu2+z5Mx45HPA46VBL4Q8QXXhWPS7jxMDdxShlnW0UqUAwEKnr9aALHhTxnP4g1K90m+0w2N/aRLI+yVZYyrHAwwqL4fReIEbXn167uZh/aDparOMbYh0I9jkflVfwF8PZPCWq6nql3fR3N3fYUiGLy41UHPT1rvaACiiigDyzxD8bNP0LxLcaQNKurhbaYQzXKEbFY4/lVzWPiJrNr4ufQtL8Oi9P2UXccjT7N8ZGSfr7VDrXwlOrarqbR65LbaZqcwuLq2SIFjIOmGPQVuxfD+zj8Q2+stqN+88Fn9jVWkG3Zt2+n40AZh+Iv9sWWm2mm6ZePfaraSyARSKDbbMq2SeMg1B8GNX1bWPDeoy6ve3F1NFfvCv2jBZAoXgkfWox8HYLCG2k0TxDqNjf2wcR3BIf5W6rj0zXTeCfBdv4KsLq3gvZ7trqYzyyTYGWI5IA6UAdRWT4jvtR03RLi50vTzfXaKSkIcLk+vPWtamsoZGU9CMUAeV6R4y8T+IfhrqV/NZmyukgmK30bKArL2CdcipfDXxA1W2h8N2viPTxHFqlt+5vRNvMjhcjcOxP9a0bf4ZyWdlqGn2/ibUU026SVVtdiFYy/U56mob74TW+o2Hh+ym1y+EOjKRHsABkOcgk9iBxQBzUPx0kbU4LmTTI/wCxJJ2hZkLNNEAcBmHQA5r2lHEiK69GAIrgG+Emk/2U+lR6nqcemtJ5htVkXbnOeu3J59676NBHGqDooAFAD68i8W+M/G+k/Euw0uw0yKXT58iCEsAbjA5Jbt9K9drk/GPgiPxZLp1yupXGn3lhIZIZ4FBIyPQ0AYd38Q9dGsroun+GftGqRWgubuA3AAjycYB/i/8Ar1y+seN9Y1rUfCmsaHBOl6bm4s7jSzJtVpFAJDH0HWuwufhiGnsryw8Q6hY6jb2xtpbtAGadSc/Nnvk1Vufg/ZSaRptna63f2txZSyT/AGqPG+SR/vMff8aAKUnxdubTw1NcXWjhdZtL4WV1Z+ZhVbBIIPcHFM0741Je+G7m9bRZk1JLpbWGzyf3rt0GT0rWHwk06PSvs0Grail59rF79tZgzmXaBkgjn6e9Rx/CO1bTNSt73W726ub24S6+0soVo5V6MAOM0AZmp/FjXtBvHt9Z8Km1f7OZogJt3mHOAM/jzUuqfFHxBoH2d9a8LpaxXEMkkRFyGLFULY9qvD4RWt7PdXGva7qOrSzQeSrSkJ5Y9QB3qxB8KNNl+ynXNT1DWTaRtFALlwFRTx0HXj1NAGenxP1myXSbzXPDDWemalIkcdwk4cqXGVJH0r08HIyK87sfhPbwXVmL3XdQvtOsZ/PtbCbGyNh93nqQBxXovSgArybxLqurXHxj8OaTKJrKzWRpEaOfIuVH95e3PFes1xN98LtB1PWZdXv5dQnvnfekv2kqY/ZcdBQBheJfiJ4ks/Eup+HtH0SCW6tIBdCZ5uDF3OPXqMVR1L4ia54t0nTdK8KWaR6hqti9xJO0u0W4VirAe+Rj8a6qX4a2M/ix9efUbze1l9jMQYcrgjJbucGqL/BnwwkduLGTULGSAMBLb3JDkHqCfT/GgDjfhz4w17Q/DFo2qCXUlvNZ+wF5Jcm26D8cnca6ef4pX1unjDfo436E6rEgY5kycZb278Vas/g/pNj4evdHi1K/Mc9yt1FIXG6CRejL7+tR6d8G9Ks7DU7e41fU7mTUlC3MzSbS2GyD35oAoeCfihq/iLUrnRpLG2uL9LU3CTQsUjBxkI4PIPaqXw88V+Ob+51Q3Flb6lbLqLxSfvwrwEHkDPVeOK7Pw38M9B8L63Jq9kbt7t12bppi3GMH61Avwt0WDxB/bFhd6hZSNKZnhgnIjeQ87iPrQBzth8R/G2r6pe6dYeFrNrnTpwl2rXWMA5wB6nAqpffF7X9Mi1axv9Dt4NcguIYbW0EhbzBJkg++MDp6iug0H4S2+jeLT4in12/vbkuZGR8IrtjALYPOKpnwj4g1f4r2fiHWNJ0xLGzRkjaOXLMQflY8ctg96ALOv6f4317whoUPmfZNUluUa++zPtVY+pzVvx38QW8FT6ZpscEUlxdoSJ7mTbGgXglsc139cn4k8BWPiXWbXVJry6guLeJol8oqVKt14YEfjQBX+Gvi++8aeH5tSvrWCApcNChgcsrhe/NdpWF4W8KaZ4Q0trDS1kEbOZHaRtxZj1Pp+VbtAHLeOvFcng7R7bUVtluEku44HUtggNnkflXPaj8RNY0/U/E9uNHjnj0q3ingKycuH6bvzrs/Enh6x8UaPJpmoB/JdlcMhwyMDkEH1rln+E2lStqT3Gq6tNJqMSxXDvOMsAcjoO2KAG6F4/1i78U2ehax4fFjNeWrXMLLOHyAM8+lV/BOt6rq3iDxXq+qJJDHYkW0dl5mQm0FifqcDmty4+H+nT69p+sre30V5Y24t4mSQY2gY545qn4f+Gdroeq3WpS6zqV7cXTM04kcLHJkY+ZRwTjvQBytn8TvGM/2bVF8Nwy6Pqc4gsP3wVwxJA3H3wfyrZl+Krw6B4m1GTTFEmiXQtjEJf8AWHcATmud8Q/CzxFb67p0fhe4A0GzuEu47S4mG2OUNk4HUj/Gus134PeHNdvLi6d721a6bfcx205VJXzncVOec0Acx4p+Nl7pespp+kaKLpo4UluC248sAdo2/XrXp3hTxDF4p8OWmrxQvCJ1+aJ+qkcEVg3Hwt0KW7F5BcahaXZjWOSa3uCrSKowN3FdF4e8P2XhrSl0+wMvkhy5Mr7mLHqc0Aa1cP8AEbx83gi2sRBZfa7q9dkRDnCgDJY47DIruK53xL4Qs/E1xYXM9zdW1zYszQy27hWG4YI5BoA5HwV4/wDEHjLwdreoQWdiuoWkhW3XeQjYAPPcd8VN8M9U128+GcmqTPJe6k8srIty+FwGxgH+7xWnp3wv0TS/Dt1o9ncX8KXUhkmnjn2yMcY5IHT2qz4U8AWXhGQ/YtR1GaDyygt7ibdGoJySBjrQByPw68W+NtY00zXWmx3FoLqXfeSy7TtGflQd8HjNTN8Wr+Pw5pWptoX72+1B7HyhJ3B6g9xXRad8ONP0vVVurbUtSW2S4NylkJv3Ksw54xyOelZp+DegNdRSSXuqPBFcG5jtjcfu0cnJwMcUAc34l+L/AIh0fXNVWy0OC70fTrhYZboM3yk4ypPTOcit3xp4y8R6fd+Gf7Hs4fs+pzx43ygM+5cmMjsORzWjqHwp0PUTfpLdagtreymeW2SfEZlP8eMdan1X4c2WseHtL0271G9Nzpg/0a+RgsinjnjjsPyoAyvGl/4wPw91WfZptlOocOY5yxEXH3T/AHuoqKTxNqPhn4T6BLZ+Xd6pcrDbo88mVDP3Y1t3Hww8P3ejwaZdtfTW8JZ/muWy7McsW9eamj+G3hiLQZNGFk5tHIY7pmLAjoQSeMe1AHJ3/jbxf4Y1NtI1Y6ZfXk9jJdwPCjIsZQZKt7Hnmk0Hxx4pj1LwxN4hn04afr+8RRxJteI4yuW754H411ifDbw4sV2rwXE0l1F5Mk0s7NIE/uhuwqaP4f8Ahxf7J32bSjSVK2iySFgmTnOO5zQBsx65pkusy6Ql7C2oRIJHtw3zhT0OK0Kx4/C2iQ+IH16PT4l1SQbWucncRgD1x0ArYoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprMFBLEAAZJNYUfjbwvLdrax69p7Ts+wRidcls4xQBv0UVA11At0ls00YuHUssRYbiB1OPSgCeiiigAooooAKKazqiF2ICqMknsKo6Xrml60kj6Zf292sTbXMLhtp9DigDQooooAKKKKACiiigAooooAKKKrR39pLfTWKXEbXUKq0kIb5kDdCR70AWaKKKACio5JootvmyIm9gq7mAyfQe9JcXENpbyXFxKkUMalndzgKB1JNAEtFQWl5bX9pHdWk8c8Eg3JJG2VYeoNT0AFFFFABRRRQAUUUUAFFFFABRUc00VvE0s0iRxr953YAD6k08MGAIIIPQigBaKKydR8S6RpWqWWm316kN5fNtt4ipJkOQOMDHcdaANaiiigAooooAKKKTIPA7UALRWHrHi3RtB1Ow0/ULoxXV84SBNjHcScdcY61uUAFFFFABRRRQAUUUUAFFFFABRRRQAUVgnxn4cXWv7HOr2w1Ddt8ndzu/u56Z9utLq/jDw/oV2lpqWqwQXLlQsJJLnd04HNAG7RWdca3p1rq9rpM10iX90rNBDzlwoyTWhkZxkZ9KAForP1fWdP0Gwa+1O6S2tgwUu+ep6DjmrkUiTRJLGdyOoZT6g0ASUUUUAFFU9P1Sx1WOSSwu4blI3MbtEwYKw6g+9XKACiiigAorLv/ABFpOmapZabeXqRXl6223iIJLn8Bx+NWri+tLa5t7ae4jjmuSVhRmw0hAyceuBQBaorIude0jSNQstIur4RXdyp8iOQsS4HU7j9O5rUEiFN4dSnXcDxQA+imRyJKu6N1dfVTkVG13bJdJatPGLiRS6RlhuYDqQPSgCeisS08W+H77ULqwt9XtHubVts0fmAFT+PX8K26ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAp6q8cek3jSsqxiF9xY4GNpr5s8DxaLqL6daavqFokAuT5Vrawbblpd/ys745Xv17V9OOiyIUdQykYIIyDVdNNsI3DpZWysOQREoI/SgD54n8d60vjy4sf+Evuh4e+3KTfCIkKvXZnGR0I9ODXS+MItOt/i1pF/e+Jb6wtJrEzx3CyHAJfhF4OFI5xXsf9m2O0r9it9pOSPKXBPr0p0tlaXG3zrWCTaMLvjBwPQZoA8Z8Va5q1347OlQXlybSGxjm06SG8EHmyMv32Y/e57VV1jxP4ivfhzoeuS65Lpt/Dem2nCAbZhu2mQjvjr6V7e+n2chUvaQMVGFLRqcD0HFDWNo8axtawMi/dUxggfQUAeN+K5NV0Xwxp01j42vr9L7UYkS7VwXQEEOFI6jnp2qAeLtZ0T/hM/Dc+vTXdzZKjWV3JIDIAxUEE44PzD2FeznSdPMKRGxt/LRi6p5YwrHqQOxqFvD2jtcXFw2mWpmuFKzOYwS4PUH1oA818E69daf47udH1bxDLd202nrcQi6ulmw+TuAYADgdRUvw/k0y1+JnjFILq2jWeaMQQIQAwAyWXsevavQ4PDmi2rxtBpdpG0eSjCIZGRg/pVxNPso5BJHZ26uOjLEoI/HFAFmo5mZLeRkGXCkj64qSigD54bxHqE3hmXWZ/Hl3b6yl8ytpofjaHxsCgZHHetDW9e1JYNf1Z/HE9pqVnct9l0hGCqY1I2gqeTuXnj1r2RfD2jJeverpdoLl+Wl8pdxptx4b0S7vfttxpVpLdZB814gWyOnNAHhl54v8Q3d/dJda/faa7TEraRnBT9xvwDjON2BiquqeJfEWoLBeWXim9jki0aGeZIGwBJuAYH3Oc19EtYWbyeY9pAzn+Ixgn86RdOsUyFs7dcjBxEoyPyoA8N0jxdq9jpvh6fUdavWt4dZktr1mOMx4ypkPp9ah1XxlrMln45ks/EF1JDZXVu9lLA/RGbDBSO3P6V7rNpOn3FvNbzWUDwzHMiGMYc+pot9I061tvs8FhbRw4xsWJQCKAPNNC1S40zx9odifEeo39nqOmNO8d45chzgqenHGfyqn4O17SbP4weIbZtYnuWvUijt5LoHLMM5QEjoM4Ga9eFrbiUSCCLzANofYMgemaZ9gs/O877JB5oOd/ljdn60AeIS65YarBdXOteMtQ0/W7S+eOGCLcAqh8KPLHDZHeqnxDv7ufxTqBi8RXNgbSxR4o5nkUTyEAgxKvH1BzXvD6ZYSTCZ7G2aUHO8xKTn64p8tlazuHmtoZGHRnjBI/OgDw/xz9p1Twh4L8R3GpX8aCaEXgBYLGRkNIQPusCDzW14h8T+Hm+GeqJa+JL64Fx50UElwWdp3CjKqSPu8j869Yltbee3a3lhjeFwQ0bKCpB9qiGmWAhSH7Fb+Un3U8pcL9BigDx/UPFdlJ8NtEs/DestZwQPb2+oywqd9tEynJORkcjqKztP8VWeheKLyHQvEF7d6GLFpLi6uSziOZQdgVmHc44r3JdOskV0Wztwr/eAiUBvrxzQNOsVjZBZ24RvvKIlwfrxQB4tYeJdQ0jxH4OvG165u49ejH22O5yVA3YBUfw+nFe51XNjaEoTawEx8J+7Hy/T0qxQBS1aaa30e9mthmeOB2jAGcsFJH614z4c1y2ktPD13dePdT/tO5nU3VkC0iuxPKFf4QOma9zqqmnWMcgkjsrdXHIZYlB/PFAHgF14tvbLxd/aB8TXEcx1gwS2Ujt8tvuwMrjaBU1/rVyNS8dajb+KtTilsHV7OBZG2OuRj6jJxiveX02xkcvJZWzOTks0Skn9KU2Fmd+bSA7/vfux83145oA8Km8THWdd1hp/FWqW6RadFd2kcTOiLPtG4Yx0DevHNWU8ZT6rDod54k17UdHsLrSnO+0yqzTq7K2SO+ADj3r202NmSxNrASy7T+7HI9PpSPYWbxJG9pA0afdUxghfoO1AHh0w1TxL8Ipb2817VPslreOkh2fPPb+YAGYYySByK9A+HV7ptxb3UOneItS1oRbQZbvO1BjgLwB9a7UW8IiMQijEZ6ptG0/hRDbwWy7IIY4l64RQo/SgCWvEPjNCG8eeEp5/tUdnEWM9xbq2Yl3Lk5HTivb6Y8aSDDorDpyM0AfPl14y1218J6i9hrF2+lx60lrbX5c+YYCpJG8jgcLz7muk+EWpaxceKdfs7u9nuLBFSSESTGddx6lZMc/SvWJNNsZbRrV7SBrdvvRGMbT+FSQWtvapst4I4k/uxqFH6UATVwHxZuLqHw3aJaXV5bvNexxObUsGaMnDZ29sV39NZVb7yg/UUAfMHh6/8U6R4y1a0afWZYhBdRQKWkPIVvL+Y8Z6HNQ+C9a1fS/Gelra+JLq9bUcpdRNG+I5CpCq+7OSGx+VfUnlpuzsXPrioI9OsoZTLFZwJIzbiyxgEn1zQB8xa1f2t/aabNfahq9x4sg1BGuo5gwjhUPyVHQD7vNaev+INfu9W1ySTVLmC/tZSLCJZpYysY6FY1GGz6mvoxrK0eRpGtYWdvvMYwSfqacbW3MvmmCIyYxv2DOPTNAGX4Tu7q/8ACel3d9u+1S2yNLuGDuxzkVtUgAAwBgUtAHzjriardfEbWZxqmrW+m2+oLAypIwClo2IIx0G5R+dWhrLXVhoEXirXtTsdMfSfMhnt2YNJPuIO5h1IAGAa9/NvCd+YYzvOW+UfMff1pj2VpJGsb2sDIn3VaMED6CgD5xv/ABRrtr8M4NRg8UanDIl+9vZbzte5hz95u5xxXSar4g1jw98PItb0jxDqOtR3kiR3FzKQfsv97bkZyeme1ex3GjaZdeR59hbyi3JMQaMEIT6DtVgWdsIDALeEQnrHsG38ulAHj3ws8aaprXjrUdONzd3OkC3EkRupDK0bDH8eB154r2ioYLS2ts+RbxRZ6+WgXP5VNQBwvxa1LWtK8A3N1oZlW4EiiR4Rl0j53EenbmuC8D6rf2vjCOzj1C8fSdQsGeVWuTcvBIo+8WA+Q9SB9K91dVdCrqGUjBBGQahhsrS2JMFtDEW4OyMLn8qAPEfhPZ2F7rV7c3up6lJfC7mkFvdQfu5cfdlyV+8B71F4TsdGufiTqsuo6rqd5cTXi/ZJWt2CSBTnlsdARj0r3hYY0+5Gq/RQKRYYk+7Gi49ABQB4hqeraXa/Gu212W81WWC2jlhkja1kZYnwVwp/unJPHp71Tuvs+o+NvElx4h1jVtLvomzpTW/mbPKxlSoA5/hJHvXvhijJyUUn6CmtBE7h2iRmHAJUEigDwvxrdaXc+FvDk11qmpX2pWk8EjvNDIoaPdlndcY6d+tL8SvF9xfa54fbTb9h4clBMkoZ4Y3YHBDOBuFe5vBDIpV4kZSMEMoIxTGsrV4lie2haNfuoYwQPoKAPnSfXr3/AIQHVbCbWbrNvqET2dzbyyMCjn5k3kAnaOea6bw/Gi+K/FHg0a1qNxZy2Mc9vK1wxkBCgsAe2d1ey/YrTyjF9lh8snJTyxjP0pUtLaOYypbxLKRguqANj60AeC/CSPwxHLp1vJdaxBromYy2m6QRlhnDMvTBGOtfQNQpa28cxmSCJZD1cIAT+NTUAZfiG0ur7w/fW1jdy2l08LeVNEcMrY4xXzbZ+KvFGozaD4fnfUoYEvRHJKpbdcOH+cluuB6V9TVCLW3BVhBECpJU7BwT1IoA8Y1XV/C2k/G201O51J3SOGZJ2m3slvNgAAZHHGelS/ErSdMk8UeG/EVzqWox6VdO4nnikfZCuwbWXHKZ7168+n2UrFpLO3dicktEpJP5VK9vDJD5Lwo0fTYygr+VAHhF5Y+Gdf8AFfhXTYv7Uv8AS1EyvLMJdxZjlSXPO080l1p507Rta0tbXV4NBXWoixTflrYjDbSeSM9a95WKNMbY0XHAwoGKewDDDAEehoA8ITT7KTUtVt/Ast+NJfSZluJEMhQTDlNpbnd9KZpN/HrPxJ8HXlnp2pNFaaettePLG+2NypABz75yfcV7vFDFAmyKNI1znCKAP0pyoq/dUDPoKAPDbTw3ovhrxzrcF34Pu7+OW6iawlWIuiq2N3zdgGJP4V7moAUADAx09KWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikLBQSSAB1JrKtfE2hXtw9vbavZSzI2xkSdSQ3pjNAGtRWTL4m0KBkSXWLFWkcRqDOuSx6Dr1pJvE+hW+qLpkur2aXzEAW7TKHJPQYoA16KqSanYxXJtpLy3ScDJjaQBsfTrVTWfEmkeH4YpdTvooFldUTceSWOBx6e9AGtRVP+1dPNr9p+3W3kZ2+b5q7c+mc4qaO5gmi82KaN4843qwIz9aAJqKz49b0uXU202PULZr5V3G3WUFwPp1rQoAKKz9Q13StKngh1DUba1lnOIkmlClz7Zql4o8U6f4U0NtVvt8kQZVRIsFnLHAA55oA3aK5hPG1hF4Wk1/Ure50y3TcRFdqFkcAdlBOc9qZp3jrT73w7c65dWt3ptnAoYteoI94I42nODnj86AOqorI07xFY6h4bh15mNrYywibdcDZtU9zRpvijQtXcJp2r2V05zhYplY8deAaANeisLRfFmleINU1Gx0yfz2sCqzSL9zcc8A98YqSTxZ4fh1D7BJrNit2G2GIzLuDemM9aANmisS+8X+HdMuZLa91qxt5osB45JlDLkZGRmpr7xJoum2UF5e6raQW0/wDqpZJQFfvwe9AGrRXPJ458LSLGU1/T2Er+WhE6/M3oOetXYPEOj3OqyaVBqVrJfxZ326yAuuPUdaANSiisqTxJokUk0cmrWSPC+yRWnUFG9CM+9AGrRXJeL/iBpHhC3tvOYXF3dkC2t43UF8/xEk4C+5rY0DVZtZ0iK9nsJbJ3/wCWTur/AIhlJBFAGrRUc88VtA880ixxRqWd2OAoHc1zPhnxxY+JW1loQkdtpkwQ3AlDpIuCdwI7YFAHVUVg2fjTwzqFzHbWmu2E00p2oiTqSx9BzVePx74bfW7vSjqcCTWsQlkd3ATGSCAc9RjkUAdNRWDqXjLw7o91bW1/rFrBNcgGJWfqD0PsPc1JqXi3w/o8qxajrFnbSMgdUllALKehA70AbVFc5J488LQ2EN7LrtklvOC0bNIBvx1wDzkelTS+MfD0Ghx61Jq1sNOkOEn35DN/dHfPt1oA3aKxG8S2d14fu9V0d4tSW3QsUjkA5AyQSehx2NN8IeJYvF3hu21iGB4Fm3AxuQSpBweRQBu0UVzWs+P/AAvoF8bLUtXghuBy0eCxX64Bx+NAHS0Vz+p+N/DOjIj6hrVpD5kayopkBZkbowUckGor7x94V01A93rlnEDGsqgvksrdCo6n8KAOlorkB8UPBnl28h123CXG7y2IYA46544/Gr8XjjwvPam5j16waEMELiZcBj0B9CaAOgornLvx34asby+tLnVI0msYxLcLsY7FOMHpz1HSk0Px54Y8RXYtNK1eC4uCMiLlWYdSQCBn8KAOkoridP8AiDbap8RJfDNksM8MVs0r3CyHckittKFcVa1T4k+EtH1QadeazAlxkh8EssZHZiOFP1oA6yiuW1T4h+GNIeBLrVELToJUESmT92f4ztBwvvR4h+IHh7w1HYte3qE3rJ5Sowzsb+M5P3fegDqaK5bU/Heh23hzUdXstSs7sWcRbakwwz4JVcj1xVq28U2SeELPxBq0kWnwTwJK/mPwpYZwD3oA36K56w8b+GtS0yfUbXWbVrWDHnSM+3y89NwOCKm0nxd4f129ls9L1a1u541DMkThuPX3oA26KKwNf8aeH/DE8UOsajHbSyqWRCrMSB34BoA36K5698b+G9P0e01a51WFLG7/ANRJyfM+gAzVrQPE2keJ7WS50e9W6hjfY7KpGG9OQKANeiobq6gsrWW6uZVigiUs8jnAUDqTWHP458N22mWWoy6rELS9fy7eUBiHb04HtQB0VFcnP8S/B9tqJsJNct/tAfyyFDMA2cY3AY6+9VdZ8YaloHjvS9Ku7OCXStWPl200TnzEcAFtwPBHPagDtqK43xp4s1Twpd6bLHpUV3pt1cJbyzCUh4mY4HGMY/GuyByKACiiigAoorz/AMa/EiXwjrP2KLRnvY47T7VPIsoXYpbaAAepzQB6BRXl0nxhS2thNf6LNYmK6jhuknkBMaOMqw25zx2rqrT4heFb3TLzUbfWIXtbPb577WGzd04IzzQB09FYa+KtMbxBDo3mOLma0+2RMUIR4/Y+vesCX4v+DE1C3so9SaeWeURKYYWZdxOACcY60Ad3RSA5GRXKeO/G0PgrRmu3tJ7iZgfKVY2KEjszAHb+NAHWUV5vq3xImm8Fz65olrLHJaiN5Re2zoj5IBVCcbjzxirtj8UNMkF3FqVjqGm3VraG7aK7g8tpEUclBk0Ad3RXAad8WNJvdQ0i1n0/ULIasM2cs6Ltk9PusSM+4rv6ACiiigAopkrFIncdVUmuC8C/ESTxDbwQ6xbJZX1yHe02n93corEHbn+IEcj8aAPQKK5bwl4tk8Qz6hY3unSafqWnuqzwMwcYYZUgj1FdTQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHP+N0uJPBmqrb3KWz+QSZHO0be4z2yMjNeT6Guhah8SfDo03w41rDY6dJM6qEbzH25U5UkE56bjnmvc54IrmB4Jo1kikUq6MMhgexrO0bw3o/h6ORNJ0+C0WQ5fy1xk0AeVeBdOs7zxVrMGpeB7iK21C5aa3uLq1CpEqjIUj+Ek55HWsLW/Cvilk8QwjRp3ubjUGmtp47SKRmG4FMSlgygAelfRFFAHgHxI0HU9Qv728vrG7iFpp8f2S4tLVZDO5VQ6yMOeD0/GtnXvDMviL4R+Hr3+xZLzVLNYHaOQAStGPvrz1yOxr2UgEYIyKAABgcCgDwLXNO1C7h0S/wBF8Gvpek21yzTWk9t5uWIAEhiXBIHNV7Kx8SN4X8ap/Ydw1ndlZbBIoCihyQGMcbHcvBzn2r6GooA4j4f6bpsOlW3leF5tMubeFf313EnmOWHzEMCW+ucda7eiigD5/wDEfhnxJL438Rx3lrJPa6lGfsl0LL7Rgfwopz+7+tX/ABV4b1ib4feEdOXwzLqOo2xUzqSuEVTkoTnjPtXuNFAHlHjW11PWfhnaabY+DJY5ZpFDWgaP/RlVgSc57gEAj1q48yxfDq8tNL8EXdvcMTbrYNEhw5HD5Jwyg4Oa9LooA8UnsPEmpfC218PnwtfQy6e9sZI3uEP2pFJ3qvPA9j61r6VNBeeJ7O50/wCHNxZNaQuGuZgsO0Y5VVHDEkYya9UooA8f8HrrWleLdcmHg2/0+z1h1KMkkZEBAILEZ6ZOeK5YeD/Fi6FqOhXen6xM8t00qPE1v5TsWyrFiN45AJwa+iaKAPHdA0TXB4k8S32reFFYzaZFHEXZH82VEwQD/tE9T6VjaZ4Z8UaHJoFzqnhIaxbWtnJb/Y1mRvJYuW3YbjJBAr3uigDwXxGtna+BNWu9a0Gy8N3TXgudMgDb5HlXHOBwM47YFd/8NdIDaT/wlF95M2r6wqzTyxKAqjoFXH612F9pljqcPlX1pBcx9dsqBh+tS21tBZ26W9tEkUMYwiIuAo9AKAJT04rw6+8Pavp9r4k0uTwUNWvNQuJpIdVUx4w/3SQ3IIz2r3KigDxDVvD+t6feeELM+FH1qLRYALi4BjxPuTGwbuyn1r2PSwRpdsDYrYnYP9GUgiL/AGeOPyq5RQBWv5JobGaS3tftUqr8sO4LvPpk8CvOPAeka3o11rtrdeGzbR6ldSTmcXCFEVlO1do64Ofzr1CigDxe58H+IrD4a+H9Lh0S3mv7XUkmn8p13qgkLBs8cnOD7Vra1pWs6J8RZtc0rwxFqyX9nHEcsiCCVTgkk9iOpAr1KigDwXXfBvilPFGuSnSHv4dZgGwwNGVt3P8ACWcZwv8As4rT1Xwf4p8nwjajQrPUYtHQNOTc7d79gCfm4+uK9nooA878W+Gb7WPFHhe5h0O0nsLWRpbyOR1AUsAOmPmx1/CuZ1LwD4jbwxf6ZbadD5Muvm7S1hnCD7Pjja2PlOQK9qooA8k8L6D4w0TQfFEB0eJ5L+VpbdJr0M7b12kFsdQOc963PhTpfiHw/wCHRoutaZFbJblmimScOZCzEkYA4x9a7+igArx+LQfF+jSeIrSLwzp+rQ6ndSSi5nuAuVYYAK4zx9a9gooA8abwbrukavcXFr4U0vVbe7sYIxFcTDFo6ptKruBO3/OazW+FWvrp0FlNp9hdeVp3lLJ5uNrmfeVGRwNpIz7V7vRQB4h/wrfX21W5hbTbEafALl7eTcPmMi4VVQDjB7mqel/DfxIfDesWkul20M1xb2725LL9+M/cYD167ute90UAeG6l4d8earc6vdT+G7SO5vtMXT0ZLpcJg/Mx45z+lX9P8HeJrbUvA90mkWsL6TA8V4wnABB4HTk8c/jXsdFAHkWnaF4rtvio3iRvDNnBayQG1kW3ulAOWBMnTnp6Zqrp/g/xHomj65osfhnTtT+3XTvHeXEy7SjHgsuN3Fez0UAeF6/8NvEF3MwbT/tIXS47W3+yXnkpG4+8GB5Zfar+oeAdcuPhd4fs59Pt7zWNLnWR4JXB8yMMfk3+mMV7LRQB5tqn/CWar4FuLKLwhZW1xeI0H2cXSjyoymA3TGQTjFZl94a8Xax4H0fTrvRrENpU0Razkudy3aIuOSB8vPavXKKAPDtU8P8AijxNqur3dv4abSopNK+xi3eSMCZ9wwcr2GO9bFn4P1bTtV8G31hoFra/YoWj1ARyqrZPGSw+96969ZooAK8u8a+HPEt740fUrG1ku7BtP+zLHDdrAQxYk7iQcj6V6jRQB4PF4E8XWnhjw/bRaWftOmzXTFY71UZQ5BQh8Hjk5HtXc/Cnw5r/AIb0O8h18QfaLi5acMjl3JPXeemfpXf0UAVNTsl1HS7qycDbPE0fIyORivHfD/wt8WW9/o8WsarBPpFm4kNsBwhQnZj65yT+ea9tooA+fbj4b+Lo9Ln0uCwkkD37Teb9uVYinmBgfLxnPHc12XiSx8Y3vjnRdQj0K2nsdIZ2Qx3e1pd6gdxxj0r1CigDzTx7L4xun0r+z/Di3FpbXMd1Msd0pdiM/LggdM9a39Xv/Ft34Sju9C0yC11aQgtbXsgYov1HBNdZRQBXsTdGwtzehBdGNfOEf3Q+Oce2asUUUAFcd8RtBvdc8I31ppNnBNf3CohZ2CNsDBsbsfpXY0UAeSeK/Cuu6vpugmx8PW6XC3Mc+pRyTqfM2ABQzYyfWrN54V1+68S+J3OmWy2GpacIIXSQcOoyBtxg89yM16lRQB5Ouk+ObjWNM1IaRZQR6fpxs/IluAzuzLgsGA6cLwT61xOm/CXxXLq+hLNYmys7SZJbl2vvNVmVtxZU/h+nvX0dRQAgGFA9KxPF2iv4i8KajpUbhJLmEojE4AbqM1uUUAeW3XhPx7r3h2TSNWvdFt4BFFGiQxu/KEHfnI546dKt+Ifh5qniPxFDeXWrwrZf2c9lLEkOH+dcMVP1wea9HooA8a0n4LXlrqenXVxqllCLCWOSM2lqQ77exLE4z7CvZO1LRQAUUUUAVdR8n+zbr7TI0cHlN5jqcFVwckfhXiU+r+Drvw5Z6AdJ8RwafayGWw1OKBiw3ZO8MOcEk9u1e2alFb3Gm3EF1II4JY2jdywXAIx1P1rg9P8ADHjHRbG3sdF8RadcaVEoWFrq1DOiDoAV4PHegDT+G2maBaaA93oV5cXv2qQtcXN0SZnccEPnkEeldpXGfDjTdM07QbltN1RdTa4upJbi5RNoMpPzADsBXZ0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVU1LUbbSdNuL+8k8u2t0LyPjOAK5rSviNo+s6jDZWtvqAkmge4jaS1ZQ6KOSMjmgDsKK860D4tadrWoyWUmmalbubr7PCTbsQw4GWIGF5PQ1di+Knh+a8u7VYdS32bbblvsb7YecZY44FAHcUVxWvfFPwv4c1eHTtQu5EkkXcXWIlFHbJqHxP8UdH8MaxpVlOHkjvRveRVP7uMjKt7igDu6K4+b4jaNHZW1xHDfzNdbzBDHauZJFXqwXH3feiL4l+GptBOrpcTGITG38kQt5vmYzt2YznFAHYUVxafFLwu2nXV6bqdUtFBuFa3cNFnoGGOCe1WoPHmlXPiSy0KCO6e9uoBcY8kgRxlcgsT07UAdVRTXdY0Z2OFUEk+grgx8VLDyxdnR9VGlGfyBqHk/us5xnrnGe+KAO+orlJPHumR6Xrl+Ybgpo0vlzrtGW4BBX1BBrI8Q/ES90nxTommWWg3d5DfxGQsi4LDaGAQ9CR3+tAHoVFcF4r8Waxp/hjTNesLY2oe5SOexvIj5rhm2hRjoeprb8W+ILrQPC8+pW2m3N3OIyRHCoYxnHVh6DvQB0VFcVceNv+Ed+Hmn+ItdhknklijMotEyNzdOvQVHpXxN0/UGuFudM1HTvKsmvl+1xhTLEvUpzz1oA7miuD0r4oadqN5p8Mtjc2keosFtZZGRg5K5GQpJGeetcv4u+JGsXtibrwraajDDaXgglne2UxS/PtwDnPXjpQB7JRUUDO9vE0gw5QFvrjmuH+KnifWvC/htbvSLQszSor3BIIiyw4K9TnpQB3tFcprPjRdBg0RbjTbu6udU2pGluo4kKg7TkjHf8queGfFVr4mW8WK2ubS5spfKuLa5Ta6NjI/MUAb9FUdXvn0zSbm9jtJrp4ULCGAZdvoK4H4f/ABG1TxhavDcaNdQzs0qpeJD/AKOhH3Qxz19RQB6ZRXlvhv4nXEYhsPEFhePOb5rNtRig22xfdgAHNa994l1T/haWk6DFDc29k0cryl4QUnAXgqwPGD1zQB3dFcP4g+Isei+KG0OHSbq9njtvtMnlFQSuf4QT8xxzxXReG9etvE2g2ur2iSJDcAlVlGGGDgg/iKANaiuY8VeMovDF1p9qdNvL2e/cxwLbqDlwOhJNZln4t1HxHpmt2cFtJomt6cuTHcKJBjGQeDgg4oA7qiuF0PxpPF8KbbxTrEbXEqxF5xAoGcOVyAegqnp3xXtL5NUUWavcWNi16qW9wsqyIvBG5ejdOPegD0aiuA8M/EltbudMS+0W502DVUZrGeRwyyleq8dDjkV3xHHpQAtFeM+H/H+q6BFrDaraXWp2EGrtbyXokXMQY8DZ1wK2fEfxdh8O67fafPpZZLRY3MhnVWkVsYKqeT9PagD02ivM/FnxhsPDd9FbQ2D3e61W6LGVYxsYZXGfvHHpXZeFPEC+KPDVnrKW0lslyu4RydQM4/KgDaormPHviG98MeE7vVLGya6kiU5IIAiH94g9QDXFeF/HGvad4PfxD4kS7u1uZIorWAW6xlnbjKnPK57mgD1yivOIfiVqMNzd6fqnhme01NLd7q3t/NUiaNevzdjjNWrX4mW9xqXhmzOm3Cf27AZo5MjbGRng+vT9RQB3tFeXT/FjUJL25sdM8H6ld3llKI7xFwRFk9sZzwDXpsMhlhSQoyFlDFW6jPY0ASUVw2u+P57PXbjRtD0WfV7u0QSXfluqrCp7Env7VU074sWWq6hpFnaaVeO2o5+dioVCv3xnPJX096APRKK8vHxhQW91JJoF4hW7Nna5dcTyqcMM9Bgc5qxafFOS90nWJ4tCnN9pRVri085T+7IJ3huhxigD0iivN9A+KdxrixXI8K6rFp7wPMbsqDH8oJwD36VN4a+K+n+ItatNKFhcRXN0rOhV1kUKP7xU8GgD0KivNNCu9VsvjTq2jzajc3tjJYi5VZukJLcAYouLnV9H+Mum2H9ty3Gm6nHNMbJ14h2p2PpkcfjQB6XRRXGeIPHM+i+LLbQINCu7+e5tzPE0BABxwRz/ADoA7OivPtO+KdtqM2kwrpN2s19cyWjpuXMMidQeakvPibbw+Fr7XLbR72aOyuJLedDtUoV6knPT6UAd7RXmy/EzVl8N3Gu3Hg+9hskgE6SNKnzqSPxHBzT7b4ny2ccp8SaJNprNaveWu1xIJohjjI6Nz0oA9GorzzRviBq819px1zw//Zun6oxWym87cxOMgOvYkdKyP+F1qdSFoNBnDG9+x7GmUSbs9dh5xQB61RXlOsfGm207VL5INLe40/T5hBdT+cquGJxlUPJHvWjr3xUh0zV7PTrDS3v3urNbxGEyICrZwBk8nigD0WiuDj+I4uvhv/wltlpFxcHcUNqv3gQ23r3H0rr9Jvm1PSLS+e3ktmniWQwyDDISOhoAu0UUUAFFFFABRRRQAUUUUAFFFFABRRRQBS1XTbLVtNmstRiWW0kH7xHOAQDn+lcFqnhHUtJ0qS/8DatKIfKYjTpH8yGVSDwh6qeeK3PiTZ6nfeDLmHTBO7l0M0ducSSRbhvVfcjNcFqHiTUpvDraNpHhLW4tBWyFtE6RlJ0nB+XBz90EYJoA7v4Y6G+g+A9Ptp7dre6dTLcI4+YSMcnNdhWZ4eW/Tw7py6mc3wt08/j+LHNadABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAYvivTL3WPDV7p9hLDHPcJsDTruXB65H0rjvAfgHWdA8SXOrareQGMW/2a2toZZJFRcjnLnI6dK9LooA898P+H/G2keJL/fqWmtok91LcgGMmVmYcA9ABwPyqz4Z8M+J9K8Q399qOpabcWt/IZbiOOBg+doCgEnoAAMV3NFAHiPib4TeJdStb4G503VLm5n3JcXbSLJCm7IVOdqj2ArrfFng7WtQtvD95oktjHqek4G25UmNwVAI9a9BooA8y1fwX4o1DVNN1z7dE1/FaNbz28Fw9uikn7yMA3twRXO3GnXnw5ttK1K9u7Aag99cSyfaTI8bh14JkC53gDAOB1PFe31HLDFOu2WNHXrhhkUAeIaLrFtceEvF/iXxfb+Tb6xMLaNo422yKEwmwYzjOTkiuu+EGkpH4RtdYujcTancpsea6B3rGpwqLnooH516A1vC8QjaJGjHRSoIH4VIAFAAAAHYUAQ3lst7ZT2rkhZo2jJHUAjFebW/gLxQ2j23ha81WyPh+CT53jjPnTRbsiM9h/vV6hRQB5jr3w5128Os22la1aW+m6oY2khltyWG0Bdu4HpgD3q/4i8I+Iry88O6hpGoWMN7pcTRMJo2MYLKAzKBz2xgmu/ooA4Hxh4V8WeI7C3sINbsIbcJG0+63bc8qnOQQeBkDjr71Y1zw74r1fwhHpI1mwjuZI2iu5Ps7bZFP93nINdtRQB5jq/gDxNq/gC38N3OtWTNFNHl0gKr5SdB1JJ4q3f/AA+1DVNdmurnVIfsZ0ltOhiWP5kLKAW54PIzXodFAHlOgfCWXTxYQXb6WsVoyO01rbt585Vgygux+UZAzj6VHc/DLxO2kzaLBrmnjS3vjeKGgbzAd+7GQfX0r1qigCOFDHCiMclVAJ9eK5Lxt4P1PxbEttb+IGsLPAL24tlkDsDkHJOR0rsaKAPPdT8FeJdRvPDs83iG3n/su4+0ymS32mRs8YA6ADI/GtXwt4Vv9B8Qa9qF1qUd5HqkqzACLYyMARjrjGMD8K62igBCMgg964Dwt4O8SeGJL23h1exfTZnmmih8ghw7nIy3TAPoK9AooA8t/wCFaa8fD2k6Y2vW5a01A3szeQSH+bcADnPBq7qHhPxvdeL49bh8Q6csduHS3ge3YhEbrnnlsd69FooA808afDvVvEutXF5Fe2Lwz2ot1W5jbdbHu8ZU9T712nhnRF8OeG7DR0mMwtIhH5hGNxHfFa9FAHlXxWTWZPEnhh9NaaGO2maT7SLVpkjkPADBRnmtKPwV4kt9Pvrm3121OvakwF1cyWx2eWBgIqg8Yz1r0OigDzCz+G2uD4c3fhS916CRGAFs0cGAmG3EMe4J9qjT4U6jJJcXk2uW1reTWD2RTT7IQxkN3ODk/WvU6KAPPbb4fahbSeDk/tSN7XQFbehjIMrFduQe3FegOGZGCttJBAPoadRQB5CfhHrP/CO6ppo8RR+bqOoC6mfyiQyg/d9j9KXVPhDq97qOpPD4ljFrqESrOJ7RJJCVXaAG7D3GK9dooA8f8Q/CjXNUW2eHU9Olk/s6PTplubckIq/xxnqDXo3hTQU8MeGLDR0kaX7NEELk53N3P0zW1RQByvj3w1qXivw7Jpenaqth5vE26MOsi/3T3H4Vmz+CNX1TwHFoeqaxC19byJJbXUEG1UKfcyD16V3lFAHnGjfD3WDq11q3ifXE1K/a0a1tnji2CJWBDHAxnrWT4e+EOradqelX2o+JzOdJVks4kg+VFIPqfU579K9dooA818I/D7xD4c8SXWt3HiOK7kvpc3sP2fCyDnBBB4YH2x1r0qiigDzLWvh54iPi3Uta8N+IotOXUkVbmOSEOSR1xkU7UfhHa3Hgaz0Kzvnt721n+0JfAEN5hPzng8ZHpXpdFAHnGt/Cq3vPB+k6Np14IbjS5hPHNPH5iyv1Yup65JzVQ/C7VYbTVXs9dtra+1WNIbnyLMRwrGFwwVBnk+temzPKgTyohJlgGy23aO56c/SpaAPOvD3gHXNO8Dah4X1DXYpbeWEw2rwwlWhU9cnIzVTQ/hx4gs9a0q7v9csvI0uNkt47S0EZbIx8x716hRQB5rZfDTWrbxf/AMJHJ4zupLl8JMBaqokjB+51x+OKbqHwy1q+8VJrw8aXUc0Mrvbr9mVhCrdVGTjGOOlemUUAMjUpGqs5cgAFj1PvXinj618aal8XtOGgxXVpDBCIUv1h3RoHGXJJGPb8K9uooA801f4XXL6Lo8Gi6w9rqOn3TXTXko3GSRvvMR/Sqcfwl1afwvqGj3niqQNf3n2mZ4YBtf2xkYycHj0r1eigDzDxd4d8TWnwrn0CzuptbvJnWHzBGsbJDxxjODgDH41Q8MfCy71Hw/HN4p1S+lvHsntIoJQv+iox7HnJ4HNevUUAedaJ8LpbG8sZ9W8S3+qR6f8A8ekEihUjOMAkZOSPWqbfCGa71eC71PxG97DFdC52NZosjEHIBkHzYr1GigDyjUfgrFd32pPb635FnqExllgeyjkcE9Qsh+YfhVjXvhEdVvmltdbFrbfY47JIGs0l2RoOMMxyDyTkc16fRQBwd38OnHw6tvCema1c2RgKk3KDl+cnIByASc8Guw0yzOnaXa2bTyXDQRqhlkOWfA6n3q5RQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBw3xP1W60vRtP8ALu5rOyuL5Ib+5iX5ooGB3EHB29ua4TVPG+rWl/rt74Z8Qx3ekaXaWzRxzoJFkLYUrv4O7jPfqa9R8Sarqmmy24t/D51TT2B+1Okg3xjI6IR83r+FcT4l8W+Fh4ZSDSNJs7jzNQhgms57YxeWS3DsnBxnoemaAPT9PnmudNtp7iMRzSRK7opyFJHIzVqmRDESAAD5RwOlPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoopAQehzQAtFFFABRRRQAxJElQPGwZT0IORT6aqqi7UUKB2Ap1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc1rXjCDS9Yh0a0sbjUtTljMv2e3I+RB1LE/d68etcFf3/hjxxq9jJrmiajpFzBei3hum2hXlU58tiPcd66jxL4Rh1fxGupaNrp0jXUiEUrQlS0kROcMv4cGsHVvC2g6LqvhnR77XJViN4115EoLPeXBYYZm9s4/GgD1dQAoA6AUtHSigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmqqrnaAMnPHrTqKACiiigAooooAKKKKACiiigAooooAKZ5ieZ5e4b8Z255x60+vGNKNxY/tFSWbard3geydpPOYYXILBAB0AwKAPZ6KKKACiiigAooooAKKKKACiiigAooooAKKKQjII9aAFoqOKIRRKgLEDuxyfzqSgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDkfFlt4QS8tG1/yre7unEcM4Zo3YjtuX6965eX4c6vL408OXMt+NQ0bS3kljkmb94ikDYhP8WCOv503xhpvii9+I2nu8+mHRo4pWhWcYXldpSTnJJ7EVofD7Q/Gvh++mttWksZNEky0MUc7yNbnsqlhkr9TQB6RRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACEZGK8/j+EWiR+I215NS1hb9pTI0guuTk/dzjO3tj0r0GigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKoalpVtqkSx3BlAXkGOVkIPrkUAeOuljH4k1xfG3hnVtYuvthNrPb20k0SwkAqqcjGO+O9b3w4iu08Wao2nQaxbeG2gXy7fU0ZSk24kiME8Lg1xt9Ndaf8AEPW9Ck1PxDO6hBpllBePulLLySxPQHJ/CvQPAPgHVtDuE1fxDrt5f6kUKCMzMY0U44Oep96APRaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqnYtqD+f9ujgjxIRF5TE5TsTnvVyigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkOccdaWigDivDngGPTPE9/wCJtUuvt+sXMjeXLjCwx9AoH0rtaKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimKxbOVIwcc9/en0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFQ3UzW9rLMkbSsikhF6sfSuNj8cXdsb9NTsrZZYI1eM2spkUFm2hJD/C2SP1oA7iiuO/4TC4s5DpupWtumtNLHHDBDLlH352kk8gfKc/SpLXxjKznT7iwA1lbk232aOT5GIQOWDEcLtYGgDraK5hPFpl+z28WnO2pSiUta+YPkMZww3evPHHNQSeOPMsVurHSLu4UQfaJw5EflKCQRk9W4PFAHXUVzdx4sSLRo9XisJ57KSJZEdCNzbuiheue1Tal4ifS445Z9NnMcjIi7WBYs2OAvcjP6GgDeornovFlpLqEcH2edIJblrWK5IGx5VByo7/wsPwpdO8Sy6lqJto9HvVtwzL9rbZ5ZwcZ655+lAHQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAFXUI7qXT50spViuip8p2GQG7Z9q4seF9Wu7zUL2ez0+2aezELWynclxLkEs/5YHfmu+ooA8/TwZPINQvZ9KslubryYxbrKfljQ5JD9n54PbFR2/hDUNIuU1q1tlluo715vsQlzmJoxHjef4sKD+deiUUAcHB4f1XS9Qg19LRLi8aW4ee0SUDAlYEYY8cYGapXmn+JxDa6fcaY95p/lF7iO1uFi82RmJ2sT/CB2HWvSaKAOd/s6a9u9GWSx+zWVpGZjCHBCSAYReOuOv4U640u5vvGNve3C/wCgWNuTAN3DTMcFiPZRgf7xroKKAPMYtG1Qaypj0iZdSj1J7prxz/oxjLEcD12ED65NWtJ0uWHVNLOm6Hd6VMkjNfSSMTG6DIK5z8xJwRXolFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFISAMngUUUAcxafELwpe6yNIt9Zt3vC2xVGdrN6BuhP0NaeseI9G8PrG2r6lbWYlJCedIF3Y9KKKALcGo2d1p638F1FJZsu8Tqw2FfXNVtK8QaRrglOl6jbXnlNtk8mQNtPviiigCR9Z0xLz7G2o2q3W7b5JmXfn0xnNWLq8trGEzXdxFBEON8rhR+ZoooAfHLHNEssbq8bDKspyCPUGo7e+tLtpEtrmGZojtcRuGKn0OOlFFAEhniBwZEB+tKZY1AJdQD0yetFFADgQwyCCD3FAYFiARkdRRRQAtFFFABRRRQB//Z"
ffjw0181
3
{"lines_data": [{"Word": "The Parrish group is fundamentally the right structure. It", "Confidence": 0.98478, "X1": 0.19585, "Y1": 0.0892, "X2": 0.91569, "Y2": 0.089, "X3": 0.91569, "Y3": 0.1088, "X4": 0.19585, "Y4": 0.1108, "page": 0}, {"Word": "has a manager in charge and a campaign-like organization. It needs", "Confidence": 0.896, "X1": 0.13878, "Y1": 0.1212, "X2": 0.9144, "Y2": 0.121, "X3": 0.9144, "Y3": 0.1388, "X4": 0.13878, "Y4": 0.1408, "page": 0}, {"Word": "several other elements under its command structure.", "Confidence": 0.92286, "X1": 0.13878, "Y1": 0.1512, "X2": 0.74449, "Y2": 0.151, "X3": 0.74449, "Y3": 0.1678, "X4": 0.13878, "Y4": 0.1688, "page": 0}, {"Word": "II. An Opposition Research Capacity", "Confidence": 0.8268, "X1": 0.13359, "Y1": 0.2412, "X2": 0.57069, "Y2": 0.241, "X3": 0.57069, "Y3": 0.2598, "X4": 0.13359, "Y4": 0.2608, "page": 0}, {"Word": "Research must go beyond the normal facts and figures to a", "Confidence": 0.88727, "X1": 0.19066, "Y1": 0.3002, "X2": 0.91051, "Y2": 0.3, "X3": 0.91051, "Y3": 0.3188, "X4": 0.19066, "Y4": 0.3188, "page": 0}, {"Word": "thorough exploration of the public records of those who play a", "Confidence": 0.94964, "X1": 0.13359, "Y1": 0.3292, "X2": 0.90921, "Y2": 0.329, "X3": 0.90921, "Y3": 0.3468, "X4": 0.13359, "Y4": 0.3478, "page": 0}, {"Word": "major role on this issue. It is vital that the effort be", "Confidence": 0.91675, "X1": 0.1284, "Y1": 0.3592, "X2": 0.90661, "Y2": 0.359, "X3": 0.90661, "Y3": 0.3758, "X4": 0.1284, "Y4": 0.3768, "page": 0}, {"Word": "absolutely limited to publicly available recorde and public policy", "Confidence": 0.94378, "X1": 0.131, "Y1": 0.3892, "X2": 0.90532, "Y2": 0.389, "X3": 0.90532, "Y3": 0.4078, "X4": 0.131, "Y4": 0.4078, "page": 0}, {"Word": "positions, and nothing else. This task could be performed by Terry", "Confidence": 0.95855, "X1": 0.1284, "Y1": 0.4182, "X2": 0.90402, "Y2": 0.418, "X3": 0.90402, "Y3": 0.4368, "X4": 0.1284, "Y4": 0.4378, "page": 0}, {"Word": "Lenzner and his I.G.I. group.", "Confidence": 0.9678, "X1": 0.1284, "Y1": 0.4502, "X2": 0.51492, "Y2": 0.45, "X3": 0.51362, "Y3": 0.4678, "X4": 0.1284, "Y4": 0.4668, "page": 0}, {"Word": "Lenzner is the ex-Watergate", "Confidence": 0.82975, "X1": 0.54734, "Y1": 0.4492, "X2": 0.90272, "Y2": 0.449, "X3": 0.90272, "Y3": 0.4658, "X4": 0.54734, "Y4": 0.4658, "page": 0}, {"Word": "investigator and his staff consists primarily of professionals", "Confidence": 0.90175, "X1": 0.1297, "Y1": 0.4772, "X2": 0.90402, "Y2": 0.477, "X3": 0.90402, "Y3": 0.4958, "X4": 0.1297, "Y4": 0.4958, "page": 0}, {"Word": "whose background is as investigators or investigative reporters.", "Confidence": 0.93238, "X1": 0.12581, "Y1": 0.5082, "X2": 0.88716, "Y2": 0.508, "X3": 0.88716, "Y3": 0.5258, "X4": 0.12581, "Y4": 0.5268, "page": 0}, {"Word": "This research effort might look at some of the following", "Confidence": 0.8734, "X1": 0.18547, "Y1": 0.5662, "X2": 0.90143, "Y2": 0.566, "X3": 0.90143, "Y3": 0.5848, "X4": 0.18547, "Y4": 0.5858, "page": 0}, {"Word": "areas, among others -- the public records of opponents, their", "Confidence": 0.8718, "X1": 0.12581, "Y1": 0.5972, "X2": 0.90143, "Y2": 0.597, "X3": 0.90143, "Y3": 0.6158, "X4": 0.12581, "Y4": 0.6168, "page": 0}, {"Word": "stands on issues, their contributors and major supporters, a", "Confidence": 0.91256, "X1": 0.12451, "Y1": 0.6272, "X2": 0.90143, "Y2": 0.627, "X3": 0.90143, "Y3": 0.6438, "X4": 0.12451, "Y4": 0.6448, "page": 0}, {"Word": "legislative profile of what bills they have passed, contradictione", "Confidence": 0.86567, "X1": 0.12192, "Y1": 0.6552, "X2": 0.89883, "Y2": 0.655, "X3": 0.89883, "Y3": 0.6728, "X4": 0.12192, "Y4": 0.6748, "page": 0}, {"Word": "between what they say in ons context and in another (e.g. has a", "Confidence": 0.86177, "X1": 0.11933, "Y1": 0.6852, "X2": 0.89883, "Y2": 0.685, "X3": 0.89883, "Y3": 0.7038, "X4": 0.11933, "Y4": 0.7048, "page": 0}, {"Word": "major opponent, who eschews prohibition in Washington, actually", "Confidence": 0.94362, "X1": 0.12062, "Y1": 0.7142, "X2": 0.89754, "Y2": 0.714, "X3": 0.89754, "Y3": 0.7318, "X4": 0.12062, "Y4": 0.7338, "page": 0}, {"Word": "mentioned or hinted at it at a speech in the home district?). This", "Confidence": 0.957, "X1": 0.12062, "Y1": 0.7432, "X2": 0.89754, "Y2": 0.743, "X3": 0.89754, "Y3": 0.7618, "X4": 0.12062, "Y4": 0.7628, "page": 0}, {"Word": "effort should examine not just public records of major", "Confidence": 0.89444, "X1": 0.12062, "Y1": 0.7722, "X2": 0.89754, "Y2": 0.772, "X3": 0.89754, "Y3": 0.7918, "X4": 0.12062, "Y4": 0.7928, "page": 0}, {"Word": "Congressional actors, but of those at FDA, OSHA, EPA, and NIH.", "Confidence": 0.93073, "X1": 0.11803, "Y1": 0.8022, "X2": 0.85733, "Y2": 0.802, "X3": 0.85733, "Y3": 0.8218, "X4": 0.11803, "Y4": 0.8238, "page": 0}, {"Word": "2073576743", "Confidence": 0.991, "X1": 0.93126, "Y1": 0.9262, "X2": 0.93645, "Y2": 0.926, "X3": 0.9131, "Y3": 0.9268, "X4": 0.90791, "Y4": 0.8278, "page": 0}, {"Word": "3990027788", "Confidence": 0.995, "X1": 0.02594, "Y1": 0.9702, "X2": 0.12581, "Y2": 0.97, "X3": 0.12451, "Y3": 0.9838, "X4": 0.02594, "Y4": 0.9828, "page": 0}], "words_data": [{"Word": "The", "Confidence": 0.998, "X1": 0.19844, "Y1": 0.0922, "X2": 0.23476, "Y2": 0.092, "X3": 0.23476, "Y3": 0.1108, "X4": 0.19844, "Y4": 0.1108, "page": 0, "Index": 0}, {"Word": "Parrish", "Confidence": 0.992, "X1": 0.24384, "Y1": 0.0922, "X2": 0.33074, "Y2": 0.092, "X3": 0.33074, "Y3": 0.1108, "X4": 0.24254, "Y4": 0.1108, "page": 0, "Index": 1}, {"Word": "group", "Confidence": 0.996, "X1": 0.34112, "Y1": 0.0912, "X2": 0.40467, "Y2": 0.091, "X3": 0.40337, "Y3": 0.1108, "X4": 0.34112, "Y4": 0.1108, "page": 0, "Index": 2}, {"Word": "is", "Confidence": 0.994, "X1": 0.41505, "Y1": 0.0912, "X2": 0.44099, "Y2": 0.091, "X3": 0.44099, "Y3": 0.1108, "X4": 0.41375, "Y4": 0.1108, "page": 0, "Index": 3}, {"Word": "fundamentally", "Confidence": 0.931, "X1": 0.45136, "Y1": 0.0902, "X2": 0.6083, "Y2": 0.09, "X3": 0.6083, "Y3": 0.1108, "X4": 0.45136, "Y4": 0.1108, "page": 0, "Index": 4}, {"Word": "the", "Confidence": 0.998, "X1": 0.61868, "Y1": 0.0902, "X2": 0.65888, "Y2": 0.09, "X3": 0.65888, "Y3": 0.1098, "X4": 0.61868, "Y4": 0.1108, "page": 0, "Index": 5}, {"Word": "right", "Confidence": 0.993, "X1": 0.66796, "Y1": 0.0902, "X2": 0.73152, "Y2": 0.09, "X3": 0.73152, "Y3": 0.1098, "X4": 0.66667, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "structure.", "Confidence": 0.97, "X1": 0.7393, "Y1": 0.0902, "X2": 0.86381, "Y2": 0.09, "X3": 0.86252, "Y3": 0.1088, "X4": 0.738, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "It", "Confidence": 0.991, "X1": 0.88586, "Y1": 0.0902, "X2": 0.9131, "Y2": 0.09, "X3": 0.9131, "Y3": 0.1088, "X4": 0.88457, "Y4": 0.1088, "page": 0, "Index": 8}, {"Word": "needs", "Confidence": 0.895, "X1": 0.84825, "Y1": 0.1222, "X2": 0.91051, "Y2": 0.122, "X3": 0.91051, "Y3": 0.1378, "X4": 0.84825, "Y4": 0.1388, "page": 0, "Index": 9}, {"Word": "has", "Confidence": 0.395, "X1": 0.13878, "Y1": 0.1242, "X2": 0.1751, "Y2": 0.124, "X3": 0.1751, "Y3": 0.1398, "X4": 0.13878, "Y4": 0.1398, "page": 0, "Index": 10}, {"Word": "a", "Confidence": 0.826, "X1": 0.18288, "Y1": 0.1242, "X2": 0.19585, "Y2": 0.124, "X3": 0.19585, "Y3": 0.1398, "X4": 0.18288, "Y4": 0.1398, "page": 0, "Index": 11}, {"Word": "manager", "Confidence": 0.994, "X1": 0.20104, "Y1": 0.1232, "X2": 0.28923, "Y2": 0.123, "X3": 0.28923, "Y3": 0.1398, "X4": 0.20104, "Y4": 0.1398, "page": 0, "Index": 12}, {"Word": "in", "Confidence": 0.996, "X1": 0.29831, "Y1": 0.1232, "X2": 0.32296, "Y2": 0.123, "X3": 0.32296, "Y3": 0.1408, "X4": 0.29831, "Y4": 0.1398, "page": 0, "Index": 13}, {"Word": "charge", "Confidence": 0.995, "X1": 0.33074, "Y1": 0.1232, "X2": 0.40337, "Y2": 0.123, "X3": 0.40337, "Y3": 0.1408, "X4": 0.33074, "Y4": 0.1408, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.998, "X1": 0.41115, "Y1": 0.1232, "X2": 0.44877, "Y2": 0.123, "X3": 0.44877, "Y3": 0.1408, "X4": 0.41115, "Y4": 0.1408, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.998, "X1": 0.45655, "Y1": 0.1222, "X2": 0.46952, "Y2": 0.122, "X3": 0.46952, "Y3": 0.1408, "X4": 0.45655, "Y4": 0.1408, "page": 0, "Index": 16}, {"Word": "campaign-like", "Confidence": 0.809, "X1": 0.4773, "Y1": 0.1222, "X2": 0.63554, "Y2": 0.122, "X3": 0.63554, "Y3": 0.1398, "X4": 0.4773, "Y4": 0.1408, "page": 0, "Index": 17}, {"Word": "organization.", "Confidence": 0.955, "X1": 0.64073, "Y1": 0.1222, "X2": 0.79896, "Y2": 0.122, "X3": 0.79896, "Y3": 0.1388, "X4": 0.64073, "Y4": 0.1398, "page": 0, "Index": 18}, {"Word": "It", "Confidence": 0.995, "X1": 0.81453, "Y1": 0.1222, "X2": 0.84176, "Y2": 0.122, "X3": 0.84176, "Y3": 0.1388, "X4": 0.81453, "Y4": 0.1388, "page": 0, "Index": 19}, {"Word": "structure.", "Confidence": 0.795, "X1": 0.62516, "Y1": 0.1522, "X2": 0.74449, "Y2": 0.152, "X3": 0.74449, "Y3": 0.1678, "X4": 0.62516, "Y4": 0.1688, "page": 0, "Index": 20}, {"Word": "several", "Confidence": 0.847, "X1": 0.13878, "Y1": 0.1532, "X2": 0.22179, "Y2": 0.153, "X3": 0.22179, "Y3": 0.1688, "X4": 0.13878, "Y4": 0.1678, "page": 0, "Index": 21}, {"Word": "other", "Confidence": 0.994, "X1": 0.22957, "Y1": 0.1532, "X2": 0.29183, "Y2": 0.153, "X3": 0.29183, "Y3": 0.1688, "X4": 0.22957, "Y4": 0.1688, "page": 0, "Index": 22}, {"Word": "elements", "Confidence": 0.842, "X1": 0.3035, "Y1": 0.1522, "X2": 0.39818, "Y2": 0.152, "X3": 0.39818, "Y3": 0.1688, "X4": 0.3035, "Y4": 0.1688, "page": 0, "Index": 23}, {"Word": "under", "Confidence": 0.997, "X1": 0.40986, "Y1": 0.1522, "X2": 0.47082, "Y2": 0.152, "X3": 0.47082, "Y3": 0.1688, "X4": 0.40986, "Y4": 0.1688, "page": 0, "Index": 24}, {"Word": "its", "Confidence": 0.991, "X1": 0.48249, "Y1": 0.1522, "X2": 0.51881, "Y2": 0.152, "X3": 0.51881, "Y3": 0.1688, "X4": 0.48249, "Y4": 0.1688, "page": 0, "Index": 25}, {"Word": "command", "Confidence": 0.994, "X1": 0.52918, "Y1": 0.1522, "X2": 0.61349, "Y2": 0.152, "X3": 0.61349, "Y3": 0.1688, "X4": 0.52918, "Y4": 0.1688, "page": 0, "Index": 26}, {"Word": "II.", "Confidence": 0.715, "X1": 0.13619, "Y1": 0.2412, "X2": 0.1751, "Y2": 0.241, "X3": 0.1751, "Y3": 0.2608, "X4": 0.13619, "Y4": 0.2618, "page": 0, "Index": 27}, {"Word": "An", "Confidence": 0.997, "X1": 0.19326, "Y1": 0.2412, "X2": 0.22049, "Y2": 0.241, "X3": 0.22049, "Y3": 0.2608, "X4": 0.19326, "Y4": 0.2608, "page": 0, "Index": 28}, {"Word": "Opposition", "Confidence": 0.62, "X1": 0.22827, "Y1": 0.2412, "X2": 0.35019, "Y2": 0.241, "X3": 0.35019, "Y3": 0.2598, "X4": 0.22827, "Y4": 0.2608, "page": 0, "Index": 29}, {"Word": "Research", "Confidence": 0.811, "X1": 0.35927, "Y1": 0.2412, "X2": 0.45785, "Y2": 0.241, "X3": 0.45785, "Y3": 0.2588, "X4": 0.35927, "Y4": 0.2588, "page": 0, "Index": 30}, {"Word": "Capacity", "Confidence": 0.991, "X1": 0.46563, "Y1": 0.2412, "X2": 0.5655, "Y2": 0.241, "X3": 0.5655, "Y3": 0.2588, "X4": 0.46563, "Y4": 0.2588, "page": 0, "Index": 31}, {"Word": "Research", "Confidence": 0.901, "X1": 0.19196, "Y1": 0.3022, "X2": 0.28794, "Y2": 0.302, "X3": 0.28794, "Y3": 0.3178, "X4": 0.19066, "Y4": 0.3178, "page": 0, "Index": 32}, {"Word": "must", "Confidence": 0.76, "X1": 0.3022, "Y1": 0.3022, "X2": 0.35279, "Y2": 0.302, "X3": 0.35149, "Y3": 0.3178, "X4": 0.30091, "Y4": 0.3178, "page": 0, "Index": 33}, {"Word": "go", "Confidence": 0.994, "X1": 0.36576, "Y1": 0.3022, "X2": 0.3917, "Y2": 0.302, "X3": 0.3917, "Y3": 0.3178, "X4": 0.36576, "Y4": 0.3178, "page": 0, "Index": 34}, {"Word": "beyond", "Confidence": 0.97, "X1": 0.40337, "Y1": 0.3012, "X2": 0.4773, "Y2": 0.301, "X3": 0.4773, "Y3": 0.3178, "X4": 0.40337, "Y4": 0.3178, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.958, "X1": 0.49287, "Y1": 0.3012, "X2": 0.52918, "Y2": 0.301, "X3": 0.52918, "Y3": 0.3178, "X4": 0.49157, "Y4": 0.3178, "page": 0, "Index": 36}, {"Word": "normal", "Confidence": 0.952, "X1": 0.54215, "Y1": 0.3012, "X2": 0.61608, "Y2": 0.301, "X3": 0.61479, "Y3": 0.3188, "X4": 0.54086, "Y4": 0.3188, "page": 0, "Index": 37}, {"Word": "facts", "Confidence": 0.297, "X1": 0.63035, "Y1": 0.3012, "X2": 0.69001, "Y2": 0.301, "X3": 0.68872, "Y3": 0.3188, "X4": 0.63035, "Y4": 0.3188, "page": 0, "Index": 38}, {"Word": "and", "Confidence": 0.998, "X1": 0.70298, "Y1": 0.3012, "X2": 0.7406, "Y2": 0.301, "X3": 0.7406, "Y3": 0.3188, "X4": 0.70298, "Y4": 0.3188, "page": 0, "Index": 39}, {"Word": "figures", "Confidence": 0.941, "X1": 0.75357, "Y1": 0.3012, "X2": 0.83787, "Y2": 0.301, "X3": 0.83787, "Y3": 0.3188, "X4": 0.75357, "Y4": 0.3188, "page": 0, "Index": 40}, {"Word": "to", "Confidence": 0.998, "X1": 0.85344, "Y1": 0.3012, "X2": 0.87808, "Y2": 0.301, "X3": 0.87678, "Y3": 0.3188, "X4": 0.85214, "Y4": 0.3188, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.991, "X1": 0.89235, "Y1": 0.3012, "X2": 0.90532, "Y2": 0.301, "X3": 0.90402, "Y3": 0.3188, "X4": 0.89235, "Y4": 0.3188, "page": 0, "Index": 42}, {"Word": "thorough", "Confidence": 0.994, "X1": 0.13489, "Y1": 0.3312, "X2": 0.22957, "Y2": 0.331, "X3": 0.22957, "Y3": 0.3478, "X4": 0.13359, "Y4": 0.3478, "page": 0, "Index": 43}, {"Word": "exploration", "Confidence": 0.972, "X1": 0.24254, "Y1": 0.3302, "X2": 0.37613, "Y2": 0.33, "X3": 0.37484, "Y3": 0.3478, "X4": 0.24125, "Y4": 0.3478, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.998, "X1": 0.38651, "Y1": 0.3302, "X2": 0.41505, "Y2": 0.33, "X3": 0.41505, "Y3": 0.3478, "X4": 0.38651, "Y4": 0.3478, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.998, "X1": 0.42802, "Y1": 0.3302, "X2": 0.46563, "Y2": 0.33, "X3": 0.46563, "Y3": 0.3478, "X4": 0.42802, "Y4": 0.3478, "page": 0, "Index": 46}, {"Word": "public", "Confidence": 0.995, "X1": 0.4786, "Y1": 0.3302, "X2": 0.55253, "Y2": 0.33, "X3": 0.55253, "Y3": 0.3478, "X4": 0.4773, "Y4": 0.3478, "page": 0, "Index": 47}, {"Word": "records", "Confidence": 0.921, "X1": 0.5668, "Y1": 0.3302, "X2": 0.6524, "Y2": 0.33, "X3": 0.6511, "Y3": 0.3478, "X4": 0.5668, "Y4": 0.3478, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.66278, "Y1": 0.3302, "X2": 0.69131, "Y2": 0.33, "X3": 0.69131, "Y3": 0.3478, "X4": 0.66278, "Y4": 0.3478, "page": 0, "Index": 49}, {"Word": "those", "Confidence": 0.679, "X1": 0.70428, "Y1": 0.3302, "X2": 0.76394, "Y2": 0.33, "X3": 0.76394, "Y3": 0.3478, "X4": 0.70298, "Y4": 0.3478, "page": 0, "Index": 50}, {"Word": "who", "Confidence": 0.998, "X1": 0.77691, "Y1": 0.3302, "X2": 0.81453, "Y2": 0.33, "X3": 0.81453, "Y3": 0.3478, "X4": 0.77691, "Y4": 0.3478, "page": 0, "Index": 51}, {"Word": "play", "Confidence": 0.966, "X1": 0.8275, "Y1": 0.3302, "X2": 0.87678, "Y2": 0.33, "X3": 0.87678, "Y3": 0.3478, "X4": 0.8262, "Y4": 0.3478, "page": 0, "Index": 52}, {"Word": "a", "Confidence": 0.927, "X1": 0.89105, "Y1": 0.3302, "X2": 0.90402, "Y2": 0.33, "X3": 0.90402, "Y3": 0.3478, "X4": 0.89105, "Y4": 0.3478, "page": 0, "Index": 53}, {"Word": "major", "Confidence": 0.987, "X1": 0.13359, "Y1": 0.3612, "X2": 0.19455, "Y2": 0.361, "X3": 0.19455, "Y3": 0.3778, "X4": 0.1323, "Y4": 0.3778, "page": 0, "Index": 54}, {"Word": "role", "Confidence": 0.742, "X1": 0.21271, "Y1": 0.3612, "X2": 0.26329, "Y2": 0.361, "X3": 0.262, "Y3": 0.3768, "X4": 0.21141, "Y4": 0.3768, "page": 0, "Index": 55}, {"Word": "on", "Confidence": 0.998, "X1": 0.28016, "Y1": 0.3612, "X2": 0.3035, "Y2": 0.361, "X3": 0.3022, "Y3": 0.3768, "X4": 0.28016, "Y4": 0.3768, "page": 0, "Index": 56}, {"Word": "this", "Confidence": 0.989, "X1": 0.32296, "Y1": 0.3602, "X2": 0.37354, "Y2": 0.36, "X3": 0.37354, "Y3": 0.3768, "X4": 0.32296, "Y4": 0.3768, "page": 0, "Index": 57}, {"Word": "issue.", "Confidence": 0.874, "X1": 0.3917, "Y1": 0.3602, "X2": 0.46174, "Y2": 0.36, "X3": 0.46174, "Y3": 0.3768, "X4": 0.3904, "Y4": 0.3768, "page": 0, "Index": 58}, {"Word": "It", "Confidence": 0.997, "X1": 0.50195, "Y1": 0.3602, "X2": 0.53048, "Y2": 0.36, "X3": 0.52918, "Y3": 0.3768, "X4": 0.50195, "Y4": 0.3768, "page": 0, "Index": 59}, {"Word": "is", "Confidence": 0.553, "X1": 0.54475, "Y1": 0.3602, "X2": 0.57328, "Y2": 0.36, "X3": 0.57198, "Y3": 0.3768, "X4": 0.54345, "Y4": 0.3768, "page": 0, "Index": 60}, {"Word": "vital", "Confidence": 0.998, "X1": 0.59014, "Y1": 0.3602, "X2": 0.6524, "Y2": 0.36, "X3": 0.6511, "Y3": 0.3768, "X4": 0.58885, "Y4": 0.3768, "page": 0, "Index": 61}, {"Word": "that", "Confidence": 0.989, "X1": 0.66667, "Y1": 0.3602, "X2": 0.71725, "Y2": 0.36, "X3": 0.71725, "Y3": 0.3768, "X4": 0.66667, "Y4": 0.3768, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.989, "X1": 0.73541, "Y1": 0.3602, "X2": 0.77173, "Y2": 0.36, "X3": 0.77043, "Y3": 0.3768, "X4": 0.73411, "Y4": 0.3768, "page": 0, "Index": 63}, {"Word": "effort", "Confidence": 0.888, "X1": 0.78859, "Y1": 0.3602, "X2": 0.86511, "Y2": 0.36, "X3": 0.86511, "Y3": 0.3768, "X4": 0.78859, "Y4": 0.3768, "page": 0, "Index": 64}, {"Word": "be", "Confidence": 0.997, "X1": 0.87938, "Y1": 0.3602, "X2": 0.90532, "Y2": 0.36, "X3": 0.90402, "Y3": 0.3768, "X4": 0.87938, "Y4": 0.3768, "page": 0, "Index": 65}, {"Word": "absolutely", "Confidence": 0.991, "X1": 0.1323, "Y1": 0.3902, "X2": 0.25032, "Y2": 0.39, "X3": 0.25032, "Y3": 0.4068, "X4": 0.131, "Y4": 0.4078, "page": 0, "Index": 66}, {"Word": "limited", "Confidence": 0.845, "X1": 0.25811, "Y1": 0.3902, "X2": 0.34501, "Y2": 0.39, "X3": 0.34371, "Y3": 0.4068, "X4": 0.25811, "Y4": 0.4068, "page": 0, "Index": 67}, {"Word": "to", "Confidence": 0.998, "X1": 0.35409, "Y1": 0.3902, "X2": 0.37873, "Y2": 0.39, "X3": 0.37743, "Y3": 0.4068, "X4": 0.35409, "Y4": 0.4068, "page": 0, "Index": 68}, {"Word": "publicly", "Confidence": 0.994, "X1": 0.38521, "Y1": 0.3892, "X2": 0.48379, "Y2": 0.389, "X3": 0.48379, "Y3": 0.4068, "X4": 0.38521, "Y4": 0.4068, "page": 0, "Index": 69}, {"Word": "available", "Confidence": 0.797, "X1": 0.49157, "Y1": 0.3892, "X2": 0.60182, "Y2": 0.389, "X3": 0.60052, "Y3": 0.4068, "X4": 0.49157, "Y4": 0.4068, "page": 0, "Index": 70}, {"Word": "recorde", "Confidence": 0.887, "X1": 0.6096, "Y1": 0.3892, "X2": 0.6952, "Y2": 0.389, "X3": 0.6952, "Y3": 0.4078, "X4": 0.6083, "Y4": 0.4068, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.70169, "Y1": 0.3892, "X2": 0.7406, "Y2": 0.389, "X3": 0.7393, "Y3": 0.4078, "X4": 0.70169, "Y4": 0.4078, "page": 0, "Index": 72}, {"Word": "public", "Confidence": 0.993, "X1": 0.74708, "Y1": 0.3892, "X2": 0.82101, "Y2": 0.389, "X3": 0.81971, "Y3": 0.4078, "X4": 0.74578, "Y4": 0.4078, "page": 0, "Index": 73}, {"Word": "policy", "Confidence": 0.991, "X1": 0.8275, "Y1": 0.3892, "X2": 0.90402, "Y2": 0.389, "X3": 0.90402, "Y3": 0.4088, "X4": 0.8262, "Y4": 0.4078, "page": 0, "Index": 74}, {"Word": "positions,", "Confidence": 0.961, "X1": 0.1297, "Y1": 0.4202, "X2": 0.25162, "Y2": 0.42, "X3": 0.25162, "Y3": 0.4378, "X4": 0.1297, "Y4": 0.4378, "page": 0, "Index": 75}, {"Word": "and", "Confidence": 0.998, "X1": 0.25811, "Y1": 0.4202, "X2": 0.29572, "Y2": 0.42, "X3": 0.29572, "Y3": 0.4378, "X4": 0.25811, "Y4": 0.4378, "page": 0, "Index": 76}, {"Word": "nothing", "Confidence": 0.981, "X1": 0.30091, "Y1": 0.4202, "X2": 0.38911, "Y2": 0.42, "X3": 0.38911, "Y3": 0.4368, "X4": 0.3022, "Y4": 0.4378, "page": 0, "Index": 77}, {"Word": "else.", "Confidence": 0.941, "X1": 0.39429, "Y1": 0.4192, "X2": 0.45914, "Y2": 0.419, "X3": 0.45914, "Y3": 0.4368, "X4": 0.39429, "Y4": 0.4368, "page": 0, "Index": 78}, {"Word": "This", "Confidence": 0.985, "X1": 0.47601, "Y1": 0.4192, "X2": 0.52399, "Y2": 0.419, "X3": 0.52399, "Y3": 0.4368, "X4": 0.47601, "Y4": 0.4368, "page": 0, "Index": 79}, {"Word": "task", "Confidence": 0.987, "X1": 0.53307, "Y1": 0.4192, "X2": 0.58366, "Y2": 0.419, "X3": 0.58366, "Y3": 0.4368, "X4": 0.53307, "Y4": 0.4368, "page": 0, "Index": 80}, {"Word": "could", "Confidence": 0.997, "X1": 0.59014, "Y1": 0.4192, "X2": 0.64981, "Y2": 0.419, "X3": 0.64981, "Y3": 0.4368, "X4": 0.59014, "Y4": 0.4368, "page": 0, "Index": 81}, {"Word": "be", "Confidence": 0.991, "X1": 0.65629, "Y1": 0.4192, "X2": 0.68482, "Y2": 0.419, "X3": 0.68482, "Y3": 0.4368, "X4": 0.65629, "Y4": 0.4368, "page": 0, "Index": 82}, {"Word": "performed", "Confidence": 0.851, "X1": 0.69131, "Y1": 0.4192, "X2": 0.80026, "Y2": 0.419, "X3": 0.80026, "Y3": 0.4368, "X4": 0.69131, "Y4": 0.4368, "page": 0, "Index": 83}, {"Word": "by", "Confidence": 0.998, "X1": 0.80674, "Y1": 0.4192, "X2": 0.83268, "Y2": 0.419, "X3": 0.83268, "Y3": 0.4368, "X4": 0.80674, "Y4": 0.4368, "page": 0, "Index": 84}, {"Word": "Terry", "Confidence": 0.854, "X1": 0.84176, "Y1": 0.4192, "X2": 0.90272, "Y2": 0.419, "X3": 0.90272, "Y3": 0.4368, "X4": 0.84176, "Y4": 0.4368, "page": 0, "Index": 85}, {"Word": "Lenzner", "Confidence": 0.991, "X1": 0.1297, "Y1": 0.4502, "X2": 0.21271, "Y2": 0.45, "X3": 0.21141, "Y3": 0.4658, "X4": 0.1284, "Y4": 0.4668, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.998, "X1": 0.23217, "Y1": 0.4502, "X2": 0.27108, "Y2": 0.45, "X3": 0.27108, "Y3": 0.4668, "X4": 0.23217, "Y4": 0.4658, "page": 0, "Index": 87}, {"Word": "his", "Confidence": 0.97, "X1": 0.28923, "Y1": 0.4502, "X2": 0.32685, "Y2": 0.45, "X3": 0.32685, "Y3": 0.4668, "X4": 0.28794, "Y4": 0.4668, "page": 0, "Index": 88}, {"Word": "I.G.I.", "Confidence": 0.886, "X1": 0.3476, "Y1": 0.4502, "X2": 0.42023, "Y2": 0.45, "X3": 0.42023, "Y3": 0.4678, "X4": 0.3476, "Y4": 0.4668, "page": 0, "Index": 89}, {"Word": "Lenzner", "Confidence": 0.641, "X1": 0.55123, "Y1": 0.4502, "X2": 0.63684, "Y2": 0.45, "X3": 0.63684, "Y3": 0.4668, "X4": 0.55253, "Y4": 0.4658, "page": 0, "Index": 90}, {"Word": "is", "Confidence": 0.794, "X1": 0.65499, "Y1": 0.4502, "X2": 0.68093, "Y2": 0.45, "X3": 0.68093, "Y3": 0.4668, "X4": 0.65629, "Y4": 0.4668, "page": 0, "Index": 91}, {"Word": "the", "Confidence": 0.998, "X1": 0.70169, "Y1": 0.4502, "X2": 0.738, "Y2": 0.45, "X3": 0.738, "Y3": 0.4668, "X4": 0.70169, "Y4": 0.4668, "page": 0, "Index": 92}, {"Word": "ex-Watergate", "Confidence": 0.886, "X1": 0.75616, "Y1": 0.4492, "X2": 0.90143, "Y2": 0.449, "X3": 0.90143, "Y3": 0.4668, "X4": 0.75616, "Y4": 0.4668, "page": 0, "Index": 93}, {"Word": "group.", "Confidence": 0.994, "X1": 0.43839, "Y1": 0.4512, "X2": 0.51362, "Y2": 0.451, "X3": 0.51362, "Y3": 0.4688, "X4": 0.43839, "Y4": 0.4678, "page": 0, "Index": 94}, {"Word": "investigator", "Confidence": 0.991, "X1": 0.131, "Y1": 0.4792, "X2": 0.27237, "Y2": 0.479, "X3": 0.27237, "Y3": 0.4958, "X4": 0.1297, "Y4": 0.4958, "page": 0, "Index": 95}, {"Word": "and", "Confidence": 0.998, "X1": 0.28794, "Y1": 0.4792, "X2": 0.32555, "Y2": 0.479, "X3": 0.32555, "Y3": 0.4958, "X4": 0.28664, "Y4": 0.4958, "page": 0, "Index": 96}, {"Word": "his", "Confidence": 0.981, "X1": 0.33852, "Y1": 0.4792, "X2": 0.37743, "Y2": 0.479, "X3": 0.37743, "Y3": 0.4958, "X4": 0.33722, "Y4": 0.4958, "page": 0, "Index": 97}, {"Word": "staff", "Confidence": 0.65, "X1": 0.3917, "Y1": 0.4792, "X2": 0.45396, "Y2": 0.479, "X3": 0.45266, "Y3": 0.4958, "X4": 0.3904, "Y4": 0.4958, "page": 0, "Index": 98}, {"Word": "consists", "Confidence": 0.905, "X1": 0.46693, "Y1": 0.4792, "X2": 0.5668, "Y2": 0.479, "X3": 0.5655, "Y3": 0.4958, "X4": 0.46693, "Y4": 0.4958, "page": 0, "Index": 99}, {"Word": "primarily", "Confidence": 0.995, "X1": 0.57977, "Y1": 0.4792, "X2": 0.68742, "Y2": 0.479, "X3": 0.68742, "Y3": 0.4958, "X4": 0.57977, "Y4": 0.4958, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.70298, "Y1": 0.4792, "X2": 0.72892, "Y2": 0.479, "X3": 0.72892, "Y3": 0.4958, "X4": 0.70298, "Y4": 0.4958, "page": 0, "Index": 101}, {"Word": "professionals", "Confidence": 0.696, "X1": 0.74319, "Y1": 0.4782, "X2": 0.90013, "Y2": 0.478, "X3": 0.90013, "Y3": 0.4958, "X4": 0.74319, "Y4": 0.4958, "page": 0, "Index": 102}, {"Word": "whose", "Confidence": 0.994, "X1": 0.12711, "Y1": 0.5092, "X2": 0.18807, "Y2": 0.509, "X3": 0.18807, "Y3": 0.5268, "X4": 0.12581, "Y4": 0.5268, "page": 0, "Index": 103}, {"Word": "background", "Confidence": 0.994, "X1": 0.19455, "Y1": 0.5092, "X2": 0.31907, "Y2": 0.509, "X3": 0.31907, "Y3": 0.5278, "X4": 0.19455, "Y4": 0.5268, "page": 0, "Index": 104}, {"Word": "is", "Confidence": 0.946, "X1": 0.32944, "Y1": 0.5092, "X2": 0.35538, "Y2": 0.509, "X3": 0.35538, "Y3": 0.5278, "X4": 0.32944, "Y4": 0.5278, "page": 0, "Index": 105}, {"Word": "as", "Confidence": 0.997, "X1": 0.36316, "Y1": 0.5092, "X2": 0.3904, "Y2": 0.509, "X3": 0.38911, "Y3": 0.5278, "X4": 0.36316, "Y4": 0.5278, "page": 0, "Index": 106}, {"Word": "investigators", "Confidence": 0.623, "X1": 0.39948, "Y1": 0.5092, "X2": 0.55642, "Y2": 0.509, "X3": 0.55642, "Y3": 0.5278, "X4": 0.39948, "Y4": 0.5278, "page": 0, "Index": 107}, {"Word": "or", "Confidence": 0.998, "X1": 0.5668, "Y1": 0.5092, "X2": 0.59274, "Y2": 0.509, "X3": 0.59274, "Y3": 0.5278, "X4": 0.5668, "Y4": 0.5278, "page": 0, "Index": 108}, {"Word": "investigative", "Confidence": 0.957, "X1": 0.60311, "Y1": 0.5092, "X2": 0.75875, "Y2": 0.509, "X3": 0.75875, "Y3": 0.5268, "X4": 0.60311, "Y4": 0.5268, "page": 0, "Index": 109}, {"Word": "reporters.", "Confidence": 0.95, "X1": 0.76524, "Y1": 0.5082, "X2": 0.88716, "Y2": 0.508, "X3": 0.88716, "Y3": 0.5258, "X4": 0.76524, "Y4": 0.5268, "page": 0, "Index": 110}, {"Word": "This", "Confidence": 0.782, "X1": 0.18677, "Y1": 0.5692, "X2": 0.23346, "Y2": 0.569, "X3": 0.23346, "Y3": 0.5848, "X4": 0.18677, "Y4": 0.5848, "page": 0, "Index": 111}, {"Word": "research", "Confidence": 0.933, "X1": 0.24903, "Y1": 0.5682, "X2": 0.3463, "Y2": 0.568, "X3": 0.3463, "Y3": 0.5848, "X4": 0.24903, "Y4": 0.5848, "page": 0, "Index": 112}, {"Word": "effort", "Confidence": 0.68, "X1": 0.36187, "Y1": 0.5682, "X2": 0.4345, "Y2": 0.568, "X3": 0.4345, "Y3": 0.5848, "X4": 0.36187, "Y4": 0.5848, "page": 0, "Index": 113}, {"Word": "might", "Confidence": 0.927, "X1": 0.44747, "Y1": 0.5682, "X2": 0.51232, "Y2": 0.568, "X3": 0.51362, "Y3": 0.5848, "X4": 0.44747, "Y4": 0.5848, "page": 0, "Index": 114}, {"Word": "look", "Confidence": 0.98, "X1": 0.52659, "Y1": 0.5672, "X2": 0.57717, "Y2": 0.567, "X3": 0.57717, "Y3": 0.5848, "X4": 0.52659, "Y4": 0.5848, "page": 0, "Index": 115}, {"Word": "at", "Confidence": 0.681, "X1": 0.59014, "Y1": 0.5672, "X2": 0.61738, "Y2": 0.567, "X3": 0.61738, "Y3": 0.5848, "X4": 0.59014, "Y4": 0.5848, "page": 0, "Index": 116}, {"Word": "some", "Confidence": 0.766, "X1": 0.63165, "Y1": 0.5672, "X2": 0.68223, "Y2": 0.567, "X3": 0.68223, "Y3": 0.5848, "X4": 0.63294, "Y4": 0.5848, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.6965, "Y1": 0.5672, "X2": 0.72244, "Y2": 0.567, "X3": 0.72244, "Y3": 0.5848, "X4": 0.6965, "Y4": 0.5848, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.994, "X1": 0.73671, "Y1": 0.5672, "X2": 0.77302, "Y2": 0.567, "X3": 0.77302, "Y3": 0.5858, "X4": 0.73671, "Y4": 0.5848, "page": 0, "Index": 119}, {"Word": "following", "Confidence": 0.993, "X1": 0.78859, "Y1": 0.5672, "X2": 0.89754, "Y2": 0.567, "X3": 0.89883, "Y3": 0.5858, "X4": 0.78859, "Y4": 0.5858, "page": 0, "Index": 120}, {"Word": "areas,", "Confidence": 0.611, "X1": 0.12711, "Y1": 0.6002, "X2": 0.19844, "Y2": 0.6, "X3": 0.19844, "Y3": 0.6158, "X4": 0.12711, "Y4": 0.6158, "page": 0, "Index": 121}, {"Word": "among", "Confidence": 0.994, "X1": 0.21141, "Y1": 0.5992, "X2": 0.27237, "Y2": 0.599, "X3": 0.27237, "Y3": 0.6158, "X4": 0.21141, "Y4": 0.6158, "page": 0, "Index": 122}, {"Word": "others", "Confidence": 0.848, "X1": 0.28794, "Y1": 0.5992, "X2": 0.36316, "Y2": 0.599, "X3": 0.36316, "Y3": 0.6158, "X4": 0.28794, "Y4": 0.6158, "page": 0, "Index": 123}, {"Word": "--", "Confidence": 0.906, "X1": 0.37743, "Y1": 0.5992, "X2": 0.40208, "Y2": 0.599, "X3": 0.40208, "Y3": 0.6148, "X4": 0.37743, "Y4": 0.6148, "page": 0, "Index": 124}, {"Word": "the", "Confidence": 0.883, "X1": 0.41894, "Y1": 0.5982, "X2": 0.45525, "Y2": 0.598, "X3": 0.45525, "Y3": 0.6148, "X4": 0.41894, "Y4": 0.6148, "page": 0, "Index": 125}, {"Word": "public", "Confidence": 0.993, "X1": 0.47082, "Y1": 0.5982, "X2": 0.54345, "Y2": 0.598, "X3": 0.54345, "Y3": 0.6148, "X4": 0.47082, "Y4": 0.6148, "page": 0, "Index": 126}, {"Word": "records", "Confidence": 0.991, "X1": 0.56031, "Y1": 0.5982, "X2": 0.64462, "Y2": 0.598, "X3": 0.64462, "Y3": 0.6158, "X4": 0.56031, "Y4": 0.6148, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.996, "X1": 0.65888, "Y1": 0.5982, "X2": 0.68482, "Y2": 0.598, "X3": 0.68482, "Y3": 0.6158, "X4": 0.65888, "Y4": 0.6158, "page": 0, "Index": 128}, {"Word": "opponents,", "Confidence": 0.885, "X1": 0.70039, "Y1": 0.5982, "X2": 0.82101, "Y2": 0.598, "X3": 0.82101, "Y3": 0.6158, "X4": 0.70039, "Y4": 0.6158, "page": 0, "Index": 129}, {"Word": "their", "Confidence": 0.611, "X1": 0.83658, "Y1": 0.5982, "X2": 0.89624, "Y2": 0.598, "X3": 0.89624, "Y3": 0.6158, "X4": 0.83658, "Y4": 0.6158, "page": 0, "Index": 130}, {"Word": "stands", "Confidence": 0.644, "X1": 0.12711, "Y1": 0.6282, "X2": 0.19715, "Y2": 0.628, "X3": 0.19585, "Y3": 0.6438, "X4": 0.12581, "Y4": 0.6448, "page": 0, "Index": 131}, {"Word": "on", "Confidence": 0.998, "X1": 0.21401, "Y1": 0.6282, "X2": 0.23865, "Y2": 0.628, "X3": 0.23735, "Y3": 0.6438, "X4": 0.21271, "Y4": 0.6438, "page": 0, "Index": 132}, {"Word": "issues,", "Confidence": 0.993, "X1": 0.25811, "Y1": 0.6282, "X2": 0.34501, "Y2": 0.628, "X3": 0.34371, "Y3": 0.6438, "X4": 0.25681, "Y4": 0.6438, "page": 0, "Index": 133}, {"Word": "their", "Confidence": 0.991, "X1": 0.36057, "Y1": 0.6272, "X2": 0.42023, "Y2": 0.627, "X3": 0.41894, "Y3": 0.6438, "X4": 0.36057, "Y4": 0.6438, "page": 0, "Index": 134}, {"Word": "contributors", "Confidence": 0.934, "X1": 0.43839, "Y1": 0.6272, "X2": 0.58366, "Y2": 0.627, "X3": 0.58366, "Y3": 0.6438, "X4": 0.43709, "Y4": 0.6438, "page": 0, "Index": 135}, {"Word": "and", "Confidence": 0.998, "X1": 0.60182, "Y1": 0.6272, "X2": 0.63943, "Y2": 0.627, "X3": 0.63813, "Y3": 0.6438, "X4": 0.60052, "Y4": 0.6438, "page": 0, "Index": 136}, {"Word": "major", "Confidence": 0.957, "X1": 0.6537, "Y1": 0.6272, "X2": 0.71595, "Y2": 0.627, "X3": 0.71466, "Y3": 0.6448, "X4": 0.6524, "Y4": 0.6448, "page": 0, "Index": 137}, {"Word": "supporters,", "Confidence": 0.85, "X1": 0.73281, "Y1": 0.6272, "X2": 0.86641, "Y2": 0.627, "X3": 0.86641, "Y3": 0.6448, "X4": 0.73281, "Y4": 0.6448, "page": 0, "Index": 138}, {"Word": "a", "Confidence": 0.848, "X1": 0.88197, "Y1": 0.6272, "X2": 0.89494, "Y2": 0.627, "X3": 0.89494, "Y3": 0.6448, "X4": 0.88197, "Y4": 0.6448, "page": 0, "Index": 139}, {"Word": "legislative", "Confidence": 0.751, "X1": 0.12322, "Y1": 0.6572, "X2": 0.25551, "Y2": 0.657, "X3": 0.25422, "Y3": 0.6748, "X4": 0.12192, "Y4": 0.6748, "page": 0, "Index": 140}, {"Word": "profile", "Confidence": 0.849, "X1": 0.26329, "Y1": 0.6582, "X2": 0.3489, "Y2": 0.658, "X3": 0.3476, "Y3": 0.6748, "X4": 0.262, "Y4": 0.6748, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.998, "X1": 0.35668, "Y1": 0.6572, "X2": 0.38262, "Y2": 0.657, "X3": 0.38262, "Y3": 0.6748, "X4": 0.35538, "Y4": 0.6748, "page": 0, "Index": 142}, {"Word": "what", "Confidence": 0.987, "X1": 0.3917, "Y1": 0.6572, "X2": 0.44099, "Y2": 0.657, "X3": 0.43969, "Y3": 0.6748, "X4": 0.3904, "Y4": 0.6748, "page": 0, "Index": 143}, {"Word": "bills", "Confidence": 0.991, "X1": 0.44747, "Y1": 0.6572, "X2": 0.51102, "Y2": 0.657, "X3": 0.50973, "Y3": 0.6738, "X4": 0.44617, "Y4": 0.6738, "page": 0, "Index": 144}, {"Word": "they", "Confidence": 0.987, "X1": 0.5201, "Y1": 0.6572, "X2": 0.56939, "Y2": 0.657, "X3": 0.56809, "Y3": 0.6738, "X4": 0.5201, "Y4": 0.6738, "page": 0, "Index": 145}, {"Word": "have", "Confidence": 0.603, "X1": 0.57717, "Y1": 0.6572, "X2": 0.62776, "Y2": 0.657, "X3": 0.62646, "Y3": 0.6738, "X4": 0.57588, "Y4": 0.6738, "page": 0, "Index": 146}, {"Word": "passed,", "Confidence": 0.697, "X1": 0.63554, "Y1": 0.6572, "X2": 0.72244, "Y2": 0.657, "X3": 0.72114, "Y3": 0.6738, "X4": 0.63424, "Y4": 0.6738, "page": 0, "Index": 147}, {"Word": "contradictione", "Confidence": 0.928, "X1": 0.72763, "Y1": 0.6562, "X2": 0.89624, "Y2": 0.656, "X3": 0.89624, "Y3": 0.6738, "X4": 0.72633, "Y4": 0.6738, "page": 0, "Index": 148}, {"Word": "between", "Confidence": 0.42, "X1": 0.12322, "Y1": 0.6882, "X2": 0.20752, "Y2": 0.688, "X3": 0.20493, "Y3": 0.7038, "X4": 0.12062, "Y4": 0.7038, "page": 0, "Index": 149}, {"Word": "what", "Confidence": 0.991, "X1": 0.2179, "Y1": 0.6882, "X2": 0.26978, "Y2": 0.688, "X3": 0.26848, "Y3": 0.7038, "X4": 0.2166, "Y4": 0.7038, "page": 0, "Index": 150}, {"Word": "they", "Confidence": 0.982, "X1": 0.28145, "Y1": 0.6882, "X2": 0.33074, "Y2": 0.688, "X3": 0.32944, "Y3": 0.7038, "X4": 0.28016, "Y4": 0.7038, "page": 0, "Index": 151}, {"Word": "say", "Confidence": 0.887, "X1": 0.34112, "Y1": 0.6882, "X2": 0.37873, "Y2": 0.688, "X3": 0.37743, "Y3": 0.7038, "X4": 0.33982, "Y4": 0.7038, "page": 0, "Index": 152}, {"Word": "in", "Confidence": 0.998, "X1": 0.3917, "Y1": 0.6882, "X2": 0.41505, "Y2": 0.688, "X3": 0.41505, "Y3": 0.7038, "X4": 0.3904, "Y4": 0.7038, "page": 0, "Index": 153}, {"Word": "ons", "Confidence": 0.752, "X1": 0.42802, "Y1": 0.6882, "X2": 0.46563, "Y2": 0.688, "X3": 0.46433, "Y3": 0.7038, "X4": 0.42672, "Y4": 0.7038, "page": 0, "Index": 154}, {"Word": "context", "Confidence": 0.647, "X1": 0.4773, "Y1": 0.6872, "X2": 0.5642, "Y2": 0.687, "X3": 0.56291, "Y3": 0.7038, "X4": 0.47601, "Y4": 0.7038, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.998, "X1": 0.57588, "Y1": 0.6872, "X2": 0.61219, "Y2": 0.687, "X3": 0.61219, "Y3": 0.7038, "X4": 0.57588, "Y4": 0.7038, "page": 0, "Index": 156}, {"Word": "in", "Confidence": 0.998, "X1": 0.62387, "Y1": 0.6872, "X2": 0.64851, "Y2": 0.687, "X3": 0.64851, "Y3": 0.7038, "X4": 0.62387, "Y4": 0.7038, "page": 0, "Index": 157}, {"Word": "another", "Confidence": 0.994, "X1": 0.66278, "Y1": 0.6872, "X2": 0.74449, "Y2": 0.687, "X3": 0.74449, "Y3": 0.7038, "X4": 0.66148, "Y4": 0.7038, "page": 0, "Index": 158}, {"Word": "(e.g.", "Confidence": 0.621, "X1": 0.75875, "Y1": 0.6862, "X2": 0.82101, "Y2": 0.686, "X3": 0.82101, "Y3": 0.7048, "X4": 0.75875, "Y4": 0.7038, "page": 0, "Index": 159}, {"Word": "has", "Confidence": 0.924, "X1": 0.83009, "Y1": 0.6862, "X2": 0.869, "Y2": 0.686, "X3": 0.869, "Y3": 0.7048, "X4": 0.83009, "Y4": 0.7048, "page": 0, "Index": 160}, {"Word": "a", "Confidence": 0.991, "X1": 0.88067, "Y1": 0.6862, "X2": 0.89364, "Y2": 0.686, "X3": 0.89364, "Y3": 0.7048, "X4": 0.88067, "Y4": 0.7048, "page": 0, "Index": 161}, {"Word": "major", "Confidence": 0.97, "X1": 0.12192, "Y1": 0.7172, "X2": 0.18158, "Y2": 0.717, "X3": 0.18158, "Y3": 0.7338, "X4": 0.12192, "Y4": 0.7338, "page": 0, "Index": 162}, {"Word": "opponent,", "Confidence": 0.956, "X1": 0.19585, "Y1": 0.7162, "X2": 0.30739, "Y2": 0.716, "X3": 0.30739, "Y3": 0.7328, "X4": 0.19455, "Y4": 0.7338, "page": 0, "Index": 163}, {"Word": "who", "Confidence": 0.998, "X1": 0.31777, "Y1": 0.7162, "X2": 0.35668, "Y2": 0.716, "X3": 0.35538, "Y3": 0.7328, "X4": 0.31777, "Y4": 0.7328, "page": 0, "Index": 164}, {"Word": "eschews", "Confidence": 0.658, "X1": 0.36835, "Y1": 0.7152, "X2": 0.45396, "Y2": 0.715, "X3": 0.45396, "Y3": 0.7318, "X4": 0.36835, "Y4": 0.7328, "page": 0, "Index": 165}, {"Word": "prohibition", "Confidence": 0.983, "X1": 0.46563, "Y1": 0.7152, "X2": 0.60052, "Y2": 0.715, "X3": 0.59922, "Y3": 0.7318, "X4": 0.46563, "Y4": 0.7318, "page": 0, "Index": 166}, {"Word": "in", "Confidence": 0.998, "X1": 0.61349, "Y1": 0.7152, "X2": 0.63813, "Y2": 0.715, "X3": 0.63813, "Y3": 0.7318, "X4": 0.61349, "Y4": 0.7318, "page": 0, "Index": 167}, {"Word": "Washington,", "Confidence": 0.991, "X1": 0.6511, "Y1": 0.7152, "X2": 0.7847, "Y2": 0.715, "X3": 0.7847, "Y3": 0.7328, "X4": 0.64981, "Y4": 0.7318, "page": 0, "Index": 168}, {"Word": "actually", "Confidence": 0.995, "X1": 0.79767, "Y1": 0.7152, "X2": 0.89494, "Y2": 0.715, "X3": 0.89364, "Y3": 0.7328, "X4": 0.79637, "Y4": 0.7328, "page": 0, "Index": 169}, {"Word": "mentioned", "Confidence": 0.992, "X1": 0.12192, "Y1": 0.7472, "X2": 0.22827, "Y2": 0.747, "X3": 0.22827, "Y3": 0.7618, "X4": 0.12192, "Y4": 0.7618, "page": 0, "Index": 170}, {"Word": "or", "Confidence": 0.996, "X1": 0.23606, "Y1": 0.7462, "X2": 0.262, "Y2": 0.746, "X3": 0.262, "Y3": 0.7618, "X4": 0.23606, "Y4": 0.7618, "page": 0, "Index": 171}, {"Word": "hinted", "Confidence": 0.996, "X1": 0.26978, "Y1": 0.7462, "X2": 0.34501, "Y2": 0.746, "X3": 0.34371, "Y3": 0.7618, "X4": 0.26978, "Y4": 0.7618, "page": 0, "Index": 172}, {"Word": "at", "Confidence": 0.996, "X1": 0.35279, "Y1": 0.7462, "X2": 0.37873, "Y2": 0.746, "X3": 0.37873, "Y3": 0.7618, "X4": 0.35149, "Y4": 0.7618, "page": 0, "Index": 173}, {"Word": "it", "Confidence": 0.998, "X1": 0.38521, "Y1": 0.7462, "X2": 0.41115, "Y2": 0.746, "X3": 0.41115, "Y3": 0.7628, "X4": 0.38392, "Y4": 0.7628, "page": 0, "Index": 174}, {"Word": "at", "Confidence": 0.993, "X1": 0.41894, "Y1": 0.7462, "X2": 0.44488, "Y2": 0.746, "X3": 0.44488, "Y3": 0.7628, "X4": 0.41764, "Y4": 0.7628, "page": 0, "Index": 175}, {"Word": "a", "Confidence": 0.996, "X1": 0.45266, "Y1": 0.7452, "X2": 0.46563, "Y2": 0.745, "X3": 0.46563, "Y3": 0.7628, "X4": 0.45266, "Y4": 0.7628, "page": 0, "Index": 176}, {"Word": "speech", "Confidence": 0.908, "X1": 0.47471, "Y1": 0.7452, "X2": 0.54734, "Y2": 0.745, "X3": 0.54734, "Y3": 0.7628, "X4": 0.47471, "Y4": 0.7628, "page": 0, "Index": 177}, {"Word": "in", "Confidence": 0.998, "X1": 0.55642, "Y1": 0.7452, "X2": 0.58366, "Y2": 0.745, "X3": 0.58236, "Y3": 0.7628, "X4": 0.55642, "Y4": 0.7628, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.998, "X1": 0.59144, "Y1": 0.7452, "X2": 0.62905, "Y2": 0.745, "X3": 0.62776, "Y3": 0.7628, "X4": 0.59014, "Y4": 0.7628, "page": 0, "Index": 179}, {"Word": "home", "Confidence": 0.982, "X1": 0.63554, "Y1": 0.7442, "X2": 0.68482, "Y2": 0.744, "X3": 0.68482, "Y3": 0.7628, "X4": 0.63424, "Y4": 0.7628, "page": 0, "Index": 180}, {"Word": "district?).", "Confidence": 0.607, "X1": 0.69261, "Y1": 0.7442, "X2": 0.8275, "Y2": 0.744, "X3": 0.8275, "Y3": 0.7628, "X4": 0.69131, "Y4": 0.7628, "page": 0, "Index": 181}, {"Word": "This", "Confidence": 0.981, "X1": 0.84436, "Y1": 0.7442, "X2": 0.89364, "Y2": 0.744, "X3": 0.89364, "Y3": 0.7628, "X4": 0.84306, "Y4": 0.7628, "page": 0, "Index": 182}, {"Word": "effort", "Confidence": 0.994, "X1": 0.12192, "Y1": 0.7752, "X2": 0.19455, "Y2": 0.775, "X3": 0.19455, "Y3": 0.7918, "X4": 0.12062, "Y4": 0.7918, "page": 0, "Index": 183}, {"Word": "should", "Confidence": 0.997, "X1": 0.2192, "Y1": 0.7752, "X2": 0.29313, "Y2": 0.775, "X3": 0.29183, "Y3": 0.7928, "X4": 0.2179, "Y4": 0.7928, "page": 0, "Index": 184}, {"Word": "examine", "Confidence": 0.847, "X1": 0.31777, "Y1": 0.7752, "X2": 0.40467, "Y2": 0.775, "X3": 0.40467, "Y3": 0.7928, "X4": 0.31777, "Y4": 0.7928, "page": 0, "Index": 185}, {"Word": "not", "Confidence": 0.998, "X1": 0.42931, "Y1": 0.7742, "X2": 0.46822, "Y2": 0.774, "X3": 0.46693, "Y3": 0.7938, "X4": 0.42802, "Y4": 0.7928, "page": 0, "Index": 186}, {"Word": "just", "Confidence": 0.797, "X1": 0.49416, "Y1": 0.7742, "X2": 0.54475, "Y2": 0.774, "X3": 0.54475, "Y3": 0.7928, "X4": 0.49287, "Y4": 0.7938, "page": 0, "Index": 187}, {"Word": "public", "Confidence": 0.626, "X1": 0.56939, "Y1": 0.7742, "X2": 0.64332, "Y2": 0.774, "X3": 0.64202, "Y3": 0.7928, "X4": 0.56809, "Y4": 0.7928, "page": 0, "Index": 188}, {"Word": "records", "Confidence": 0.803, "X1": 0.66926, "Y1": 0.7732, "X2": 0.75486, "Y2": 0.773, "X3": 0.75486, "Y3": 0.7928, "X4": 0.66796, "Y4": 0.7928, "page": 0, "Index": 189}, {"Word": "of", "Confidence": 0.992, "X1": 0.77951, "Y1": 0.7732, "X2": 0.80674, "Y2": 0.773, "X3": 0.80674, "Y3": 0.7918, "X4": 0.77821, "Y4": 0.7928, "page": 0, "Index": 190}, {"Word": "major", "Confidence": 0.996, "X1": 0.83139, "Y1": 0.7732, "X2": 0.89494, "Y2": 0.773, "X3": 0.89494, "Y3": 0.7918, "X4": 0.83009, "Y4": 0.7918, "page": 0, "Index": 191}, {"Word": "Congressional", "Confidence": 0.417, "X1": 0.12062, "Y1": 0.8052, "X2": 0.27756, "Y2": 0.805, "X3": 0.27626, "Y3": 0.8238, "X4": 0.11803, "Y4": 0.8238, "page": 0, "Index": 192}, {"Word": "actors,", "Confidence": 0.958, "X1": 0.28664, "Y1": 0.8052, "X2": 0.37224, "Y2": 0.805, "X3": 0.37224, "Y3": 0.8238, "X4": 0.28534, "Y4": 0.8238, "page": 0, "Index": 193}, {"Word": "but", "Confidence": 0.998, "X1": 0.37743, "Y1": 0.8052, "X2": 0.41764, "Y2": 0.805, "X3": 0.41764, "Y3": 0.8228, "X4": 0.37743, "Y4": 0.8238, "page": 0, "Index": 194}, {"Word": "of", "Confidence": 0.998, "X1": 0.42672, "Y1": 0.8042, "X2": 0.45396, "Y2": 0.804, "X3": 0.45266, "Y3": 0.8228, "X4": 0.42542, "Y4": 0.8228, "page": 0, "Index": 195}, {"Word": "those", "Confidence": 0.941, "X1": 0.46304, "Y1": 0.8042, "X2": 0.52399, "Y2": 0.804, "X3": 0.52399, "Y3": 0.8228, "X4": 0.46304, "Y4": 0.8228, "page": 0, "Index": 196}, {"Word": "at", "Confidence": 0.998, "X1": 0.53437, "Y1": 0.8042, "X2": 0.56161, "Y2": 0.804, "X3": 0.56161, "Y3": 0.8228, "X4": 0.53437, "Y4": 0.8228, "page": 0, "Index": 197}, {"Word": "FDA,", "Confidence": 0.982, "X1": 0.56939, "Y1": 0.8042, "X2": 0.62127, "Y2": 0.804, "X3": 0.62127, "Y3": 0.8228, "X4": 0.56939, "Y4": 0.8228, "page": 0, "Index": 198}, {"Word": "OSHA,", "Confidence": 0.994, "X1": 0.62776, "Y1": 0.8042, "X2": 0.69261, "Y2": 0.804, "X3": 0.69261, "Y3": 0.8228, "X4": 0.62776, "Y4": 0.8228, "page": 0, "Index": 199}, {"Word": "EPA,", "Confidence": 0.99, "X1": 0.69909, "Y1": 0.8032, "X2": 0.74968, "Y2": 0.803, "X3": 0.75097, "Y3": 0.8228, "X4": 0.69909, "Y4": 0.8228, "page": 0, "Index": 200}, {"Word": "and", "Confidence": 0.998, "X1": 0.75875, "Y1": 0.8032, "X2": 0.79767, "Y2": 0.803, "X3": 0.79767, "Y3": 0.8218, "X4": 0.75875, "Y4": 0.8228, "page": 0, "Index": 201}, {"Word": "NIH.", "Confidence": 0.964, "X1": 0.80415, "Y1": 0.8032, "X2": 0.85603, "Y2": 0.803, "X3": 0.85733, "Y3": 0.8218, "X4": 0.80415, "Y4": 0.8218, "page": 0, "Index": 202}, {"Word": "2073576743", "Confidence": 0.991, "X1": 0.93126, "Y1": 0.9242, "X2": 0.93774, "Y2": 0.924, "X3": 0.9131, "Y3": 0.9248, "X4": 0.90791, "Y4": 0.8298, "page": 0, "Index": 203}, {"Word": "3990027788", "Confidence": 0.995, "X1": 0.02853, "Y1": 0.9702, "X2": 0.12322, "Y2": 0.97, "X3": 0.12192, "Y3": 0.9848, "X4": 0.02724, "Y4": 0.9838, "page": 0, "Index": 204}]}
"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"
ffjw0181
6
{"lines_data": [{"Word": "Vic should be interacting on a regular basis with the major", "Confidence": 0.95782, "X1": 0.20654, "Y1": 0.0902, "X2": 0.93464, "Y2": 0.09, "X3": 0.93464, "Y3": 0.1078, "X4": 0.20654, "Y4": 0.1108, "page": 0}, {"Word": "reporters -- e.g ., the New York Times, the Washington Post, the", "Confidence": 0.80883, "X1": 0.1451, "Y1": 0.1212, "X2": 0.93333, "Y2": 0.121, "X3": 0.93333, "Y3": 0.1368, "X4": 0.1451, "Y4": 0.1408, "page": 0}, {"Word": "Wall Street Journal, the network reporters, the tan or twelve", "Confidence": 0.9418, "X1": 0.14248, "Y1": 0.1502, "X2": 0.93203, "Y2": 0.15, "X3": 0.93203, "Y3": 0.1668, "X4": 0.14248, "Y4": 0.1688, "page": 0}, {"Word": "individuals who really control the news on this issue. A primary", "Confidence": 0.92318, "X1": 0.14379, "Y1": 0.1792, "X2": 0.93333, "Y2": 0.179, "X3": 0.93333, "Y3": 0.1978, "X4": 0.14379, "Y4": 0.1988, "page": 0}, {"Word": "role for Vic ought to be maintaining a personal relationship with", "Confidence": 0.941, "X1": 0.13987, "Y1": 0.2102, "X2": 0.93333, "Y2": 0.21, "X3": 0.93333, "Y3": 0.2288, "X4": 0.13987, "Y4": 0.2298, "page": 0}, {"Word": "them.", "Confidence": 0.784, "X1": 0.14248, "Y1": 0.2432, "X2": 0.20131, "Y2": 0.243, "X3": 0.20131, "Y3": 0.2568, "X4": 0.14379, "Y4": 0.2578, "page": 0}, {"Word": "Vic also needs five other lead press officers in his shop --", "Confidence": 0.89533, "X1": 0.19739, "Y1": 0.3012, "X2": 0.93203, "Y2": 0.301, "X3": 0.93203, "Y3": 0.3188, "X4": 0.19739, "Y4": 0.3198, "page": 0}, {"Word": "one in each of four regione (Northeast, Southeast, Midwest, and", "Confidence": 0.8852, "X1": 0.13333, "Y1": 0.3312, "X2": 0.9268, "Y2": 0.331, "X3": 0.9268, "Y3": 0.3478, "X4": 0.13333, "Y4": 0.3508, "page": 0}, {"Word": "West) and one in Washington, D.C.", "Confidence": 0.9925, "X1": 0.13725, "Y1": 0.3612, "X2": 0.53725, "Y2": 0.361, "X3": 0.53725, "Y3": 0.3788, "X4": 0.13725, "Y4": 0.3798, "page": 0}, {"Word": "The model here should be a campaign press operation; the", "Confidence": 0.9345, "X1": 0.19739, "Y1": 0.4192, "X2": 0.9281, "Y2": 0.419, "X3": 0.9281, "Y3": 0.4368, "X4": 0.19739, "Y4": 0.4378, "page": 0}, {"Word": "purpose should be to shape stories; the style should be aggressive.", "Confidence": 0.94782, "X1": 0.13333, "Y1": 0.4482, "X2": 0.92157, "Y2": 0.448, "X3": 0.92157, "Y3": 0.4668, "X4": 0.13333, "Y4": 0.4698, "page": 0}, {"Word": "The prass strategy can play an important role in putting a", "Confidence": 0.94418, "X1": 0.19346, "Y1": 0.5092, "X2": 0.92288, "Y2": 0.509, "X3": 0.92288, "Y3": 0.5268, "X4": 0.19346, "Y4": 0.5288, "page": 0}, {"Word": "human face on the company. We would suggest that reporters be", "Confidence": 0.86618, "X1": 0.13203, "Y1": 0.5362, "X2": 0.92157, "Y2": 0.536, "X3": 0.92157, "Y3": 0.5548, "X4": 0.13203, "Y4": 0.5568, "page": 0}, {"Word": "invited on a selected basis to sit down one-on-one with Bible or", "Confidence": 0.92775, "X1": 0.13203, "Y1": 0.5672, "X2": 0.92418, "Y2": 0.567, "X3": 0.92418, "Y3": 0.5848, "X4": 0.13203, "Y4": 0.5878, "page": 0}, {"Word": "another top executive; sometimes, this could take the form of lunch", "Confidence": 0.92473, "X1": 0.13072, "Y1": 0.5962, "X2": 0.92288, "Y2": 0.596, "X3": 0.92288, "Y3": 0.6138, "X4": 0.13072, "Y4": 0.6178, "page": 0}, {"Word": "one-on-one.", "Confidence": 0.567, "X1": 0.12941, "Y1": 0.6292, "X2": 0.26275, "Y2": 0.629, "X3": 0.26275, "Y3": 0.6438, "X4": 0.12941, "Y4": 0.6458, "page": 0}, {"Word": "We should seek out and schedule editorial board visits with", "Confidence": 0.8963, "X1": 0.18824, "Y1": 0.6852, "X2": 0.91765, "Y2": 0.685, "X3": 0.91895, "Y3": 0.7018, "X4": 0.18824, "Y4": 0.7058, "page": 0}, {"Word": "major newspapers across the country. A team should be put together", "Confidence": 0.96991, "X1": 0.1268, "Y1": 0.7152, "X2": 0.92026, "Y2": 0.715, "X3": 0.92026, "Y3": 0.7328, "X4": 0.1268, "Y4": 0.7378, "page": 0}, {"Word": "internally to conduct such presentations; it should include, for", "Confidence": 0.89578, "X1": 0.1281, "Y1": 0.7452, "X2": 0.91895, "Y2": 0.745, "X3": 0.91895, "Y3": 0.7628, "X4": 0.1281, "Y4": 0.7658, "page": 0}, {"Word": "the important newspapers, a major executive such as Bible or", "Confidence": 0.9626, "X1": 0.1268, "Y1": 0.7752, "X2": 0.92026, "Y2": 0.775, "X3": 0.92026, "Y3": 0.7928, "X4": 0.1268, "Y4": 0.7968, "page": 0}, {"Word": "Campbell.", "Confidence": 0.646, "X1": 0.12418, "Y1": 0.8072, "X2": 0.2366, "Y2": 0.807, "X3": 0.2366, "Y3": 0.8248, "X4": 0.12418, "Y4": 0.8268, "page": 0}, {"Word": "2073576746", "Confidence": 0.963, "X1": 0.98693, "Y1": 0.9012, "X2": 0.97647, "Y2": 0.901, "X3": 0.95294, "Y3": 0.8998, "X4": 0.9634, "Y4": 0.8008, "page": 0}, {"Word": "3990027791", "Confidence": 0.991, "X1": 0.02614, "Y1": 0.9782, "X2": 0.12418, "Y2": 0.978, "X3": 0.12418, "Y3": 0.9908, "X4": 0.02614, "Y4": 0.9908, "page": 0}], "words_data": [{"Word": "major", "Confidence": 0.983, "X1": 0.86797, "Y1": 0.0912, "X2": 0.93072, "Y2": 0.091, "X3": 0.92941, "Y3": 0.1078, "X4": 0.86667, "Y4": 0.1078, "page": 0, "Index": 0}, {"Word": "Vic", "Confidence": 0.991, "X1": 0.20784, "Y1": 0.0932, "X2": 0.24314, "Y2": 0.093, "X3": 0.24314, "Y3": 0.1098, "X4": 0.20784, "Y4": 0.1098, "page": 0, "Index": 1}, {"Word": "should", "Confidence": 0.853, "X1": 0.2549, "Y1": 0.0932, "X2": 0.32941, "Y2": 0.093, "X3": 0.32941, "Y3": 0.1098, "X4": 0.2549, "Y4": 0.1098, "page": 0, "Index": 2}, {"Word": "be", "Confidence": 0.992, "X1": 0.34118, "Y1": 0.0922, "X2": 0.36863, "Y2": 0.092, "X3": 0.36863, "Y3": 0.1098, "X4": 0.34118, "Y4": 0.1098, "page": 0, "Index": 3}, {"Word": "interacting", "Confidence": 0.899, "X1": 0.37908, "Y1": 0.0912, "X2": 0.51373, "Y2": 0.091, "X3": 0.51242, "Y3": 0.1098, "X4": 0.37908, "Y4": 0.1098, "page": 0, "Index": 4}, {"Word": "on", "Confidence": 0.996, "X1": 0.52288, "Y1": 0.0912, "X2": 0.55033, "Y2": 0.091, "X3": 0.55033, "Y3": 0.1098, "X4": 0.52288, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "a", "Confidence": 0.995, "X1": 0.56209, "Y1": 0.0912, "X2": 0.57516, "Y2": 0.091, "X3": 0.57386, "Y3": 0.1098, "X4": 0.56078, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "regular", "Confidence": 0.848, "X1": 0.58562, "Y1": 0.0912, "X2": 0.6719, "Y2": 0.091, "X3": 0.6719, "Y3": 0.1098, "X4": 0.58562, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "basis", "Confidence": 0.991, "X1": 0.68105, "Y1": 0.0912, "X2": 0.74641, "Y2": 0.091, "X3": 0.7451, "Y3": 0.1088, "X4": 0.68105, "Y4": 0.1098, "page": 0, "Index": 8}, {"Word": "with", "Confidence": 0.99, "X1": 0.75556, "Y1": 0.0912, "X2": 0.80784, "Y2": 0.091, "X3": 0.80654, "Y3": 0.1088, "X4": 0.75425, "Y4": 0.1088, "page": 0, "Index": 9}, {"Word": "the", "Confidence": 0.998, "X1": 0.82092, "Y1": 0.0912, "X2": 0.85882, "Y2": 0.091, "X3": 0.85752, "Y3": 0.1088, "X4": 0.81961, "Y4": 0.1088, "page": 0, "Index": 10}, {"Word": "Washington", "Confidence": 0.572, "X1": 0.67974, "Y1": 0.1212, "X2": 0.80392, "Y2": 0.121, "X3": 0.80261, "Y3": 0.1378, "X4": 0.67843, "Y4": 0.1388, "page": 0, "Index": 11}, {"Word": "Post,", "Confidence": 0.647, "X1": 0.8183, "Y1": 0.1212, "X2": 0.88105, "Y2": 0.121, "X3": 0.88105, "Y3": 0.1378, "X4": 0.81699, "Y4": 0.1378, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.926, "X1": 0.89281, "Y1": 0.1212, "X2": 0.93072, "Y2": 0.121, "X3": 0.92941, "Y3": 0.1378, "X4": 0.89281, "Y4": 0.1378, "page": 0, "Index": 13}, {"Word": "reporters", "Confidence": 0.628, "X1": 0.1451, "Y1": 0.1242, "X2": 0.2549, "Y2": 0.124, "X3": 0.25359, "Y3": 0.1398, "X4": 0.1451, "Y4": 0.1408, "page": 0, "Index": 14}, {"Word": "--", "Confidence": 0.955, "X1": 0.26797, "Y1": 0.1242, "X2": 0.29281, "Y2": 0.124, "X3": 0.29281, "Y3": 0.1398, "X4": 0.26797, "Y4": 0.1398, "page": 0, "Index": 15}, {"Word": "e.g", "Confidence": 0.959, "X1": 0.30719, "Y1": 0.1232, "X2": 0.34248, "Y2": 0.123, "X3": 0.34248, "Y3": 0.1398, "X4": 0.30588, "Y4": 0.1398, "page": 0, "Index": 16}, {"Word": ".,", "Confidence": 0.968, "X1": 0.34771, "Y1": 0.1232, "X2": 0.37124, "Y2": 0.123, "X3": 0.37124, "Y3": 0.1398, "X4": 0.34641, "Y4": 0.1398, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.982, "X1": 0.38301, "Y1": 0.1232, "X2": 0.42092, "Y2": 0.123, "X3": 0.41961, "Y3": 0.1398, "X4": 0.38301, "Y4": 0.1398, "page": 0, "Index": 18}, {"Word": "New", "Confidence": 0.601, "X1": 0.43137, "Y1": 0.1222, "X2": 0.46928, "Y2": 0.122, "X3": 0.46928, "Y3": 0.1398, "X4": 0.43007, "Y4": 0.1398, "page": 0, "Index": 19}, {"Word": "York", "Confidence": 0.987, "X1": 0.48235, "Y1": 0.1222, "X2": 0.53203, "Y2": 0.122, "X3": 0.53072, "Y3": 0.1388, "X4": 0.48235, "Y4": 0.1398, "page": 0, "Index": 20}, {"Word": "Times,", "Confidence": 0.832, "X1": 0.54641, "Y1": 0.1222, "X2": 0.62092, "Y2": 0.122, "X3": 0.62092, "Y3": 0.1388, "X4": 0.54641, "Y4": 0.1388, "page": 0, "Index": 21}, {"Word": "the", "Confidence": 0.649, "X1": 0.63268, "Y1": 0.1222, "X2": 0.66928, "Y2": 0.122, "X3": 0.66797, "Y3": 0.1388, "X4": 0.63268, "Y4": 0.1388, "page": 0, "Index": 22}, {"Word": "Wall", "Confidence": 0.968, "X1": 0.14641, "Y1": 0.1522, "X2": 0.19608, "Y2": 0.152, "X3": 0.19608, "Y3": 0.1678, "X4": 0.14641, "Y4": 0.1678, "page": 0, "Index": 23}, {"Word": "Street", "Confidence": 0.998, "X1": 0.21307, "Y1": 0.1522, "X2": 0.28627, "Y2": 0.152, "X3": 0.28627, "Y3": 0.1678, "X4": 0.21307, "Y4": 0.1678, "page": 0, "Index": 24}, {"Word": "reporters,", "Confidence": 0.953, "X1": 0.57124, "Y1": 0.1502, "X2": 0.69412, "Y2": 0.15, "X3": 0.69281, "Y3": 0.1678, "X4": 0.57124, "Y4": 0.1678, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.974, "X1": 0.7085, "Y1": 0.1502, "X2": 0.74902, "Y2": 0.15, "X3": 0.74902, "Y3": 0.1678, "X4": 0.7085, "Y4": 0.1678, "page": 0, "Index": 26}, {"Word": "tan", "Confidence": 0.801, "X1": 0.76471, "Y1": 0.1502, "X2": 0.80131, "Y2": 0.15, "X3": 0.80131, "Y3": 0.1678, "X4": 0.7634, "Y4": 0.1678, "page": 0, "Index": 27}, {"Word": "or", "Confidence": 0.992, "X1": 0.81961, "Y1": 0.1502, "X2": 0.84575, "Y2": 0.15, "X3": 0.84444, "Y3": 0.1668, "X4": 0.8183, "Y4": 0.1678, "page": 0, "Index": 28}, {"Word": "twelve", "Confidence": 0.973, "X1": 0.86013, "Y1": 0.1512, "X2": 0.93203, "Y2": 0.151, "X3": 0.93203, "Y3": 0.1668, "X4": 0.85882, "Y4": 0.1668, "page": 0, "Index": 29}, {"Word": "Journal,", "Confidence": 0.992, "X1": 0.30327, "Y1": 0.1512, "X2": 0.4, "Y2": 0.151, "X3": 0.39869, "Y3": 0.1688, "X4": 0.30327, "Y4": 0.1688, "page": 0, "Index": 30}, {"Word": "the", "Confidence": 0.941, "X1": 0.41699, "Y1": 0.1512, "X2": 0.4549, "Y2": 0.151, "X3": 0.4549, "Y3": 0.1688, "X4": 0.41699, "Y4": 0.1688, "page": 0, "Index": 31}, {"Word": "network", "Confidence": 0.826, "X1": 0.46928, "Y1": 0.1512, "X2": 0.55686, "Y2": 0.151, "X3": 0.55686, "Y3": 0.1688, "X4": 0.46928, "Y4": 0.1688, "page": 0, "Index": 32}, {"Word": "individuals", "Confidence": 0.853, "X1": 0.1451, "Y1": 0.1812, "X2": 0.27843, "Y2": 0.181, "X3": 0.27843, "Y3": 0.1988, "X4": 0.1451, "Y4": 0.1988, "page": 0, "Index": 33}, {"Word": "who", "Confidence": 0.993, "X1": 0.28758, "Y1": 0.1812, "X2": 0.3281, "Y2": 0.181, "X3": 0.3281, "Y3": 0.1988, "X4": 0.28758, "Y4": 0.1988, "page": 0, "Index": 34}, {"Word": "really", "Confidence": 0.661, "X1": 0.33856, "Y1": 0.1812, "X2": 0.41307, "Y2": 0.181, "X3": 0.41176, "Y3": 0.1988, "X4": 0.33725, "Y4": 0.1988, "page": 0, "Index": 35}, {"Word": "control", "Confidence": 0.992, "X1": 0.42092, "Y1": 0.1802, "X2": 0.5098, "Y2": 0.18, "X3": 0.5085, "Y3": 0.1988, "X4": 0.42092, "Y4": 0.1988, "page": 0, "Index": 36}, {"Word": "the", "Confidence": 0.997, "X1": 0.51765, "Y1": 0.1802, "X2": 0.55686, "Y2": 0.18, "X3": 0.55686, "Y3": 0.1988, "X4": 0.51765, "Y4": 0.1988, "page": 0, "Index": 37}, {"Word": "news", "Confidence": 0.895, "X1": 0.56471, "Y1": 0.1802, "X2": 0.61699, "Y2": 0.18, "X3": 0.61699, "Y3": 0.1988, "X4": 0.56471, "Y4": 0.1988, "page": 0, "Index": 38}, {"Word": "on", "Confidence": 0.998, "X1": 0.62614, "Y1": 0.1802, "X2": 0.65229, "Y2": 0.18, "X3": 0.65098, "Y3": 0.1988, "X4": 0.62484, "Y4": 0.1988, "page": 0, "Index": 39}, {"Word": "this", "Confidence": 0.9, "X1": 0.66275, "Y1": 0.1802, "X2": 0.71111, "Y2": 0.18, "X3": 0.7098, "Y3": 0.1988, "X4": 0.66144, "Y4": 0.1988, "page": 0, "Index": 40}, {"Word": "issue.", "Confidence": 0.934, "X1": 0.72157, "Y1": 0.1802, "X2": 0.79869, "Y2": 0.18, "X3": 0.79739, "Y3": 0.1988, "X4": 0.72026, "Y4": 0.1988, "page": 0, "Index": 41}, {"Word": "A", "Confidence": 0.941, "X1": 0.81961, "Y1": 0.1802, "X2": 0.83268, "Y2": 0.18, "X3": 0.83268, "Y3": 0.1988, "X4": 0.8183, "Y4": 0.1988, "page": 0, "Index": 42}, {"Word": "primary", "Confidence": 0.991, "X1": 0.84314, "Y1": 0.1802, "X2": 0.93203, "Y2": 0.18, "X3": 0.93072, "Y3": 0.1988, "X4": 0.84183, "Y4": 0.1988, "page": 0, "Index": 43}, {"Word": "role", "Confidence": 0.829, "X1": 0.14118, "Y1": 0.2122, "X2": 0.19216, "Y2": 0.212, "X3": 0.19216, "Y3": 0.2298, "X4": 0.14118, "Y4": 0.2298, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.20261, "Y1": 0.2122, "X2": 0.24183, "Y2": 0.212, "X3": 0.24183, "Y3": 0.2298, "X4": 0.20131, "Y4": 0.2298, "page": 0, "Index": 45}, {"Word": "Vic", "Confidence": 0.809, "X1": 0.24967, "Y1": 0.2122, "X2": 0.28758, "Y2": 0.212, "X3": 0.28758, "Y3": 0.2298, "X4": 0.24967, "Y4": 0.2298, "page": 0, "Index": 46}, {"Word": "ought", "Confidence": 0.995, "X1": 0.29804, "Y1": 0.2112, "X2": 0.36471, "Y2": 0.211, "X3": 0.36471, "Y3": 0.2298, "X4": 0.29804, "Y4": 0.2298, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.998, "X1": 0.37255, "Y1": 0.2112, "X2": 0.4, "Y2": 0.211, "X3": 0.4, "Y3": 0.2298, "X4": 0.37255, "Y4": 0.2298, "page": 0, "Index": 48}, {"Word": "be", "Confidence": 0.998, "X1": 0.40654, "Y1": 0.2112, "X2": 0.43529, "Y2": 0.211, "X3": 0.43529, "Y3": 0.2298, "X4": 0.40654, "Y4": 0.2298, "page": 0, "Index": 49}, {"Word": "maintaining", "Confidence": 0.955, "X1": 0.44183, "Y1": 0.2112, "X2": 0.58039, "Y2": 0.211, "X3": 0.58039, "Y3": 0.2298, "X4": 0.44183, "Y4": 0.2298, "page": 0, "Index": 50}, {"Word": "a", "Confidence": 0.996, "X1": 0.58824, "Y1": 0.2112, "X2": 0.60261, "Y2": 0.211, "X3": 0.60261, "Y3": 0.2298, "X4": 0.58824, "Y4": 0.2298, "page": 0, "Index": 51}, {"Word": "personal", "Confidence": 0.907, "X1": 0.61046, "Y1": 0.2112, "X2": 0.7098, "Y2": 0.211, "X3": 0.7098, "Y3": 0.2298, "X4": 0.61046, "Y4": 0.2298, "page": 0, "Index": 52}, {"Word": "relationship", "Confidence": 0.877, "X1": 0.71765, "Y1": 0.2112, "X2": 0.86797, "Y2": 0.211, "X3": 0.86797, "Y3": 0.2288, "X4": 0.71765, "Y4": 0.2298, "page": 0, "Index": 53}, {"Word": "with", "Confidence": 0.989, "X1": 0.87582, "Y1": 0.2112, "X2": 0.9281, "Y2": 0.211, "X3": 0.9281, "Y3": 0.2288, "X4": 0.87582, "Y4": 0.2288, "page": 0, "Index": 54}, {"Word": "them.", "Confidence": 0.784, "X1": 0.14379, "Y1": 0.2432, "X2": 0.20131, "Y2": 0.243, "X3": 0.20131, "Y3": 0.2568, "X4": 0.14379, "Y4": 0.2578, "page": 0, "Index": 55}, {"Word": "Vic", "Confidence": 0.994, "X1": 0.2, "Y1": 0.3032, "X2": 0.23791, "Y2": 0.303, "X3": 0.2366, "Y3": 0.3198, "X4": 0.2, "Y4": 0.3188, "page": 0, "Index": 56}, {"Word": "also", "Confidence": 0.648, "X1": 0.24837, "Y1": 0.3022, "X2": 0.29935, "Y2": 0.302, "X3": 0.29804, "Y3": 0.3198, "X4": 0.24837, "Y4": 0.3198, "page": 0, "Index": 57}, {"Word": "needs", "Confidence": 0.848, "X1": 0.3098, "Y1": 0.3022, "X2": 0.37386, "Y2": 0.302, "X3": 0.37255, "Y3": 0.3198, "X4": 0.3098, "Y4": 0.3198, "page": 0, "Index": 58}, {"Word": "five", "Confidence": 0.905, "X1": 0.38301, "Y1": 0.3022, "X2": 0.43399, "Y2": 0.302, "X3": 0.43268, "Y3": 0.3198, "X4": 0.38301, "Y4": 0.3198, "page": 0, "Index": 59}, {"Word": "other", "Confidence": 0.997, "X1": 0.44183, "Y1": 0.3012, "X2": 0.50458, "Y2": 0.301, "X3": 0.50458, "Y3": 0.3198, "X4": 0.44052, "Y4": 0.3198, "page": 0, "Index": 60}, {"Word": "lead", "Confidence": 0.851, "X1": 0.51503, "Y1": 0.3012, "X2": 0.56471, "Y2": 0.301, "X3": 0.5634, "Y3": 0.3198, "X4": 0.51373, "Y4": 0.3198, "page": 0, "Index": 61}, {"Word": "press", "Confidence": 0.995, "X1": 0.57386, "Y1": 0.3012, "X2": 0.63791, "Y2": 0.301, "X3": 0.6366, "Y3": 0.3198, "X4": 0.57255, "Y4": 0.3198, "page": 0, "Index": 62}, {"Word": "officers", "Confidence": 0.883, "X1": 0.64575, "Y1": 0.3012, "X2": 0.7451, "Y2": 0.301, "X3": 0.74379, "Y3": 0.3198, "X4": 0.64444, "Y4": 0.3198, "page": 0, "Index": 63}, {"Word": "in", "Confidence": 0.998, "X1": 0.75686, "Y1": 0.3012, "X2": 0.78039, "Y2": 0.301, "X3": 0.77778, "Y3": 0.3188, "X4": 0.75425, "Y4": 0.3198, "page": 0, "Index": 64}, {"Word": "his", "Confidence": 0.822, "X1": 0.78954, "Y1": 0.3012, "X2": 0.83137, "Y2": 0.301, "X3": 0.82876, "Y3": 0.3188, "X4": 0.78824, "Y4": 0.3188, "page": 0, "Index": 65}, {"Word": "shop", "Confidence": 0.846, "X1": 0.84183, "Y1": 0.3022, "X2": 0.8915, "Y2": 0.302, "X3": 0.8902, "Y3": 0.3188, "X4": 0.83922, "Y4": 0.3188, "page": 0, "Index": 66}, {"Word": "--", "Confidence": 0.957, "X1": 0.90327, "Y1": 0.3022, "X2": 0.9281, "Y2": 0.302, "X3": 0.9268, "Y3": 0.3188, "X4": 0.90065, "Y4": 0.3188, "page": 0, "Index": 67}, {"Word": "one", "Confidence": 0.997, "X1": 0.13856, "Y1": 0.3342, "X2": 0.17778, "Y2": 0.334, "X3": 0.17647, "Y3": 0.3508, "X4": 0.13725, "Y4": 0.3508, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.998, "X1": 0.18954, "Y1": 0.3342, "X2": 0.21569, "Y2": 0.334, "X3": 0.21438, "Y3": 0.3508, "X4": 0.18954, "Y4": 0.3508, "page": 0, "Index": 69}, {"Word": "each", "Confidence": 0.651, "X1": 0.22876, "Y1": 0.3332, "X2": 0.27843, "Y2": 0.333, "X3": 0.27712, "Y3": 0.3508, "X4": 0.22745, "Y4": 0.3508, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.2915, "Y1": 0.3332, "X2": 0.31895, "Y2": 0.333, "X3": 0.31765, "Y3": 0.3498, "X4": 0.2915, "Y4": 0.3508, "page": 0, "Index": 71}, {"Word": "four", "Confidence": 0.991, "X1": 0.33333, "Y1": 0.3332, "X2": 0.38301, "Y2": 0.333, "X3": 0.3817, "Y3": 0.3498, "X4": 0.33203, "Y4": 0.3498, "page": 0, "Index": 72}, {"Word": "regione", "Confidence": 0.663, "X1": 0.39346, "Y1": 0.3322, "X2": 0.47974, "Y2": 0.332, "X3": 0.47974, "Y3": 0.3498, "X4": 0.39346, "Y4": 0.3498, "page": 0, "Index": 73}, {"Word": "(Northeast,", "Confidence": 0.991, "X1": 0.49412, "Y1": 0.3322, "X2": 0.62876, "Y2": 0.332, "X3": 0.62876, "Y3": 0.3498, "X4": 0.49281, "Y4": 0.3498, "page": 0, "Index": 74}, {"Word": "Southeast,", "Confidence": 0.682, "X1": 0.64052, "Y1": 0.3312, "X2": 0.76471, "Y2": 0.331, "X3": 0.7634, "Y3": 0.3498, "X4": 0.63922, "Y4": 0.3498, "page": 0, "Index": 75}, {"Word": "Midwest,", "Confidence": 0.883, "X1": 0.77386, "Y1": 0.3312, "X2": 0.87712, "Y2": 0.331, "X3": 0.87582, "Y3": 0.3488, "X4": 0.77386, "Y4": 0.3498, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.998, "X1": 0.88758, "Y1": 0.3312, "X2": 0.92549, "Y2": 0.331, "X3": 0.92549, "Y3": 0.3488, "X4": 0.88758, "Y4": 0.3488, "page": 0, "Index": 77}, {"Word": "West)", "Confidence": 0.991, "X1": 0.13856, "Y1": 0.3632, "X2": 0.20131, "Y2": 0.363, "X3": 0.20131, "Y3": 0.3788, "X4": 0.13725, "Y4": 0.3798, "page": 0, "Index": 78}, {"Word": "and", "Confidence": 0.998, "X1": 0.21046, "Y1": 0.3632, "X2": 0.24837, "Y2": 0.363, "X3": 0.24837, "Y3": 0.3788, "X4": 0.21046, "Y4": 0.3788, "page": 0, "Index": 79}, {"Word": "one", "Confidence": 0.991, "X1": 0.25752, "Y1": 0.3632, "X2": 0.29673, "Y2": 0.363, "X3": 0.29673, "Y3": 0.3788, "X4": 0.25752, "Y4": 0.3788, "page": 0, "Index": 80}, {"Word": "in", "Confidence": 0.998, "X1": 0.3085, "Y1": 0.3632, "X2": 0.33333, "Y2": 0.363, "X3": 0.33333, "Y3": 0.3788, "X4": 0.3085, "Y4": 0.3788, "page": 0, "Index": 81}, {"Word": "Washington,", "Confidence": 0.991, "X1": 0.34379, "Y1": 0.3622, "X2": 0.47974, "Y2": 0.362, "X3": 0.47974, "Y3": 0.3798, "X4": 0.34379, "Y4": 0.3788, "page": 0, "Index": 82}, {"Word": "D.C.", "Confidence": 0.986, "X1": 0.48627, "Y1": 0.3622, "X2": 0.53725, "Y2": 0.362, "X3": 0.53725, "Y3": 0.3798, "X4": 0.48627, "Y4": 0.3798, "page": 0, "Index": 83}, {"Word": "The", "Confidence": 0.996, "X1": 0.19869, "Y1": 0.4202, "X2": 0.23529, "Y2": 0.42, "X3": 0.23529, "Y3": 0.4368, "X4": 0.19739, "Y4": 0.4368, "page": 0, "Index": 84}, {"Word": "model", "Confidence": 0.809, "X1": 0.24967, "Y1": 0.4202, "X2": 0.31373, "Y2": 0.42, "X3": 0.31373, "Y3": 0.4378, "X4": 0.24967, "Y4": 0.4378, "page": 0, "Index": 85}, {"Word": "here", "Confidence": 0.984, "X1": 0.3281, "Y1": 0.4202, "X2": 0.3817, "Y2": 0.42, "X3": 0.38039, "Y3": 0.4378, "X4": 0.3281, "Y4": 0.4378, "page": 0, "Index": 86}, {"Word": "should", "Confidence": 0.994, "X1": 0.39346, "Y1": 0.4202, "X2": 0.46797, "Y2": 0.42, "X3": 0.46667, "Y3": 0.4378, "X4": 0.39346, "Y4": 0.4378, "page": 0, "Index": 87}, {"Word": "campaign", "Confidence": 0.954, "X1": 0.55294, "Y1": 0.4202, "X2": 0.65359, "Y2": 0.42, "X3": 0.65359, "Y3": 0.4378, "X4": 0.55163, "Y4": 0.4388, "page": 0, "Index": 88}, {"Word": "press", "Confidence": 0.869, "X1": 0.66667, "Y1": 0.4192, "X2": 0.72941, "Y2": 0.419, "X3": 0.7281, "Y3": 0.4378, "X4": 0.66667, "Y4": 0.4378, "page": 0, "Index": 89}, {"Word": "operation;", "Confidence": 0.958, "X1": 0.74379, "Y1": 0.4192, "X2": 0.8719, "Y2": 0.419, "X3": 0.87059, "Y3": 0.4378, "X4": 0.74248, "Y4": 0.4378, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.998, "X1": 0.88627, "Y1": 0.4192, "X2": 0.92418, "Y2": 0.419, "X3": 0.92288, "Y3": 0.4368, "X4": 0.88497, "Y4": 0.4368, "page": 0, "Index": 91}, {"Word": "be", "Confidence": 0.936, "X1": 0.48235, "Y1": 0.4202, "X2": 0.5098, "Y2": 0.42, "X3": 0.5085, "Y3": 0.4388, "X4": 0.48105, "Y4": 0.4378, "page": 0, "Index": 92}, {"Word": "a", "Confidence": 0.847, "X1": 0.52418, "Y1": 0.4202, "X2": 0.53856, "Y2": 0.42, "X3": 0.53725, "Y3": 0.4388, "X4": 0.52418, "Y4": 0.4388, "page": 0, "Index": 93}, {"Word": "should", "Confidence": 0.993, "X1": 0.66928, "Y1": 0.4492, "X2": 0.74248, "Y2": 0.449, "X3": 0.74379, "Y3": 0.4678, "X4": 0.67059, "Y4": 0.4678, "page": 0, "Index": 94}, {"Word": "be", "Confidence": 0.893, "X1": 0.75033, "Y1": 0.4492, "X2": 0.77778, "Y2": 0.449, "X3": 0.77908, "Y3": 0.4678, "X4": 0.75033, "Y4": 0.4678, "page": 0, "Index": 95}, {"Word": "aggressive.", "Confidence": 0.962, "X1": 0.78562, "Y1": 0.4492, "X2": 0.92026, "Y2": 0.449, "X3": 0.92157, "Y3": 0.4668, "X4": 0.78693, "Y4": 0.4678, "page": 0, "Index": 96}, {"Word": "purpose", "Confidence": 0.959, "X1": 0.13464, "Y1": 0.4522, "X2": 0.22092, "Y2": 0.452, "X3": 0.22222, "Y3": 0.4698, "X4": 0.13595, "Y4": 0.4698, "page": 0, "Index": 97}, {"Word": "should", "Confidence": 0.991, "X1": 0.23007, "Y1": 0.4512, "X2": 0.30327, "Y2": 0.451, "X3": 0.30327, "Y3": 0.4688, "X4": 0.23007, "Y4": 0.4698, "page": 0, "Index": 98}, {"Word": "be", "Confidence": 0.955, "X1": 0.31111, "Y1": 0.4512, "X2": 0.33987, "Y2": 0.451, "X3": 0.33987, "Y3": 0.4688, "X4": 0.31242, "Y4": 0.4688, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.4512, "X2": 0.37255, "Y2": 0.451, "X3": 0.37255, "Y3": 0.4688, "X4": 0.34771, "Y4": 0.4688, "page": 0, "Index": 100}, {"Word": "shape", "Confidence": 0.955, "X1": 0.37908, "Y1": 0.4512, "X2": 0.44183, "Y2": 0.451, "X3": 0.44314, "Y3": 0.4688, "X4": 0.38039, "Y4": 0.4688, "page": 0, "Index": 101}, {"Word": "stories;", "Confidence": 0.847, "X1": 0.44837, "Y1": 0.4502, "X2": 0.54771, "Y2": 0.45, "X3": 0.54771, "Y3": 0.4688, "X4": 0.44967, "Y4": 0.4688, "page": 0, "Index": 102}, {"Word": "the", "Confidence": 0.974, "X1": 0.55425, "Y1": 0.4502, "X2": 0.59477, "Y2": 0.45, "X3": 0.59608, "Y3": 0.4688, "X4": 0.55425, "Y4": 0.4688, "page": 0, "Index": 103}, {"Word": "style", "Confidence": 0.899, "X1": 0.6, "Y1": 0.4492, "X2": 0.66144, "Y2": 0.449, "X3": 0.66144, "Y3": 0.4688, "X4": 0.6, "Y4": 0.4688, "page": 0, "Index": 104}, {"Word": "The", "Confidence": 0.994, "X1": 0.19477, "Y1": 0.5132, "X2": 0.23268, "Y2": 0.513, "X3": 0.23268, "Y3": 0.5278, "X4": 0.19477, "Y4": 0.5278, "page": 0, "Index": 105}, {"Word": "prass", "Confidence": 0.955, "X1": 0.24314, "Y1": 0.5122, "X2": 0.30719, "Y2": 0.512, "X3": 0.30719, "Y3": 0.5278, "X4": 0.24314, "Y4": 0.5278, "page": 0, "Index": 106}, {"Word": "strategy", "Confidence": 0.991, "X1": 0.32157, "Y1": 0.5112, "X2": 0.4183, "Y2": 0.511, "X3": 0.4183, "Y3": 0.5278, "X4": 0.32157, "Y4": 0.5278, "page": 0, "Index": 107}, {"Word": "can", "Confidence": 0.998, "X1": 0.43007, "Y1": 0.5112, "X2": 0.46797, "Y2": 0.511, "X3": 0.46797, "Y3": 0.5278, "X4": 0.42876, "Y4": 0.5278, "page": 0, "Index": 108}, {"Word": "play", "Confidence": 0.983, "X1": 0.48105, "Y1": 0.5112, "X2": 0.52941, "Y2": 0.511, "X3": 0.52941, "Y3": 0.5278, "X4": 0.48105, "Y4": 0.5278, "page": 0, "Index": 109}, {"Word": "an", "Confidence": 0.808, "X1": 0.54379, "Y1": 0.5102, "X2": 0.56863, "Y2": 0.51, "X3": 0.56863, "Y3": 0.5278, "X4": 0.54379, "Y4": 0.5278, "page": 0, "Index": 110}, {"Word": "important", "Confidence": 0.993, "X1": 0.58301, "Y1": 0.5102, "X2": 0.69281, "Y2": 0.51, "X3": 0.6915, "Y3": 0.5278, "X4": 0.58301, "Y4": 0.5278, "page": 0, "Index": 111}, {"Word": "role", "Confidence": 0.85, "X1": 0.70327, "Y1": 0.5102, "X2": 0.75425, "Y2": 0.51, "X3": 0.75294, "Y3": 0.5278, "X4": 0.70327, "Y4": 0.5278, "page": 0, "Index": 112}, {"Word": "in", "Confidence": 0.998, "X1": 0.76732, "Y1": 0.5102, "X2": 0.79346, "Y2": 0.51, "X3": 0.79216, "Y3": 0.5278, "X4": 0.76732, "Y4": 0.5278, "page": 0, "Index": 113}, {"Word": "putting", "Confidence": 0.995, "X1": 0.80523, "Y1": 0.5102, "X2": 0.89542, "Y2": 0.51, "X3": 0.89542, "Y3": 0.5278, "X4": 0.80523, "Y4": 0.5278, "page": 0, "Index": 114}, {"Word": "a", "Confidence": 0.821, "X1": 0.90588, "Y1": 0.5102, "X2": 0.91895, "Y2": 0.51, "X3": 0.91895, "Y3": 0.5278, "X4": 0.90588, "Y4": 0.5278, "page": 0, "Index": 115}, {"Word": "human", "Confidence": 0.995, "X1": 0.13333, "Y1": 0.5412, "X2": 0.19346, "Y2": 0.541, "X3": 0.19346, "Y3": 0.5568, "X4": 0.13203, "Y4": 0.5558, "page": 0, "Index": 116}, {"Word": "face", "Confidence": 0.777, "X1": 0.20915, "Y1": 0.5402, "X2": 0.25882, "Y2": 0.54, "X3": 0.25882, "Y3": 0.5568, "X4": 0.20915, "Y4": 0.5568, "page": 0, "Index": 117}, {"Word": "on", "Confidence": 0.998, "X1": 0.2719, "Y1": 0.5402, "X2": 0.29804, "Y2": 0.54, "X3": 0.29804, "Y3": 0.5568, "X4": 0.27059, "Y4": 0.5568, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.31373, "Y1": 0.5402, "X2": 0.35294, "Y2": 0.54, "X3": 0.35294, "Y3": 0.5568, "X4": 0.31373, "Y4": 0.5568, "page": 0, "Index": 119}, {"Word": "company.", "Confidence": 0.936, "X1": 0.3634, "Y1": 0.5392, "X2": 0.46275, "Y2": 0.539, "X3": 0.46275, "Y3": 0.5568, "X4": 0.3634, "Y4": 0.5568, "page": 0, "Index": 120}, {"Word": "We", "Confidence": 0.945, "X1": 0.48889, "Y1": 0.5392, "X2": 0.51765, "Y2": 0.539, "X3": 0.51765, "Y3": 0.5568, "X4": 0.48889, "Y4": 0.5568, "page": 0, "Index": 121}, {"Word": "would", "Confidence": 0.994, "X1": 0.5268, "Y1": 0.5382, "X2": 0.59216, "Y2": 0.538, "X3": 0.59216, "Y3": 0.5568, "X4": 0.5268, "Y4": 0.5568, "page": 0, "Index": 122}, {"Word": "suggest", "Confidence": 0.622, "X1": 0.60392, "Y1": 0.5382, "X2": 0.6902, "Y2": 0.538, "X3": 0.6902, "Y3": 0.5558, "X4": 0.60392, "Y4": 0.5568, "page": 0, "Index": 123}, {"Word": "that", "Confidence": 0.991, "X1": 0.70588, "Y1": 0.5382, "X2": 0.75556, "Y2": 0.538, "X3": 0.75556, "Y3": 0.5558, "X4": 0.70588, "Y4": 0.5558, "page": 0, "Index": 124}, {"Word": "reporters", "Confidence": 0.624, "X1": 0.76863, "Y1": 0.5372, "X2": 0.88105, "Y2": 0.537, "X3": 0.88105, "Y3": 0.5558, "X4": 0.76993, "Y4": 0.5558, "page": 0, "Index": 125}, {"Word": "be", "Confidence": 0.648, "X1": 0.89281, "Y1": 0.5372, "X2": 0.92026, "Y2": 0.537, "X3": 0.92026, "Y3": 0.5548, "X4": 0.89412, "Y4": 0.5548, "page": 0, "Index": 126}, {"Word": "invited", "Confidence": 0.949, "X1": 0.13333, "Y1": 0.5692, "X2": 0.2183, "Y2": 0.569, "X3": 0.2183, "Y3": 0.5868, "X4": 0.13333, "Y4": 0.5858, "page": 0, "Index": 127}, {"Word": "on", "Confidence": 0.997, "X1": 0.23007, "Y1": 0.5692, "X2": 0.25621, "Y2": 0.569, "X3": 0.25621, "Y3": 0.5868, "X4": 0.22876, "Y4": 0.5868, "page": 0, "Index": 128}, {"Word": "a", "Confidence": 0.998, "X1": 0.26667, "Y1": 0.5692, "X2": 0.28105, "Y2": 0.569, "X3": 0.28105, "Y3": 0.5868, "X4": 0.26536, "Y4": 0.5868, "page": 0, "Index": 129}, {"Word": "selected", "Confidence": 0.9, "X1": 0.29281, "Y1": 0.5682, "X2": 0.39216, "Y2": 0.568, "X3": 0.39216, "Y3": 0.5878, "X4": 0.29281, "Y4": 0.5868, "page": 0, "Index": 130}, {"Word": "basis", "Confidence": 0.756, "X1": 0.40131, "Y1": 0.5682, "X2": 0.46405, "Y2": 0.568, "X3": 0.46405, "Y3": 0.5878, "X4": 0.40131, "Y4": 0.5878, "page": 0, "Index": 131}, {"Word": "to", "Confidence": 0.998, "X1": 0.47582, "Y1": 0.5682, "X2": 0.50196, "Y2": 0.568, "X3": 0.50196, "Y3": 0.5878, "X4": 0.47582, "Y4": 0.5878, "page": 0, "Index": 132}, {"Word": "sit", "Confidence": 0.608, "X1": 0.51242, "Y1": 0.5682, "X2": 0.55163, "Y2": 0.568, "X3": 0.55163, "Y3": 0.5868, "X4": 0.51242, "Y4": 0.5868, "page": 0, "Index": 133}, {"Word": "down", "Confidence": 0.962, "X1": 0.56209, "Y1": 0.5682, "X2": 0.61307, "Y2": 0.568, "X3": 0.61307, "Y3": 0.5868, "X4": 0.56078, "Y4": 0.5868, "page": 0, "Index": 134}, {"Word": "one-on-one", "Confidence": 0.991, "X1": 0.62222, "Y1": 0.5672, "X2": 0.7451, "Y2": 0.567, "X3": 0.7451, "Y3": 0.5858, "X4": 0.62222, "Y4": 0.5868, "page": 0, "Index": 135}, {"Word": "with", "Confidence": 0.981, "X1": 0.75556, "Y1": 0.5672, "X2": 0.80915, "Y2": 0.567, "X3": 0.80915, "Y3": 0.5858, "X4": 0.75556, "Y4": 0.5858, "page": 0, "Index": 136}, {"Word": "Bible", "Confidence": 0.996, "X1": 0.81699, "Y1": 0.5672, "X2": 0.88235, "Y2": 0.567, "X3": 0.88235, "Y3": 0.5848, "X4": 0.81699, "Y4": 0.5858, "page": 0, "Index": 137}, {"Word": "or", "Confidence": 0.997, "X1": 0.8915, "Y1": 0.5672, "X2": 0.92026, "Y2": 0.567, "X3": 0.92026, "Y3": 0.5838, "X4": 0.8915, "Y4": 0.5848, "page": 0, "Index": 138}, {"Word": "another", "Confidence": 0.994, "X1": 0.13203, "Y1": 0.6002, "X2": 0.2183, "Y2": 0.6, "X3": 0.2183, "Y3": 0.6178, "X4": 0.13072, "Y4": 0.6178, "page": 0, "Index": 139}, {"Word": "top", "Confidence": 0.998, "X1": 0.22745, "Y1": 0.6002, "X2": 0.26405, "Y2": 0.6, "X3": 0.26405, "Y3": 0.6178, "X4": 0.22614, "Y4": 0.6178, "page": 0, "Index": 140}, {"Word": "executive;", "Confidence": 0.701, "X1": 0.27059, "Y1": 0.5992, "X2": 0.39739, "Y2": 0.599, "X3": 0.39739, "Y3": 0.6178, "X4": 0.27059, "Y4": 0.6178, "page": 0, "Index": 141}, {"Word": "sometimes,", "Confidence": 0.851, "X1": 0.40261, "Y1": 0.5982, "X2": 0.52549, "Y2": 0.598, "X3": 0.52549, "Y3": 0.6168, "X4": 0.40261, "Y4": 0.6178, "page": 0, "Index": 142}, {"Word": "this", "Confidence": 0.981, "X1": 0.53072, "Y1": 0.5982, "X2": 0.58301, "Y2": 0.598, "X3": 0.58301, "Y3": 0.6168, "X4": 0.53072, "Y4": 0.6168, "page": 0, "Index": 143}, {"Word": "could", "Confidence": 0.902, "X1": 0.58824, "Y1": 0.5972, "X2": 0.65098, "Y2": 0.597, "X3": 0.65098, "Y3": 0.6168, "X4": 0.58824, "Y4": 0.6168, "page": 0, "Index": 144}, {"Word": "take", "Confidence": 0.838, "X1": 0.65882, "Y1": 0.5972, "X2": 0.7098, "Y2": 0.597, "X3": 0.7098, "Y3": 0.6158, "X4": 0.66013, "Y4": 0.6158, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.934, "X1": 0.71634, "Y1": 0.5972, "X2": 0.75556, "Y2": 0.597, "X3": 0.75556, "Y3": 0.6158, "X4": 0.71634, "Y4": 0.6158, "page": 0, "Index": 146}, {"Word": "form", "Confidence": 0.981, "X1": 0.76209, "Y1": 0.5972, "X2": 0.81307, "Y2": 0.597, "X3": 0.81307, "Y3": 0.6148, "X4": 0.76209, "Y4": 0.6158, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.998, "X1": 0.82092, "Y1": 0.5972, "X2": 0.84837, "Y2": 0.597, "X3": 0.84967, "Y3": 0.6148, "X4": 0.82092, "Y4": 0.6148, "page": 0, "Index": 148}, {"Word": "lunch", "Confidence": 0.994, "X1": 0.85621, "Y1": 0.5972, "X2": 0.91634, "Y2": 0.597, "X3": 0.91765, "Y3": 0.6148, "X4": 0.85621, "Y4": 0.6148, "page": 0, "Index": 149}, {"Word": "one-on-one.", "Confidence": 0.567, "X1": 0.13072, "Y1": 0.6302, "X2": 0.26275, "Y2": 0.63, "X3": 0.26275, "Y3": 0.6448, "X4": 0.13072, "Y4": 0.6458, "page": 0, "Index": 150}, {"Word": "We", "Confidence": 0.977, "X1": 0.18824, "Y1": 0.6892, "X2": 0.21569, "Y2": 0.689, "X3": 0.21569, "Y3": 0.7058, "X4": 0.18824, "Y4": 0.7058, "page": 0, "Index": 151}, {"Word": "should", "Confidence": 0.996, "X1": 0.22614, "Y1": 0.6882, "X2": 0.30065, "Y2": 0.688, "X3": 0.30065, "Y3": 0.7058, "X4": 0.22614, "Y4": 0.7058, "page": 0, "Index": 152}, {"Word": "seek", "Confidence": 0.79, "X1": 0.31373, "Y1": 0.6872, "X2": 0.3634, "Y2": 0.687, "X3": 0.3634, "Y3": 0.7058, "X4": 0.31373, "Y4": 0.7058, "page": 0, "Index": 153}, {"Word": "out", "Confidence": 0.998, "X1": 0.37516, "Y1": 0.6872, "X2": 0.41438, "Y2": 0.687, "X3": 0.41438, "Y3": 0.7048, "X4": 0.37516, "Y4": 0.7058, "page": 0, "Index": 154}, {"Word": "and", "Confidence": 0.998, "X1": 0.42353, "Y1": 0.6872, "X2": 0.46275, "Y2": 0.687, "X3": 0.46275, "Y3": 0.7048, "X4": 0.42353, "Y4": 0.7048, "page": 0, "Index": 155}, {"Word": "schedule", "Confidence": 0.611, "X1": 0.4732, "Y1": 0.6862, "X2": 0.57124, "Y2": 0.686, "X3": 0.57124, "Y3": 0.7048, "X4": 0.4732, "Y4": 0.7048, "page": 0, "Index": 156}, {"Word": "editorial", "Confidence": 0.632, "X1": 0.58301, "Y1": 0.6862, "X2": 0.6915, "Y2": 0.686, "X3": 0.6915, "Y3": 0.7038, "X4": 0.58301, "Y4": 0.7048, "page": 0, "Index": 157}, {"Word": "board", "Confidence": 0.981, "X1": 0.70196, "Y1": 0.6862, "X2": 0.76601, "Y2": 0.686, "X3": 0.76601, "Y3": 0.7038, "X4": 0.70196, "Y4": 0.7038, "page": 0, "Index": 158}, {"Word": "visits", "Confidence": 0.991, "X1": 0.77778, "Y1": 0.6862, "X2": 0.85359, "Y2": 0.686, "X3": 0.85359, "Y3": 0.7028, "X4": 0.77778, "Y4": 0.7038, "page": 0, "Index": 159}, {"Word": "with", "Confidence": 0.989, "X1": 0.86405, "Y1": 0.6872, "X2": 0.91373, "Y2": 0.687, "X3": 0.91373, "Y3": 0.7028, "X4": 0.86405, "Y4": 0.7028, "page": 0, "Index": 160}, {"Word": "major", "Confidence": 0.991, "X1": 0.1281, "Y1": 0.7192, "X2": 0.19085, "Y2": 0.719, "X3": 0.18954, "Y3": 0.7378, "X4": 0.1268, "Y4": 0.7378, "page": 0, "Index": 161}, {"Word": "newspapers", "Confidence": 0.933, "X1": 0.19608, "Y1": 0.7182, "X2": 0.32288, "Y2": 0.718, "X3": 0.32288, "Y3": 0.7368, "X4": 0.19477, "Y4": 0.7378, "page": 0, "Index": 162}, {"Word": "across", "Confidence": 0.932, "X1": 0.33203, "Y1": 0.7172, "X2": 0.40523, "Y2": 0.717, "X3": 0.40392, "Y3": 0.7358, "X4": 0.33072, "Y4": 0.7368, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.41176, "Y1": 0.7172, "X2": 0.45098, "Y2": 0.717, "X3": 0.44967, "Y3": 0.7358, "X4": 0.41046, "Y4": 0.7358, "page": 0, "Index": 164}, {"Word": "country.", "Confidence": 0.995, "X1": 0.45621, "Y1": 0.7172, "X2": 0.55817, "Y2": 0.717, "X3": 0.55686, "Y3": 0.7348, "X4": 0.4549, "Y4": 0.7358, "page": 0, "Index": 165}, {"Word": "A", "Confidence": 0.994, "X1": 0.57255, "Y1": 0.7162, "X2": 0.58693, "Y2": 0.716, "X3": 0.58562, "Y3": 0.7348, "X4": 0.57124, "Y4": 0.7348, "page": 0, "Index": 166}, {"Word": "team", "Confidence": 0.955, "X1": 0.59477, "Y1": 0.7162, "X2": 0.64575, "Y2": 0.716, "X3": 0.64444, "Y3": 0.7348, "X4": 0.59346, "Y4": 0.7348, "page": 0, "Index": 167}, {"Word": "should", "Confidence": 0.996, "X1": 0.65229, "Y1": 0.7162, "X2": 0.7268, "Y2": 0.716, "X3": 0.7268, "Y3": 0.7348, "X4": 0.65098, "Y4": 0.7348, "page": 0, "Index": 168}, {"Word": "be", "Confidence": 0.936, "X1": 0.73203, "Y1": 0.7162, "X2": 0.76078, "Y2": 0.716, "X3": 0.75948, "Y3": 0.7348, "X4": 0.73203, "Y4": 0.7348, "page": 0, "Index": 169}, {"Word": "put", "Confidence": 0.998, "X1": 0.76732, "Y1": 0.7162, "X2": 0.80915, "Y2": 0.716, "X3": 0.80784, "Y3": 0.7338, "X4": 0.76601, "Y4": 0.7348, "page": 0, "Index": 170}, {"Word": "together", "Confidence": 0.941, "X1": 0.81699, "Y1": 0.7162, "X2": 0.91503, "Y2": 0.716, "X3": 0.91503, "Y3": 0.7338, "X4": 0.81569, "Y4": 0.7338, "page": 0, "Index": 171}, {"Word": "internally", "Confidence": 0.857, "X1": 0.12941, "Y1": 0.7482, "X2": 0.24967, "Y2": 0.748, "X3": 0.24967, "Y3": 0.7668, "X4": 0.12941, "Y4": 0.7668, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.998, "X1": 0.26275, "Y1": 0.7482, "X2": 0.28889, "Y2": 0.748, "X3": 0.28758, "Y3": 0.7658, "X4": 0.26144, "Y4": 0.7668, "page": 0, "Index": 173}, {"Word": "conduct", "Confidence": 0.8, "X1": 0.29935, "Y1": 0.7482, "X2": 0.38824, "Y2": 0.748, "X3": 0.38693, "Y3": 0.7658, "X4": 0.29935, "Y4": 0.7658, "page": 0, "Index": 174}, {"Word": "such", "Confidence": 0.983, "X1": 0.39739, "Y1": 0.7472, "X2": 0.44706, "Y2": 0.747, "X3": 0.44575, "Y3": 0.7658, "X4": 0.39739, "Y4": 0.7658, "page": 0, "Index": 175}, {"Word": "presentations;", "Confidence": 0.813, "X1": 0.45752, "Y1": 0.7472, "X2": 0.63007, "Y2": 0.747, "X3": 0.62876, "Y3": 0.7648, "X4": 0.45752, "Y4": 0.7658, "page": 0, "Index": 176}, {"Word": "it", "Confidence": 0.998, "X1": 0.64052, "Y1": 0.7472, "X2": 0.66667, "Y2": 0.747, "X3": 0.66667, "Y3": 0.7648, "X4": 0.64052, "Y4": 0.7648, "page": 0, "Index": 177}, {"Word": "should", "Confidence": 0.939, "X1": 0.67843, "Y1": 0.7462, "X2": 0.75294, "Y2": 0.746, "X3": 0.75163, "Y3": 0.7638, "X4": 0.67843, "Y4": 0.7648, "page": 0, "Index": 178}, {"Word": "include,", "Confidence": 0.682, "X1": 0.7634, "Y1": 0.7462, "X2": 0.86536, "Y2": 0.746, "X3": 0.86536, "Y3": 0.7638, "X4": 0.7634, "Y4": 0.7638, "page": 0, "Index": 179}, {"Word": "for", "Confidence": 0.992, "X1": 0.87582, "Y1": 0.7462, "X2": 0.91373, "Y2": 0.746, "X3": 0.91373, "Y3": 0.7628, "X4": 0.87451, "Y4": 0.7638, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.1281, "Y1": 0.7792, "X2": 0.1634, "Y2": 0.779, "X3": 0.1634, "Y3": 0.7978, "X4": 0.1281, "Y4": 0.7978, "page": 0, "Index": 181}, {"Word": "important", "Confidence": 0.993, "X1": 0.1817, "Y1": 0.7782, "X2": 0.29412, "Y2": 0.778, "X3": 0.29412, "Y3": 0.7968, "X4": 0.1817, "Y4": 0.7978, "page": 0, "Index": 182}, {"Word": "newspapers,", "Confidence": 0.902, "X1": 0.3085, "Y1": 0.7772, "X2": 0.44444, "Y2": 0.777, "X3": 0.44444, "Y3": 0.7948, "X4": 0.3085, "Y4": 0.7958, "page": 0, "Index": 183}, {"Word": "a", "Confidence": 0.994, "X1": 0.45882, "Y1": 0.7772, "X2": 0.4732, "Y2": 0.777, "X3": 0.4732, "Y3": 0.7948, "X4": 0.45882, "Y4": 0.7948, "page": 0, "Index": 184}, {"Word": "major", "Confidence": 0.926, "X1": 0.48889, "Y1": 0.7772, "X2": 0.55294, "Y2": 0.777, "X3": 0.55294, "Y3": 0.7948, "X4": 0.48889, "Y4": 0.7948, "page": 0, "Index": 185}, {"Word": "executive", "Confidence": 0.935, "X1": 0.56863, "Y1": 0.7762, "X2": 0.68105, "Y2": 0.776, "X3": 0.68105, "Y3": 0.7938, "X4": 0.56863, "Y4": 0.7948, "page": 0, "Index": 186}, {"Word": "such", "Confidence": 0.988, "X1": 0.69542, "Y1": 0.7762, "X2": 0.74641, "Y2": 0.776, "X3": 0.74641, "Y3": 0.7938, "X4": 0.69542, "Y4": 0.7938, "page": 0, "Index": 187}, {"Word": "as", "Confidence": 0.994, "X1": 0.7634, "Y1": 0.7762, "X2": 0.78954, "Y2": 0.776, "X3": 0.78954, "Y3": 0.7938, "X4": 0.7634, "Y4": 0.7938, "page": 0, "Index": 188}, {"Word": "Bible", "Confidence": 0.955, "X1": 0.80654, "Y1": 0.7762, "X2": 0.86928, "Y2": 0.776, "X3": 0.86928, "Y3": 0.7938, "X4": 0.80654, "Y4": 0.7938, "page": 0, "Index": 189}, {"Word": "or", "Confidence": 0.941, "X1": 0.88758, "Y1": 0.7762, "X2": 0.91373, "Y2": 0.776, "X3": 0.91373, "Y3": 0.7938, "X4": 0.88758, "Y4": 0.7938, "page": 0, "Index": 190}, {"Word": "Campbell.", "Confidence": 0.646, "X1": 0.12549, "Y1": 0.8082, "X2": 0.2366, "Y2": 0.808, "X3": 0.2366, "Y3": 0.8258, "X4": 0.12549, "Y4": 0.8268, "page": 0, "Index": 191}, {"Word": "2073576746", "Confidence": 0.963, "X1": 0.98562, "Y1": 0.8982, "X2": 0.97647, "Y2": 0.898, "X3": 0.95425, "Y3": 0.8968, "X4": 0.9634, "Y4": 0.8018, "page": 0, "Index": 192}, {"Word": "3990027791", "Confidence": 0.991, "X1": 0.02745, "Y1": 0.9782, "X2": 0.12418, "Y2": 0.978, "X3": 0.12288, "Y3": 0.9918, "X4": 0.02745, "Y4": 0.9908, "page": 0, "Index": 193}]}
"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"
ffjw0181
1
{"lines_data": [{"Word": "1)", "Confidence": 0.924, "X1": 0.2039, "Y1": 0.0932, "X2": 0.26494, "Y2": 0.093, "X3": 0.26494, "Y3": 0.1108, "X4": 0.2039, "Y4": 0.1098, "page": 0}, {"Word": "To enhance the liability position of the company;", "Confidence": 0.92025, "X1": 0.25714, "Y1": 0.0922, "X2": 0.84545, "Y2": 0.092, "X3": 0.84545, "Y3": 0.1098, "X4": 0.25714, "Y4": 0.1108, "page": 0}, {"Word": "2) To help restore the company's clout within Congress, so", "Confidence": 0.933, "X1": 0.2, "Y1": 0.1512, "X2": 0.92208, "Y2": 0.151, "X3": 0.92208, "Y3": 0.1678, "X4": 0.2, "Y4": 0.1688, "page": 0}, {"Word": "it can protect itself legislatively -- in short,", "Confidence": 0.90887, "X1": 0.26104, "Y1": 0.1812, "X2": 0.91688, "Y2": 0.181, "X3": 0.91688, "Y3": 0.1998, "X4": 0.26104, "Y4": 0.1998, "page": 0}, {"Word": "strengthening PM's political base within the House and", "Confidence": 0.95875, "X1": 0.26104, "Y1": 0.2102, "X2": 0.92078, "Y2": 0.21, "X3": 0.92078, "Y3": 0.2288, "X4": 0.26104, "Y4": 0.2308, "page": 0}, {"Word": "Senate;", "Confidence": 0.878, "X1": 0.26234, "Y1": 0.2432, "X2": 0.34805, "Y2": 0.243, "X3": 0.34805, "Y3": 0.2578, "X4": 0.26234, "Y4": 0.2578, "page": 0}, {"Word": "3). In this new environment, a comprehensive review of the", "Confidence": 0.873, "X1": 0.1961, "Y1": 0.3002, "X2": 0.91818, "Y2": 0.3, "X3": 0.91818, "Y3": 0.3188, "X4": 0.1961, "Y4": 0.3188, "page": 0}, {"Word": "way we talk about the company, the industry, and the", "Confidence": 0.9411, "X1": 0.25065, "Y1": 0.3302, "X2": 0.91558, "Y2": 0.33, "X3": 0.91558, "Y3": 0.3468, "X4": 0.25065, "Y4": 0.3488, "page": 0}, {"Word": "product itself;", "Confidence": 0.9395, "X1": 0.25325, "Y1": 0.3592, "X2": 0.43766, "Y2": 0.359, "X3": 0.43766, "Y3": 0.3768, "X4": 0.25325, "Y4": 0.3768, "page": 0}, {"Word": "4) To identify the best messages -- to characterize and", "Confidence": 0.8841, "X1": 0.2, "Y1": 0.4162, "X2": 0.91429, "Y2": 0.416, "X3": 0.91429, "Y3": 0.4338, "X4": 0.2, "Y4": 0.4358, "page": 0}, {"Word": "attack the opposition as well as to put a human face on", "Confidence": 0.98217, "X1": 0.25325, "Y1": 0.4482, "X2": 0.91558, "Y2": 0.448, "X3": 0.91558, "Y3": 0.4648, "X4": 0.25325, "Y4": 0.4648, "page": 0}, {"Word": "the company, so it is not seen and treated as a faceless,", "Confidence": 0.84008, "X1": 0.25325, "Y1": 0.4782, "X2": 0.90909, "Y2": 0.478, "X3": 0.90909, "Y3": 0.4948, "X4": 0.25325, "Y4": 0.4958, "page": 0}, {"Word": "threatening bureaucracy.", "Confidence": 0.7665, "X1": 0.25455, "Y1": 0.5082, "X2": 0.54026, "Y2": 0.508, "X3": 0.54026, "Y3": 0.5248, "X4": 0.25455, "Y4": 0.5248, "page": 0}, {"Word": "This last effort, to find new ways to talk about ourselves,", "Confidence": 0.97073, "X1": 0.18961, "Y1": 0.5662, "X2": 0.90649, "Y2": 0.566, "X3": 0.90649, "Y3": 0.5828, "X4": 0.18961, "Y4": 0.5828, "page": 0}, {"Word": "and to enhance the public perception of who we are, can be an", "Confidence": 0.94392, "X1": 0.12987, "Y1": 0.5962, "X2": 0.91169, "Y2": 0.596, "X3": 0.91169, "Y3": 0.6128, "X4": 0.12987, "Y4": 0.6128, "page": 0}, {"Word": "important organizing tool for all our other efforts -- and an", "Confidence": 0.97082, "X1": 0.12987, "Y1": 0.6252, "X2": 0.91039, "Y2": 0.625, "X3": 0.91039, "Y3": 0.6418, "X4": 0.12987, "Y4": 0.6418, "page": 0}, {"Word": "important aid in protecting the company on the liability issue. In", "Confidence": 0.84673, "X1": 0.12987, "Y1": 0.6532, "X2": 0.91039, "Y2": 0.653, "X3": 0.91039, "Y3": 0.6718, "X4": 0.12987, "Y4": 0.6718, "page": 0}, {"Word": "fact, external communications management as a whole is critical to", "Confidence": 0.8846, "X1": 0.13117, "Y1": 0.6822, "X2": 0.90779, "Y2": 0.682, "X3": 0.90779, "Y3": 0.6998, "X4": 0.13117, "Y4": 0.7008, "page": 0}, {"Word": "three of our principal goals -- enhancing our liability position,", "Confidence": 0.9135, "X1": 0.12857, "Y1": 0.7132, "X2": 0.9013, "Y2": 0.713, "X3": 0.9013, "Y3": 0.7308, "X4": 0.12857, "Y4": 0.7318, "page": 0}, {"Word": "developing new ways to talk about the company and tobacco, and", "Confidence": 0.98709, "X1": 0.12597, "Y1": 0.7442, "X2": 0.90519, "Y2": 0.744, "X3": 0.90519, "Y3": 0.7618, "X4": 0.12597, "Y4": 0.7628, "page": 0}, {"Word": "developing the best messages to attack the opposition.", "Confidence": 0.88362, "X1": 0.12468, "Y1": 0.7742, "X2": 0.76883, "Y2": 0.774, "X3": 0.76883, "Y3": 0.7918, "X4": 0.12468, "Y4": 0.7928, "page": 0}, {"Word": "2", "Confidence": 0.846, "X1": 0.50649, "Y1": 0.8762, "X2": 0.52208, "Y2": 0.876, "X3": 0.52078, "Y3": 0.8908, "X4": 0.50519, "Y4": 0.8898, "page": 0}, {"Word": "2073576741", "Confidence": 0.994, "X1": 0.94545, "Y1": 0.9102, "X2": 0.94805, "Y2": 0.91, "X3": 0.92208, "Y3": 0.9098, "X4": 0.92208, "Y4": 0.8088, "page": 0}, {"Word": "3990027786", "Confidence": 0.993, "X1": 0.02597, "Y1": 0.9712, "X2": 0.12597, "Y2": 0.971, "X3": 0.12468, "Y3": 0.9858, "X4": 0.02597, "Y4": 0.9838, "page": 0}], "words_data": [{"Word": "1)", "Confidence": 0.924, "X1": 0.2039, "Y1": 0.0942, "X2": 0.22987, "Y2": 0.094, "X3": 0.23117, "Y3": 0.1108, "X4": 0.2039, "Y4": 0.1098, "page": 0, "Index": 0}, {"Word": "To", "Confidence": 0.997, "X1": 0.26364, "Y1": 0.0942, "X2": 0.28961, "Y2": 0.094, "X3": 0.29091, "Y3": 0.1108, "X4": 0.26494, "Y4": 0.1108, "page": 0, "Index": 1}, {"Word": "enhance", "Confidence": 0.641, "X1": 0.2974, "Y1": 0.0932, "X2": 0.38312, "Y2": 0.093, "X3": 0.38442, "Y3": 0.1108, "X4": 0.2987, "Y4": 0.1108, "page": 0, "Index": 2}, {"Word": "the", "Confidence": 0.94, "X1": 0.39481, "Y1": 0.0932, "X2": 0.43117, "Y2": 0.093, "X3": 0.43117, "Y3": 0.1108, "X4": 0.3961, "Y4": 0.1108, "page": 0, "Index": 3}, {"Word": "liability", "Confidence": 0.958, "X1": 0.44156, "Y1": 0.0922, "X2": 0.54935, "Y2": 0.092, "X3": 0.55065, "Y3": 0.1108, "X4": 0.44286, "Y4": 0.1108, "page": 0, "Index": 4}, {"Word": "position", "Confidence": 0.945, "X1": 0.55844, "Y1": 0.0922, "X2": 0.65455, "Y2": 0.092, "X3": 0.65584, "Y3": 0.1108, "X4": 0.55844, "Y4": 0.1108, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.981, "X1": 0.66364, "Y1": 0.0922, "X2": 0.69221, "Y2": 0.092, "X3": 0.69221, "Y3": 0.1108, "X4": 0.66364, "Y4": 0.1108, "page": 0, "Index": 6}, {"Word": "the", "Confidence": 0.991, "X1": 0.7013, "Y1": 0.0922, "X2": 0.73766, "Y2": 0.092, "X3": 0.73766, "Y3": 0.1108, "X4": 0.7013, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "company;", "Confidence": 0.909, "X1": 0.74675, "Y1": 0.0932, "X2": 0.84545, "Y2": 0.093, "X3": 0.84416, "Y3": 0.1098, "X4": 0.74675, "Y4": 0.1108, "page": 0, "Index": 8}, {"Word": "2)", "Confidence": 0.992, "X1": 0.2039, "Y1": 0.1522, "X2": 0.22987, "Y2": 0.152, "X3": 0.22987, "Y3": 0.1698, "X4": 0.2039, "Y4": 0.1698, "page": 0, "Index": 9}, {"Word": "To", "Confidence": 0.997, "X1": 0.26234, "Y1": 0.1522, "X2": 0.28831, "Y2": 0.152, "X3": 0.28831, "Y3": 0.1698, "X4": 0.26234, "Y4": 0.1698, "page": 0, "Index": 10}, {"Word": "help", "Confidence": 0.99, "X1": 0.2961, "Y1": 0.1522, "X2": 0.34675, "Y2": 0.152, "X3": 0.34675, "Y3": 0.1698, "X4": 0.2961, "Y4": 0.1698, "page": 0, "Index": 11}, {"Word": "restore", "Confidence": 0.955, "X1": 0.35714, "Y1": 0.1512, "X2": 0.44286, "Y2": 0.151, "X3": 0.44286, "Y3": 0.1698, "X4": 0.35714, "Y4": 0.1698, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.9, "X1": 0.45455, "Y1": 0.1512, "X2": 0.48961, "Y2": 0.151, "X3": 0.48961, "Y3": 0.1688, "X4": 0.45455, "Y4": 0.1688, "page": 0, "Index": 13}, {"Word": "company's", "Confidence": 0.991, "X1": 0.5, "Y1": 0.1512, "X2": 0.60649, "Y2": 0.151, "X3": 0.60649, "Y3": 0.1688, "X4": 0.5, "Y4": 0.1688, "page": 0, "Index": 14}, {"Word": "clout", "Confidence": 0.995, "X1": 0.61688, "Y1": 0.1512, "X2": 0.67792, "Y2": 0.151, "X3": 0.67792, "Y3": 0.1688, "X4": 0.61688, "Y4": 0.1688, "page": 0, "Index": 15}, {"Word": "within", "Confidence": 0.996, "X1": 0.68571, "Y1": 0.1512, "X2": 0.75974, "Y2": 0.151, "X3": 0.75974, "Y3": 0.1688, "X4": 0.68571, "Y4": 0.1688, "page": 0, "Index": 16}, {"Word": "Congress,", "Confidence": 0.847, "X1": 0.77013, "Y1": 0.1522, "X2": 0.88312, "Y2": 0.152, "X3": 0.88312, "Y3": 0.1688, "X4": 0.77013, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "so", "Confidence": 0.667, "X1": 0.89091, "Y1": 0.1522, "X2": 0.91818, "Y2": 0.152, "X3": 0.91818, "Y3": 0.1688, "X4": 0.89091, "Y4": 0.1688, "page": 0, "Index": 18}, {"Word": "it", "Confidence": 0.993, "X1": 0.26234, "Y1": 0.1832, "X2": 0.28701, "Y2": 0.183, "X3": 0.28701, "Y3": 0.1988, "X4": 0.26234, "Y4": 0.1988, "page": 0, "Index": 19}, {"Word": "can", "Confidence": 0.997, "X1": 0.30779, "Y1": 0.1822, "X2": 0.34675, "Y2": 0.182, "X3": 0.34675, "Y3": 0.1998, "X4": 0.30779, "Y4": 0.1988, "page": 0, "Index": 20}, {"Word": "protect", "Confidence": 0.634, "X1": 0.36753, "Y1": 0.1822, "X2": 0.45455, "Y2": 0.182, "X3": 0.45455, "Y3": 0.1998, "X4": 0.36753, "Y4": 0.1998, "page": 0, "Index": 21}, {"Word": "itself", "Confidence": 0.98, "X1": 0.47662, "Y1": 0.1812, "X2": 0.54805, "Y2": 0.181, "X3": 0.54805, "Y3": 0.2008, "X4": 0.47662, "Y4": 0.1998, "page": 0, "Index": 22}, {"Word": "legislatively", "Confidence": 0.737, "X1": 0.56883, "Y1": 0.1812, "X2": 0.72338, "Y2": 0.181, "X3": 0.72338, "Y3": 0.1998, "X4": 0.56753, "Y4": 0.2008, "page": 0, "Index": 23}, {"Word": "--", "Confidence": 0.991, "X1": 0.74545, "Y1": 0.1812, "X2": 0.77273, "Y2": 0.181, "X3": 0.77143, "Y3": 0.1998, "X4": 0.74545, "Y4": 0.1998, "page": 0, "Index": 24}, {"Word": "in", "Confidence": 0.998, "X1": 0.79221, "Y1": 0.1812, "X2": 0.81948, "Y2": 0.181, "X3": 0.81818, "Y3": 0.1998, "X4": 0.79221, "Y4": 0.1998, "page": 0, "Index": 25}, {"Word": "short,", "Confidence": 0.941, "X1": 0.84286, "Y1": 0.1812, "X2": 0.91688, "Y2": 0.181, "X3": 0.91558, "Y3": 0.1988, "X4": 0.84286, "Y4": 0.1998, "page": 0, "Index": 26}, {"Word": "strengthening", "Confidence": 0.729, "X1": 0.26104, "Y1": 0.2112, "X2": 0.41948, "Y2": 0.211, "X3": 0.41948, "Y3": 0.2308, "X4": 0.26104, "Y4": 0.2298, "page": 0, "Index": 27}, {"Word": "PM's", "Confidence": 0.984, "X1": 0.42857, "Y1": 0.2112, "X2": 0.48052, "Y2": 0.211, "X3": 0.47922, "Y3": 0.2308, "X4": 0.42727, "Y4": 0.2308, "page": 0, "Index": 28}, {"Word": "political", "Confidence": 0.981, "X1": 0.48831, "Y1": 0.2112, "X2": 0.5974, "Y2": 0.211, "X3": 0.5974, "Y3": 0.2308, "X4": 0.48831, "Y4": 0.2308, "page": 0, "Index": 29}, {"Word": "base", "Confidence": 0.991, "X1": 0.60779, "Y1": 0.2112, "X2": 0.65974, "Y2": 0.211, "X3": 0.65974, "Y3": 0.2308, "X4": 0.60779, "Y4": 0.2308, "page": 0, "Index": 30}, {"Word": "within", "Confidence": 0.996, "X1": 0.66883, "Y1": 0.2102, "X2": 0.74286, "Y2": 0.21, "X3": 0.74286, "Y3": 0.2298, "X4": 0.66753, "Y4": 0.2308, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.75455, "Y1": 0.2112, "X2": 0.79351, "Y2": 0.211, "X3": 0.79351, "Y3": 0.2298, "X4": 0.75455, "Y4": 0.2298, "page": 0, "Index": 32}, {"Word": "House", "Confidence": 0.993, "X1": 0.8026, "Y1": 0.2112, "X2": 0.86753, "Y2": 0.211, "X3": 0.86623, "Y3": 0.2288, "X4": 0.8013, "Y4": 0.2298, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.87792, "Y1": 0.2112, "X2": 0.91818, "Y2": 0.211, "X3": 0.91688, "Y3": 0.2288, "X4": 0.87662, "Y4": 0.2288, "page": 0, "Index": 34}, {"Word": "Senate;", "Confidence": 0.878, "X1": 0.26234, "Y1": 0.2442, "X2": 0.34675, "Y2": 0.244, "X3": 0.34545, "Y3": 0.2588, "X4": 0.26234, "Y4": 0.2578, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.995, "X1": 0.87922, "Y1": 0.3012, "X2": 0.91818, "Y2": 0.301, "X3": 0.91688, "Y3": 0.3178, "X4": 0.87792, "Y4": 0.3178, "page": 0, "Index": 36}, {"Word": "3).", "Confidence": 0.457, "X1": 0.2, "Y1": 0.3012, "X2": 0.24545, "Y2": 0.301, "X3": 0.24545, "Y3": 0.3198, "X4": 0.2, "Y4": 0.3198, "page": 0, "Index": 37}, {"Word": "In", "Confidence": 0.997, "X1": 0.26104, "Y1": 0.3012, "X2": 0.28571, "Y2": 0.301, "X3": 0.28571, "Y3": 0.3198, "X4": 0.26104, "Y4": 0.3198, "page": 0, "Index": 38}, {"Word": "this", "Confidence": 0.994, "X1": 0.2974, "Y1": 0.3012, "X2": 0.34935, "Y2": 0.301, "X3": 0.34935, "Y3": 0.3198, "X4": 0.2974, "Y4": 0.3198, "page": 0, "Index": 39}, {"Word": "new", "Confidence": 0.905, "X1": 0.35844, "Y1": 0.3022, "X2": 0.3974, "Y2": 0.302, "X3": 0.3974, "Y3": 0.3198, "X4": 0.35844, "Y4": 0.3198, "page": 0, "Index": 40}, {"Word": "environment,", "Confidence": 0.706, "X1": 0.40779, "Y1": 0.3022, "X2": 0.55065, "Y2": 0.302, "X3": 0.54935, "Y3": 0.3188, "X4": 0.40779, "Y4": 0.3198, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.972, "X1": 0.56234, "Y1": 0.3022, "X2": 0.57792, "Y2": 0.302, "X3": 0.57662, "Y3": 0.3188, "X4": 0.56234, "Y4": 0.3188, "page": 0, "Index": 42}, {"Word": "comprehensive", "Confidence": 0.797, "X1": 0.58701, "Y1": 0.3022, "X2": 0.74416, "Y2": 0.302, "X3": 0.74416, "Y3": 0.3188, "X4": 0.58701, "Y4": 0.3188, "page": 0, "Index": 43}, {"Word": "review", "Confidence": 0.91, "X1": 0.75455, "Y1": 0.3012, "X2": 0.82987, "Y2": 0.301, "X3": 0.82857, "Y3": 0.3188, "X4": 0.75325, "Y4": 0.3188, "page": 0, "Index": 44}, {"Word": "of", "Confidence": 0.997, "X1": 0.84286, "Y1": 0.3012, "X2": 0.86883, "Y2": 0.301, "X3": 0.86883, "Y3": 0.3188, "X4": 0.84156, "Y4": 0.3188, "page": 0, "Index": 45}, {"Word": "talk", "Confidence": 0.936, "X1": 0.35065, "Y1": 0.3322, "X2": 0.3974, "Y2": 0.332, "X3": 0.39481, "Y3": 0.3478, "X4": 0.34935, "Y4": 0.3488, "page": 0, "Index": 46}, {"Word": "about", "Confidence": 0.996, "X1": 0.41299, "Y1": 0.3322, "X2": 0.47662, "Y2": 0.332, "X3": 0.47403, "Y3": 0.3478, "X4": 0.41169, "Y4": 0.3478, "page": 0, "Index": 47}, {"Word": "the", "Confidence": 0.998, "X1": 0.48961, "Y1": 0.3322, "X2": 0.52468, "Y2": 0.332, "X3": 0.52338, "Y3": 0.3478, "X4": 0.48831, "Y4": 0.3478, "page": 0, "Index": 48}, {"Word": "company,", "Confidence": 0.96, "X1": 0.53766, "Y1": 0.3312, "X2": 0.63636, "Y2": 0.331, "X3": 0.63506, "Y3": 0.3478, "X4": 0.53636, "Y4": 0.3478, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.96, "X1": 0.64935, "Y1": 0.3312, "X2": 0.68442, "Y2": 0.331, "X3": 0.68312, "Y3": 0.3478, "X4": 0.64805, "Y4": 0.3478, "page": 0, "Index": 50}, {"Word": "industry,", "Confidence": 0.613, "X1": 0.7, "Y1": 0.3312, "X2": 0.81039, "Y2": 0.331, "X3": 0.80909, "Y3": 0.3478, "X4": 0.6987, "Y4": 0.3478, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.82338, "Y1": 0.3302, "X2": 0.86234, "Y2": 0.33, "X3": 0.86104, "Y3": 0.3478, "X4": 0.82208, "Y4": 0.3478, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.971, "X1": 0.87792, "Y1": 0.3302, "X2": 0.91299, "Y2": 0.33, "X3": 0.91299, "Y3": 0.3478, "X4": 0.87792, "Y4": 0.3478, "page": 0, "Index": 53}, {"Word": "way", "Confidence": 0.998, "X1": 0.25714, "Y1": 0.3322, "X2": 0.2961, "Y2": 0.332, "X3": 0.29351, "Y3": 0.3488, "X4": 0.25584, "Y4": 0.3488, "page": 0, "Index": 54}, {"Word": "we", "Confidence": 0.981, "X1": 0.30909, "Y1": 0.3322, "X2": 0.33636, "Y2": 0.332, "X3": 0.33377, "Y3": 0.3488, "X4": 0.30779, "Y4": 0.3488, "page": 0, "Index": 55}, {"Word": "product", "Confidence": 0.994, "X1": 0.25714, "Y1": 0.3612, "X2": 0.34416, "Y2": 0.361, "X3": 0.34286, "Y3": 0.3758, "X4": 0.25584, "Y4": 0.3768, "page": 0, "Index": 56}, {"Word": "itself;", "Confidence": 0.885, "X1": 0.35325, "Y1": 0.3602, "X2": 0.43766, "Y2": 0.36, "X3": 0.43766, "Y3": 0.3778, "X4": 0.35325, "Y4": 0.3758, "page": 0, "Index": 57}, {"Word": "4)", "Confidence": 0.971, "X1": 0.2013, "Y1": 0.4192, "X2": 0.22468, "Y2": 0.419, "X3": 0.22468, "Y3": 0.4358, "X4": 0.2013, "Y4": 0.4358, "page": 0, "Index": 58}, {"Word": "To", "Confidence": 0.998, "X1": 0.25714, "Y1": 0.4192, "X2": 0.28571, "Y2": 0.419, "X3": 0.28571, "Y3": 0.4358, "X4": 0.25714, "Y4": 0.4358, "page": 0, "Index": 59}, {"Word": "identify", "Confidence": 0.817, "X1": 0.2987, "Y1": 0.4192, "X2": 0.39481, "Y2": 0.419, "X3": 0.39481, "Y3": 0.4358, "X4": 0.2987, "Y4": 0.4358, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.993, "X1": 0.41039, "Y1": 0.4192, "X2": 0.44805, "Y2": 0.419, "X3": 0.44805, "Y3": 0.4358, "X4": 0.41039, "Y4": 0.4358, "page": 0, "Index": 61}, {"Word": "best", "Confidence": 0.371, "X1": 0.46364, "Y1": 0.4192, "X2": 0.51299, "Y2": 0.419, "X3": 0.51299, "Y3": 0.4358, "X4": 0.46364, "Y4": 0.4358, "page": 0, "Index": 62}, {"Word": "messages", "Confidence": 0.812, "X1": 0.52208, "Y1": 0.4192, "X2": 0.62208, "Y2": 0.419, "X3": 0.62208, "Y3": 0.4358, "X4": 0.52208, "Y4": 0.4358, "page": 0, "Index": 63}, {"Word": "--", "Confidence": 0.97, "X1": 0.63377, "Y1": 0.4182, "X2": 0.66104, "Y2": 0.418, "X3": 0.66104, "Y3": 0.4358, "X4": 0.63506, "Y4": 0.4358, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.67532, "Y1": 0.4182, "X2": 0.7013, "Y2": 0.418, "X3": 0.7026, "Y3": 0.4358, "X4": 0.67532, "Y4": 0.4358, "page": 0, "Index": 65}, {"Word": "characterize", "Confidence": 0.914, "X1": 0.71429, "Y1": 0.4172, "X2": 0.86364, "Y2": 0.417, "X3": 0.86364, "Y3": 0.4348, "X4": 0.71429, "Y4": 0.4358, "page": 0, "Index": 66}, {"Word": "and", "Confidence": 0.997, "X1": 0.87532, "Y1": 0.4172, "X2": 0.91429, "Y2": 0.417, "X3": 0.91429, "Y3": 0.4348, "X4": 0.87662, "Y4": 0.4348, "page": 0, "Index": 67}, {"Word": "attack", "Confidence": 0.994, "X1": 0.25455, "Y1": 0.4492, "X2": 0.32727, "Y2": 0.449, "X3": 0.32597, "Y3": 0.4648, "X4": 0.25455, "Y4": 0.4638, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.991, "X1": 0.34026, "Y1": 0.4492, "X2": 0.37532, "Y2": 0.449, "X3": 0.37532, "Y3": 0.4648, "X4": 0.34026, "Y4": 0.4648, "page": 0, "Index": 69}, {"Word": "opposition", "Confidence": 0.994, "X1": 0.38571, "Y1": 0.4492, "X2": 0.50519, "Y2": 0.449, "X3": 0.50519, "Y3": 0.4648, "X4": 0.38442, "Y4": 0.4648, "page": 0, "Index": 70}, {"Word": "as", "Confidence": 0.997, "X1": 0.51558, "Y1": 0.4492, "X2": 0.54026, "Y2": 0.449, "X3": 0.54026, "Y3": 0.4648, "X4": 0.51558, "Y4": 0.4648, "page": 0, "Index": 71}, {"Word": "well", "Confidence": 0.928, "X1": 0.54935, "Y1": 0.4482, "X2": 0.5987, "Y2": 0.448, "X3": 0.5987, "Y3": 0.4658, "X4": 0.54935, "Y4": 0.4648, "page": 0, "Index": 72}, {"Word": "as", "Confidence": 0.941, "X1": 0.60909, "Y1": 0.4482, "X2": 0.63377, "Y2": 0.448, "X3": 0.63377, "Y3": 0.4658, "X4": 0.60909, "Y4": 0.4658, "page": 0, "Index": 73}, {"Word": "to", "Confidence": 0.998, "X1": 0.64545, "Y1": 0.4482, "X2": 0.67013, "Y2": 0.448, "X3": 0.67013, "Y3": 0.4658, "X4": 0.64545, "Y4": 0.4658, "page": 0, "Index": 74}, {"Word": "put", "Confidence": 0.998, "X1": 0.67792, "Y1": 0.4482, "X2": 0.71688, "Y2": 0.448, "X3": 0.71688, "Y3": 0.4658, "X4": 0.67792, "Y4": 0.4658, "page": 0, "Index": 75}, {"Word": "a", "Confidence": 0.964, "X1": 0.72727, "Y1": 0.4482, "X2": 0.73896, "Y2": 0.448, "X3": 0.73896, "Y3": 0.4658, "X4": 0.72597, "Y4": 0.4658, "page": 0, "Index": 76}, {"Word": "human", "Confidence": 0.993, "X1": 0.74935, "Y1": 0.4482, "X2": 0.81299, "Y2": 0.448, "X3": 0.81299, "Y3": 0.4658, "X4": 0.74935, "Y4": 0.4658, "page": 0, "Index": 77}, {"Word": "face", "Confidence": 0.99, "X1": 0.82468, "Y1": 0.4482, "X2": 0.87403, "Y2": 0.448, "X3": 0.87403, "Y3": 0.4648, "X4": 0.82468, "Y4": 0.4658, "page": 0, "Index": 78}, {"Word": "on", "Confidence": 0.998, "X1": 0.88442, "Y1": 0.4482, "X2": 0.90909, "Y2": 0.448, "X3": 0.90909, "Y3": 0.4648, "X4": 0.88442, "Y4": 0.4648, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.25584, "Y1": 0.4792, "X2": 0.29091, "Y2": 0.479, "X3": 0.29091, "Y3": 0.4958, "X4": 0.25584, "Y4": 0.4958, "page": 0, "Index": 80}, {"Word": "company,", "Confidence": 0.994, "X1": 0.2974, "Y1": 0.4792, "X2": 0.3987, "Y2": 0.479, "X3": 0.3974, "Y3": 0.4958, "X4": 0.2974, "Y4": 0.4958, "page": 0, "Index": 81}, {"Word": "so", "Confidence": 0.669, "X1": 0.4039, "Y1": 0.4792, "X2": 0.42987, "Y2": 0.479, "X3": 0.42857, "Y3": 0.4958, "X4": 0.4039, "Y4": 0.4958, "page": 0, "Index": 82}, {"Word": "it", "Confidence": 0.998, "X1": 0.43896, "Y1": 0.4792, "X2": 0.46364, "Y2": 0.479, "X3": 0.46364, "Y3": 0.4958, "X4": 0.43766, "Y4": 0.4958, "page": 0, "Index": 83}, {"Word": "is", "Confidence": 0.97, "X1": 0.47013, "Y1": 0.4792, "X2": 0.4961, "Y2": 0.479, "X3": 0.4961, "Y3": 0.4958, "X4": 0.47013, "Y4": 0.4958, "page": 0, "Index": 84}, {"Word": "not", "Confidence": 0.992, "X1": 0.5026, "Y1": 0.4782, "X2": 0.54156, "Y2": 0.478, "X3": 0.54026, "Y3": 0.4958, "X4": 0.5026, "Y4": 0.4958, "page": 0, "Index": 85}, {"Word": "seen", "Confidence": 0.843, "X1": 0.54935, "Y1": 0.4782, "X2": 0.5961, "Y2": 0.478, "X3": 0.5961, "Y3": 0.4958, "X4": 0.54805, "Y4": 0.4958, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.998, "X1": 0.60519, "Y1": 0.4782, "X2": 0.64156, "Y2": 0.478, "X3": 0.64156, "Y3": 0.4958, "X4": 0.60519, "Y4": 0.4958, "page": 0, "Index": 87}, {"Word": "treated", "Confidence": 0.941, "X1": 0.64935, "Y1": 0.4782, "X2": 0.73377, "Y2": 0.478, "X3": 0.73377, "Y3": 0.4958, "X4": 0.64935, "Y4": 0.4958, "page": 0, "Index": 88}, {"Word": "as", "Confidence": 0.085, "X1": 0.74156, "Y1": 0.4782, "X2": 0.76883, "Y2": 0.478, "X3": 0.76883, "Y3": 0.4958, "X4": 0.74156, "Y4": 0.4958, "page": 0, "Index": 89}, {"Word": "a", "Confidence": 0.958, "X1": 0.77662, "Y1": 0.4782, "X2": 0.78961, "Y2": 0.478, "X3": 0.78961, "Y3": 0.4958, "X4": 0.77662, "Y4": 0.4958, "page": 0, "Index": 90}, {"Word": "faceless,", "Confidence": 0.635, "X1": 0.7974, "Y1": 0.4782, "X2": 0.90909, "Y2": 0.478, "X3": 0.90909, "Y3": 0.4958, "X4": 0.7974, "Y4": 0.4958, "page": 0, "Index": 91}, {"Word": "threatening", "Confidence": 0.562, "X1": 0.25584, "Y1": 0.5092, "X2": 0.38571, "Y2": 0.509, "X3": 0.38442, "Y3": 0.5238, "X4": 0.25584, "Y4": 0.5258, "page": 0, "Index": 92}, {"Word": "bureaucracy.", "Confidence": 0.971, "X1": 0.39481, "Y1": 0.5092, "X2": 0.54026, "Y2": 0.509, "X3": 0.54026, "Y3": 0.5258, "X4": 0.39481, "Y4": 0.5238, "page": 0, "Index": 93}, {"Word": "This", "Confidence": 0.986, "X1": 0.19221, "Y1": 0.5672, "X2": 0.24026, "Y2": 0.567, "X3": 0.24026, "Y3": 0.5838, "X4": 0.19091, "Y4": 0.5838, "page": 0, "Index": 94}, {"Word": "last", "Confidence": 0.97, "X1": 0.25195, "Y1": 0.5672, "X2": 0.3026, "Y2": 0.567, "X3": 0.3026, "Y3": 0.5838, "X4": 0.25195, "Y4": 0.5838, "page": 0, "Index": 95}, {"Word": "effort,", "Confidence": 0.98, "X1": 0.31299, "Y1": 0.5662, "X2": 0.4, "Y2": 0.566, "X3": 0.3987, "Y3": 0.5828, "X4": 0.31299, "Y4": 0.5838, "page": 0, "Index": 96}, {"Word": "to", "Confidence": 0.998, "X1": 0.41169, "Y1": 0.5662, "X2": 0.43636, "Y2": 0.566, "X3": 0.43506, "Y3": 0.5828, "X4": 0.41039, "Y4": 0.5828, "page": 0, "Index": 97}, {"Word": "find", "Confidence": 0.989, "X1": 0.44805, "Y1": 0.5662, "X2": 0.4961, "Y2": 0.566, "X3": 0.4961, "Y3": 0.5828, "X4": 0.44675, "Y4": 0.5828, "page": 0, "Index": 98}, {"Word": "new", "Confidence": 0.971, "X1": 0.50519, "Y1": 0.5662, "X2": 0.54286, "Y2": 0.566, "X3": 0.54286, "Y3": 0.5828, "X4": 0.50519, "Y4": 0.5828, "page": 0, "Index": 99}, {"Word": "ways", "Confidence": 0.986, "X1": 0.55325, "Y1": 0.5662, "X2": 0.6026, "Y2": 0.566, "X3": 0.6026, "Y3": 0.5828, "X4": 0.55325, "Y4": 0.5828, "page": 0, "Index": 100}, {"Word": "to", "Confidence": 0.998, "X1": 0.61558, "Y1": 0.5662, "X2": 0.64026, "Y2": 0.566, "X3": 0.64026, "Y3": 0.5828, "X4": 0.61558, "Y4": 0.5828, "page": 0, "Index": 101}, {"Word": "talk", "Confidence": 0.97, "X1": 0.65195, "Y1": 0.5662, "X2": 0.6987, "Y2": 0.566, "X3": 0.6987, "Y3": 0.5828, "X4": 0.65195, "Y4": 0.5828, "page": 0, "Index": 102}, {"Word": "about", "Confidence": 0.996, "X1": 0.71039, "Y1": 0.5672, "X2": 0.77273, "Y2": 0.567, "X3": 0.77273, "Y3": 0.5838, "X4": 0.71169, "Y4": 0.5828, "page": 0, "Index": 103}, {"Word": "ourselves,", "Confidence": 0.834, "X1": 0.78312, "Y1": 0.5682, "X2": 0.90649, "Y2": 0.568, "X3": 0.90649, "Y3": 0.5838, "X4": 0.78312, "Y4": 0.5838, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.994, "X1": 0.13117, "Y1": 0.5982, "X2": 0.16753, "Y2": 0.598, "X3": 0.16753, "Y3": 0.6138, "X4": 0.13117, "Y4": 0.6138, "page": 0, "Index": 105}, {"Word": "to", "Confidence": 0.998, "X1": 0.18312, "Y1": 0.5982, "X2": 0.20649, "Y2": 0.598, "X3": 0.20779, "Y3": 0.6138, "X4": 0.18312, "Y4": 0.6138, "page": 0, "Index": 106}, {"Word": "enhance", "Confidence": 0.783, "X1": 0.22078, "Y1": 0.5972, "X2": 0.30649, "Y2": 0.597, "X3": 0.30779, "Y3": 0.6138, "X4": 0.22208, "Y4": 0.6138, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.32338, "Y1": 0.5972, "X2": 0.35974, "Y2": 0.597, "X3": 0.35974, "Y3": 0.6138, "X4": 0.32338, "Y4": 0.6138, "page": 0, "Index": 108}, {"Word": "public", "Confidence": 0.983, "X1": 0.37273, "Y1": 0.5972, "X2": 0.44545, "Y2": 0.597, "X3": 0.44545, "Y3": 0.6138, "X4": 0.37273, "Y4": 0.6138, "page": 0, "Index": 109}, {"Word": "perception", "Confidence": 0.953, "X1": 0.45974, "Y1": 0.5972, "X2": 0.57792, "Y2": 0.597, "X3": 0.57922, "Y3": 0.6138, "X4": 0.46104, "Y4": 0.6138, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.998, "X1": 0.59221, "Y1": 0.5972, "X2": 0.61818, "Y2": 0.597, "X3": 0.61818, "Y3": 0.6138, "X4": 0.59221, "Y4": 0.6138, "page": 0, "Index": 111}, {"Word": "who", "Confidence": 0.991, "X1": 0.63117, "Y1": 0.5972, "X2": 0.66883, "Y2": 0.597, "X3": 0.66883, "Y3": 0.6138, "X4": 0.63117, "Y4": 0.6138, "page": 0, "Index": 112}, {"Word": "we", "Confidence": 0.997, "X1": 0.68182, "Y1": 0.5972, "X2": 0.70909, "Y2": 0.597, "X3": 0.70909, "Y3": 0.6138, "X4": 0.68182, "Y4": 0.6138, "page": 0, "Index": 113}, {"Word": "are,", "Confidence": 0.626, "X1": 0.72208, "Y1": 0.5972, "X2": 0.77403, "Y2": 0.597, "X3": 0.77403, "Y3": 0.6138, "X4": 0.72208, "Y4": 0.6138, "page": 0, "Index": 114}, {"Word": "can", "Confidence": 0.998, "X1": 0.78701, "Y1": 0.5972, "X2": 0.82338, "Y2": 0.597, "X3": 0.82338, "Y3": 0.6138, "X4": 0.78701, "Y4": 0.6138, "page": 0, "Index": 115}, {"Word": "be", "Confidence": 0.955, "X1": 0.83896, "Y1": 0.5972, "X2": 0.86494, "Y2": 0.597, "X3": 0.86494, "Y3": 0.6138, "X4": 0.83896, "Y4": 0.6138, "page": 0, "Index": 116}, {"Word": "an", "Confidence": 0.997, "X1": 0.88052, "Y1": 0.5972, "X2": 0.90519, "Y2": 0.597, "X3": 0.90519, "Y3": 0.6138, "X4": 0.88052, "Y4": 0.6138, "page": 0, "Index": 117}, {"Word": "important", "Confidence": 0.994, "X1": 0.13117, "Y1": 0.6262, "X2": 0.24026, "Y2": 0.626, "X3": 0.24026, "Y3": 0.6428, "X4": 0.12987, "Y4": 0.6428, "page": 0, "Index": 118}, {"Word": "organizing", "Confidence": 0.957, "X1": 0.25584, "Y1": 0.6262, "X2": 0.37662, "Y2": 0.626, "X3": 0.37662, "Y3": 0.6418, "X4": 0.25455, "Y4": 0.6428, "page": 0, "Index": 119}, {"Word": "tool", "Confidence": 0.983, "X1": 0.39091, "Y1": 0.6252, "X2": 0.44026, "Y2": 0.625, "X3": 0.43896, "Y3": 0.6418, "X4": 0.39091, "Y4": 0.6418, "page": 0, "Index": 120}, {"Word": "for", "Confidence": 0.998, "X1": 0.45584, "Y1": 0.6252, "X2": 0.49091, "Y2": 0.625, "X3": 0.49091, "Y3": 0.6418, "X4": 0.45584, "Y4": 0.6418, "page": 0, "Index": 121}, {"Word": "all", "Confidence": 0.991, "X1": 0.50649, "Y1": 0.6252, "X2": 0.54286, "Y2": 0.625, "X3": 0.54286, "Y3": 0.6418, "X4": 0.50519, "Y4": 0.6418, "page": 0, "Index": 122}, {"Word": "our", "Confidence": 0.998, "X1": 0.55584, "Y1": 0.6252, "X2": 0.59481, "Y2": 0.625, "X3": 0.59351, "Y3": 0.6418, "X4": 0.55584, "Y4": 0.6418, "page": 0, "Index": 123}, {"Word": "other", "Confidence": 0.997, "X1": 0.60909, "Y1": 0.6252, "X2": 0.66883, "Y2": 0.625, "X3": 0.66883, "Y3": 0.6418, "X4": 0.60909, "Y4": 0.6418, "page": 0, "Index": 124}, {"Word": "efforts", "Confidence": 0.771, "X1": 0.68312, "Y1": 0.6252, "X2": 0.77013, "Y2": 0.625, "X3": 0.77013, "Y3": 0.6418, "X4": 0.68312, "Y4": 0.6418, "page": 0, "Index": 125}, {"Word": "--", "Confidence": 0.995, "X1": 0.78701, "Y1": 0.6252, "X2": 0.81039, "Y2": 0.625, "X3": 0.81039, "Y3": 0.6418, "X4": 0.78701, "Y4": 0.6418, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.82727, "Y1": 0.6262, "X2": 0.86364, "Y2": 0.626, "X3": 0.86364, "Y3": 0.6418, "X4": 0.82727, "Y4": 0.6418, "page": 0, "Index": 127}, {"Word": "an", "Confidence": 0.997, "X1": 0.88052, "Y1": 0.6262, "X2": 0.90519, "Y2": 0.626, "X3": 0.90519, "Y3": 0.6418, "X4": 0.88052, "Y4": 0.6418, "page": 0, "Index": 128}, {"Word": "important", "Confidence": 0.667, "X1": 0.12987, "Y1": 0.6552, "X2": 0.23896, "Y2": 0.655, "X3": 0.23896, "Y3": 0.6718, "X4": 0.13117, "Y4": 0.6718, "page": 0, "Index": 129}, {"Word": "aid", "Confidence": 0.775, "X1": 0.24545, "Y1": 0.6552, "X2": 0.28312, "Y2": 0.655, "X3": 0.28312, "Y3": 0.6718, "X4": 0.24545, "Y4": 0.6718, "page": 0, "Index": 130}, {"Word": "in", "Confidence": 0.996, "X1": 0.29091, "Y1": 0.6552, "X2": 0.31688, "Y2": 0.655, "X3": 0.31688, "Y3": 0.6718, "X4": 0.29091, "Y4": 0.6718, "page": 0, "Index": 131}, {"Word": "protecting", "Confidence": 0.61, "X1": 0.32468, "Y1": 0.6552, "X2": 0.44675, "Y2": 0.655, "X3": 0.44805, "Y3": 0.6718, "X4": 0.32468, "Y4": 0.6718, "page": 0, "Index": 132}, {"Word": "the", "Confidence": 0.806, "X1": 0.45455, "Y1": 0.6552, "X2": 0.49221, "Y2": 0.655, "X3": 0.49221, "Y3": 0.6718, "X4": 0.45455, "Y4": 0.6718, "page": 0, "Index": 133}, {"Word": "company", "Confidence": 0.991, "X1": 0.5, "Y1": 0.6552, "X2": 0.58312, "Y2": 0.655, "X3": 0.58312, "Y3": 0.6718, "X4": 0.5, "Y4": 0.6718, "page": 0, "Index": 134}, {"Word": "on", "Confidence": 0.988, "X1": 0.58961, "Y1": 0.6552, "X2": 0.61558, "Y2": 0.655, "X3": 0.61558, "Y3": 0.6718, "X4": 0.58961, "Y4": 0.6718, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.62468, "Y1": 0.6552, "X2": 0.66104, "Y2": 0.655, "X3": 0.66104, "Y3": 0.6718, "X4": 0.62468, "Y4": 0.6718, "page": 0, "Index": 136}, {"Word": "liability", "Confidence": 0.85, "X1": 0.66883, "Y1": 0.6542, "X2": 0.77792, "Y2": 0.654, "X3": 0.77792, "Y3": 0.6728, "X4": 0.66883, "Y4": 0.6718, "page": 0, "Index": 137}, {"Word": "issue.", "Confidence": 0.635, "X1": 0.78571, "Y1": 0.6542, "X2": 0.86234, "Y2": 0.654, "X3": 0.86234, "Y3": 0.6728, "X4": 0.78571, "Y4": 0.6728, "page": 0, "Index": 138}, {"Word": "In", "Confidence": 0.998, "X1": 0.87922, "Y1": 0.6542, "X2": 0.9039, "Y2": 0.654, "X3": 0.9039, "Y3": 0.6728, "X4": 0.87922, "Y4": 0.6728, "page": 0, "Index": 139}, {"Word": "fact,", "Confidence": 0.623, "X1": 0.13247, "Y1": 0.6842, "X2": 0.19091, "Y2": 0.684, "X3": 0.19091, "Y3": 0.7008, "X4": 0.13117, "Y4": 0.7008, "page": 0, "Index": 140}, {"Word": "external", "Confidence": 0.902, "X1": 0.1987, "Y1": 0.6842, "X2": 0.2961, "Y2": 0.684, "X3": 0.2961, "Y3": 0.7008, "X4": 0.1987, "Y4": 0.7008, "page": 0, "Index": 141}, {"Word": "communications", "Confidence": 0.905, "X1": 0.30519, "Y1": 0.6832, "X2": 0.47403, "Y2": 0.683, "X3": 0.47403, "Y3": 0.7008, "X4": 0.3039, "Y4": 0.7008, "page": 0, "Index": 142}, {"Word": "management", "Confidence": 0.818, "X1": 0.48052, "Y1": 0.6832, "X2": 0.6026, "Y2": 0.683, "X3": 0.6013, "Y3": 0.7008, "X4": 0.48052, "Y4": 0.7008, "page": 0, "Index": 143}, {"Word": "as", "Confidence": 0.991, "X1": 0.61039, "Y1": 0.6832, "X2": 0.63506, "Y2": 0.683, "X3": 0.63506, "Y3": 0.7008, "X4": 0.60909, "Y4": 0.7008, "page": 0, "Index": 144}, {"Word": "a", "Confidence": 0.995, "X1": 0.64286, "Y1": 0.6832, "X2": 0.65584, "Y2": 0.683, "X3": 0.65584, "Y3": 0.7008, "X4": 0.64286, "Y4": 0.7008, "page": 0, "Index": 145}, {"Word": "whole", "Confidence": 0.995, "X1": 0.66494, "Y1": 0.6832, "X2": 0.72727, "Y2": 0.683, "X3": 0.72727, "Y3": 0.7008, "X4": 0.66494, "Y4": 0.7008, "page": 0, "Index": 146}, {"Word": "is", "Confidence": 0.998, "X1": 0.73636, "Y1": 0.6832, "X2": 0.76234, "Y2": 0.683, "X3": 0.76104, "Y3": 0.7008, "X4": 0.73636, "Y4": 0.7008, "page": 0, "Index": 147}, {"Word": "critical", "Confidence": 0.621, "X1": 0.77013, "Y1": 0.6832, "X2": 0.87013, "Y2": 0.683, "X3": 0.87013, "Y3": 0.7008, "X4": 0.76883, "Y4": 0.7008, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.88052, "Y1": 0.6822, "X2": 0.90519, "Y2": 0.682, "X3": 0.9039, "Y3": 0.7008, "X4": 0.87922, "Y4": 0.7008, "page": 0, "Index": 149}, {"Word": "three", "Confidence": 0.832, "X1": 0.12857, "Y1": 0.7152, "X2": 0.18961, "Y2": 0.715, "X3": 0.18961, "Y3": 0.7318, "X4": 0.12987, "Y4": 0.7318, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.992, "X1": 0.1974, "Y1": 0.7152, "X2": 0.22597, "Y2": 0.715, "X3": 0.22727, "Y3": 0.7318, "X4": 0.1974, "Y4": 0.7318, "page": 0, "Index": 151}, {"Word": "our", "Confidence": 0.998, "X1": 0.23377, "Y1": 0.7152, "X2": 0.27273, "Y2": 0.715, "X3": 0.27273, "Y3": 0.7318, "X4": 0.23506, "Y4": 0.7318, "page": 0, "Index": 152}, {"Word": "principal", "Confidence": 0.991, "X1": 0.28052, "Y1": 0.7142, "X2": 0.39221, "Y2": 0.714, "X3": 0.39221, "Y3": 0.7318, "X4": 0.28052, "Y4": 0.7318, "page": 0, "Index": 153}, {"Word": "goals", "Confidence": 0.886, "X1": 0.4013, "Y1": 0.7142, "X2": 0.46364, "Y2": 0.714, "X3": 0.46494, "Y3": 0.7318, "X4": 0.4026, "Y4": 0.7318, "page": 0, "Index": 154}, {"Word": "--", "Confidence": 0.973, "X1": 0.47403, "Y1": 0.7142, "X2": 0.5, "Y2": 0.714, "X3": 0.5, "Y3": 0.7318, "X4": 0.47403, "Y4": 0.7318, "page": 0, "Index": 155}, {"Word": "enhancing", "Confidence": 0.616, "X1": 0.50779, "Y1": 0.7142, "X2": 0.61558, "Y2": 0.714, "X3": 0.61688, "Y3": 0.7318, "X4": 0.50779, "Y4": 0.7318, "page": 0, "Index": 156}, {"Word": "our", "Confidence": 0.998, "X1": 0.62468, "Y1": 0.7142, "X2": 0.66234, "Y2": 0.714, "X3": 0.66234, "Y3": 0.7318, "X4": 0.62468, "Y4": 0.7318, "page": 0, "Index": 157}, {"Word": "liability", "Confidence": 0.857, "X1": 0.67143, "Y1": 0.7142, "X2": 0.78182, "Y2": 0.714, "X3": 0.78182, "Y3": 0.7318, "X4": 0.67273, "Y4": 0.7318, "page": 0, "Index": 158}, {"Word": "position,", "Confidence": 0.992, "X1": 0.79091, "Y1": 0.7142, "X2": 0.9013, "Y2": 0.714, "X3": 0.9013, "Y3": 0.7318, "X4": 0.79221, "Y4": 0.7318, "page": 0, "Index": 159}, {"Word": "developing", "Confidence": 0.928, "X1": 0.12727, "Y1": 0.7462, "X2": 0.25065, "Y2": 0.746, "X3": 0.24935, "Y3": 0.7628, "X4": 0.12727, "Y4": 0.7628, "page": 0, "Index": 160}, {"Word": "new", "Confidence": 0.998, "X1": 0.26104, "Y1": 0.7452, "X2": 0.2987, "Y2": 0.745, "X3": 0.2974, "Y3": 0.7628, "X4": 0.25974, "Y4": 0.7628, "page": 0, "Index": 161}, {"Word": "ways", "Confidence": 0.988, "X1": 0.31299, "Y1": 0.7452, "X2": 0.36364, "Y2": 0.745, "X3": 0.36364, "Y3": 0.7628, "X4": 0.31169, "Y4": 0.7628, "page": 0, "Index": 162}, {"Word": "to", "Confidence": 0.998, "X1": 0.37662, "Y1": 0.7452, "X2": 0.4013, "Y2": 0.745, "X3": 0.4013, "Y3": 0.7628, "X4": 0.37532, "Y4": 0.7628, "page": 0, "Index": 163}, {"Word": "talk", "Confidence": 0.982, "X1": 0.41558, "Y1": 0.7452, "X2": 0.46364, "Y2": 0.745, "X3": 0.46364, "Y3": 0.7628, "X4": 0.41558, "Y4": 0.7628, "page": 0, "Index": 164}, {"Word": "about", "Confidence": 0.996, "X1": 0.47792, "Y1": 0.7452, "X2": 0.53896, "Y2": 0.745, "X3": 0.53766, "Y3": 0.7628, "X4": 0.47792, "Y4": 0.7628, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.55325, "Y1": 0.7452, "X2": 0.58831, "Y2": 0.745, "X3": 0.58831, "Y3": 0.7628, "X4": 0.55195, "Y4": 0.7628, "page": 0, "Index": 166}, {"Word": "company", "Confidence": 0.993, "X1": 0.6013, "Y1": 0.7452, "X2": 0.68701, "Y2": 0.745, "X3": 0.68701, "Y3": 0.7628, "X4": 0.6, "Y4": 0.7628, "page": 0, "Index": 167}, {"Word": "and", "Confidence": 0.998, "X1": 0.7, "Y1": 0.7452, "X2": 0.73896, "Y2": 0.745, "X3": 0.73896, "Y3": 0.7628, "X4": 0.7, "Y4": 0.7628, "page": 0, "Index": 168}, {"Word": "tobacco,", "Confidence": 0.981, "X1": 0.75325, "Y1": 0.7452, "X2": 0.85325, "Y2": 0.745, "X3": 0.85195, "Y3": 0.7628, "X4": 0.75195, "Y4": 0.7628, "page": 0, "Index": 169}, {"Word": "and", "Confidence": 0.998, "X1": 0.86364, "Y1": 0.7452, "X2": 0.9026, "Y2": 0.745, "X3": 0.9026, "Y3": 0.7628, "X4": 0.86364, "Y4": 0.7628, "page": 0, "Index": 170}, {"Word": "developing", "Confidence": 0.688, "X1": 0.12727, "Y1": 0.7752, "X2": 0.24805, "Y2": 0.775, "X3": 0.24805, "Y3": 0.7928, "X4": 0.12727, "Y4": 0.7918, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.966, "X1": 0.25844, "Y1": 0.7752, "X2": 0.2961, "Y2": 0.775, "X3": 0.2961, "Y3": 0.7928, "X4": 0.25844, "Y4": 0.7928, "page": 0, "Index": 172}, {"Word": "best", "Confidence": 0.941, "X1": 0.3039, "Y1": 0.7752, "X2": 0.35714, "Y2": 0.775, "X3": 0.35714, "Y3": 0.7928, "X4": 0.3039, "Y4": 0.7928, "page": 0, "Index": 173}, {"Word": "messages", "Confidence": 0.864, "X1": 0.36364, "Y1": 0.7752, "X2": 0.46234, "Y2": 0.775, "X3": 0.46234, "Y3": 0.7928, "X4": 0.36364, "Y4": 0.7928, "page": 0, "Index": 174}, {"Word": "to", "Confidence": 0.998, "X1": 0.47403, "Y1": 0.7752, "X2": 0.4974, "Y2": 0.775, "X3": 0.4974, "Y3": 0.7928, "X4": 0.47273, "Y4": 0.7928, "page": 0, "Index": 175}, {"Word": "attack", "Confidence": 0.982, "X1": 0.50649, "Y1": 0.7752, "X2": 0.57792, "Y2": 0.775, "X3": 0.57792, "Y3": 0.7928, "X4": 0.50649, "Y4": 0.7928, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.998, "X1": 0.58961, "Y1": 0.7752, "X2": 0.62727, "Y2": 0.775, "X3": 0.62597, "Y3": 0.7928, "X4": 0.58831, "Y4": 0.7928, "page": 0, "Index": 177}, {"Word": "opposition.", "Confidence": 0.632, "X1": 0.63506, "Y1": 0.7742, "X2": 0.77013, "Y2": 0.774, "X3": 0.76883, "Y3": 0.7918, "X4": 0.63506, "Y4": 0.7928, "page": 0, "Index": 178}, {"Word": "2", "Confidence": 0.846, "X1": 0.50909, "Y1": 0.8762, "X2": 0.52208, "Y2": 0.876, "X3": 0.52078, "Y3": 0.8908, "X4": 0.50779, "Y4": 0.8898, "page": 0, "Index": 179}, {"Word": "2073576741", "Confidence": 0.994, "X1": 0.94545, "Y1": 0.9072, "X2": 0.94805, "Y2": 0.907, "X3": 0.92338, "Y3": 0.9068, "X4": 0.92208, "Y4": 0.8128, "page": 0, "Index": 180}, {"Word": "3990027786", "Confidence": 0.993, "X1": 0.02727, "Y1": 0.9712, "X2": 0.12208, "Y2": 0.971, "X3": 0.12208, "Y3": 0.9868, "X4": 0.02727, "Y4": 0.9848, "page": 0, "Index": 181}]}
"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"
ffjw0181
5
{"lines_data": [{"Word": "print, radio, T.V. -- in small markets and then measure its results", "Confidence": 0.90658, "X1": 0.1395, "Y1": 0.0852, "X2": 0.92829, "Y2": 0.085, "X3": 0.92829, "Y3": 0.1038, "X4": 0.1395, "Y4": 0.1048, "page": 0}, {"Word": "with polling.", "Confidence": 0.9905, "X1": 0.1395, "Y1": 0.1142, "X2": 0.30248, "Y2": 0.114, "X3": 0.30248, "Y3": 0.1338, "X4": 0.1395, "Y4": 0.1338, "page": 0}, {"Word": "In addition to pre-scheduled opinion research, we ought to", "Confidence": 0.93411, "X1": 0.19817, "Y1": 0.1742, "X2": 0.92699, "Y2": 0.174, "X3": 0.92699, "Y3": 0.1918, "X4": 0.19817, "Y4": 0.1898, "page": 0}, {"Word": "build the capacity to move into the field quickly with focus groups", "Confidence": 0.95258, "X1": 0.13559, "Y1": 0.2032, "X2": 0.92568, "Y2": 0.203, "X3": 0.92568, "Y3": 0.2218, "X4": 0.13559, "Y4": 0.2218, "page": 0}, {"Word": "on special projects, such as the New York City ban or after an", "Confidence": 0.94077, "X1": 0.1369, "Y1": 0.2332, "X2": 0.92568, "Y2": 0.233, "X3": 0.92568, "Y3": 0.2518, "X4": 0.1369, "Y4": 0.2518, "page": 0}, {"Word": "important news event. Over the course of an average year, we", "Confidence": 0.86191, "X1": 0.1382, "Y1": 0.2642, "X2": 0.92568, "Y2": 0.264, "X3": 0.92568, "Y3": 0.2818, "X4": 0.1382, "Y4": 0.2808, "page": 0}, {"Word": "should assume that there will be an average of one such event per", "Confidence": 0.88608, "X1": 0.1369, "Y1": 0.2932, "X2": 0.92438, "Y2": 0.293, "X3": 0.92438, "Y3": 0.3098, "X4": 0.1369, "Y4": 0.3098, "page": 0}, {"Word": "month.", "Confidence": 0.964, "X1": 0.13559, "Y1": 0.3242, "X2": 0.2073, "Y2": 0.324, "X3": 0.2086, "Y3": 0.3388, "X4": 0.13559, "Y4": 0.3398, "page": 0}, {"Word": "Supplemental budget: Approximately 8120,000 per year plus", "Confidence": 0.88457, "X1": 0.19296, "Y1": 0.3812, "X2": 0.92177, "Y2": 0.381, "X3": 0.92177, "Y3": 0.3998, "X4": 0.19296, "Y4": 0.3998, "page": 0}, {"Word": "transportation.", "Confidence": 0.881, "X1": 0.13299, "Y1": 0.4122, "X2": 0.31682, "Y2": 0.412, "X3": 0.31682, "Y3": 0.4278, "X4": 0.13299, "Y4": 0.4288, "page": 0}, {"Word": "IV. The Press Operation", "Confidence": 0.87525, "X1": 0.12777, "Y1": 0.5022, "X2": 0.42503, "Y2": 0.502, "X3": 0.42503, "Y3": 0.5188, "X4": 0.12777, "Y4": 0.5208, "page": 0}, {"Word": "Vic Han does a great job, but he cannot be asked to handle all", "Confidence": 0.93579, "X1": 0.18905, "Y1": 0.5612, "X2": 0.91656, "Y2": 0.561, "X3": 0.91656, "Y3": 0.5788, "X4": 0.18905, "Y4": 0.5798, "page": 0}, {"Word": "the free press response as one person. We have to be more", "Confidence": 0.88458, "X1": 0.12907, "Y1": 0.5932, "X2": 0.91786, "Y2": 0.593, "X3": 0.91786, "Y3": 0.6088, "X4": 0.12907, "Y4": 0.6098, "page": 0}, {"Word": "aggressive, before and during stories. We must intervene to shape", "Confidence": 0.8694, "X1": 0.12647, "Y1": 0.6232, "X2": 0.91525, "Y2": 0.623, "X3": 0.91525, "Y3": 0.6398, "X4": 0.12647, "Y4": 0.6418, "page": 0}, {"Word": "stories. We must make certain that our side of the story is told", "Confidence": 0.91969, "X1": 0.12516, "Y1": 0.6522, "X2": 0.91525, "Y2": 0.652, "X3": 0.91525, "Y3": 0.6688, "X4": 0.12516, "Y4": 0.6698, "page": 0}, {"Word": "in the same news cycle as the other side.", "Confidence": 0.94067, "X1": 0.12647, "Y1": 0.6832, "X2": 0.6206, "Y2": 0.683, "X3": 0.6206, "Y3": 0.6998, "X4": 0.12647, "Y4": 0.7018, "page": 0}, {"Word": "This will require the addition of several people to the press", "Confidence": 0.90518, "X1": 0.18253, "Y1": 0.7422, "X2": 0.91134, "Y2": 0.742, "X3": 0.91134, "Y3": 0.7608, "X4": 0.18253, "Y4": 0.7608, "page": 0}, {"Word": "operation.", "Confidence": 0.747, "X1": 0.11995, "Y1": 0.7732, "X2": 0.24381, "Y2": 0.773, "X3": 0.24511, "Y3": 0.7908, "X4": 0.11995, "Y4": 0.7938, "page": 0}, {"Word": "2073576745", "Confidence": 0.987, "X1": 0.95306, "Y1": 0.9082, "X2": 0.94654, "Y2": 0.908, "X3": 0.92308, "Y3": 0.9068, "X4": 0.9296, "Y4": 0.8068, "page": 0}, {"Word": "3990027790", "Confidence": 0.991, "X1": 0.02738, "Y1": 0.9752, "X2": 0.12516, "Y2": 0.975, "X3": 0.12516, "Y3": 0.9898, "X4": 0.02738, "Y4": 0.9888, "page": 0}], "words_data": [{"Word": "print,", "Confidence": 0.993, "X1": 0.14081, "Y1": 0.0872, "X2": 0.21643, "Y2": 0.087, "X3": 0.21512, "Y3": 0.1048, "X4": 0.1395, "Y4": 0.1058, "page": 0, "Index": 0}, {"Word": "radio,", "Confidence": 0.993, "X1": 0.22425, "Y1": 0.0862, "X2": 0.30117, "Y2": 0.086, "X3": 0.29857, "Y3": 0.1038, "X4": 0.22295, "Y4": 0.1048, "page": 0, "Index": 1}, {"Word": "T.V.", "Confidence": 0.971, "X1": 0.309, "Y1": 0.0862, "X2": 0.35854, "Y2": 0.086, "X3": 0.35724, "Y3": 0.1038, "X4": 0.30769, "Y4": 0.1038, "page": 0, "Index": 2}, {"Word": "--", "Confidence": 0.958, "X1": 0.36636, "Y1": 0.0862, "X2": 0.39244, "Y2": 0.086, "X3": 0.39113, "Y3": 0.1038, "X4": 0.36506, "Y4": 0.1038, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.997, "X1": 0.40026, "Y1": 0.0862, "X2": 0.42503, "Y2": 0.086, "X3": 0.42373, "Y3": 0.1028, "X4": 0.39896, "Y4": 0.1038, "page": 0, "Index": 4}, {"Word": "small", "Confidence": 0.656, "X1": 0.43286, "Y1": 0.0862, "X2": 0.49544, "Y2": 0.086, "X3": 0.49413, "Y3": 0.1028, "X4": 0.43155, "Y4": 0.1028, "page": 0, "Index": 5}, {"Word": "markets", "Confidence": 0.944, "X1": 0.50196, "Y1": 0.0862, "X2": 0.58931, "Y2": 0.086, "X3": 0.58801, "Y3": 0.1028, "X4": 0.50065, "Y4": 0.1028, "page": 0, "Index": 6}, {"Word": "and", "Confidence": 0.998, "X1": 0.59713, "Y1": 0.0862, "X2": 0.63494, "Y2": 0.086, "X3": 0.63364, "Y3": 0.1028, "X4": 0.59583, "Y4": 0.1028, "page": 0, "Index": 7}, {"Word": "then", "Confidence": 0.941, "X1": 0.64276, "Y1": 0.0862, "X2": 0.6897, "Y2": 0.086, "X3": 0.6884, "Y3": 0.1028, "X4": 0.64146, "Y4": 0.1028, "page": 0, "Index": 8}, {"Word": "measure", "Confidence": 0.646, "X1": 0.69752, "Y1": 0.0862, "X2": 0.78618, "Y2": 0.086, "X3": 0.78488, "Y3": 0.1028, "X4": 0.69622, "Y4": 0.1028, "page": 0, "Index": 9}, {"Word": "its", "Confidence": 0.981, "X1": 0.794, "Y1": 0.0862, "X2": 0.83181, "Y2": 0.086, "X3": 0.83051, "Y3": 0.1028, "X4": 0.7927, "Y4": 0.1028, "page": 0, "Index": 10}, {"Word": "results", "Confidence": 0.801, "X1": 0.83833, "Y1": 0.0872, "X2": 0.92699, "Y2": 0.087, "X3": 0.92568, "Y3": 0.1038, "X4": 0.83703, "Y4": 0.1028, "page": 0, "Index": 11}, {"Word": "with", "Confidence": 0.988, "X1": 0.14211, "Y1": 0.1162, "X2": 0.19035, "Y2": 0.116, "X3": 0.19035, "Y3": 0.1328, "X4": 0.14081, "Y4": 0.1328, "page": 0, "Index": 12}, {"Word": "polling.", "Confidence": 0.993, "X1": 0.20078, "Y1": 0.1142, "X2": 0.30378, "Y2": 0.114, "X3": 0.30378, "Y3": 0.1338, "X4": 0.19948, "Y4": 0.1328, "page": 0, "Index": 13}, {"Word": "In", "Confidence": 0.997, "X1": 0.20078, "Y1": 0.1752, "X2": 0.22295, "Y2": 0.175, "X3": 0.22295, "Y3": 0.1908, "X4": 0.20078, "Y4": 0.1908, "page": 0, "Index": 14}, {"Word": "addition", "Confidence": 0.993, "X1": 0.2399, "Y1": 0.1742, "X2": 0.33768, "Y2": 0.174, "X3": 0.33768, "Y3": 0.1908, "X4": 0.2412, "Y4": 0.1908, "page": 0, "Index": 15}, {"Word": "to", "Confidence": 0.997, "X1": 0.35202, "Y1": 0.1742, "X2": 0.3781, "Y2": 0.174, "X3": 0.3781, "Y3": 0.1908, "X4": 0.35202, "Y4": 0.1908, "page": 0, "Index": 16}, {"Word": "pre-scheduled", "Confidence": 0.951, "X1": 0.39113, "Y1": 0.1742, "X2": 0.54759, "Y2": 0.174, "X3": 0.54759, "Y3": 0.1908, "X4": 0.39113, "Y4": 0.1908, "page": 0, "Index": 17}, {"Word": "opinion", "Confidence": 0.994, "X1": 0.55932, "Y1": 0.1742, "X2": 0.64668, "Y2": 0.174, "X3": 0.64537, "Y3": 0.1908, "X4": 0.55932, "Y4": 0.1908, "page": 0, "Index": 18}, {"Word": "research,", "Confidence": 0.679, "X1": 0.65971, "Y1": 0.1752, "X2": 0.77053, "Y2": 0.175, "X3": 0.77053, "Y3": 0.1918, "X4": 0.65841, "Y4": 0.1908, "page": 0, "Index": 19}, {"Word": "we", "Confidence": 0.801, "X1": 0.78227, "Y1": 0.1752, "X2": 0.80834, "Y2": 0.175, "X3": 0.80704, "Y3": 0.1918, "X4": 0.78227, "Y4": 0.1918, "page": 0, "Index": 20}, {"Word": "ought", "Confidence": 0.997, "X1": 0.82138, "Y1": 0.1762, "X2": 0.88396, "Y2": 0.176, "X3": 0.88396, "Y3": 0.1918, "X4": 0.82008, "Y4": 0.1918, "page": 0, "Index": 21}, {"Word": "to", "Confidence": 0.998, "X1": 0.89831, "Y1": 0.1772, "X2": 0.92308, "Y2": 0.177, "X3": 0.92177, "Y3": 0.1918, "X4": 0.897, "Y4": 0.1918, "page": 0, "Index": 22}, {"Word": "build", "Confidence": 0.992, "X1": 0.1369, "Y1": 0.2042, "X2": 0.20078, "Y2": 0.204, "X3": 0.20078, "Y3": 0.2218, "X4": 0.1369, "Y4": 0.2218, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.641, "X1": 0.2086, "Y1": 0.2042, "X2": 0.24772, "Y2": 0.204, "X3": 0.24772, "Y3": 0.2208, "X4": 0.2086, "Y4": 0.2218, "page": 0, "Index": 24}, {"Word": "capacity", "Confidence": 0.994, "X1": 0.25424, "Y1": 0.2042, "X2": 0.35463, "Y2": 0.204, "X3": 0.35463, "Y3": 0.2208, "X4": 0.25424, "Y4": 0.2208, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.36375, "Y1": 0.2042, "X2": 0.38853, "Y2": 0.204, "X3": 0.38853, "Y3": 0.2208, "X4": 0.36245, "Y4": 0.2208, "page": 0, "Index": 26}, {"Word": "move", "Confidence": 0.989, "X1": 0.39505, "Y1": 0.2042, "X2": 0.44589, "Y2": 0.204, "X3": 0.44459, "Y3": 0.2208, "X4": 0.39505, "Y4": 0.2208, "page": 0, "Index": 27}, {"Word": "into", "Confidence": 0.988, "X1": 0.45372, "Y1": 0.2042, "X2": 0.50326, "Y2": 0.204, "X3": 0.50326, "Y3": 0.2208, "X4": 0.45372, "Y4": 0.2208, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.955, "X1": 0.51369, "Y1": 0.2042, "X2": 0.5502, "Y2": 0.204, "X3": 0.54889, "Y3": 0.2218, "X4": 0.51239, "Y4": 0.2208, "page": 0, "Index": 29}, {"Word": "field", "Confidence": 0.97, "X1": 0.55802, "Y1": 0.2042, "X2": 0.61799, "Y2": 0.204, "X3": 0.61799, "Y3": 0.2218, "X4": 0.55671, "Y4": 0.2218, "page": 0, "Index": 30}, {"Word": "quickly", "Confidence": 0.996, "X1": 0.62712, "Y1": 0.2042, "X2": 0.71186, "Y2": 0.204, "X3": 0.71186, "Y3": 0.2218, "X4": 0.62581, "Y4": 0.2218, "page": 0, "Index": 31}, {"Word": "with", "Confidence": 0.989, "X1": 0.71838, "Y1": 0.2042, "X2": 0.77053, "Y2": 0.204, "X3": 0.76923, "Y3": 0.2218, "X4": 0.71838, "Y4": 0.2218, "page": 0, "Index": 32}, {"Word": "focus", "Confidence": 0.935, "X1": 0.77836, "Y1": 0.2042, "X2": 0.84224, "Y2": 0.204, "X3": 0.84094, "Y3": 0.2228, "X4": 0.77705, "Y4": 0.2218, "page": 0, "Index": 33}, {"Word": "groups", "Confidence": 0.984, "X1": 0.84876, "Y1": 0.2042, "X2": 0.92308, "Y2": 0.204, "X3": 0.92308, "Y3": 0.2228, "X4": 0.84746, "Y4": 0.2228, "page": 0, "Index": 34}, {"Word": "on", "Confidence": 0.958, "X1": 0.1382, "Y1": 0.2362, "X2": 0.16297, "Y2": 0.236, "X3": 0.16167, "Y3": 0.2518, "X4": 0.1369, "Y4": 0.2518, "page": 0, "Index": 35}, {"Word": "special", "Confidence": 0.955, "X1": 0.17731, "Y1": 0.2352, "X2": 0.26336, "Y2": 0.235, "X3": 0.26336, "Y3": 0.2518, "X4": 0.17601, "Y4": 0.2518, "page": 0, "Index": 36}, {"Word": "projects,", "Confidence": 0.848, "X1": 0.2764, "Y1": 0.2342, "X2": 0.38853, "Y2": 0.234, "X3": 0.38853, "Y3": 0.2518, "X4": 0.2751, "Y4": 0.2518, "page": 0, "Index": 37}, {"Word": "such", "Confidence": 0.982, "X1": 0.40156, "Y1": 0.2342, "X2": 0.4498, "Y2": 0.234, "X3": 0.4485, "Y3": 0.2518, "X4": 0.40026, "Y4": 0.2518, "page": 0, "Index": 38}, {"Word": "as", "Confidence": 0.61, "X1": 0.46284, "Y1": 0.2342, "X2": 0.48892, "Y2": 0.234, "X3": 0.48892, "Y3": 0.2518, "X4": 0.46284, "Y4": 0.2518, "page": 0, "Index": 39}, {"Word": "the", "Confidence": 0.998, "X1": 0.50456, "Y1": 0.2342, "X2": 0.54107, "Y2": 0.234, "X3": 0.53977, "Y3": 0.2518, "X4": 0.50326, "Y4": 0.2518, "page": 0, "Index": 40}, {"Word": "New", "Confidence": 0.928, "X1": 0.5528, "Y1": 0.2342, "X2": 0.59061, "Y2": 0.234, "X3": 0.59061, "Y3": 0.2518, "X4": 0.5528, "Y4": 0.2518, "page": 0, "Index": 41}, {"Word": "York", "Confidence": 0.991, "X1": 0.60235, "Y1": 0.2342, "X2": 0.65319, "Y2": 0.234, "X3": 0.65189, "Y3": 0.2518, "X4": 0.60235, "Y4": 0.2518, "page": 0, "Index": 42}, {"Word": "City", "Confidence": 0.991, "X1": 0.66493, "Y1": 0.2342, "X2": 0.71447, "Y2": 0.234, "X3": 0.71447, "Y3": 0.2518, "X4": 0.66362, "Y4": 0.2518, "page": 0, "Index": 43}, {"Word": "ban", "Confidence": 0.994, "X1": 0.72751, "Y1": 0.2342, "X2": 0.76793, "Y2": 0.234, "X3": 0.76662, "Y3": 0.2518, "X4": 0.72751, "Y4": 0.2518, "page": 0, "Index": 44}, {"Word": "or", "Confidence": 0.981, "X1": 0.77966, "Y1": 0.2352, "X2": 0.80704, "Y2": 0.235, "X3": 0.80704, "Y3": 0.2518, "X4": 0.77966, "Y4": 0.2518, "page": 0, "Index": 45}, {"Word": "after", "Confidence": 0.996, "X1": 0.82138, "Y1": 0.2352, "X2": 0.88266, "Y2": 0.235, "X3": 0.88136, "Y3": 0.2518, "X4": 0.82008, "Y4": 0.2518, "page": 0, "Index": 46}, {"Word": "an", "Confidence": 0.998, "X1": 0.8957, "Y1": 0.2352, "X2": 0.92047, "Y2": 0.235, "X3": 0.92047, "Y3": 0.2518, "X4": 0.8957, "Y4": 0.2518, "page": 0, "Index": 47}, {"Word": "important", "Confidence": 0.962, "X1": 0.1395, "Y1": 0.2642, "X2": 0.24902, "Y2": 0.264, "X3": 0.24772, "Y3": 0.2798, "X4": 0.1382, "Y4": 0.2798, "page": 0, "Index": 48}, {"Word": "news", "Confidence": 0.601, "X1": 0.26206, "Y1": 0.2642, "X2": 0.31421, "Y2": 0.264, "X3": 0.31291, "Y3": 0.2798, "X4": 0.26076, "Y4": 0.2798, "page": 0, "Index": 49}, {"Word": "event.", "Confidence": 0.878, "X1": 0.32725, "Y1": 0.2642, "X2": 0.40417, "Y2": 0.264, "X3": 0.40287, "Y3": 0.2798, "X4": 0.32595, "Y4": 0.2798, "page": 0, "Index": 50}, {"Word": "Over", "Confidence": 0.987, "X1": 0.43155, "Y1": 0.2642, "X2": 0.4824, "Y2": 0.264, "X3": 0.4811, "Y3": 0.2808, "X4": 0.43025, "Y4": 0.2808, "page": 0, "Index": 51}, {"Word": "the", "Confidence": 0.998, "X1": 0.49804, "Y1": 0.2642, "X2": 0.53585, "Y2": 0.264, "X3": 0.53455, "Y3": 0.2808, "X4": 0.49804, "Y4": 0.2808, "page": 0, "Index": 52}, {"Word": "course", "Confidence": 0.734, "X1": 0.54889, "Y1": 0.2642, "X2": 0.6219, "Y2": 0.264, "X3": 0.6219, "Y3": 0.2808, "X4": 0.54759, "Y4": 0.2808, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.994, "X1": 0.63625, "Y1": 0.2642, "X2": 0.66102, "Y2": 0.264, "X3": 0.66102, "Y3": 0.2808, "X4": 0.63494, "Y4": 0.2808, "page": 0, "Index": 54}, {"Word": "an", "Confidence": 0.795, "X1": 0.67666, "Y1": 0.2642, "X2": 0.70013, "Y2": 0.264, "X3": 0.70013, "Y3": 0.2808, "X4": 0.67536, "Y4": 0.2808, "page": 0, "Index": 55}, {"Word": "average", "Confidence": 0.655, "X1": 0.71708, "Y1": 0.2642, "X2": 0.80313, "Y2": 0.264, "X3": 0.80313, "Y3": 0.2818, "X4": 0.71578, "Y4": 0.2808, "page": 0, "Index": 56}, {"Word": "year,", "Confidence": 0.936, "X1": 0.81747, "Y1": 0.2652, "X2": 0.88136, "Y2": 0.265, "X3": 0.88136, "Y3": 0.2818, "X4": 0.81747, "Y4": 0.2818, "page": 0, "Index": 57}, {"Word": "we", "Confidence": 0.941, "X1": 0.89439, "Y1": 0.2652, "X2": 0.92177, "Y2": 0.265, "X3": 0.92177, "Y3": 0.2828, "X4": 0.89439, "Y4": 0.2818, "page": 0, "Index": 58}, {"Word": "should", "Confidence": 0.9, "X1": 0.1382, "Y1": 0.2942, "X2": 0.2086, "Y2": 0.294, "X3": 0.2086, "Y3": 0.3098, "X4": 0.1369, "Y4": 0.3098, "page": 0, "Index": 59}, {"Word": "assume", "Confidence": 0.652, "X1": 0.22164, "Y1": 0.2932, "X2": 0.29596, "Y2": 0.293, "X3": 0.29596, "Y3": 0.3098, "X4": 0.22164, "Y4": 0.3098, "page": 0, "Index": 60}, {"Word": "that", "Confidence": 0.991, "X1": 0.30769, "Y1": 0.2932, "X2": 0.35724, "Y2": 0.293, "X3": 0.35724, "Y3": 0.3098, "X4": 0.30769, "Y4": 0.3098, "page": 0, "Index": 61}, {"Word": "there", "Confidence": 0.997, "X1": 0.36767, "Y1": 0.2932, "X2": 0.42764, "Y2": 0.293, "X3": 0.42634, "Y3": 0.3098, "X4": 0.36767, "Y4": 0.3098, "page": 0, "Index": 62}, {"Word": "will", "Confidence": 0.984, "X1": 0.43807, "Y1": 0.2932, "X2": 0.48761, "Y2": 0.293, "X3": 0.48631, "Y3": 0.3098, "X4": 0.43677, "Y4": 0.3098, "page": 0, "Index": 63}, {"Word": "be", "Confidence": 0.991, "X1": 0.49804, "Y1": 0.2932, "X2": 0.52282, "Y2": 0.293, "X3": 0.52282, "Y3": 0.3098, "X4": 0.49674, "Y4": 0.3098, "page": 0, "Index": 64}, {"Word": "an", "Confidence": 0.261, "X1": 0.53455, "Y1": 0.2932, "X2": 0.55932, "Y2": 0.293, "X3": 0.55802, "Y3": 0.3098, "X4": 0.53455, "Y4": 0.3098, "page": 0, "Index": 65}, {"Word": "average", "Confidence": 0.991, "X1": 0.57106, "Y1": 0.2932, "X2": 0.6545, "Y2": 0.293, "X3": 0.6545, "Y3": 0.3098, "X4": 0.56975, "Y4": 0.3098, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.66362, "Y1": 0.2932, "X2": 0.691, "Y2": 0.293, "X3": 0.6897, "Y3": 0.3098, "X4": 0.66362, "Y4": 0.3098, "page": 0, "Index": 67}, {"Word": "one", "Confidence": 0.963, "X1": 0.70013, "Y1": 0.2932, "X2": 0.73924, "Y2": 0.293, "X3": 0.73794, "Y3": 0.3098, "X4": 0.70013, "Y4": 0.3098, "page": 0, "Index": 68}, {"Word": "such", "Confidence": 0.983, "X1": 0.75098, "Y1": 0.2932, "X2": 0.79922, "Y2": 0.293, "X3": 0.79922, "Y3": 0.3108, "X4": 0.75098, "Y4": 0.3098, "page": 0, "Index": 69}, {"Word": "event", "Confidence": 0.879, "X1": 0.80965, "Y1": 0.2932, "X2": 0.87353, "Y2": 0.293, "X3": 0.87353, "Y3": 0.3108, "X4": 0.80834, "Y4": 0.3108, "page": 0, "Index": 70}, {"Word": "per", "Confidence": 0.929, "X1": 0.88266, "Y1": 0.2932, "X2": 0.92047, "Y2": 0.293, "X3": 0.92047, "Y3": 0.3108, "X4": 0.88136, "Y4": 0.3108, "page": 0, "Index": 71}, {"Word": "month.", "Confidence": 0.964, "X1": 0.1369, "Y1": 0.3252, "X2": 0.2086, "Y2": 0.325, "X3": 0.2086, "Y3": 0.3388, "X4": 0.1369, "Y4": 0.3398, "page": 0, "Index": 72}, {"Word": "Supplemental", "Confidence": 0.812, "X1": 0.19426, "Y1": 0.3822, "X2": 0.34289, "Y2": 0.382, "X3": 0.34159, "Y3": 0.4008, "X4": 0.19296, "Y4": 0.3998, "page": 0, "Index": 73}, {"Word": "budget:", "Confidence": 0.995, "X1": 0.35332, "Y1": 0.3822, "X2": 0.44198, "Y2": 0.382, "X3": 0.44198, "Y3": 0.4008, "X4": 0.35332, "Y4": 0.4008, "page": 0, "Index": 74}, {"Word": "Approximately", "Confidence": 0.862, "X1": 0.47066, "Y1": 0.3822, "X2": 0.62712, "Y2": 0.382, "X3": 0.62712, "Y3": 0.4008, "X4": 0.46936, "Y4": 0.4008, "page": 0, "Index": 75}, {"Word": "8120,000", "Confidence": 0.928, "X1": 0.64016, "Y1": 0.3822, "X2": 0.73924, "Y2": 0.382, "X3": 0.73924, "Y3": 0.4008, "X4": 0.64016, "Y4": 0.4008, "page": 0, "Index": 76}, {"Word": "per", "Confidence": 0.998, "X1": 0.75228, "Y1": 0.3822, "X2": 0.79009, "Y2": 0.382, "X3": 0.79009, "Y3": 0.3998, "X4": 0.75228, "Y4": 0.4008, "page": 0, "Index": 77}, {"Word": "year", "Confidence": 0.984, "X1": 0.80313, "Y1": 0.3822, "X2": 0.85398, "Y2": 0.382, "X3": 0.85398, "Y3": 0.3998, "X4": 0.80313, "Y4": 0.3998, "page": 0, "Index": 78}, {"Word": "plus", "Confidence": 0.613, "X1": 0.86701, "Y1": 0.3832, "X2": 0.91786, "Y2": 0.383, "X3": 0.91786, "Y3": 0.3998, "X4": 0.86701, "Y4": 0.3998, "page": 0, "Index": 79}, {"Word": "transportation.", "Confidence": 0.881, "X1": 0.13559, "Y1": 0.4132, "X2": 0.31682, "Y2": 0.413, "X3": 0.31682, "Y3": 0.4288, "X4": 0.13429, "Y4": 0.4298, "page": 0, "Index": 80}, {"Word": "IV.", "Confidence": 0.961, "X1": 0.13168, "Y1": 0.5022, "X2": 0.1708, "Y2": 0.502, "X3": 0.16819, "Y3": 0.5208, "X4": 0.12907, "Y4": 0.5208, "page": 0, "Index": 81}, {"Word": "The", "Confidence": 0.995, "X1": 0.19166, "Y1": 0.5022, "X2": 0.23338, "Y2": 0.502, "X3": 0.23207, "Y3": 0.5198, "X4": 0.19035, "Y4": 0.5208, "page": 0, "Index": 82}, {"Word": "Press", "Confidence": 0.873, "X1": 0.24381, "Y1": 0.5022, "X2": 0.30639, "Y2": 0.502, "X3": 0.30508, "Y3": 0.5198, "X4": 0.2425, "Y4": 0.5198, "page": 0, "Index": 83}, {"Word": "Operation", "Confidence": 0.672, "X1": 0.31551, "Y1": 0.5032, "X2": 0.42373, "Y2": 0.503, "X3": 0.42373, "Y3": 0.5188, "X4": 0.31421, "Y4": 0.5188, "page": 0, "Index": 84}, {"Word": "Vic", "Confidence": 0.905, "X1": 0.19035, "Y1": 0.5642, "X2": 0.22686, "Y2": 0.564, "X3": 0.22686, "Y3": 0.5798, "X4": 0.18905, "Y4": 0.5788, "page": 0, "Index": 85}, {"Word": "Han", "Confidence": 0.996, "X1": 0.23468, "Y1": 0.5632, "X2": 0.27379, "Y2": 0.563, "X3": 0.27249, "Y3": 0.5798, "X4": 0.23468, "Y4": 0.5798, "page": 0, "Index": 86}, {"Word": "does", "Confidence": 0.673, "X1": 0.28031, "Y1": 0.5632, "X2": 0.33246, "Y2": 0.563, "X3": 0.33116, "Y3": 0.5798, "X4": 0.27901, "Y4": 0.5798, "page": 0, "Index": 87}, {"Word": "a", "Confidence": 0.997, "X1": 0.34159, "Y1": 0.5632, "X2": 0.35463, "Y2": 0.563, "X3": 0.35463, "Y3": 0.5798, "X4": 0.34159, "Y4": 0.5798, "page": 0, "Index": 88}, {"Word": "great", "Confidence": 0.983, "X1": 0.36245, "Y1": 0.5632, "X2": 0.42373, "Y2": 0.563, "X3": 0.42373, "Y3": 0.5808, "X4": 0.36245, "Y4": 0.5798, "page": 0, "Index": 89}, {"Word": "job,", "Confidence": 0.991, "X1": 0.43286, "Y1": 0.5622, "X2": 0.4837, "Y2": 0.562, "X3": 0.4837, "Y3": 0.5808, "X4": 0.43286, "Y4": 0.5808, "page": 0, "Index": 90}, {"Word": "but", "Confidence": 0.998, "X1": 0.48892, "Y1": 0.5622, "X2": 0.52934, "Y2": 0.562, "X3": 0.52934, "Y3": 0.5808, "X4": 0.48892, "Y4": 0.5808, "page": 0, "Index": 91}, {"Word": "he", "Confidence": 0.967, "X1": 0.53585, "Y1": 0.5622, "X2": 0.56193, "Y2": 0.562, "X3": 0.56193, "Y3": 0.5808, "X4": 0.53585, "Y4": 0.5808, "page": 0, "Index": 92}, {"Word": "cannot", "Confidence": 0.899, "X1": 0.56975, "Y1": 0.5622, "X2": 0.64537, "Y2": 0.562, "X3": 0.64537, "Y3": 0.5808, "X4": 0.56975, "Y4": 0.5808, "page": 0, "Index": 93}, {"Word": "be", "Confidence": 0.97, "X1": 0.64928, "Y1": 0.5622, "X2": 0.67797, "Y2": 0.562, "X3": 0.67797, "Y3": 0.5798, "X4": 0.64928, "Y4": 0.5808, "page": 0, "Index": 94}, {"Word": "asked", "Confidence": 0.955, "X1": 0.68579, "Y1": 0.5622, "X2": 0.74837, "Y2": 0.562, "X3": 0.74837, "Y3": 0.5798, "X4": 0.68579, "Y4": 0.5798, "page": 0, "Index": 95}, {"Word": "to", "Confidence": 0.998, "X1": 0.7575, "Y1": 0.5622, "X2": 0.78488, "Y2": 0.562, "X3": 0.78488, "Y3": 0.5798, "X4": 0.7575, "Y4": 0.5798, "page": 0, "Index": 96}, {"Word": "handle", "Confidence": 0.954, "X1": 0.79009, "Y1": 0.5622, "X2": 0.86571, "Y2": 0.562, "X3": 0.86571, "Y3": 0.5798, "X4": 0.79009, "Y4": 0.5798, "page": 0, "Index": 97}, {"Word": "all", "Confidence": 0.815, "X1": 0.87353, "Y1": 0.5622, "X2": 0.91265, "Y2": 0.562, "X3": 0.91265, "Y3": 0.5788, "X4": 0.87353, "Y4": 0.5798, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.992, "X1": 0.12907, "Y1": 0.5942, "X2": 0.16428, "Y2": 0.594, "X3": 0.16428, "Y3": 0.6108, "X4": 0.12907, "Y4": 0.6108, "page": 0, "Index": 99}, {"Word": "free", "Confidence": 0.943, "X1": 0.18253, "Y1": 0.5942, "X2": 0.23338, "Y2": 0.594, "X3": 0.23338, "Y3": 0.6108, "X4": 0.18383, "Y4": 0.6108, "page": 0, "Index": 100}, {"Word": "press", "Confidence": 0.852, "X1": 0.24902, "Y1": 0.5942, "X2": 0.3116, "Y2": 0.594, "X3": 0.3116, "Y3": 0.6108, "X4": 0.24902, "Y4": 0.6108, "page": 0, "Index": 101}, {"Word": "response", "Confidence": 0.659, "X1": 0.33116, "Y1": 0.5942, "X2": 0.42764, "Y2": 0.594, "X3": 0.42764, "Y3": 0.6108, "X4": 0.33116, "Y4": 0.6108, "page": 0, "Index": 102}, {"Word": "as", "Confidence": 0.991, "X1": 0.44459, "Y1": 0.5942, "X2": 0.47066, "Y2": 0.594, "X3": 0.47066, "Y3": 0.6098, "X4": 0.44459, "Y4": 0.6098, "page": 0, "Index": 103}, {"Word": "one", "Confidence": 0.685, "X1": 0.48631, "Y1": 0.5932, "X2": 0.52542, "Y2": 0.593, "X3": 0.52542, "Y3": 0.6098, "X4": 0.48761, "Y4": 0.6098, "page": 0, "Index": 104}, {"Word": "person.", "Confidence": 0.787, "X1": 0.54107, "Y1": 0.5932, "X2": 0.62973, "Y2": 0.593, "X3": 0.62973, "Y3": 0.6098, "X4": 0.54107, "Y4": 0.6098, "page": 0, "Index": 105}, {"Word": "We", "Confidence": 0.958, "X1": 0.66232, "Y1": 0.5932, "X2": 0.6897, "Y2": 0.593, "X3": 0.6897, "Y3": 0.6098, "X4": 0.66102, "Y4": 0.6098, "page": 0, "Index": 106}, {"Word": "have", "Confidence": 0.862, "X1": 0.70665, "Y1": 0.5932, "X2": 0.7575, "Y2": 0.593, "X3": 0.7575, "Y3": 0.6098, "X4": 0.70535, "Y4": 0.6098, "page": 0, "Index": 107}, {"Word": "to", "Confidence": 0.998, "X1": 0.77575, "Y1": 0.5932, "X2": 0.80052, "Y2": 0.593, "X3": 0.80052, "Y3": 0.6098, "X4": 0.77575, "Y4": 0.6098, "page": 0, "Index": 108}, {"Word": "be", "Confidence": 0.9, "X1": 0.81747, "Y1": 0.5932, "X2": 0.84485, "Y2": 0.593, "X3": 0.84485, "Y3": 0.6098, "X4": 0.81747, "Y4": 0.6098, "page": 0, "Index": 109}, {"Word": "more", "Confidence": 0.988, "X1": 0.8605, "Y1": 0.5932, "X2": 0.91004, "Y2": 0.593, "X3": 0.91004, "Y3": 0.6098, "X4": 0.8605, "Y4": 0.6098, "page": 0, "Index": 110}, {"Word": "aggressive,", "Confidence": 0.626, "X1": 0.12777, "Y1": 0.6252, "X2": 0.26467, "Y2": 0.625, "X3": 0.26336, "Y3": 0.6418, "X4": 0.12777, "Y4": 0.6418, "page": 0, "Index": 111}, {"Word": "before", "Confidence": 0.941, "X1": 0.26988, "Y1": 0.6242, "X2": 0.3455, "Y2": 0.624, "X3": 0.3442, "Y3": 0.6418, "X4": 0.26988, "Y4": 0.6418, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.35463, "Y1": 0.6242, "X2": 0.39374, "Y2": 0.624, "X3": 0.39244, "Y3": 0.6408, "X4": 0.35332, "Y4": 0.6418, "page": 0, "Index": 113}, {"Word": "during", "Confidence": 0.997, "X1": 0.40026, "Y1": 0.6242, "X2": 0.47458, "Y2": 0.624, "X3": 0.47458, "Y3": 0.6408, "X4": 0.40026, "Y4": 0.6408, "page": 0, "Index": 114}, {"Word": "stories.", "Confidence": 0.982, "X1": 0.4837, "Y1": 0.6232, "X2": 0.58279, "Y2": 0.623, "X3": 0.58279, "Y3": 0.6408, "X4": 0.4837, "Y4": 0.6408, "page": 0, "Index": 115}, {"Word": "We", "Confidence": 0.848, "X1": 0.59974, "Y1": 0.6232, "X2": 0.62842, "Y2": 0.623, "X3": 0.62842, "Y3": 0.6408, "X4": 0.59974, "Y4": 0.6408, "page": 0, "Index": 116}, {"Word": "must", "Confidence": 0.822, "X1": 0.63494, "Y1": 0.6242, "X2": 0.68449, "Y2": 0.624, "X3": 0.68449, "Y3": 0.6408, "X4": 0.63364, "Y4": 0.6408, "page": 0, "Index": 117}, {"Word": "intervene", "Confidence": 0.672, "X1": 0.69361, "Y1": 0.6242, "X2": 0.80574, "Y2": 0.624, "X3": 0.80574, "Y3": 0.6408, "X4": 0.69361, "Y4": 0.6408, "page": 0, "Index": 118}, {"Word": "to", "Confidence": 0.998, "X1": 0.81617, "Y1": 0.6242, "X2": 0.83963, "Y2": 0.624, "X3": 0.83963, "Y3": 0.6408, "X4": 0.81617, "Y4": 0.6408, "page": 0, "Index": 119}, {"Word": "shape", "Confidence": 0.81, "X1": 0.84876, "Y1": 0.6252, "X2": 0.91134, "Y2": 0.625, "X3": 0.91134, "Y3": 0.6408, "X4": 0.84876, "Y4": 0.6408, "page": 0, "Index": 120}, {"Word": "stories.", "Confidence": 0.931, "X1": 0.12777, "Y1": 0.6542, "X2": 0.22686, "Y2": 0.654, "X3": 0.22686, "Y3": 0.6708, "X4": 0.12777, "Y4": 0.6698, "page": 0, "Index": 121}, {"Word": "We", "Confidence": 0.997, "X1": 0.24641, "Y1": 0.6532, "X2": 0.27379, "Y2": 0.653, "X3": 0.27379, "Y3": 0.6708, "X4": 0.24641, "Y4": 0.6708, "page": 0, "Index": 122}, {"Word": "must", "Confidence": 0.96, "X1": 0.28162, "Y1": 0.6532, "X2": 0.33507, "Y2": 0.653, "X3": 0.33507, "Y3": 0.6708, "X4": 0.28162, "Y4": 0.6708, "page": 0, "Index": 123}, {"Word": "make", "Confidence": 0.886, "X1": 0.34289, "Y1": 0.6532, "X2": 0.39505, "Y2": 0.653, "X3": 0.39505, "Y3": 0.6708, "X4": 0.34289, "Y4": 0.6708, "page": 0, "Index": 124}, {"Word": "certain", "Confidence": 0.645, "X1": 0.40287, "Y1": 0.6522, "X2": 0.48892, "Y2": 0.652, "X3": 0.48892, "Y3": 0.6698, "X4": 0.40287, "Y4": 0.6708, "page": 0, "Index": 125}, {"Word": "that", "Confidence": 0.988, "X1": 0.50065, "Y1": 0.6522, "X2": 0.5502, "Y2": 0.652, "X3": 0.5502, "Y3": 0.6698, "X4": 0.50065, "Y4": 0.6698, "page": 0, "Index": 126}, {"Word": "our", "Confidence": 0.998, "X1": 0.55802, "Y1": 0.6522, "X2": 0.59844, "Y2": 0.652, "X3": 0.59844, "Y3": 0.6698, "X4": 0.55802, "Y4": 0.6698, "page": 0, "Index": 127}, {"Word": "side", "Confidence": 0.62, "X1": 0.60756, "Y1": 0.6522, "X2": 0.65711, "Y2": 0.652, "X3": 0.65711, "Y3": 0.6698, "X4": 0.60756, "Y4": 0.6698, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.66623, "Y1": 0.6522, "X2": 0.69361, "Y2": 0.652, "X3": 0.69361, "Y3": 0.6698, "X4": 0.66623, "Y4": 0.6698, "page": 0, "Index": 129}, {"Word": "the", "Confidence": 0.998, "X1": 0.70404, "Y1": 0.6522, "X2": 0.74185, "Y2": 0.652, "X3": 0.74185, "Y3": 0.6698, "X4": 0.70404, "Y4": 0.6698, "page": 0, "Index": 130}, {"Word": "story", "Confidence": 0.956, "X1": 0.75359, "Y1": 0.6532, "X2": 0.81356, "Y2": 0.653, "X3": 0.81356, "Y3": 0.6698, "X4": 0.75359, "Y4": 0.6698, "page": 0, "Index": 131}, {"Word": "is", "Confidence": 0.996, "X1": 0.82399, "Y1": 0.6532, "X2": 0.85137, "Y2": 0.653, "X3": 0.85137, "Y3": 0.6698, "X4": 0.82399, "Y4": 0.6698, "page": 0, "Index": 132}, {"Word": "told", "Confidence": 0.983, "X1": 0.8618, "Y1": 0.6532, "X2": 0.91004, "Y2": 0.653, "X3": 0.91004, "Y3": 0.6698, "X4": 0.8618, "Y4": 0.6698, "page": 0, "Index": 133}, {"Word": "in", "Confidence": 0.997, "X1": 0.12777, "Y1": 0.6852, "X2": 0.14993, "Y2": 0.685, "X3": 0.14993, "Y3": 0.7018, "X4": 0.12777, "Y4": 0.7018, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.16297, "Y1": 0.6852, "X2": 0.19948, "Y2": 0.685, "X3": 0.19948, "Y3": 0.7018, "X4": 0.16297, "Y4": 0.7018, "page": 0, "Index": 135}, {"Word": "same", "Confidence": 0.885, "X1": 0.2086, "Y1": 0.6852, "X2": 0.26076, "Y2": 0.685, "X3": 0.26076, "Y3": 0.7018, "X4": 0.2086, "Y4": 0.7018, "page": 0, "Index": 136}, {"Word": "news", "Confidence": 0.956, "X1": 0.26858, "Y1": 0.6842, "X2": 0.32203, "Y2": 0.684, "X3": 0.32203, "Y3": 0.7018, "X4": 0.26858, "Y4": 0.7018, "page": 0, "Index": 137}, {"Word": "cycle", "Confidence": 0.788, "X1": 0.33116, "Y1": 0.6842, "X2": 0.39374, "Y2": 0.684, "X3": 0.39374, "Y3": 0.7018, "X4": 0.33116, "Y4": 0.7018, "page": 0, "Index": 138}, {"Word": "as", "Confidence": 0.934, "X1": 0.40287, "Y1": 0.6842, "X2": 0.42894, "Y2": 0.684, "X3": 0.42894, "Y3": 0.7018, "X4": 0.40287, "Y4": 0.7018, "page": 0, "Index": 139}, {"Word": "the", "Confidence": 0.998, "X1": 0.44068, "Y1": 0.6842, "X2": 0.47718, "Y2": 0.684, "X3": 0.47718, "Y3": 0.7008, "X4": 0.44068, "Y4": 0.7018, "page": 0, "Index": 140}, {"Word": "other", "Confidence": 0.955, "X1": 0.48631, "Y1": 0.6842, "X2": 0.54889, "Y2": 0.684, "X3": 0.54889, "Y3": 0.7008, "X4": 0.48631, "Y4": 0.7008, "page": 0, "Index": 141}, {"Word": "side.", "Confidence": 0.955, "X1": 0.55932, "Y1": 0.6832, "X2": 0.6206, "Y2": 0.683, "X3": 0.6219, "Y3": 0.7008, "X4": 0.55932, "Y4": 0.7008, "page": 0, "Index": 142}, {"Word": "This", "Confidence": 0.648, "X1": 0.18514, "Y1": 0.7432, "X2": 0.23338, "Y2": 0.743, "X3": 0.23338, "Y3": 0.7618, "X4": 0.18514, "Y4": 0.7618, "page": 0, "Index": 143}, {"Word": "will", "Confidence": 0.989, "X1": 0.24381, "Y1": 0.7432, "X2": 0.29335, "Y2": 0.743, "X3": 0.29335, "Y3": 0.7618, "X4": 0.24381, "Y4": 0.7618, "page": 0, "Index": 144}, {"Word": "require", "Confidence": 0.958, "X1": 0.30378, "Y1": 0.7432, "X2": 0.38983, "Y2": 0.743, "X3": 0.38983, "Y3": 0.7618, "X4": 0.30378, "Y4": 0.7618, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.998, "X1": 0.39765, "Y1": 0.7432, "X2": 0.43546, "Y2": 0.743, "X3": 0.43546, "Y3": 0.7618, "X4": 0.39765, "Y4": 0.7618, "page": 0, "Index": 146}, {"Word": "addition", "Confidence": 0.994, "X1": 0.44329, "Y1": 0.7432, "X2": 0.54237, "Y2": 0.743, "X3": 0.54237, "Y3": 0.7608, "X4": 0.44329, "Y4": 0.7618, "page": 0, "Index": 147}, {"Word": "of", "Confidence": 0.998, "X1": 0.5515, "Y1": 0.7432, "X2": 0.57757, "Y2": 0.743, "X3": 0.57757, "Y3": 0.7608, "X4": 0.5515, "Y4": 0.7608, "page": 0, "Index": 148}, {"Word": "several", "Confidence": 0.977, "X1": 0.5854, "Y1": 0.7432, "X2": 0.67145, "Y2": 0.743, "X3": 0.67014, "Y3": 0.7608, "X4": 0.5854, "Y4": 0.7608, "page": 0, "Index": 149}, {"Word": "people", "Confidence": 0.968, "X1": 0.67927, "Y1": 0.7432, "X2": 0.75489, "Y2": 0.743, "X3": 0.75359, "Y3": 0.7608, "X4": 0.67927, "Y4": 0.7608, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.76402, "Y1": 0.7432, "X2": 0.7914, "Y2": 0.743, "X3": 0.79009, "Y3": 0.7608, "X4": 0.76402, "Y4": 0.7608, "page": 0, "Index": 151}, {"Word": "the", "Confidence": 0.818, "X1": 0.79922, "Y1": 0.7432, "X2": 0.83833, "Y2": 0.743, "X3": 0.83833, "Y3": 0.7608, "X4": 0.79922, "Y4": 0.7608, "page": 0, "Index": 152}, {"Word": "press", "Confidence": 0.611, "X1": 0.84485, "Y1": 0.7442, "X2": 0.90874, "Y2": 0.744, "X3": 0.90874, "Y3": 0.7608, "X4": 0.84485, "Y4": 0.7608, "page": 0, "Index": 153}, {"Word": "operation.", "Confidence": 0.747, "X1": 0.12256, "Y1": 0.7732, "X2": 0.24511, "Y2": 0.773, "X3": 0.24511, "Y3": 0.7908, "X4": 0.12256, "Y4": 0.7938, "page": 0, "Index": 154}, {"Word": "2073576745", "Confidence": 0.987, "X1": 0.95306, "Y1": 0.9062, "X2": 0.94654, "Y2": 0.906, "X3": 0.92308, "Y3": 0.9048, "X4": 0.9309, "Y4": 0.8078, "page": 0, "Index": 155}, {"Word": "3990027790", "Confidence": 0.991, "X1": 0.02738, "Y1": 0.9772, "X2": 0.12256, "Y2": 0.977, "X3": 0.12256, "Y3": 0.9908, "X4": 0.02738, "Y4": 0.9888, "page": 0, "Index": 156}]}
"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"
ffjw0181
10
{"lines_data": [{"Word": "VI. Field", "Confidence": 0.7485, "X1": 0.14342, "Y1": 0.0842, "X2": 0.27119, "Y2": 0.084, "X3": 0.27119, "Y3": 0.1028, "X4": 0.14342, "Y4": 0.1038, "page": 0}, {"Word": "What we have defined so far, in a military or campaign sense,", "Confidence": 0.94517, "X1": 0.19817, "Y1": 0.1452, "X2": 0.92308, "Y2": 0.145, "X3": 0.92308, "Y3": 0.1638, "X4": 0.19817, "Y4": 0.1618, "page": 0}, {"Word": "is strategy -- that is, air cover. We also need an infantry -- a", "Confidence": 0.82714, "X1": 0.14081, "Y1": 0.1752, "X2": 0.92699, "Y2": 0.175, "X3": 0.92699, "Y3": 0.1918, "X4": 0.14081, "Y4": 0.1918, "page": 0}, {"Word": "plan to carry out our purposes at the local, grassroots level.", "Confidence": 0.93291, "X1": 0.1382, "Y1": 0.2042, "X2": 0.92177, "Y2": 0.204, "X3": 0.92177, "Y3": 0.2218, "X4": 0.1382, "Y4": 0.2228, "page": 0}, {"Word": "--", "Confidence": 0.469, "X1": 0.04433, "Y1": 0.2512, "X2": 0.04433, "Y2": 0.251, "X3": 0.0352, "Y3": 0.2508, "X4": 0.0352, "Y4": 0.2368, "page": 0}, {"Word": "This is more vital for PM than it might be for other companies or", "Confidence": 0.98043, "X1": 0.1382, "Y1": 0.2352, "X2": 0.92308, "Y2": 0.235, "X3": 0.92308, "Y3": 0.2518, "X4": 0.1382, "Y4": 0.2508, "page": 0}, {"Word": "in other circumstances. We have very little credibility as a", "Confidence": 0.8711, "X1": 0.1382, "Y1": 0.2642, "X2": 0.92568, "Y2": 0.264, "X3": 0.92568, "Y3": 0.2818, "X4": 0.1382, "Y4": 0.2808, "page": 0}, {"Word": "corporation; a viable, effective field operation can give us", "Confidence": 0.90644, "X1": 0.1369, "Y1": 0.2922, "X2": 0.92308, "Y2": 0.292, "X3": 0.92438, "Y3": 0.3118, "X4": 0.1369, "Y4": 0.3118, "page": 0}, {"Word": "persuasiva indicia of credibility by being present at town", "Confidence": 0.887, "X1": 0.13559, "Y1": 0.3232, "X2": 0.92177, "Y2": 0.323, "X3": 0.92177, "Y3": 0.3418, "X4": 0.13559, "Y4": 0.3418, "page": 0}, {"Word": "meetings, writing and placing letters to the editor, making real", "Confidence": 0.9085, "X1": 0.13299, "Y1": 0.3522, "X2": 0.92047, "Y2": 0.352, "X3": 0.92047, "Y3": 0.3708, "X4": 0.13299, "Y4": 0.3718, "page": 0}, {"Word": "phone calls to public officials, and by becoming another public", "Confidence": 0.8824, "X1": 0.13168, "Y1": 0.3832, "X2": 0.92047, "Y2": 0.383, "X3": 0.92047, "Y3": 0.4018, "X4": 0.13168, "Y4": 0.4028, "page": 0}, {"Word": "face of the company -- a face of real people.", "Confidence": 0.8359, "X1": 0.13299, "Y1": 0.4122, "X2": 0.67536, "Y2": 0.412, "X3": 0.67536, "Y3": 0.4308, "X4": 0.13299, "Y4": 0.4308, "page": 0}, {"Word": "The obvious functions of field are to recruit volunteers for", "Confidence": 0.9278, "X1": 0.19035, "Y1": 0.4722, "X2": 0.91786, "Y2": 0.472, "X3": 0.91786, "Y3": 0.4888, "X4": 0.19035, "Y4": 0.4898, "page": 0}, {"Word": "local governmental meetings and to generate phone calls -- that is,", "Confidence": 0.84755, "X1": 0.12907, "Y1": 0.5022, "X2": 0.91265, "Y2": 0.502, "X3": 0.91265, "Y3": 0.5198, "X4": 0.12907, "Y4": 0.5198, "page": 0}, {"Word": "various forms of voter contact with relevant decision-makers. The", "Confidence": 0.88989, "X1": 0.12777, "Y1": 0.5312, "X2": 0.91395, "Y2": 0.531, "X3": 0.91395, "Y3": 0.5488, "X4": 0.12777, "Y4": 0.5508, "page": 0}, {"Word": "most important function of this particular field operation,", "Confidence": 0.871, "X1": 0.12647, "Y1": 0.5622, "X2": 0.90874, "Y2": 0.562, "X3": 0.90874, "Y3": 0.5808, "X4": 0.12647, "Y4": 0.5818, "page": 0}, {"Word": "however, would be to create a sophisticated overlay of", "Confidence": 0.94133, "X1": 0.12647, "Y1": 0.5922, "X2": 0.91395, "Y2": 0.592, "X3": 0.91395, "Y3": 0.6108, "X4": 0.12647, "Y4": 0.6118, "page": 0}, {"Word": "congressional districts, businesses and officials related to PM.", "Confidence": 0.904, "X1": 0.12516, "Y1": 0.6232, "X2": 0.91004, "Y2": 0.623, "X3": 0.91004, "Y3": 0.6408, "X4": 0.12516, "Y4": 0.6408, "page": 0}, {"Word": "These resources should be available to Buffy in the Washington", "Confidence": 0.8604, "X1": 0.12647, "Y1": 0.6532, "X2": 0.91004, "Y2": 0.653, "X3": 0.91004, "Y3": 0.6708, "X4": 0.12647, "Y4": 0.6708, "page": 0}, {"Word": "lobbying operation as well as to state and local operations. Thus,", "Confidence": 0.95209, "X1": 0.12516, "Y1": 0.6832, "X2": 0.90482, "Y2": 0.683, "X3": 0.90482, "Y3": 0.7018, "X4": 0.12516, "Y4": 0.7018, "page": 0}, {"Word": "for example, the data processing unit in Provo, Utah, gives the", "Confidence": 0.93909, "X1": 0.12647, "Y1": 0.7142, "X2": 0.90874, "Y2": 0.714, "X3": 0.90874, "Y3": 0.7318, "X4": 0.12647, "Y4": 0.7318, "page": 0}, {"Word": "Washington lobbying effort the opportunity to take an executive or", "Confidence": 0.9501, "X1": 0.12256, "Y1": 0.7442, "X2": 0.90874, "Y2": 0.744, "X3": 0.90874, "Y3": 0.7618, "X4": 0.12256, "Y4": 0.7618, "page": 0}, {"Word": "employees from Provo to explain to a Congressman or Senator or to", "Confidence": 0.91333, "X1": 0.12125, "Y1": 0.7732, "X2": 0.90613, "Y2": 0.773, "X3": 0.90743, "Y3": 0.7908, "X4": 0.12125, "Y4": 0.7918, "page": 0}, {"Word": "local Congressional staff members that a particular decision or", "Confidence": 0.89011, "X1": 0.12256, "Y1": 0.8022, "X2": 0.90874, "Y2": 0.802, "X3": 0.90874, "Y3": 0.8208, "X4": 0.12256, "Y4": 0.8218, "page": 0}, {"Word": "piece of legislation could cost 30 jobs in that particular town.", "Confidence": 0.85945, "X1": 0.11864, "Y1": 0.8342, "X2": 0.89048, "Y2": 0.834, "X3": 0.89048, "Y3": 0.8518, "X4": 0.11864, "Y4": 0.8538, "page": 0}, {"Word": "11", "Confidence": 0.641, "X1": 0.49413, "Y1": 0.8802, "X2": 0.52151, "Y2": 0.88, "X3": 0.52151, "Y3": 0.8928, "X4": 0.49544, "Y4": 0.8938, "page": 0}, {"Word": "2073576750", "Confidence": 0.991, "X1": 0.96089, "Y1": 0.9212, "X2": 0.95437, "Y2": 0.921, "X3": 0.9322, "Y3": 0.9198, "X4": 0.93872, "Y4": 0.8208, "page": 0}, {"Word": "3990027795", "Confidence": 0.991, "X1": 0.02608, "Y1": 0.9752, "X2": 0.12516, "Y2": 0.975, "X3": 0.12516, "Y3": 0.9898, "X4": 0.02608, "Y4": 0.9878, "page": 0}], "words_data": [{"Word": "VI.", "Confidence": 0.855, "X1": 0.14472, "Y1": 0.0852, "X2": 0.18514, "Y2": 0.085, "X3": 0.18514, "Y3": 0.1038, "X4": 0.14472, "Y4": 0.1038, "page": 0, "Index": 0}, {"Word": "Field", "Confidence": 0.642, "X1": 0.20209, "Y1": 0.0852, "X2": 0.26728, "Y2": 0.085, "X3": 0.26728, "Y3": 0.1038, "X4": 0.20078, "Y4": 0.1038, "page": 0, "Index": 1}, {"Word": "What", "Confidence": 0.979, "X1": 0.20078, "Y1": 0.1452, "X2": 0.25424, "Y2": 0.145, "X3": 0.25293, "Y3": 0.1618, "X4": 0.20078, "Y4": 0.1618, "page": 0, "Index": 2}, {"Word": "we", "Confidence": 0.997, "X1": 0.26076, "Y1": 0.1452, "X2": 0.28814, "Y2": 0.145, "X3": 0.28814, "Y3": 0.1628, "X4": 0.25945, "Y4": 0.1618, "page": 0, "Index": 3}, {"Word": "have", "Confidence": 0.986, "X1": 0.29465, "Y1": 0.1452, "X2": 0.34811, "Y2": 0.145, "X3": 0.34681, "Y3": 0.1628, "X4": 0.29465, "Y4": 0.1628, "page": 0, "Index": 4}, {"Word": "defined", "Confidence": 0.643, "X1": 0.35463, "Y1": 0.1452, "X2": 0.44329, "Y2": 0.145, "X3": 0.44329, "Y3": 0.1628, "X4": 0.35332, "Y4": 0.1628, "page": 0, "Index": 5}, {"Word": "so", "Confidence": 0.956, "X1": 0.45111, "Y1": 0.1452, "X2": 0.47718, "Y2": 0.145, "X3": 0.47718, "Y3": 0.1628, "X4": 0.45111, "Y4": 0.1628, "page": 0, "Index": 6}, {"Word": "far,", "Confidence": 0.993, "X1": 0.4837, "Y1": 0.1452, "X2": 0.53585, "Y2": 0.145, "X3": 0.53455, "Y3": 0.1638, "X4": 0.4837, "Y4": 0.1628, "page": 0, "Index": 7}, {"Word": "in", "Confidence": 0.998, "X1": 0.54237, "Y1": 0.1452, "X2": 0.56845, "Y2": 0.145, "X3": 0.56845, "Y3": 0.1638, "X4": 0.54237, "Y4": 0.1638, "page": 0, "Index": 8}, {"Word": "a", "Confidence": 0.997, "X1": 0.57627, "Y1": 0.1452, "X2": 0.59061, "Y2": 0.145, "X3": 0.59061, "Y3": 0.1638, "X4": 0.57627, "Y4": 0.1638, "page": 0, "Index": 9}, {"Word": "military", "Confidence": 0.886, "X1": 0.59844, "Y1": 0.1452, "X2": 0.70013, "Y2": 0.145, "X3": 0.70013, "Y3": 0.1638, "X4": 0.59844, "Y4": 0.1638, "page": 0, "Index": 10}, {"Word": "or", "Confidence": 0.998, "X1": 0.70665, "Y1": 0.1452, "X2": 0.73403, "Y2": 0.145, "X3": 0.73403, "Y3": 0.1638, "X4": 0.70665, "Y4": 0.1638, "page": 0, "Index": 11}, {"Word": "campaign", "Confidence": 0.994, "X1": 0.74185, "Y1": 0.1462, "X2": 0.84094, "Y2": 0.146, "X3": 0.84094, "Y3": 0.1648, "X4": 0.74055, "Y4": 0.1638, "page": 0, "Index": 12}, {"Word": "sense,", "Confidence": 0.915, "X1": 0.85137, "Y1": 0.1462, "X2": 0.92308, "Y2": 0.146, "X3": 0.92308, "Y3": 0.1648, "X4": 0.85007, "Y4": 0.1648, "page": 0, "Index": 13}, {"Word": "is", "Confidence": 0.092, "X1": 0.14211, "Y1": 0.1762, "X2": 0.16428, "Y2": 0.176, "X3": 0.16558, "Y3": 0.1918, "X4": 0.14211, "Y4": 0.1918, "page": 0, "Index": 14}, {"Word": "strategy", "Confidence": 0.627, "X1": 0.17601, "Y1": 0.1762, "X2": 0.27379, "Y2": 0.176, "X3": 0.27379, "Y3": 0.1918, "X4": 0.17601, "Y4": 0.1918, "page": 0, "Index": 15}, {"Word": "--", "Confidence": 0.796, "X1": 0.28553, "Y1": 0.1752, "X2": 0.3116, "Y2": 0.175, "X3": 0.31291, "Y3": 0.1918, "X4": 0.28553, "Y4": 0.1918, "page": 0, "Index": 16}, {"Word": "that", "Confidence": 0.982, "X1": 0.32334, "Y1": 0.1752, "X2": 0.37288, "Y2": 0.175, "X3": 0.37288, "Y3": 0.1928, "X4": 0.32334, "Y4": 0.1918, "page": 0, "Index": 17}, {"Word": "is,", "Confidence": 0.995, "X1": 0.38331, "Y1": 0.1752, "X2": 0.42112, "Y2": 0.175, "X3": 0.42112, "Y3": 0.1928, "X4": 0.38331, "Y4": 0.1928, "page": 0, "Index": 18}, {"Word": "air", "Confidence": 0.992, "X1": 0.43025, "Y1": 0.1752, "X2": 0.46806, "Y2": 0.175, "X3": 0.46806, "Y3": 0.1928, "X4": 0.43025, "Y4": 0.1928, "page": 0, "Index": 19}, {"Word": "cover.", "Confidence": 0.726, "X1": 0.47588, "Y1": 0.1752, "X2": 0.5502, "Y2": 0.175, "X3": 0.5502, "Y3": 0.1928, "X4": 0.47588, "Y4": 0.1928, "page": 0, "Index": 20}, {"Word": "We", "Confidence": 0.814, "X1": 0.56975, "Y1": 0.1752, "X2": 0.59844, "Y2": 0.175, "X3": 0.59713, "Y3": 0.1928, "X4": 0.56975, "Y4": 0.1928, "page": 0, "Index": 21}, {"Word": "also", "Confidence": 0.974, "X1": 0.60887, "Y1": 0.1752, "X2": 0.65841, "Y2": 0.175, "X3": 0.65841, "Y3": 0.1928, "X4": 0.60756, "Y4": 0.1928, "page": 0, "Index": 22}, {"Word": "need", "Confidence": 0.651, "X1": 0.66884, "Y1": 0.1752, "X2": 0.71838, "Y2": 0.175, "X3": 0.71838, "Y3": 0.1928, "X4": 0.66884, "Y4": 0.1928, "page": 0, "Index": 23}, {"Word": "an", "Confidence": 0.998, "X1": 0.72751, "Y1": 0.1752, "X2": 0.75359, "Y2": 0.175, "X3": 0.75359, "Y3": 0.1928, "X4": 0.72751, "Y4": 0.1928, "page": 0, "Index": 24}, {"Word": "infantry", "Confidence": 0.995, "X1": 0.76271, "Y1": 0.1762, "X2": 0.8631, "Y2": 0.176, "X3": 0.8618, "Y3": 0.1928, "X4": 0.76271, "Y4": 0.1928, "page": 0, "Index": 25}, {"Word": "--", "Confidence": 0.943, "X1": 0.87484, "Y1": 0.1762, "X2": 0.89961, "Y2": 0.176, "X3": 0.89831, "Y3": 0.1928, "X4": 0.87484, "Y4": 0.1928, "page": 0, "Index": 26}, {"Word": "a", "Confidence": 0.995, "X1": 0.90874, "Y1": 0.1762, "X2": 0.92177, "Y2": 0.176, "X3": 0.92047, "Y3": 0.1928, "X4": 0.90874, "Y4": 0.1928, "page": 0, "Index": 27}, {"Word": "plan", "Confidence": 0.926, "X1": 0.1395, "Y1": 0.2062, "X2": 0.19035, "Y2": 0.206, "X3": 0.18905, "Y3": 0.2228, "X4": 0.1395, "Y4": 0.2228, "page": 0, "Index": 28}, {"Word": "to", "Confidence": 0.998, "X1": 0.20469, "Y1": 0.2062, "X2": 0.22947, "Y2": 0.206, "X3": 0.22947, "Y3": 0.2228, "X4": 0.20469, "Y4": 0.2228, "page": 0, "Index": 29}, {"Word": "carry", "Confidence": 0.887, "X1": 0.2425, "Y1": 0.2062, "X2": 0.30639, "Y2": 0.206, "X3": 0.30508, "Y3": 0.2228, "X4": 0.2412, "Y4": 0.2228, "page": 0, "Index": 30}, {"Word": "out", "Confidence": 0.998, "X1": 0.31943, "Y1": 0.2062, "X2": 0.35984, "Y2": 0.206, "X3": 0.35854, "Y3": 0.2228, "X4": 0.31943, "Y4": 0.2228, "page": 0, "Index": 31}, {"Word": "our", "Confidence": 0.998, "X1": 0.37158, "Y1": 0.2062, "X2": 0.40939, "Y2": 0.206, "X3": 0.40939, "Y3": 0.2228, "X4": 0.37158, "Y4": 0.2228, "page": 0, "Index": 32}, {"Word": "purposes", "Confidence": 0.947, "X1": 0.42243, "Y1": 0.2052, "X2": 0.52021, "Y2": 0.205, "X3": 0.52021, "Y3": 0.2228, "X4": 0.42112, "Y4": 0.2228, "page": 0, "Index": 33}, {"Word": "at", "Confidence": 0.998, "X1": 0.53194, "Y1": 0.2052, "X2": 0.55932, "Y2": 0.205, "X3": 0.55802, "Y3": 0.2228, "X4": 0.53194, "Y4": 0.2228, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.621, "X1": 0.57236, "Y1": 0.2052, "X2": 0.61017, "Y2": 0.205, "X3": 0.61017, "Y3": 0.2228, "X4": 0.57236, "Y4": 0.2228, "page": 0, "Index": 35}, {"Word": "local,", "Confidence": 0.991, "X1": 0.62451, "Y1": 0.2052, "X2": 0.70013, "Y2": 0.205, "X3": 0.70013, "Y3": 0.2228, "X4": 0.62451, "Y4": 0.2228, "page": 0, "Index": 36}, {"Word": "grassroots", "Confidence": 0.951, "X1": 0.71186, "Y1": 0.2052, "X2": 0.83442, "Y2": 0.205, "X3": 0.83442, "Y3": 0.2228, "X4": 0.71186, "Y4": 0.2228, "page": 0, "Index": 37}, {"Word": "level.", "Confidence": 0.947, "X1": 0.84746, "Y1": 0.2052, "X2": 0.92177, "Y2": 0.205, "X3": 0.92177, "Y3": 0.2228, "X4": 0.84746, "Y4": 0.2228, "page": 0, "Index": 38}, {"Word": "--", "Confidence": 0.469, "X1": 0.04433, "Y1": 0.2492, "X2": 0.04433, "Y2": 0.249, "X3": 0.0352, "Y3": 0.2488, "X4": 0.0352, "Y4": 0.2368, "page": 0, "Index": 39}, {"Word": "This", "Confidence": 0.982, "X1": 0.14081, "Y1": 0.2352, "X2": 0.18905, "Y2": 0.235, "X3": 0.18774, "Y3": 0.2508, "X4": 0.1395, "Y4": 0.2508, "page": 0, "Index": 40}, {"Word": "is", "Confidence": 0.955, "X1": 0.19948, "Y1": 0.2352, "X2": 0.22425, "Y2": 0.235, "X3": 0.22295, "Y3": 0.2508, "X4": 0.19817, "Y4": 0.2508, "page": 0, "Index": 41}, {"Word": "more", "Confidence": 0.989, "X1": 0.23468, "Y1": 0.2352, "X2": 0.28422, "Y2": 0.235, "X3": 0.28422, "Y3": 0.2508, "X4": 0.23338, "Y4": 0.2508, "page": 0, "Index": 42}, {"Word": "vital", "Confidence": 0.993, "X1": 0.29596, "Y1": 0.2352, "X2": 0.35854, "Y2": 0.235, "X3": 0.35724, "Y3": 0.2518, "X4": 0.29596, "Y4": 0.2508, "page": 0, "Index": 43}, {"Word": "for", "Confidence": 0.998, "X1": 0.37027, "Y1": 0.2352, "X2": 0.40678, "Y2": 0.235, "X3": 0.40548, "Y3": 0.2518, "X4": 0.36897, "Y4": 0.2518, "page": 0, "Index": 44}, {"Word": "PM", "Confidence": 0.997, "X1": 0.41591, "Y1": 0.2352, "X2": 0.44329, "Y2": 0.235, "X3": 0.44198, "Y3": 0.2518, "X4": 0.4146, "Y4": 0.2518, "page": 0, "Index": 45}, {"Word": "than", "Confidence": 0.988, "X1": 0.45372, "Y1": 0.2352, "X2": 0.50065, "Y2": 0.235, "X3": 0.49935, "Y3": 0.2518, "X4": 0.45241, "Y4": 0.2518, "page": 0, "Index": 46}, {"Word": "it", "Confidence": 0.958, "X1": 0.51239, "Y1": 0.2352, "X2": 0.53585, "Y2": 0.235, "X3": 0.53585, "Y3": 0.2518, "X4": 0.51108, "Y4": 0.2518, "page": 0, "Index": 47}, {"Word": "might", "Confidence": 0.996, "X1": 0.54498, "Y1": 0.2352, "X2": 0.60756, "Y2": 0.235, "X3": 0.60756, "Y3": 0.2518, "X4": 0.54498, "Y4": 0.2518, "page": 0, "Index": 48}, {"Word": "be", "Confidence": 0.997, "X1": 0.61669, "Y1": 0.2352, "X2": 0.64537, "Y2": 0.235, "X3": 0.64537, "Y3": 0.2518, "X4": 0.61669, "Y4": 0.2518, "page": 0, "Index": 49}, {"Word": "for", "Confidence": 0.998, "X1": 0.6558, "Y1": 0.2352, "X2": 0.69231, "Y2": 0.235, "X3": 0.69231, "Y3": 0.2518, "X4": 0.6558, "Y4": 0.2518, "page": 0, "Index": 50}, {"Word": "other", "Confidence": 0.997, "X1": 0.70274, "Y1": 0.2352, "X2": 0.76402, "Y2": 0.235, "X3": 0.76402, "Y3": 0.2528, "X4": 0.70274, "Y4": 0.2518, "page": 0, "Index": 51}, {"Word": "companies", "Confidence": 0.881, "X1": 0.77314, "Y1": 0.2352, "X2": 0.88527, "Y2": 0.235, "X3": 0.88527, "Y3": 0.2528, "X4": 0.77314, "Y4": 0.2528, "page": 0, "Index": 52}, {"Word": "or", "Confidence": 0.997, "X1": 0.89439, "Y1": 0.2352, "X2": 0.92047, "Y2": 0.235, "X3": 0.92047, "Y3": 0.2528, "X4": 0.89439, "Y4": 0.2528, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.991, "X1": 0.1395, "Y1": 0.2642, "X2": 0.16428, "Y2": 0.264, "X3": 0.16428, "Y3": 0.2798, "X4": 0.1395, "Y4": 0.2798, "page": 0, "Index": 54}, {"Word": "other", "Confidence": 0.997, "X1": 0.17992, "Y1": 0.2642, "X2": 0.2412, "Y2": 0.264, "X3": 0.2412, "Y3": 0.2798, "X4": 0.17862, "Y4": 0.2798, "page": 0, "Index": 55}, {"Word": "circumstances.", "Confidence": 0.691, "X1": 0.25554, "Y1": 0.2642, "X2": 0.42894, "Y2": 0.264, "X3": 0.42894, "Y3": 0.2808, "X4": 0.25424, "Y4": 0.2808, "page": 0, "Index": 56}, {"Word": "We", "Confidence": 0.981, "X1": 0.45632, "Y1": 0.2642, "X2": 0.4837, "Y2": 0.264, "X3": 0.4837, "Y3": 0.2808, "X4": 0.45632, "Y4": 0.2808, "page": 0, "Index": 57}, {"Word": "have", "Confidence": 0.986, "X1": 0.49674, "Y1": 0.2642, "X2": 0.54628, "Y2": 0.264, "X3": 0.54628, "Y3": 0.2818, "X4": 0.49544, "Y4": 0.2808, "page": 0, "Index": 58}, {"Word": "very", "Confidence": 0.653, "X1": 0.56193, "Y1": 0.2642, "X2": 0.61278, "Y2": 0.264, "X3": 0.61278, "Y3": 0.2818, "X4": 0.56063, "Y4": 0.2818, "page": 0, "Index": 59}, {"Word": "little", "Confidence": 0.991, "X1": 0.62712, "Y1": 0.2642, "X2": 0.70013, "Y2": 0.264, "X3": 0.70013, "Y3": 0.2818, "X4": 0.62581, "Y4": 0.2818, "page": 0, "Index": 60}, {"Word": "credibility", "Confidence": 0.886, "X1": 0.71447, "Y1": 0.2642, "X2": 0.85007, "Y2": 0.264, "X3": 0.84876, "Y3": 0.2818, "X4": 0.71317, "Y4": 0.2818, "page": 0, "Index": 61}, {"Word": "as", "Confidence": 0.848, "X1": 0.86571, "Y1": 0.2642, "X2": 0.89048, "Y2": 0.264, "X3": 0.88918, "Y3": 0.2818, "X4": 0.86441, "Y4": 0.2818, "page": 0, "Index": 62}, {"Word": "a", "Confidence": 0.687, "X1": 0.90482, "Y1": 0.2642, "X2": 0.91786, "Y2": 0.264, "X3": 0.91786, "Y3": 0.2818, "X4": 0.90482, "Y4": 0.2818, "page": 0, "Index": 63}, {"Word": "corporation;", "Confidence": 0.887, "X1": 0.1382, "Y1": 0.2942, "X2": 0.28553, "Y2": 0.294, "X3": 0.28553, "Y3": 0.3118, "X4": 0.1369, "Y4": 0.3118, "page": 0, "Index": 64}, {"Word": "a", "Confidence": 0.994, "X1": 0.30117, "Y1": 0.2942, "X2": 0.31421, "Y2": 0.294, "X3": 0.31421, "Y3": 0.3118, "X4": 0.29987, "Y4": 0.3118, "page": 0, "Index": 65}, {"Word": "viable,", "Confidence": 0.953, "X1": 0.33377, "Y1": 0.2932, "X2": 0.42112, "Y2": 0.293, "X3": 0.42112, "Y3": 0.3118, "X4": 0.33377, "Y4": 0.3118, "page": 0, "Index": 66}, {"Word": "effective", "Confidence": 0.789, "X1": 0.43677, "Y1": 0.2932, "X2": 0.54498, "Y2": 0.293, "X3": 0.54498, "Y3": 0.3118, "X4": 0.43546, "Y4": 0.3118, "page": 0, "Index": 67}, {"Word": "field", "Confidence": 0.901, "X1": 0.56063, "Y1": 0.2932, "X2": 0.62321, "Y2": 0.293, "X3": 0.62321, "Y3": 0.3118, "X4": 0.56063, "Y4": 0.3118, "page": 0, "Index": 68}, {"Word": "operation", "Confidence": 0.971, "X1": 0.64146, "Y1": 0.2932, "X2": 0.75098, "Y2": 0.293, "X3": 0.75228, "Y3": 0.3118, "X4": 0.64146, "Y4": 0.3118, "page": 0, "Index": 69}, {"Word": "can", "Confidence": 0.998, "X1": 0.76793, "Y1": 0.2932, "X2": 0.80704, "Y2": 0.293, "X3": 0.80704, "Y3": 0.3118, "X4": 0.76793, "Y4": 0.3118, "page": 0, "Index": 70}, {"Word": "give", "Confidence": 0.983, "X1": 0.82269, "Y1": 0.2932, "X2": 0.87614, "Y2": 0.293, "X3": 0.87614, "Y3": 0.3118, "X4": 0.82269, "Y4": 0.3118, "page": 0, "Index": 71}, {"Word": "us", "Confidence": 0.682, "X1": 0.89048, "Y1": 0.2942, "X2": 0.91917, "Y2": 0.294, "X3": 0.91917, "Y3": 0.3118, "X4": 0.89179, "Y4": 0.3118, "page": 0, "Index": 72}, {"Word": "persuasiva", "Confidence": 0.73, "X1": 0.1369, "Y1": 0.3252, "X2": 0.25945, "Y2": 0.325, "X3": 0.25815, "Y3": 0.3418, "X4": 0.13559, "Y4": 0.3418, "page": 0, "Index": 73}, {"Word": "indicia", "Confidence": 0.951, "X1": 0.27771, "Y1": 0.3242, "X2": 0.36636, "Y2": 0.324, "X3": 0.36636, "Y3": 0.3418, "X4": 0.27771, "Y4": 0.3418, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.38592, "Y1": 0.3242, "X2": 0.4133, "Y2": 0.324, "X3": 0.4133, "Y3": 0.3418, "X4": 0.38592, "Y4": 0.3418, "page": 0, "Index": 75}, {"Word": "credibility", "Confidence": 0.885, "X1": 0.43155, "Y1": 0.3232, "X2": 0.56584, "Y2": 0.323, "X3": 0.56584, "Y3": 0.3428, "X4": 0.43155, "Y4": 0.3428, "page": 0, "Index": 76}, {"Word": "by", "Confidence": 0.998, "X1": 0.58279, "Y1": 0.3232, "X2": 0.61147, "Y2": 0.323, "X3": 0.61147, "Y3": 0.3428, "X4": 0.58279, "Y4": 0.3428, "page": 0, "Index": 77}, {"Word": "being", "Confidence": 0.794, "X1": 0.63103, "Y1": 0.3232, "X2": 0.69492, "Y2": 0.323, "X3": 0.69492, "Y3": 0.3428, "X4": 0.63103, "Y4": 0.3428, "page": 0, "Index": 78}, {"Word": "present", "Confidence": 0.661, "X1": 0.71317, "Y1": 0.3242, "X2": 0.80052, "Y2": 0.324, "X3": 0.80052, "Y3": 0.3428, "X4": 0.71317, "Y4": 0.3428, "page": 0, "Index": 79}, {"Word": "at", "Confidence": 0.996, "X1": 0.81877, "Y1": 0.3242, "X2": 0.84746, "Y2": 0.324, "X3": 0.84746, "Y3": 0.3428, "X4": 0.81877, "Y4": 0.3428, "page": 0, "Index": 80}, {"Word": "town", "Confidence": 0.97, "X1": 0.86832, "Y1": 0.3242, "X2": 0.91786, "Y2": 0.324, "X3": 0.91786, "Y3": 0.3428, "X4": 0.86832, "Y4": 0.3428, "page": 0, "Index": 81}, {"Word": "meetings,", "Confidence": 0.62, "X1": 0.13429, "Y1": 0.3542, "X2": 0.24641, "Y2": 0.354, "X3": 0.24641, "Y3": 0.3718, "X4": 0.13429, "Y4": 0.3708, "page": 0, "Index": 82}, {"Word": "writing", "Confidence": 0.995, "X1": 0.25554, "Y1": 0.3542, "X2": 0.34289, "Y2": 0.354, "X3": 0.34289, "Y3": 0.3718, "X4": 0.25554, "Y4": 0.3718, "page": 0, "Index": 83}, {"Word": "and", "Confidence": 0.995, "X1": 0.35332, "Y1": 0.3542, "X2": 0.39374, "Y2": 0.354, "X3": 0.39374, "Y3": 0.3718, "X4": 0.35332, "Y4": 0.3718, "page": 0, "Index": 84}, {"Word": "placing", "Confidence": 0.994, "X1": 0.40417, "Y1": 0.3532, "X2": 0.48892, "Y2": 0.353, "X3": 0.48892, "Y3": 0.3718, "X4": 0.40417, "Y4": 0.3718, "page": 0, "Index": 85}, {"Word": "letters", "Confidence": 0.959, "X1": 0.49935, "Y1": 0.3532, "X2": 0.58409, "Y2": 0.353, "X3": 0.58409, "Y3": 0.3718, "X4": 0.49935, "Y4": 0.3718, "page": 0, "Index": 86}, {"Word": "to", "Confidence": 0.998, "X1": 0.59583, "Y1": 0.3532, "X2": 0.6219, "Y2": 0.353, "X3": 0.6219, "Y3": 0.3718, "X4": 0.59583, "Y4": 0.3718, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.998, "X1": 0.63364, "Y1": 0.3532, "X2": 0.67275, "Y2": 0.353, "X3": 0.67275, "Y3": 0.3718, "X4": 0.63364, "Y4": 0.3718, "page": 0, "Index": 88}, {"Word": "editor,", "Confidence": 0.618, "X1": 0.68318, "Y1": 0.3532, "X2": 0.76923, "Y2": 0.353, "X3": 0.77053, "Y3": 0.3718, "X4": 0.68318, "Y4": 0.3718, "page": 0, "Index": 89}, {"Word": "making", "Confidence": 0.995, "X1": 0.77836, "Y1": 0.3532, "X2": 0.85398, "Y2": 0.353, "X3": 0.85398, "Y3": 0.3718, "X4": 0.77836, "Y4": 0.3718, "page": 0, "Index": 90}, {"Word": "real", "Confidence": 0.913, "X1": 0.86441, "Y1": 0.3532, "X2": 0.91525, "Y2": 0.353, "X3": 0.91525, "Y3": 0.3708, "X4": 0.86571, "Y4": 0.3718, "page": 0, "Index": 91}, {"Word": "phone", "Confidence": 0.778, "X1": 0.13429, "Y1": 0.3852, "X2": 0.19687, "Y2": 0.385, "X3": 0.19687, "Y3": 0.4028, "X4": 0.13299, "Y4": 0.4028, "page": 0, "Index": 92}, {"Word": "calls", "Confidence": 0.943, "X1": 0.2073, "Y1": 0.3852, "X2": 0.27249, "Y2": 0.385, "X3": 0.27119, "Y3": 0.4028, "X4": 0.2073, "Y4": 0.4028, "page": 0, "Index": 93}, {"Word": "to", "Confidence": 0.998, "X1": 0.28422, "Y1": 0.3852, "X2": 0.3116, "Y2": 0.385, "X3": 0.3103, "Y3": 0.4028, "X4": 0.28292, "Y4": 0.4028, "page": 0, "Index": 94}, {"Word": "public", "Confidence": 0.991, "X1": 0.32073, "Y1": 0.3842, "X2": 0.39765, "Y2": 0.384, "X3": 0.39765, "Y3": 0.4038, "X4": 0.32073, "Y4": 0.4028, "page": 0, "Index": 95}, {"Word": "officials,", "Confidence": 0.666, "X1": 0.40939, "Y1": 0.3842, "X2": 0.53194, "Y2": 0.384, "X3": 0.53194, "Y3": 0.4038, "X4": 0.40939, "Y4": 0.4038, "page": 0, "Index": 96}, {"Word": "and", "Confidence": 0.997, "X1": 0.54107, "Y1": 0.3842, "X2": 0.58018, "Y2": 0.384, "X3": 0.58018, "Y3": 0.4038, "X4": 0.54107, "Y4": 0.4038, "page": 0, "Index": 97}, {"Word": "by", "Confidence": 0.998, "X1": 0.59192, "Y1": 0.3842, "X2": 0.6193, "Y2": 0.384, "X3": 0.6193, "Y3": 0.4038, "X4": 0.59192, "Y4": 0.4038, "page": 0, "Index": 98}, {"Word": "becoming", "Confidence": 0.606, "X1": 0.63103, "Y1": 0.3842, "X2": 0.73142, "Y2": 0.384, "X3": 0.73142, "Y3": 0.4028, "X4": 0.63103, "Y4": 0.4038, "page": 0, "Index": 99}, {"Word": "another", "Confidence": 0.955, "X1": 0.74185, "Y1": 0.3842, "X2": 0.8279, "Y2": 0.384, "X3": 0.8279, "Y3": 0.4028, "X4": 0.74185, "Y4": 0.4028, "page": 0, "Index": 100}, {"Word": "public", "Confidence": 0.892, "X1": 0.83963, "Y1": 0.3832, "X2": 0.91525, "Y2": 0.383, "X3": 0.91525, "Y3": 0.4018, "X4": 0.83963, "Y4": 0.4028, "page": 0, "Index": 101}, {"Word": "face", "Confidence": 0.694, "X1": 0.13429, "Y1": 0.4142, "X2": 0.18253, "Y2": 0.414, "X3": 0.18253, "Y3": 0.4308, "X4": 0.13429, "Y4": 0.4298, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.998, "X1": 0.19296, "Y1": 0.4142, "X2": 0.21904, "Y2": 0.414, "X3": 0.21904, "Y3": 0.4308, "X4": 0.19166, "Y4": 0.4308, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.601, "X1": 0.23077, "Y1": 0.4142, "X2": 0.26858, "Y2": 0.414, "X3": 0.26728, "Y3": 0.4308, "X4": 0.22947, "Y4": 0.4308, "page": 0, "Index": 104}, {"Word": "company", "Confidence": 0.991, "X1": 0.2764, "Y1": 0.4132, "X2": 0.36636, "Y2": 0.413, "X3": 0.36506, "Y3": 0.4318, "X4": 0.2751, "Y4": 0.4308, "page": 0, "Index": 105}, {"Word": "--", "Confidence": 0.956, "X1": 0.37549, "Y1": 0.4132, "X2": 0.40417, "Y2": 0.413, "X3": 0.40287, "Y3": 0.4318, "X4": 0.37419, "Y4": 0.4318, "page": 0, "Index": 106}, {"Word": "a", "Confidence": 0.983, "X1": 0.41199, "Y1": 0.4132, "X2": 0.42503, "Y2": 0.413, "X3": 0.42503, "Y3": 0.4318, "X4": 0.41069, "Y4": 0.4318, "page": 0, "Index": 107}, {"Word": "face", "Confidence": 0.69, "X1": 0.43546, "Y1": 0.4132, "X2": 0.4837, "Y2": 0.413, "X3": 0.4824, "Y3": 0.4318, "X4": 0.43416, "Y4": 0.4318, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.49283, "Y1": 0.4132, "X2": 0.52021, "Y2": 0.413, "X3": 0.5189, "Y3": 0.4318, "X4": 0.49153, "Y4": 0.4318, "page": 0, "Index": 109}, {"Word": "real", "Confidence": 0.637, "X1": 0.52673, "Y1": 0.4132, "X2": 0.57888, "Y2": 0.413, "X3": 0.57757, "Y3": 0.4318, "X4": 0.52542, "Y4": 0.4318, "page": 0, "Index": 110}, {"Word": "people.", "Confidence": 0.811, "X1": 0.5867, "Y1": 0.4122, "X2": 0.67536, "Y2": 0.412, "X3": 0.67405, "Y3": 0.4318, "X4": 0.5854, "Y4": 0.4318, "page": 0, "Index": 111}, {"Word": "The", "Confidence": 0.994, "X1": 0.19296, "Y1": 0.4742, "X2": 0.22947, "Y2": 0.474, "X3": 0.22816, "Y3": 0.4898, "X4": 0.19296, "Y4": 0.4898, "page": 0, "Index": 112}, {"Word": "obvious", "Confidence": 0.887, "X1": 0.2399, "Y1": 0.4732, "X2": 0.32595, "Y2": 0.473, "X3": 0.32595, "Y3": 0.4898, "X4": 0.23859, "Y4": 0.4898, "page": 0, "Index": 113}, {"Word": "functions", "Confidence": 0.958, "X1": 0.33898, "Y1": 0.4732, "X2": 0.4472, "Y2": 0.473, "X3": 0.44589, "Y3": 0.4898, "X4": 0.33768, "Y4": 0.4898, "page": 0, "Index": 114}, {"Word": "of", "Confidence": 0.998, "X1": 0.45502, "Y1": 0.4722, "X2": 0.4824, "Y2": 0.472, "X3": 0.4811, "Y3": 0.4898, "X4": 0.45372, "Y4": 0.4898, "page": 0, "Index": 115}, {"Word": "field", "Confidence": 0.875, "X1": 0.49153, "Y1": 0.4722, "X2": 0.5502, "Y2": 0.472, "X3": 0.5502, "Y3": 0.4898, "X4": 0.49022, "Y4": 0.4898, "page": 0, "Index": 116}, {"Word": "are", "Confidence": 0.702, "X1": 0.56063, "Y1": 0.4722, "X2": 0.59974, "Y2": 0.472, "X3": 0.59844, "Y3": 0.4898, "X4": 0.56063, "Y4": 0.4898, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.998, "X1": 0.61147, "Y1": 0.4722, "X2": 0.63625, "Y2": 0.472, "X3": 0.63494, "Y3": 0.4898, "X4": 0.61147, "Y4": 0.4898, "page": 0, "Index": 118}, {"Word": "recruit", "Confidence": 0.941, "X1": 0.64537, "Y1": 0.4722, "X2": 0.73272, "Y2": 0.472, "X3": 0.73142, "Y3": 0.4898, "X4": 0.64407, "Y4": 0.4898, "page": 0, "Index": 119}, {"Word": "volunteers", "Confidence": 0.927, "X1": 0.74185, "Y1": 0.4732, "X2": 0.86441, "Y2": 0.473, "X3": 0.8631, "Y3": 0.4898, "X4": 0.74055, "Y4": 0.4898, "page": 0, "Index": 120}, {"Word": "for", "Confidence": 0.998, "X1": 0.87484, "Y1": 0.4732, "X2": 0.91265, "Y2": 0.473, "X3": 0.91134, "Y3": 0.4888, "X4": 0.87353, "Y4": 0.4898, "page": 0, "Index": 121}, {"Word": "local", "Confidence": 0.866, "X1": 0.13168, "Y1": 0.5032, "X2": 0.19166, "Y2": 0.503, "X3": 0.19166, "Y3": 0.5198, "X4": 0.13038, "Y4": 0.5198, "page": 0, "Index": 122}, {"Word": "governmental", "Confidence": 0.78, "X1": 0.19817, "Y1": 0.5022, "X2": 0.34811, "Y2": 0.502, "X3": 0.34811, "Y3": 0.5198, "X4": 0.19817, "Y4": 0.5198, "page": 0, "Index": 123}, {"Word": "meetings", "Confidence": 0.955, "X1": 0.35332, "Y1": 0.5022, "X2": 0.45241, "Y2": 0.502, "X3": 0.45241, "Y3": 0.5198, "X4": 0.35332, "Y4": 0.5198, "page": 0, "Index": 124}, {"Word": "and", "Confidence": 0.998, "X1": 0.45893, "Y1": 0.5022, "X2": 0.49804, "Y2": 0.502, "X3": 0.49804, "Y3": 0.5198, "X4": 0.45893, "Y4": 0.5198, "page": 0, "Index": 125}, {"Word": "to", "Confidence": 0.998, "X1": 0.50456, "Y1": 0.5022, "X2": 0.52934, "Y2": 0.502, "X3": 0.52934, "Y3": 0.5198, "X4": 0.50456, "Y4": 0.5198, "page": 0, "Index": 126}, {"Word": "generate", "Confidence": 0.633, "X1": 0.53585, "Y1": 0.5022, "X2": 0.63494, "Y2": 0.502, "X3": 0.63625, "Y3": 0.5198, "X4": 0.53585, "Y4": 0.5198, "page": 0, "Index": 127}, {"Word": "phone", "Confidence": 0.994, "X1": 0.64146, "Y1": 0.5022, "X2": 0.70404, "Y2": 0.502, "X3": 0.70404, "Y3": 0.5198, "X4": 0.64146, "Y4": 0.5198, "page": 0, "Index": 128}, {"Word": "calls", "Confidence": 0.625, "X1": 0.71056, "Y1": 0.5022, "X2": 0.77314, "Y2": 0.502, "X3": 0.77314, "Y3": 0.5198, "X4": 0.71056, "Y4": 0.5198, "page": 0, "Index": 129}, {"Word": "--", "Confidence": 0.955, "X1": 0.78227, "Y1": 0.5022, "X2": 0.80834, "Y2": 0.502, "X3": 0.80834, "Y3": 0.5198, "X4": 0.78357, "Y4": 0.5198, "page": 0, "Index": 130}, {"Word": "that", "Confidence": 0.987, "X1": 0.81617, "Y1": 0.5022, "X2": 0.86571, "Y2": 0.502, "X3": 0.86701, "Y3": 0.5208, "X4": 0.81617, "Y4": 0.5198, "page": 0, "Index": 131}, {"Word": "is,", "Confidence": 0.532, "X1": 0.87223, "Y1": 0.5022, "X2": 0.91134, "Y2": 0.502, "X3": 0.91265, "Y3": 0.5208, "X4": 0.87353, "Y4": 0.5208, "page": 0, "Index": 132}, {"Word": "various", "Confidence": 0.871, "X1": 0.13038, "Y1": 0.5342, "X2": 0.21512, "Y2": 0.534, "X3": 0.21382, "Y3": 0.5508, "X4": 0.12907, "Y4": 0.5508, "page": 0, "Index": 133}, {"Word": "forms", "Confidence": 0.964, "X1": 0.22555, "Y1": 0.5342, "X2": 0.28683, "Y2": 0.534, "X3": 0.28553, "Y3": 0.5498, "X4": 0.22425, "Y4": 0.5508, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.997, "X1": 0.29596, "Y1": 0.5342, "X2": 0.32334, "Y2": 0.534, "X3": 0.32203, "Y3": 0.5498, "X4": 0.29465, "Y4": 0.5498, "page": 0, "Index": 135}, {"Word": "voter", "Confidence": 0.955, "X1": 0.33116, "Y1": 0.5332, "X2": 0.39374, "Y2": 0.533, "X3": 0.39244, "Y3": 0.5498, "X4": 0.32986, "Y4": 0.5498, "page": 0, "Index": 136}, {"Word": "contact", "Confidence": 0.963, "X1": 0.40156, "Y1": 0.5332, "X2": 0.48631, "Y2": 0.533, "X3": 0.48501, "Y3": 0.5498, "X4": 0.40026, "Y4": 0.5498, "page": 0, "Index": 137}, {"Word": "with", "Confidence": 0.991, "X1": 0.49283, "Y1": 0.5332, "X2": 0.54368, "Y2": 0.533, "X3": 0.54368, "Y3": 0.5498, "X4": 0.49283, "Y4": 0.5498, "page": 0, "Index": 138}, {"Word": "relevant", "Confidence": 0.928, "X1": 0.5502, "Y1": 0.5322, "X2": 0.65189, "Y2": 0.532, "X3": 0.65059, "Y3": 0.5498, "X4": 0.5502, "Y4": 0.5498, "page": 0, "Index": 139}, {"Word": "decision-makers.", "Confidence": 0.371, "X1": 0.65841, "Y1": 0.5322, "X2": 0.85528, "Y2": 0.532, "X3": 0.85528, "Y3": 0.5498, "X4": 0.65841, "Y4": 0.5498, "page": 0, "Index": 140}, {"Word": "The", "Confidence": 0.969, "X1": 0.87353, "Y1": 0.5322, "X2": 0.90874, "Y2": 0.532, "X3": 0.90874, "Y3": 0.5498, "X4": 0.87223, "Y4": 0.5498, "page": 0, "Index": 141}, {"Word": "most", "Confidence": 0.988, "X1": 0.12907, "Y1": 0.5642, "X2": 0.17992, "Y2": 0.564, "X3": 0.17862, "Y3": 0.5818, "X4": 0.12777, "Y4": 0.5818, "page": 0, "Index": 142}, {"Word": "important", "Confidence": 0.992, "X1": 0.19948, "Y1": 0.5632, "X2": 0.3103, "Y2": 0.563, "X3": 0.309, "Y3": 0.5808, "X4": 0.19817, "Y4": 0.5818, "page": 0, "Index": 143}, {"Word": "function", "Confidence": 0.942, "X1": 0.33116, "Y1": 0.5632, "X2": 0.42894, "Y2": 0.563, "X3": 0.42764, "Y3": 0.5808, "X4": 0.32986, "Y4": 0.5808, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.4472, "Y1": 0.5632, "X2": 0.47458, "Y2": 0.563, "X3": 0.47327, "Y3": 0.5808, "X4": 0.44589, "Y4": 0.5808, "page": 0, "Index": 145}, {"Word": "this", "Confidence": 0.982, "X1": 0.49413, "Y1": 0.5622, "X2": 0.54237, "Y2": 0.562, "X3": 0.54107, "Y3": 0.5808, "X4": 0.49283, "Y4": 0.5808, "page": 0, "Index": 146}, {"Word": "particular", "Confidence": 0.506, "X1": 0.56063, "Y1": 0.5622, "X2": 0.68579, "Y2": 0.562, "X3": 0.68449, "Y3": 0.5808, "X4": 0.55932, "Y4": 0.5808, "page": 0, "Index": 147}, {"Word": "field", "Confidence": 0.882, "X1": 0.70535, "Y1": 0.5632, "X2": 0.76662, "Y2": 0.563, "X3": 0.76532, "Y3": 0.5818, "X4": 0.70404, "Y4": 0.5808, "page": 0, "Index": 148}, {"Word": "operation,", "Confidence": 0.678, "X1": 0.78618, "Y1": 0.5632, "X2": 0.90874, "Y2": 0.563, "X3": 0.90874, "Y3": 0.5818, "X4": 0.78488, "Y4": 0.5818, "page": 0, "Index": 149}, {"Word": "however,", "Confidence": 0.991, "X1": 0.12777, "Y1": 0.5942, "X2": 0.22816, "Y2": 0.594, "X3": 0.22686, "Y3": 0.6108, "X4": 0.12647, "Y4": 0.6108, "page": 0, "Index": 150}, {"Word": "would", "Confidence": 0.996, "X1": 0.25163, "Y1": 0.5942, "X2": 0.31421, "Y2": 0.594, "X3": 0.31291, "Y3": 0.6108, "X4": 0.25033, "Y4": 0.6108, "page": 0, "Index": 151}, {"Word": "be", "Confidence": 0.675, "X1": 0.34159, "Y1": 0.5942, "X2": 0.36897, "Y2": 0.594, "X3": 0.36767, "Y3": 0.6118, "X4": 0.34029, "Y4": 0.6108, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.39505, "Y1": 0.5932, "X2": 0.42112, "Y2": 0.593, "X3": 0.41982, "Y3": 0.6118, "X4": 0.39505, "Y4": 0.6118, "page": 0, "Index": 153}, {"Word": "create", "Confidence": 0.958, "X1": 0.44589, "Y1": 0.5932, "X2": 0.5176, "Y2": 0.593, "X3": 0.5163, "Y3": 0.6118, "X4": 0.44459, "Y4": 0.6118, "page": 0, "Index": 154}, {"Word": "a", "Confidence": 0.991, "X1": 0.54498, "Y1": 0.5932, "X2": 0.55802, "Y2": 0.593, "X3": 0.55671, "Y3": 0.6118, "X4": 0.54368, "Y4": 0.6118, "page": 0, "Index": 155}, {"Word": "sophisticated", "Confidence": 0.87, "X1": 0.5854, "Y1": 0.5932, "X2": 0.74316, "Y2": 0.593, "X3": 0.74185, "Y3": 0.6118, "X4": 0.58409, "Y4": 0.6118, "page": 0, "Index": 156}, {"Word": "overlay", "Confidence": 0.995, "X1": 0.76793, "Y1": 0.5932, "X2": 0.85528, "Y2": 0.593, "X3": 0.85528, "Y3": 0.6118, "X4": 0.76662, "Y4": 0.6118, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.998, "X1": 0.88136, "Y1": 0.5932, "X2": 0.91004, "Y2": 0.593, "X3": 0.90874, "Y3": 0.6118, "X4": 0.88005, "Y4": 0.6118, "page": 0, "Index": 158}, {"Word": "congressional", "Confidence": 0.768, "X1": 0.12516, "Y1": 0.6242, "X2": 0.28553, "Y2": 0.624, "X3": 0.28553, "Y3": 0.6408, "X4": 0.12516, "Y4": 0.6408, "page": 0, "Index": 159}, {"Word": "districts,", "Confidence": 0.957, "X1": 0.29726, "Y1": 0.6242, "X2": 0.42112, "Y2": 0.624, "X3": 0.42112, "Y3": 0.6418, "X4": 0.29596, "Y4": 0.6408, "page": 0, "Index": 160}, {"Word": "businesses", "Confidence": 0.616, "X1": 0.43025, "Y1": 0.6232, "X2": 0.5502, "Y2": 0.623, "X3": 0.5502, "Y3": 0.6418, "X4": 0.42894, "Y4": 0.6418, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.56063, "Y1": 0.6232, "X2": 0.60104, "Y2": 0.623, "X3": 0.59974, "Y3": 0.6418, "X4": 0.56063, "Y4": 0.6418, "page": 0, "Index": 162}, {"Word": "officials", "Confidence": 0.935, "X1": 0.61017, "Y1": 0.6232, "X2": 0.72099, "Y2": 0.623, "X3": 0.72099, "Y3": 0.6418, "X4": 0.61017, "Y4": 0.6418, "page": 0, "Index": 163}, {"Word": "related", "Confidence": 0.962, "X1": 0.73272, "Y1": 0.6232, "X2": 0.81877, "Y2": 0.623, "X3": 0.81877, "Y3": 0.6418, "X4": 0.73142, "Y4": 0.6418, "page": 0, "Index": 164}, {"Word": "to", "Confidence": 0.998, "X1": 0.83181, "Y1": 0.6232, "X2": 0.85789, "Y2": 0.623, "X3": 0.85658, "Y3": 0.6418, "X4": 0.83051, "Y4": 0.6418, "page": 0, "Index": 165}, {"Word": "PM.", "Confidence": 0.998, "X1": 0.86832, "Y1": 0.6232, "X2": 0.91004, "Y2": 0.623, "X3": 0.90874, "Y3": 0.6418, "X4": 0.86701, "Y4": 0.6418, "page": 0, "Index": 166}, {"Word": "These", "Confidence": 0.771, "X1": 0.12777, "Y1": 0.6542, "X2": 0.18644, "Y2": 0.654, "X3": 0.18644, "Y3": 0.6698, "X4": 0.12777, "Y4": 0.6698, "page": 0, "Index": 167}, {"Word": "resources", "Confidence": 0.341, "X1": 0.20078, "Y1": 0.6542, "X2": 0.31291, "Y2": 0.654, "X3": 0.31291, "Y3": 0.6708, "X4": 0.20078, "Y4": 0.6698, "page": 0, "Index": 168}, {"Word": "should", "Confidence": 0.941, "X1": 0.32595, "Y1": 0.6532, "X2": 0.40026, "Y2": 0.653, "X3": 0.40026, "Y3": 0.6708, "X4": 0.32595, "Y4": 0.6708, "page": 0, "Index": 169}, {"Word": "be", "Confidence": 0.997, "X1": 0.41199, "Y1": 0.6532, "X2": 0.44068, "Y2": 0.653, "X3": 0.44068, "Y3": 0.6708, "X4": 0.41199, "Y4": 0.6708, "page": 0, "Index": 170}, {"Word": "available", "Confidence": 0.963, "X1": 0.45372, "Y1": 0.6532, "X2": 0.56063, "Y2": 0.653, "X3": 0.56063, "Y3": 0.6718, "X4": 0.45372, "Y4": 0.6708, "page": 0, "Index": 171}, {"Word": "to", "Confidence": 0.998, "X1": 0.57627, "Y1": 0.6532, "X2": 0.60104, "Y2": 0.653, "X3": 0.60104, "Y3": 0.6718, "X4": 0.57627, "Y4": 0.6718, "page": 0, "Index": 172}, {"Word": "Buffy", "Confidence": 0.996, "X1": 0.61408, "Y1": 0.6532, "X2": 0.67797, "Y2": 0.653, "X3": 0.67797, "Y3": 0.6718, "X4": 0.61408, "Y4": 0.6718, "page": 0, "Index": 173}, {"Word": "in", "Confidence": 0.998, "X1": 0.69231, "Y1": 0.6532, "X2": 0.71708, "Y2": 0.653, "X3": 0.71708, "Y3": 0.6718, "X4": 0.69231, "Y4": 0.6718, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.73142, "Y1": 0.6532, "X2": 0.76923, "Y2": 0.653, "X3": 0.76923, "Y3": 0.6718, "X4": 0.73142, "Y4": 0.6718, "page": 0, "Index": 175}, {"Word": "Washington", "Confidence": 0.601, "X1": 0.78096, "Y1": 0.6542, "X2": 0.90613, "Y2": 0.654, "X3": 0.90613, "Y3": 0.6718, "X4": 0.78096, "Y4": 0.6718, "page": 0, "Index": 176}, {"Word": "lobbying", "Confidence": 0.994, "X1": 0.12647, "Y1": 0.6842, "X2": 0.22295, "Y2": 0.684, "X3": 0.22164, "Y3": 0.7018, "X4": 0.12647, "Y4": 0.7018, "page": 0, "Index": 177}, {"Word": "operation", "Confidence": 0.958, "X1": 0.22947, "Y1": 0.6842, "X2": 0.34159, "Y2": 0.684, "X3": 0.34159, "Y3": 0.7028, "X4": 0.22947, "Y4": 0.7018, "page": 0, "Index": 178}, {"Word": "as", "Confidence": 0.997, "X1": 0.34941, "Y1": 0.6842, "X2": 0.37679, "Y2": 0.684, "X3": 0.37679, "Y3": 0.7028, "X4": 0.34811, "Y4": 0.7028, "page": 0, "Index": 179}, {"Word": "well", "Confidence": 0.97, "X1": 0.38201, "Y1": 0.6842, "X2": 0.43416, "Y2": 0.684, "X3": 0.43416, "Y3": 0.7028, "X4": 0.38201, "Y4": 0.7028, "page": 0, "Index": 180}, {"Word": "as", "Confidence": 0.997, "X1": 0.43937, "Y1": 0.6842, "X2": 0.46675, "Y2": 0.684, "X3": 0.46545, "Y3": 0.7028, "X4": 0.43937, "Y4": 0.7028, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.998, "X1": 0.47327, "Y1": 0.6842, "X2": 0.49935, "Y2": 0.684, "X3": 0.49935, "Y3": 0.7028, "X4": 0.47197, "Y4": 0.7028, "page": 0, "Index": 182}, {"Word": "state", "Confidence": 0.939, "X1": 0.50456, "Y1": 0.6842, "X2": 0.56845, "Y2": 0.684, "X3": 0.56714, "Y3": 0.7028, "X4": 0.50456, "Y4": 0.7028, "page": 0, "Index": 183}, {"Word": "and", "Confidence": 0.998, "X1": 0.57497, "Y1": 0.6842, "X2": 0.61408, "Y2": 0.684, "X3": 0.61408, "Y3": 0.7028, "X4": 0.57366, "Y4": 0.7028, "page": 0, "Index": 184}, {"Word": "local", "Confidence": 0.991, "X1": 0.6206, "Y1": 0.6842, "X2": 0.68579, "Y2": 0.684, "X3": 0.68449, "Y3": 0.7028, "X4": 0.6206, "Y4": 0.7028, "page": 0, "Index": 185}, {"Word": "operations.", "Confidence": 0.675, "X1": 0.691, "Y1": 0.6842, "X2": 0.8292, "Y2": 0.684, "X3": 0.8279, "Y3": 0.7028, "X4": 0.6897, "Y4": 0.7028, "page": 0, "Index": 186}, {"Word": "Thus,", "Confidence": 0.956, "X1": 0.84485, "Y1": 0.6842, "X2": 0.90613, "Y2": 0.684, "X3": 0.90613, "Y3": 0.7028, "X4": 0.84485, "Y4": 0.7028, "page": 0, "Index": 187}, {"Word": "for", "Confidence": 0.998, "X1": 0.12647, "Y1": 0.7152, "X2": 0.16297, "Y2": 0.715, "X3": 0.16297, "Y3": 0.7318, "X4": 0.12647, "Y4": 0.7318, "page": 0, "Index": 188}, {"Word": "example,", "Confidence": 0.968, "X1": 0.17471, "Y1": 0.7152, "X2": 0.2751, "Y2": 0.715, "X3": 0.27379, "Y3": 0.7328, "X4": 0.1734, "Y4": 0.7318, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.998, "X1": 0.28553, "Y1": 0.7152, "X2": 0.32464, "Y2": 0.715, "X3": 0.32464, "Y3": 0.7328, "X4": 0.28553, "Y4": 0.7328, "page": 0, "Index": 190}, {"Word": "data", "Confidence": 0.969, "X1": 0.33638, "Y1": 0.7152, "X2": 0.38592, "Y2": 0.715, "X3": 0.38592, "Y3": 0.7328, "X4": 0.33638, "Y4": 0.7328, "page": 0, "Index": 191}, {"Word": "processing", "Confidence": 0.857, "X1": 0.39765, "Y1": 0.7152, "X2": 0.5176, "Y2": 0.715, "X3": 0.5176, "Y3": 0.7328, "X4": 0.39765, "Y4": 0.7328, "page": 0, "Index": 192}, {"Word": "unit", "Confidence": 0.855, "X1": 0.52803, "Y1": 0.7152, "X2": 0.57888, "Y2": 0.715, "X3": 0.57888, "Y3": 0.7328, "X4": 0.52673, "Y4": 0.7328, "page": 0, "Index": 193}, {"Word": "in", "Confidence": 0.998, "X1": 0.59192, "Y1": 0.7142, "X2": 0.61799, "Y2": 0.714, "X3": 0.61669, "Y3": 0.7328, "X4": 0.59192, "Y4": 0.7328, "page": 0, "Index": 194}, {"Word": "Provo,", "Confidence": 0.958, "X1": 0.62973, "Y1": 0.7152, "X2": 0.70665, "Y2": 0.715, "X3": 0.70535, "Y3": 0.7328, "X4": 0.62973, "Y4": 0.7328, "page": 0, "Index": 195}, {"Word": "Utah,", "Confidence": 0.847, "X1": 0.71578, "Y1": 0.7152, "X2": 0.78096, "Y2": 0.715, "X3": 0.78096, "Y3": 0.7328, "X4": 0.71578, "Y4": 0.7328, "page": 0, "Index": 196}, {"Word": "gives", "Confidence": 0.997, "X1": 0.7914, "Y1": 0.7152, "X2": 0.85528, "Y2": 0.715, "X3": 0.85398, "Y3": 0.7318, "X4": 0.79009, "Y4": 0.7318, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.885, "X1": 0.86701, "Y1": 0.7152, "X2": 0.90482, "Y2": 0.715, "X3": 0.90482, "Y3": 0.7318, "X4": 0.86701, "Y4": 0.7318, "page": 0, "Index": 198}, {"Word": "Washington", "Confidence": 0.993, "X1": 0.12386, "Y1": 0.7442, "X2": 0.24511, "Y2": 0.744, "X3": 0.24511, "Y3": 0.7618, "X4": 0.12386, "Y4": 0.7608, "page": 0, "Index": 199}, {"Word": "lobbying", "Confidence": 0.995, "X1": 0.25293, "Y1": 0.7442, "X2": 0.35202, "Y2": 0.744, "X3": 0.35332, "Y3": 0.7628, "X4": 0.25293, "Y4": 0.7618, "page": 0, "Index": 200}, {"Word": "effort", "Confidence": 0.636, "X1": 0.35984, "Y1": 0.7442, "X2": 0.43546, "Y2": 0.744, "X3": 0.43546, "Y3": 0.7628, "X4": 0.36115, "Y4": 0.7628, "page": 0, "Index": 201}, {"Word": "the", "Confidence": 0.998, "X1": 0.44459, "Y1": 0.7442, "X2": 0.47979, "Y2": 0.744, "X3": 0.47979, "Y3": 0.7628, "X4": 0.44459, "Y4": 0.7628, "page": 0, "Index": 202}, {"Word": "opportunity", "Confidence": 0.97, "X1": 0.48761, "Y1": 0.7452, "X2": 0.6206, "Y2": 0.745, "X3": 0.6206, "Y3": 0.7628, "X4": 0.48761, "Y4": 0.7628, "page": 0, "Index": 203}, {"Word": "to", "Confidence": 0.998, "X1": 0.63233, "Y1": 0.7452, "X2": 0.65711, "Y2": 0.745, "X3": 0.65711, "Y3": 0.7628, "X4": 0.63233, "Y4": 0.7628, "page": 0, "Index": 204}, {"Word": "take", "Confidence": 0.987, "X1": 0.66623, "Y1": 0.7452, "X2": 0.71578, "Y2": 0.745, "X3": 0.71578, "Y3": 0.7618, "X4": 0.66623, "Y4": 0.7618, "page": 0, "Index": 205}, {"Word": "an", "Confidence": 0.998, "X1": 0.7236, "Y1": 0.7452, "X2": 0.74837, "Y2": 0.745, "X3": 0.74837, "Y3": 0.7618, "X4": 0.7236, "Y4": 0.7618, "page": 0, "Index": 206}, {"Word": "executive", "Confidence": 0.933, "X1": 0.7575, "Y1": 0.7452, "X2": 0.86962, "Y2": 0.745, "X3": 0.86962, "Y3": 0.7608, "X4": 0.7575, "Y4": 0.7618, "page": 0, "Index": 207}, {"Word": "or", "Confidence": 0.993, "X1": 0.87744, "Y1": 0.7452, "X2": 0.90482, "Y2": 0.745, "X3": 0.90352, "Y3": 0.7608, "X4": 0.87744, "Y4": 0.7608, "page": 0, "Index": 208}, {"Word": "employees", "Confidence": 0.668, "X1": 0.12256, "Y1": 0.7742, "X2": 0.23338, "Y2": 0.774, "X3": 0.23207, "Y3": 0.7928, "X4": 0.12256, "Y4": 0.7928, "page": 0, "Index": 209}, {"Word": "from", "Confidence": 0.988, "X1": 0.2425, "Y1": 0.7742, "X2": 0.29205, "Y2": 0.774, "X3": 0.29205, "Y3": 0.7928, "X4": 0.2425, "Y4": 0.7928, "page": 0, "Index": 210}, {"Word": "Provo", "Confidence": 0.955, "X1": 0.30248, "Y1": 0.7742, "X2": 0.36636, "Y2": 0.774, "X3": 0.36506, "Y3": 0.7928, "X4": 0.30248, "Y4": 0.7928, "page": 0, "Index": 211}, {"Word": "to", "Confidence": 0.998, "X1": 0.37679, "Y1": 0.7742, "X2": 0.40156, "Y2": 0.774, "X3": 0.40156, "Y3": 0.7928, "X4": 0.37679, "Y4": 0.7928, "page": 0, "Index": 212}, {"Word": "explain", "Confidence": 0.991, "X1": 0.41069, "Y1": 0.7742, "X2": 0.49413, "Y2": 0.774, "X3": 0.49413, "Y3": 0.7928, "X4": 0.40939, "Y4": 0.7928, "page": 0, "Index": 213}, {"Word": "to", "Confidence": 0.998, "X1": 0.50587, "Y1": 0.7742, "X2": 0.53064, "Y2": 0.774, "X3": 0.52934, "Y3": 0.7928, "X4": 0.50456, "Y4": 0.7928, "page": 0, "Index": 214}, {"Word": "a", "Confidence": 0.941, "X1": 0.53977, "Y1": 0.7742, "X2": 0.55411, "Y2": 0.774, "X3": 0.5528, "Y3": 0.7928, "X4": 0.53977, "Y4": 0.7928, "page": 0, "Index": 215}, {"Word": "Congressman", "Confidence": 0.667, "X1": 0.56323, "Y1": 0.7742, "X2": 0.69883, "Y2": 0.774, "X3": 0.69883, "Y3": 0.7918, "X4": 0.56323, "Y4": 0.7928, "page": 0, "Index": 216}, {"Word": "or", "Confidence": 0.994, "X1": 0.70926, "Y1": 0.7742, "X2": 0.73664, "Y2": 0.774, "X3": 0.73664, "Y3": 0.7918, "X4": 0.70795, "Y4": 0.7918, "page": 0, "Index": 217}, {"Word": "Senator", "Confidence": 0.77, "X1": 0.74316, "Y1": 0.7742, "X2": 0.83181, "Y2": 0.774, "X3": 0.83181, "Y3": 0.7908, "X4": 0.74316, "Y4": 0.7918, "page": 0, "Index": 218}, {"Word": "or", "Confidence": 0.996, "X1": 0.84224, "Y1": 0.7742, "X2": 0.86962, "Y2": 0.774, "X3": 0.86832, "Y3": 0.7908, "X4": 0.84094, "Y4": 0.7908, "page": 0, "Index": 219}, {"Word": "to", "Confidence": 0.994, "X1": 0.88005, "Y1": 0.7732, "X2": 0.90482, "Y2": 0.773, "X3": 0.90482, "Y3": 0.7908, "X4": 0.88005, "Y4": 0.7908, "page": 0, "Index": 220}, {"Word": "local", "Confidence": 0.991, "X1": 0.12386, "Y1": 0.8042, "X2": 0.18383, "Y2": 0.804, "X3": 0.18383, "Y3": 0.8228, "X4": 0.12386, "Y4": 0.8228, "page": 0, "Index": 221}, {"Word": "Congressional", "Confidence": 0.958, "X1": 0.19426, "Y1": 0.8042, "X2": 0.35724, "Y2": 0.804, "X3": 0.35724, "Y3": 0.8218, "X4": 0.19426, "Y4": 0.8228, "page": 0, "Index": 222}, {"Word": "staff", "Confidence": 0.502, "X1": 0.36897, "Y1": 0.8042, "X2": 0.43155, "Y2": 0.804, "X3": 0.43155, "Y3": 0.8218, "X4": 0.36897, "Y4": 0.8218, "page": 0, "Index": 223}, {"Word": "members", "Confidence": 0.63, "X1": 0.44198, "Y1": 0.8032, "X2": 0.52673, "Y2": 0.803, "X3": 0.52673, "Y3": 0.8218, "X4": 0.44068, "Y4": 0.8218, "page": 0, "Index": 224}, {"Word": "that", "Confidence": 0.981, "X1": 0.53977, "Y1": 0.8032, "X2": 0.58931, "Y2": 0.803, "X3": 0.58931, "Y3": 0.8218, "X4": 0.53977, "Y4": 0.8218, "page": 0, "Index": 225}, {"Word": "a", "Confidence": 0.998, "X1": 0.60365, "Y1": 0.8032, "X2": 0.61669, "Y2": 0.803, "X3": 0.61669, "Y3": 0.8218, "X4": 0.60235, "Y4": 0.8218, "page": 0, "Index": 226}, {"Word": "particular", "Confidence": 0.991, "X1": 0.62842, "Y1": 0.8032, "X2": 0.75359, "Y2": 0.803, "X3": 0.75228, "Y3": 0.8218, "X4": 0.62842, "Y4": 0.8218, "page": 0, "Index": 227}, {"Word": "decision", "Confidence": 0.967, "X1": 0.76532, "Y1": 0.8032, "X2": 0.86571, "Y2": 0.803, "X3": 0.86571, "Y3": 0.8218, "X4": 0.76402, "Y4": 0.8218, "page": 0, "Index": 228}, {"Word": "or", "Confidence": 0.993, "X1": 0.87614, "Y1": 0.8022, "X2": 0.90482, "Y2": 0.802, "X3": 0.90482, "Y3": 0.8218, "X4": 0.87614, "Y4": 0.8218, "page": 0, "Index": 229}, {"Word": "piece", "Confidence": 0.847, "X1": 0.11995, "Y1": 0.8362, "X2": 0.18253, "Y2": 0.836, "X3": 0.18253, "Y3": 0.8538, "X4": 0.11995, "Y4": 0.8538, "page": 0, "Index": 230}, {"Word": "of", "Confidence": 0.998, "X1": 0.19166, "Y1": 0.8352, "X2": 0.21904, "Y2": 0.835, "X3": 0.21904, "Y3": 0.8538, "X4": 0.19166, "Y4": 0.8538, "page": 0, "Index": 231}, {"Word": "legislation", "Confidence": 0.686, "X1": 0.22816, "Y1": 0.8352, "X2": 0.36375, "Y2": 0.835, "X3": 0.36375, "Y3": 0.8538, "X4": 0.22816, "Y4": 0.8538, "page": 0, "Index": 232}, {"Word": "could", "Confidence": 0.998, "X1": 0.37288, "Y1": 0.8352, "X2": 0.43416, "Y2": 0.835, "X3": 0.43416, "Y3": 0.8528, "X4": 0.37158, "Y4": 0.8538, "page": 0, "Index": 233}, {"Word": "cost", "Confidence": 0.619, "X1": 0.44329, "Y1": 0.8352, "X2": 0.49413, "Y2": 0.835, "X3": 0.49413, "Y3": 0.8528, "X4": 0.44329, "Y4": 0.8528, "page": 0, "Index": 234}, {"Word": "30", "Confidence": 0.997, "X1": 0.50065, "Y1": 0.8342, "X2": 0.52803, "Y2": 0.834, "X3": 0.52673, "Y3": 0.8528, "X4": 0.50065, "Y4": 0.8528, "page": 0, "Index": 235}, {"Word": "jobs", "Confidence": 0.707, "X1": 0.53716, "Y1": 0.8342, "X2": 0.58801, "Y2": 0.834, "X3": 0.58801, "Y3": 0.8528, "X4": 0.53716, "Y4": 0.8528, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.59844, "Y1": 0.8342, "X2": 0.62321, "Y2": 0.834, "X3": 0.62321, "Y3": 0.8528, "X4": 0.59844, "Y4": 0.8528, "page": 0, "Index": 237}, {"Word": "that", "Confidence": 0.987, "X1": 0.63494, "Y1": 0.8342, "X2": 0.68579, "Y2": 0.834, "X3": 0.68579, "Y3": 0.8528, "X4": 0.63494, "Y4": 0.8528, "page": 0, "Index": 238}, {"Word": "particular", "Confidence": 0.626, "X1": 0.69361, "Y1": 0.8342, "X2": 0.81747, "Y2": 0.834, "X3": 0.81747, "Y3": 0.8528, "X4": 0.69231, "Y4": 0.8528, "page": 0, "Index": 239}, {"Word": "town.", "Confidence": 0.991, "X1": 0.8279, "Y1": 0.8342, "X2": 0.89048, "Y2": 0.834, "X3": 0.89048, "Y3": 0.8528, "X4": 0.8279, "Y4": 0.8528, "page": 0, "Index": 240}, {"Word": "11", "Confidence": 0.641, "X1": 0.49674, "Y1": 0.8802, "X2": 0.5176, "Y2": 0.88, "X3": 0.5189, "Y3": 0.8928, "X4": 0.49674, "Y4": 0.8938, "page": 0, "Index": 241}, {"Word": "2073576750", "Confidence": 0.991, "X1": 0.96089, "Y1": 0.9172, "X2": 0.95567, "Y2": 0.917, "X3": 0.93351, "Y3": 0.9168, "X4": 0.94003, "Y4": 0.8218, "page": 0, "Index": 242}, {"Word": "3990027795", "Confidence": 0.991, "X1": 0.02608, "Y1": 0.9762, "X2": 0.12386, "Y2": 0.976, "X3": 0.12256, "Y3": 0.9908, "X4": 0.02608, "Y4": 0.9888, "page": 0, "Index": 243}]}
"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"
ffjw0181
11
{"lines_data": [{"Word": "This kind of field effort should involve not just those", "Confidence": 0.8701, "X1": 0.19896, "Y1": 0.0882, "X2": 0.92068, "Y2": 0.088, "X3": 0.92068, "Y3": 0.1058, "X4": 0.19896, "Y4": 0.1048, "page": 0}, {"Word": "directly associated with the company, but should draw on economic", "Confidence": 0.9641, "X1": 0.13914, "Y1": 0.1172, "X2": 0.92068, "Y2": 0.117, "X3": 0.92068, "Y3": 0.1338, "X4": 0.13914, "Y4": 0.1338, "page": 0}, {"Word": "networks that include bankers, suppliers, subcontractors, and", "Confidence": 0.85814, "X1": 0.13784, "Y1": 0.1462, "X2": 0.91808, "Y2": 0.146, "X3": 0.91808, "Y3": 0.1648, "X4": 0.13784, "Y4": 0.1648, "page": 0}, {"Word": "chains like 7-11. Each of them can be powerful, persuasive forces", "Confidence": 0.958, "X1": 0.13654, "Y1": 0.1772, "X2": 0.91678, "Y2": 0.177, "X3": 0.91678, "Y3": 0.1938, "X4": 0.13654, "Y4": 0.1928, "page": 0}, {"Word": "with local, state, or congressional officials. Pat Baskette did", "Confidence": 0.93078, "X1": 0.13394, "Y1": 0.2062, "X2": 0.91678, "Y2": 0.206, "X3": 0.91678, "Y3": 0.2228, "X4": 0.13394, "Y4": 0.2238, "page": 0}, {"Word": "this for the health insurance industry during the health insurance", "Confidence": 0.9304, "X1": 0.13394, "Y1": 0.2362, "X2": 0.91678, "Y2": 0.236, "X3": 0.91678, "Y3": 0.2538, "X4": 0.13394, "Y4": 0.2538, "page": 0}, {"Word": "debate, and it proved to be an invaluable resource.", "Confidence": 0.92856, "X1": 0.13264, "Y1": 0.2672, "X2": 0.74252, "Y2": 0.267, "X3": 0.74252, "Y3": 0.2838, "X4": 0.13264, "Y4": 0.2828, "page": 0}, {"Word": "We recommend an initial team of five to seven experienced", "Confidence": 0.8378, "X1": 0.19246, "Y1": 0.3272, "X2": 0.91547, "Y2": 0.327, "X3": 0.91547, "Y3": 0.3438, "X4": 0.19246, "Y4": 0.3428, "page": 0}, {"Word": "field organizers working under the direction of one supervisor,", "Confidence": 0.90922, "X1": 0.13134, "Y1": 0.3562, "X2": 0.90767, "Y2": 0.356, "X3": 0.90767, "Y3": 0.3738, "X4": 0.13134, "Y4": 0.3728, "page": 0}, {"Word": "working in ten to fifteen targeted Congressional districts -- a", "Confidence": 0.9283, "X1": 0.13004, "Y1": 0.3842, "X2": 0.91547, "Y2": 0.384, "X3": 0.91547, "Y3": 0.4028, "X4": 0.13004, "Y4": 0.4038, "page": 0}, {"Word": "number that can quickly be expanded to 15 to 25 Congressional", "Confidence": 0.87955, "X1": 0.12614, "Y1": 0.4142, "X2": 0.91287, "Y2": 0.414, "X3": 0.91287, "Y3": 0.4338, "X4": 0.12614, "Y4": 0.4338, "page": 0}, {"Word": "districts.", "Confidence": 0.991, "X1": 0.12744, "Y1": 0.4452, "X2": 0.25228, "Y2": 0.445, "X3": 0.25228, "Y3": 0.4628, "X4": 0.12744, "Y4": 0.4618, "page": 0}, {"Word": "This team would work to create and activate a network of small", "Confidence": 0.88625, "X1": 0.18596, "Y1": 0.5052, "X2": 0.91157, "Y2": 0.505, "X3": 0.91157, "Y3": 0.5218, "X4": 0.18596, "Y4": 0.5218, "page": 0}, {"Word": "business people and \"regular\" voters in each CD.", "Confidence": 0.91475, "X1": 0.12354, "Y1": 0.5352, "X2": 0.70091, "Y2": 0.535, "X3": 0.70091, "Y3": 0.5538, "X4": 0.12354, "Y4": 0.5548, "page": 0}, {"Word": "Specific goals would be established for each CD -- stressing", "Confidence": 0.9759, "X1": 0.18336, "Y1": 0.5952, "X2": 0.90637, "Y2": 0.595, "X3": 0.90637, "Y3": 0.6138, "X4": 0.18336, "Y4": 0.6138, "page": 0}, {"Word": "visits to local Congressional offices, interactions with the local", "Confidence": 0.871, "X1": 0.12354, "Y1": 0.6262, "X2": 0.90637, "Y2": 0.626, "X3": 0.90637, "Y3": 0.6438, "X4": 0.12354, "Y4": 0.6438, "page": 0}, {"Word": "senior staff person for each member of Congress, and personal", "Confidence": 0.7986, "X1": 0.12744, "Y1": 0.6562, "X2": 0.90377, "Y2": 0.656, "X3": 0.90377, "Y3": 0.6728, "X4": 0.12744, "Y4": 0.6718, "page": 0}, {"Word": "contacts with the member of Congress in the home district. It is", "Confidence": 0.85675, "X1": 0.12354, "Y1": 0.6842, "X2": 0.90507, "Y2": 0.684, "X3": 0.90507, "Y3": 0.7028, "X4": 0.12354, "Y4": 0.7028, "page": 0}, {"Word": "important to stress the role of local Congressional office staff in", "Confidence": 0.93809, "X1": 0.12094, "Y1": 0.7142, "X2": 0.90507, "Y2": 0.714, "X3": 0.90507, "Y3": 0.7338, "X4": 0.12094, "Y4": 0.7338, "page": 0}, {"Word": "this project. They often are a batter contact point for grassroots", "Confidence": 0.91227, "X1": 0.12224, "Y1": 0.7452, "X2": 0.90377, "Y2": 0.745, "X3": 0.90377, "Y3": 0.7638, "X4": 0.12224, "Y4": 0.7628, "page": 0}, {"Word": "afforte than D.C .- based legislative staff, and we should focus on", "Confidence": 0.8965, "X1": 0.12094, "Y1": 0.7752, "X2": 0.90377, "Y2": 0.775, "X3": 0.90377, "Y3": 0.7938, "X4": 0.12094, "Y4": 0.7928, "page": 0}, {"Word": "building a relationship with them.", "Confidence": 0.8678, "X1": 0.11834, "Y1": 0.8042, "X2": 0.52536, "Y2": 0.804, "X3": 0.52536, "Y3": 0.8228, "X4": 0.11834, "Y4": 0.8228, "page": 0}, {"Word": "12", "Confidence": 0.997, "X1": 0.49155, "Y1": 0.8802, "X2": 0.52016, "Y2": 0.88, "X3": 0.52146, "Y3": 0.8938, "X4": 0.49285, "Y4": 0.8938, "page": 0}, {"Word": "2073576751", "Confidence": 0.991, "X1": 0.95839, "Y1": 0.9072, "X2": 0.95189, "Y2": 0.907, "X3": 0.92848, "Y3": 0.9058, "X4": 0.93498, "Y4": 0.8088, "page": 0}, {"Word": "3990027796", "Confidence": 0.993, "X1": 0.02601, "Y1": 0.9722, "X2": 0.12614, "Y2": 0.972, "X3": 0.12484, "Y3": 0.9868, "X4": 0.02471, "Y4": 0.9848, "page": 0}], "words_data": [{"Word": "This", "Confidence": 0.981, "X1": 0.20026, "Y1": 0.0882, "X2": 0.24707, "Y2": 0.088, "X3": 0.24707, "Y3": 0.1048, "X4": 0.20026, "Y4": 0.1048, "page": 0, "Index": 0}, {"Word": "kind", "Confidence": 0.989, "X1": 0.26268, "Y1": 0.0892, "X2": 0.31469, "Y2": 0.089, "X3": 0.31469, "Y3": 0.1058, "X4": 0.26268, "Y4": 0.1048, "page": 0, "Index": 1}, {"Word": "of", "Confidence": 0.998, "X1": 0.3316, "Y1": 0.0892, "X2": 0.35891, "Y2": 0.089, "X3": 0.35891, "Y3": 0.1058, "X4": 0.3316, "Y4": 0.1058, "page": 0, "Index": 2}, {"Word": "field", "Confidence": 0.938, "X1": 0.37451, "Y1": 0.0892, "X2": 0.43563, "Y2": 0.089, "X3": 0.43563, "Y3": 0.1058, "X4": 0.37451, "Y4": 0.1058, "page": 0, "Index": 3}, {"Word": "effort", "Confidence": 0.762, "X1": 0.45254, "Y1": 0.0892, "X2": 0.52666, "Y2": 0.089, "X3": 0.52666, "Y3": 0.1068, "X4": 0.45254, "Y4": 0.1058, "page": 0, "Index": 4}, {"Word": "should", "Confidence": 0.79, "X1": 0.54356, "Y1": 0.0892, "X2": 0.61508, "Y2": 0.089, "X3": 0.61508, "Y3": 0.1068, "X4": 0.54356, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "involve", "Confidence": 0.955, "X1": 0.63329, "Y1": 0.0892, "X2": 0.71782, "Y2": 0.089, "X3": 0.71782, "Y3": 0.1068, "X4": 0.63329, "Y4": 0.1068, "page": 0, "Index": 6}, {"Word": "not", "Confidence": 0.998, "X1": 0.73342, "Y1": 0.0892, "X2": 0.77243, "Y2": 0.089, "X3": 0.77243, "Y3": 0.1068, "X4": 0.73342, "Y4": 0.1068, "page": 0, "Index": 7}, {"Word": "just", "Confidence": 0.638, "X1": 0.78934, "Y1": 0.0892, "X2": 0.83875, "Y2": 0.089, "X3": 0.83875, "Y3": 0.1068, "X4": 0.78934, "Y4": 0.1068, "page": 0, "Index": 8}, {"Word": "those", "Confidence": 0.652, "X1": 0.85696, "Y1": 0.0892, "X2": 0.91808, "Y2": 0.089, "X3": 0.91808, "Y3": 0.1068, "X4": 0.85696, "Y4": 0.1068, "page": 0, "Index": 9}, {"Word": "directly", "Confidence": 0.991, "X1": 0.13914, "Y1": 0.1182, "X2": 0.23407, "Y2": 0.118, "X3": 0.23407, "Y3": 0.1338, "X4": 0.13914, "Y4": 0.1338, "page": 0, "Index": 10}, {"Word": "associated", "Confidence": 0.955, "X1": 0.24707, "Y1": 0.1172, "X2": 0.36801, "Y2": 0.117, "X3": 0.36671, "Y3": 0.1348, "X4": 0.24577, "Y4": 0.1338, "page": 0, "Index": 11}, {"Word": "with", "Confidence": 0.99, "X1": 0.37711, "Y1": 0.1172, "X2": 0.42653, "Y2": 0.117, "X3": 0.42653, "Y3": 0.1348, "X4": 0.37711, "Y4": 0.1348, "page": 0, "Index": 12}, {"Word": "the", "Confidence": 0.998, "X1": 0.43693, "Y1": 0.1172, "X2": 0.47464, "Y2": 0.117, "X3": 0.47464, "Y3": 0.1348, "X4": 0.43693, "Y4": 0.1348, "page": 0, "Index": 13}, {"Word": "company,", "Confidence": 0.991, "X1": 0.48244, "Y1": 0.1172, "X2": 0.58388, "Y2": 0.117, "X3": 0.58257, "Y3": 0.1348, "X4": 0.48244, "Y4": 0.1348, "page": 0, "Index": 14}, {"Word": "but", "Confidence": 0.993, "X1": 0.59038, "Y1": 0.1172, "X2": 0.63069, "Y2": 0.117, "X3": 0.62939, "Y3": 0.1348, "X4": 0.58908, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "should", "Confidence": 0.947, "X1": 0.63979, "Y1": 0.1172, "X2": 0.71261, "Y2": 0.117, "X3": 0.71261, "Y3": 0.1348, "X4": 0.63849, "Y4": 0.1348, "page": 0, "Index": 16}, {"Word": "draw", "Confidence": 0.983, "X1": 0.72172, "Y1": 0.1172, "X2": 0.77113, "Y2": 0.117, "X3": 0.77113, "Y3": 0.1348, "X4": 0.72172, "Y4": 0.1348, "page": 0, "Index": 17}, {"Word": "on", "Confidence": 0.997, "X1": 0.78283, "Y1": 0.1172, "X2": 0.80624, "Y2": 0.117, "X3": 0.80624, "Y3": 0.1348, "X4": 0.78153, "Y4": 0.1348, "page": 0, "Index": 18}, {"Word": "economic", "Confidence": 0.796, "X1": 0.81795, "Y1": 0.1172, "X2": 0.91547, "Y2": 0.117, "X3": 0.91417, "Y3": 0.1338, "X4": 0.81664, "Y4": 0.1338, "page": 0, "Index": 19}, {"Word": "networks", "Confidence": 0.814, "X1": 0.13784, "Y1": 0.1482, "X2": 0.23407, "Y2": 0.148, "X3": 0.23407, "Y3": 0.1638, "X4": 0.13784, "Y4": 0.1628, "page": 0, "Index": 20}, {"Word": "that", "Confidence": 0.989, "X1": 0.25358, "Y1": 0.1482, "X2": 0.30299, "Y2": 0.148, "X3": 0.30299, "Y3": 0.1648, "X4": 0.25358, "Y4": 0.1638, "page": 0, "Index": 21}, {"Word": "include", "Confidence": 0.992, "X1": 0.3225, "Y1": 0.1472, "X2": 0.40572, "Y2": 0.147, "X3": 0.40572, "Y3": 0.1648, "X4": 0.3212, "Y4": 0.1648, "page": 0, "Index": 22}, {"Word": "bankers,", "Confidence": 0.994, "X1": 0.42263, "Y1": 0.1472, "X2": 0.52276, "Y2": 0.147, "X3": 0.52276, "Y3": 0.1648, "X4": 0.42263, "Y4": 0.1648, "page": 0, "Index": 23}, {"Word": "suppliers,", "Confidence": 0.822, "X1": 0.53966, "Y1": 0.1472, "X2": 0.6632, "Y2": 0.147, "X3": 0.6619, "Y3": 0.1648, "X4": 0.53836, "Y4": 0.1648, "page": 0, "Index": 24}, {"Word": "subcontractors,", "Confidence": 0.398, "X1": 0.6788, "Y1": 0.1482, "X2": 0.86086, "Y2": 0.148, "X3": 0.86086, "Y3": 0.1638, "X4": 0.6788, "Y4": 0.1648, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.998, "X1": 0.87906, "Y1": 0.1482, "X2": 0.91547, "Y2": 0.148, "X3": 0.91417, "Y3": 0.1638, "X4": 0.87776, "Y4": 0.1638, "page": 0, "Index": 26}, {"Word": "chains", "Confidence": 0.803, "X1": 0.13784, "Y1": 0.1772, "X2": 0.21066, "Y2": 0.177, "X3": 0.20936, "Y3": 0.1928, "X4": 0.13784, "Y4": 0.1928, "page": 0, "Index": 27}, {"Word": "like", "Confidence": 0.957, "X1": 0.21977, "Y1": 0.1772, "X2": 0.26918, "Y2": 0.177, "X3": 0.26788, "Y3": 0.1938, "X4": 0.21847, "Y4": 0.1928, "page": 0, "Index": 28}, {"Word": "7-11.", "Confidence": 0.997, "X1": 0.27958, "Y1": 0.1772, "X2": 0.342, "Y2": 0.177, "X3": 0.3407, "Y3": 0.1938, "X4": 0.27828, "Y4": 0.1938, "page": 0, "Index": 29}, {"Word": "Each", "Confidence": 0.982, "X1": 0.36021, "Y1": 0.1772, "X2": 0.40832, "Y2": 0.177, "X3": 0.40832, "Y3": 0.1938, "X4": 0.35891, "Y4": 0.1938, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.41743, "Y1": 0.1772, "X2": 0.44343, "Y2": 0.177, "X3": 0.44343, "Y3": 0.1938, "X4": 0.41743, "Y4": 0.1938, "page": 0, "Index": 31}, {"Word": "them", "Confidence": 0.991, "X1": 0.45254, "Y1": 0.1772, "X2": 0.50065, "Y2": 0.177, "X3": 0.50065, "Y3": 0.1948, "X4": 0.45254, "Y4": 0.1938, "page": 0, "Index": 32}, {"Word": "can", "Confidence": 0.994, "X1": 0.51105, "Y1": 0.1772, "X2": 0.54746, "Y2": 0.177, "X3": 0.54746, "Y3": 0.1948, "X4": 0.51105, "Y4": 0.1948, "page": 0, "Index": 33}, {"Word": "be", "Confidence": 0.966, "X1": 0.55657, "Y1": 0.1772, "X2": 0.58388, "Y2": 0.177, "X3": 0.58388, "Y3": 0.1948, "X4": 0.55657, "Y4": 0.1948, "page": 0, "Index": 34}, {"Word": "powerful,", "Confidence": 0.935, "X1": 0.59168, "Y1": 0.1772, "X2": 0.70351, "Y2": 0.177, "X3": 0.70351, "Y3": 0.1948, "X4": 0.59168, "Y4": 0.1948, "page": 0, "Index": 35}, {"Word": "persuasive", "Confidence": 0.937, "X1": 0.71001, "Y1": 0.1772, "X2": 0.83225, "Y2": 0.177, "X3": 0.83225, "Y3": 0.1948, "X4": 0.71001, "Y4": 0.1948, "page": 0, "Index": 36}, {"Word": "forces", "Confidence": 0.978, "X1": 0.84135, "Y1": 0.1772, "X2": 0.91547, "Y2": 0.177, "X3": 0.91547, "Y3": 0.1938, "X4": 0.84135, "Y4": 0.1948, "page": 0, "Index": 37}, {"Word": "with", "Confidence": 0.995, "X1": 0.13524, "Y1": 0.2082, "X2": 0.18596, "Y2": 0.208, "X3": 0.18466, "Y3": 0.2238, "X4": 0.13524, "Y4": 0.2238, "page": 0, "Index": 38}, {"Word": "local,", "Confidence": 0.955, "X1": 0.19636, "Y1": 0.2082, "X2": 0.27178, "Y2": 0.208, "X3": 0.27178, "Y3": 0.2238, "X4": 0.19636, "Y4": 0.2238, "page": 0, "Index": 39}, {"Word": "state,", "Confidence": 0.995, "X1": 0.28218, "Y1": 0.2072, "X2": 0.35761, "Y2": 0.207, "X3": 0.35761, "Y3": 0.2238, "X4": 0.28218, "Y4": 0.2238, "page": 0, "Index": 40}, {"Word": "or", "Confidence": 0.94, "X1": 0.36671, "Y1": 0.2072, "X2": 0.39402, "Y2": 0.207, "X3": 0.39402, "Y3": 0.2238, "X4": 0.36671, "Y4": 0.2238, "page": 0, "Index": 41}, {"Word": "congressional", "Confidence": 0.85, "X1": 0.40442, "Y1": 0.2072, "X2": 0.56047, "Y2": 0.207, "X3": 0.55917, "Y3": 0.2238, "X4": 0.40442, "Y4": 0.2238, "page": 0, "Index": 42}, {"Word": "officials.", "Confidence": 0.991, "X1": 0.57217, "Y1": 0.2062, "X2": 0.69571, "Y2": 0.206, "X3": 0.69571, "Y3": 0.2238, "X4": 0.57217, "Y4": 0.2238, "page": 0, "Index": 43}, {"Word": "Pat", "Confidence": 0.998, "X1": 0.71782, "Y1": 0.2062, "X2": 0.75683, "Y2": 0.206, "X3": 0.75683, "Y3": 0.2238, "X4": 0.71782, "Y4": 0.2238, "page": 0, "Index": 44}, {"Word": "Baskette", "Confidence": 0.655, "X1": 0.76593, "Y1": 0.2062, "X2": 0.86346, "Y2": 0.206, "X3": 0.86346, "Y3": 0.2228, "X4": 0.76593, "Y4": 0.2238, "page": 0, "Index": 45}, {"Word": "did", "Confidence": 0.998, "X1": 0.87646, "Y1": 0.2062, "X2": 0.91417, "Y2": 0.206, "X3": 0.91417, "Y3": 0.2228, "X4": 0.87646, "Y4": 0.2228, "page": 0, "Index": 46}, {"Word": "this", "Confidence": 0.957, "X1": 0.13654, "Y1": 0.2382, "X2": 0.18466, "Y2": 0.238, "X3": 0.18336, "Y3": 0.2538, "X4": 0.13524, "Y4": 0.2538, "page": 0, "Index": 47}, {"Word": "for", "Confidence": 0.998, "X1": 0.19506, "Y1": 0.2382, "X2": 0.23147, "Y2": 0.238, "X3": 0.23017, "Y3": 0.2538, "X4": 0.19376, "Y4": 0.2538, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.24187, "Y1": 0.2382, "X2": 0.27698, "Y2": 0.238, "X3": 0.27568, "Y3": 0.2538, "X4": 0.24057, "Y4": 0.2538, "page": 0, "Index": 49}, {"Word": "health", "Confidence": 0.803, "X1": 0.28609, "Y1": 0.2382, "X2": 0.36021, "Y2": 0.238, "X3": 0.35891, "Y3": 0.2538, "X4": 0.28479, "Y4": 0.2538, "page": 0, "Index": 50}, {"Word": "insurance", "Confidence": 0.944, "X1": 0.37061, "Y1": 0.2372, "X2": 0.47724, "Y2": 0.237, "X3": 0.47594, "Y3": 0.2538, "X4": 0.36931, "Y4": 0.2538, "page": 0, "Index": 51}, {"Word": "industry", "Confidence": 0.967, "X1": 0.48635, "Y1": 0.2372, "X2": 0.58388, "Y2": 0.237, "X3": 0.58388, "Y3": 0.2538, "X4": 0.48505, "Y4": 0.2538, "page": 0, "Index": 52}, {"Word": "during", "Confidence": 0.997, "X1": 0.59168, "Y1": 0.2372, "X2": 0.6671, "Y2": 0.237, "X3": 0.6671, "Y3": 0.2538, "X4": 0.59168, "Y4": 0.2538, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.6762, "Y1": 0.2372, "X2": 0.71261, "Y2": 0.237, "X3": 0.71261, "Y3": 0.2538, "X4": 0.6762, "Y4": 0.2538, "page": 0, "Index": 54}, {"Word": "health", "Confidence": 0.971, "X1": 0.72042, "Y1": 0.2372, "X2": 0.79454, "Y2": 0.237, "X3": 0.79454, "Y3": 0.2538, "X4": 0.72042, "Y4": 0.2538, "page": 0, "Index": 55}, {"Word": "insurance", "Confidence": 0.671, "X1": 0.80364, "Y1": 0.2372, "X2": 0.91287, "Y2": 0.237, "X3": 0.91287, "Y3": 0.2548, "X4": 0.80364, "Y4": 0.2538, "page": 0, "Index": 56}, {"Word": "debate,", "Confidence": 0.664, "X1": 0.13524, "Y1": 0.2672, "X2": 0.22237, "Y2": 0.267, "X3": 0.21977, "Y3": 0.2838, "X4": 0.13264, "Y4": 0.2838, "page": 0, "Index": 57}, {"Word": "and", "Confidence": 0.998, "X1": 0.23017, "Y1": 0.2672, "X2": 0.26788, "Y2": 0.267, "X3": 0.26528, "Y3": 0.2838, "X4": 0.22887, "Y4": 0.2838, "page": 0, "Index": 58}, {"Word": "it", "Confidence": 0.955, "X1": 0.27828, "Y1": 0.2672, "X2": 0.30299, "Y2": 0.267, "X3": 0.30169, "Y3": 0.2838, "X4": 0.27568, "Y4": 0.2838, "page": 0, "Index": 59}, {"Word": "proved", "Confidence": 0.994, "X1": 0.31339, "Y1": 0.2672, "X2": 0.38752, "Y2": 0.267, "X3": 0.38622, "Y3": 0.2838, "X4": 0.31209, "Y4": 0.2838, "page": 0, "Index": 60}, {"Word": "to", "Confidence": 0.998, "X1": 0.39792, "Y1": 0.2672, "X2": 0.42263, "Y2": 0.267, "X3": 0.42133, "Y3": 0.2848, "X4": 0.39662, "Y4": 0.2848, "page": 0, "Index": 61}, {"Word": "be", "Confidence": 0.938, "X1": 0.43173, "Y1": 0.2672, "X2": 0.45774, "Y2": 0.267, "X3": 0.45644, "Y3": 0.2848, "X4": 0.43043, "Y4": 0.2848, "page": 0, "Index": 62}, {"Word": "an", "Confidence": 0.995, "X1": 0.46814, "Y1": 0.2672, "X2": 0.49285, "Y2": 0.267, "X3": 0.49155, "Y3": 0.2848, "X4": 0.46684, "Y4": 0.2848, "page": 0, "Index": 63}, {"Word": "invaluable", "Confidence": 0.991, "X1": 0.50455, "Y1": 0.2682, "X2": 0.62419, "Y2": 0.268, "X3": 0.62419, "Y3": 0.2838, "X4": 0.50325, "Y4": 0.2848, "page": 0, "Index": 64}, {"Word": "resource.", "Confidence": 0.824, "X1": 0.63589, "Y1": 0.2682, "X2": 0.74252, "Y2": 0.268, "X3": 0.74252, "Y3": 0.2838, "X4": 0.63589, "Y4": 0.2838, "page": 0, "Index": 65}, {"Word": "We", "Confidence": 0.991, "X1": 0.19246, "Y1": 0.3272, "X2": 0.21717, "Y2": 0.327, "X3": 0.21717, "Y3": 0.3428, "X4": 0.19246, "Y4": 0.3428, "page": 0, "Index": 66}, {"Word": "recommend", "Confidence": 0.615, "X1": 0.23147, "Y1": 0.3272, "X2": 0.3407, "Y2": 0.327, "X3": 0.3407, "Y3": 0.3438, "X4": 0.23147, "Y4": 0.3428, "page": 0, "Index": 67}, {"Word": "an", "Confidence": 0.998, "X1": 0.35631, "Y1": 0.3272, "X2": 0.38231, "Y2": 0.327, "X3": 0.38231, "Y3": 0.3438, "X4": 0.35631, "Y4": 0.3438, "page": 0, "Index": 68}, {"Word": "initial", "Confidence": 0.961, "X1": 0.39662, "Y1": 0.3272, "X2": 0.47984, "Y2": 0.327, "X3": 0.47984, "Y3": 0.3438, "X4": 0.39662, "Y4": 0.3438, "page": 0, "Index": 69}, {"Word": "team", "Confidence": 0.663, "X1": 0.49675, "Y1": 0.3272, "X2": 0.54226, "Y2": 0.327, "X3": 0.54226, "Y3": 0.3438, "X4": 0.49675, "Y4": 0.3438, "page": 0, "Index": 70}, {"Word": "of", "Confidence": 0.998, "X1": 0.55787, "Y1": 0.3272, "X2": 0.58257, "Y2": 0.327, "X3": 0.58257, "Y3": 0.3438, "X4": 0.55787, "Y4": 0.3438, "page": 0, "Index": 71}, {"Word": "five", "Confidence": 0.587, "X1": 0.59948, "Y1": 0.3272, "X2": 0.64759, "Y2": 0.327, "X3": 0.64759, "Y3": 0.3438, "X4": 0.59948, "Y4": 0.3438, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.998, "X1": 0.6632, "Y1": 0.3272, "X2": 0.68791, "Y2": 0.327, "X3": 0.68791, "Y3": 0.3438, "X4": 0.6632, "Y4": 0.3438, "page": 0, "Index": 73}, {"Word": "seven", "Confidence": 0.745, "X1": 0.70221, "Y1": 0.3272, "X2": 0.76203, "Y2": 0.327, "X3": 0.76203, "Y3": 0.3438, "X4": 0.70221, "Y4": 0.3438, "page": 0, "Index": 74}, {"Word": "experienced", "Confidence": 0.822, "X1": 0.77633, "Y1": 0.3282, "X2": 0.91027, "Y2": 0.328, "X3": 0.91027, "Y3": 0.3438, "X4": 0.77633, "Y4": 0.3438, "page": 0, "Index": 75}, {"Word": "field", "Confidence": 0.991, "X1": 0.13394, "Y1": 0.3562, "X2": 0.19376, "Y2": 0.356, "X3": 0.19246, "Y3": 0.3738, "X4": 0.13264, "Y4": 0.3728, "page": 0, "Index": 76}, {"Word": "organizers", "Confidence": 0.83, "X1": 0.20546, "Y1": 0.3562, "X2": 0.329, "Y2": 0.356, "X3": 0.3277, "Y3": 0.3738, "X4": 0.20546, "Y4": 0.3738, "page": 0, "Index": 77}, {"Word": "working", "Confidence": 0.993, "X1": 0.3407, "Y1": 0.3562, "X2": 0.42783, "Y2": 0.356, "X3": 0.42653, "Y3": 0.3738, "X4": 0.3407, "Y4": 0.3738, "page": 0, "Index": 78}, {"Word": "under", "Confidence": 0.997, "X1": 0.43953, "Y1": 0.3562, "X2": 0.50195, "Y2": 0.356, "X3": 0.50065, "Y3": 0.3738, "X4": 0.43953, "Y4": 0.3738, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.51495, "Y1": 0.3562, "X2": 0.55267, "Y2": 0.356, "X3": 0.55137, "Y3": 0.3738, "X4": 0.51365, "Y4": 0.3738, "page": 0, "Index": 80}, {"Word": "direction", "Confidence": 0.904, "X1": 0.56437, "Y1": 0.3562, "X2": 0.6749, "Y2": 0.356, "X3": 0.6749, "Y3": 0.3738, "X4": 0.56307, "Y4": 0.3738, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.998, "X1": 0.68661, "Y1": 0.3562, "X2": 0.71261, "Y2": 0.356, "X3": 0.71261, "Y3": 0.3738, "X4": 0.68531, "Y4": 0.3738, "page": 0, "Index": 82}, {"Word": "one", "Confidence": 0.998, "X1": 0.72562, "Y1": 0.3562, "X2": 0.76463, "Y2": 0.356, "X3": 0.76333, "Y3": 0.3738, "X4": 0.72432, "Y4": 0.3738, "page": 0, "Index": 83}, {"Word": "supervisor,", "Confidence": 0.474, "X1": 0.77633, "Y1": 0.3572, "X2": 0.90897, "Y2": 0.357, "X3": 0.90767, "Y3": 0.3738, "X4": 0.77503, "Y4": 0.3738, "page": 0, "Index": 84}, {"Word": "working", "Confidence": 0.995, "X1": 0.13004, "Y1": 0.3872, "X2": 0.21586, "Y2": 0.387, "X3": 0.21586, "Y3": 0.4038, "X4": 0.13004, "Y4": 0.4038, "page": 0, "Index": 85}, {"Word": "in", "Confidence": 0.998, "X1": 0.23017, "Y1": 0.3862, "X2": 0.25488, "Y2": 0.386, "X3": 0.25488, "Y3": 0.4038, "X4": 0.23017, "Y4": 0.4038, "page": 0, "Index": 86}, {"Word": "ten", "Confidence": 0.981, "X1": 0.26788, "Y1": 0.3862, "X2": 0.30429, "Y2": 0.386, "X3": 0.30429, "Y3": 0.4038, "X4": 0.26788, "Y4": 0.4038, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.3186, "Y1": 0.3862, "X2": 0.3459, "Y2": 0.386, "X3": 0.3446, "Y3": 0.4038, "X4": 0.3186, "Y4": 0.4038, "page": 0, "Index": 88}, {"Word": "fifteen", "Confidence": 0.991, "X1": 0.35761, "Y1": 0.3852, "X2": 0.44213, "Y2": 0.385, "X3": 0.44213, "Y3": 0.4038, "X4": 0.35761, "Y4": 0.4038, "page": 0, "Index": 89}, {"Word": "targeted", "Confidence": 0.767, "X1": 0.45514, "Y1": 0.3852, "X2": 0.55137, "Y2": 0.385, "X3": 0.55137, "Y3": 0.4038, "X4": 0.45514, "Y4": 0.4038, "page": 0, "Index": 90}, {"Word": "Congressional", "Confidence": 0.889, "X1": 0.56307, "Y1": 0.3852, "X2": 0.72172, "Y2": 0.385, "X3": 0.72172, "Y3": 0.4038, "X4": 0.56307, "Y4": 0.4038, "page": 0, "Index": 91}, {"Word": "districts", "Confidence": 0.777, "X1": 0.73342, "Y1": 0.3852, "X2": 0.84395, "Y2": 0.385, "X3": 0.84395, "Y3": 0.4028, "X4": 0.73342, "Y4": 0.4038, "page": 0, "Index": 92}, {"Word": "--", "Confidence": 0.991, "X1": 0.85566, "Y1": 0.3852, "X2": 0.88427, "Y2": 0.385, "X3": 0.88427, "Y3": 0.4028, "X4": 0.85696, "Y4": 0.4028, "page": 0, "Index": 93}, {"Word": "a", "Confidence": 0.896, "X1": 0.89337, "Y1": 0.3852, "X2": 0.90767, "Y2": 0.385, "X3": 0.90767, "Y3": 0.4028, "X4": 0.89467, "Y4": 0.4028, "page": 0, "Index": 94}, {"Word": "number", "Confidence": 0.633, "X1": 0.12874, "Y1": 0.4162, "X2": 0.20546, "Y2": 0.416, "X3": 0.20416, "Y3": 0.4338, "X4": 0.12744, "Y4": 0.4328, "page": 0, "Index": 95}, {"Word": "that", "Confidence": 0.988, "X1": 0.21847, "Y1": 0.4152, "X2": 0.26918, "Y2": 0.415, "X3": 0.26788, "Y3": 0.4338, "X4": 0.21847, "Y4": 0.4338, "page": 0, "Index": 96}, {"Word": "can", "Confidence": 0.969, "X1": 0.28218, "Y1": 0.4152, "X2": 0.3212, "Y2": 0.415, "X3": 0.3212, "Y3": 0.4338, "X4": 0.28218, "Y4": 0.4338, "page": 0, "Index": 97}, {"Word": "quickly", "Confidence": 0.967, "X1": 0.3368, "Y1": 0.4152, "X2": 0.42133, "Y2": 0.415, "X3": 0.42133, "Y3": 0.4348, "X4": 0.3355, "Y4": 0.4338, "page": 0, "Index": 98}, {"Word": "be", "Confidence": 0.62, "X1": 0.43433, "Y1": 0.4152, "X2": 0.46424, "Y2": 0.415, "X3": 0.46294, "Y3": 0.4348, "X4": 0.43433, "Y4": 0.4348, "page": 0, "Index": 99}, {"Word": "expanded", "Confidence": 0.624, "X1": 0.47594, "Y1": 0.4142, "X2": 0.57347, "Y2": 0.414, "X3": 0.57347, "Y3": 0.4348, "X4": 0.47594, "Y4": 0.4348, "page": 0, "Index": 100}, {"Word": "to", "Confidence": 0.998, "X1": 0.58908, "Y1": 0.4152, "X2": 0.61378, "Y2": 0.415, "X3": 0.61378, "Y3": 0.4348, "X4": 0.58908, "Y4": 0.4348, "page": 0, "Index": 101}, {"Word": "15", "Confidence": 0.996, "X1": 0.62809, "Y1": 0.4152, "X2": 0.6554, "Y2": 0.415, "X3": 0.6554, "Y3": 0.4348, "X4": 0.62809, "Y4": 0.4348, "page": 0, "Index": 102}, {"Word": "to", "Confidence": 0.998, "X1": 0.6697, "Y1": 0.4152, "X2": 0.69571, "Y2": 0.415, "X3": 0.69571, "Y3": 0.4348, "X4": 0.671, "Y4": 0.4348, "page": 0, "Index": 103}, {"Word": "25", "Confidence": 0.998, "X1": 0.71001, "Y1": 0.4152, "X2": 0.73732, "Y2": 0.415, "X3": 0.73732, "Y3": 0.4348, "X4": 0.71001, "Y4": 0.4348, "page": 0, "Index": 104}, {"Word": "Congressional", "Confidence": 0.884, "X1": 0.74902, "Y1": 0.4152, "X2": 0.90897, "Y2": 0.415, "X3": 0.90897, "Y3": 0.4338, "X4": 0.74902, "Y4": 0.4348, "page": 0, "Index": 105}, {"Word": "districts.", "Confidence": 0.991, "X1": 0.12874, "Y1": 0.4462, "X2": 0.25228, "Y2": 0.446, "X3": 0.25098, "Y3": 0.4628, "X4": 0.12874, "Y4": 0.4628, "page": 0, "Index": 106}, {"Word": "This", "Confidence": 0.991, "X1": 0.18856, "Y1": 0.5062, "X2": 0.23537, "Y2": 0.506, "X3": 0.23537, "Y3": 0.5208, "X4": 0.18856, "Y4": 0.5208, "page": 0, "Index": 107}, {"Word": "team", "Confidence": 0.863, "X1": 0.24577, "Y1": 0.5062, "X2": 0.29389, "Y2": 0.506, "X3": 0.29259, "Y3": 0.5218, "X4": 0.24577, "Y4": 0.5208, "page": 0, "Index": 108}, {"Word": "would", "Confidence": 0.994, "X1": 0.30169, "Y1": 0.5052, "X2": 0.36411, "Y2": 0.505, "X3": 0.36411, "Y3": 0.5218, "X4": 0.30169, "Y4": 0.5218, "page": 0, "Index": 109}, {"Word": "work", "Confidence": 0.985, "X1": 0.37191, "Y1": 0.5052, "X2": 0.42133, "Y2": 0.505, "X3": 0.42003, "Y3": 0.5218, "X4": 0.37191, "Y4": 0.5218, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.998, "X1": 0.43043, "Y1": 0.5052, "X2": 0.45384, "Y2": 0.505, "X3": 0.45384, "Y3": 0.5228, "X4": 0.43043, "Y4": 0.5218, "page": 0, "Index": 111}, {"Word": "create", "Confidence": 0.621, "X1": 0.46164, "Y1": 0.5052, "X2": 0.53576, "Y2": 0.505, "X3": 0.53576, "Y3": 0.5228, "X4": 0.46164, "Y4": 0.5228, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.54486, "Y1": 0.5052, "X2": 0.58127, "Y2": 0.505, "X3": 0.58127, "Y3": 0.5228, "X4": 0.54486, "Y4": 0.5228, "page": 0, "Index": 113}, {"Word": "activate", "Confidence": 0.793, "X1": 0.59038, "Y1": 0.5052, "X2": 0.68661, "Y2": 0.505, "X3": 0.68661, "Y3": 0.5218, "X4": 0.59038, "Y4": 0.5228, "page": 0, "Index": 114}, {"Word": "a", "Confidence": 0.995, "X1": 0.69571, "Y1": 0.5052, "X2": 0.70741, "Y2": 0.505, "X3": 0.70741, "Y3": 0.5218, "X4": 0.69571, "Y4": 0.5218, "page": 0, "Index": 115}, {"Word": "network", "Confidence": 0.784, "X1": 0.71521, "Y1": 0.5062, "X2": 0.79974, "Y2": 0.506, "X3": 0.80104, "Y3": 0.5218, "X4": 0.71521, "Y4": 0.5218, "page": 0, "Index": 116}, {"Word": "of", "Confidence": 0.998, "X1": 0.80884, "Y1": 0.5062, "X2": 0.83485, "Y2": 0.506, "X3": 0.83615, "Y3": 0.5218, "X4": 0.80884, "Y4": 0.5218, "page": 0, "Index": 117}, {"Word": "small", "Confidence": 0.615, "X1": 0.84395, "Y1": 0.5062, "X2": 0.90507, "Y2": 0.506, "X3": 0.90507, "Y3": 0.5208, "X4": 0.84395, "Y4": 0.5218, "page": 0, "Index": 118}, {"Word": "business", "Confidence": 0.933, "X1": 0.12484, "Y1": 0.5362, "X2": 0.22497, "Y2": 0.536, "X3": 0.22367, "Y3": 0.5538, "X4": 0.12484, "Y4": 0.5538, "page": 0, "Index": 119}, {"Word": "people", "Confidence": 0.633, "X1": 0.23407, "Y1": 0.5362, "X2": 0.30819, "Y2": 0.536, "X3": 0.30819, "Y3": 0.5548, "X4": 0.23407, "Y4": 0.5548, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 0.998, "X1": 0.3186, "Y1": 0.5362, "X2": 0.35761, "Y2": 0.536, "X3": 0.35761, "Y3": 0.5548, "X4": 0.3186, "Y4": 0.5548, "page": 0, "Index": 121}, {"Word": "\"regular\"", "Confidence": 0.85, "X1": 0.36801, "Y1": 0.5362, "X2": 0.47724, "Y2": 0.536, "X3": 0.47724, "Y3": 0.5548, "X4": 0.36801, "Y4": 0.5548, "page": 0, "Index": 122}, {"Word": "voters", "Confidence": 0.994, "X1": 0.48375, "Y1": 0.5362, "X2": 0.55917, "Y2": 0.536, "X3": 0.55917, "Y3": 0.5548, "X4": 0.48375, "Y4": 0.5548, "page": 0, "Index": 123}, {"Word": "in", "Confidence": 0.998, "X1": 0.56827, "Y1": 0.5362, "X2": 0.59428, "Y2": 0.536, "X3": 0.59428, "Y3": 0.5538, "X4": 0.56827, "Y4": 0.5548, "page": 0, "Index": 124}, {"Word": "each", "Confidence": 0.985, "X1": 0.60468, "Y1": 0.5362, "X2": 0.6541, "Y2": 0.536, "X3": 0.6541, "Y3": 0.5538, "X4": 0.60468, "Y4": 0.5538, "page": 0, "Index": 125}, {"Word": "CD.", "Confidence": 0.927, "X1": 0.6632, "Y1": 0.5362, "X2": 0.70221, "Y2": 0.536, "X3": 0.70221, "Y3": 0.5528, "X4": 0.6645, "Y4": 0.5538, "page": 0, "Index": 126}, {"Word": "Specific", "Confidence": 0.992, "X1": 0.18466, "Y1": 0.5962, "X2": 0.28218, "Y2": 0.596, "X3": 0.28218, "Y3": 0.6148, "X4": 0.18466, "Y4": 0.6148, "page": 0, "Index": 127}, {"Word": "goals", "Confidence": 0.995, "X1": 0.29259, "Y1": 0.5962, "X2": 0.35501, "Y2": 0.596, "X3": 0.35501, "Y3": 0.6138, "X4": 0.29259, "Y4": 0.6148, "page": 0, "Index": 128}, {"Word": "would", "Confidence": 0.997, "X1": 0.36411, "Y1": 0.5962, "X2": 0.42523, "Y2": 0.596, "X3": 0.42523, "Y3": 0.6138, "X4": 0.36411, "Y4": 0.6138, "page": 0, "Index": 129}, {"Word": "be", "Confidence": 0.998, "X1": 0.43433, "Y1": 0.5952, "X2": 0.46164, "Y2": 0.595, "X3": 0.46164, "Y3": 0.6138, "X4": 0.43433, "Y4": 0.6138, "page": 0, "Index": 130}, {"Word": "established", "Confidence": 0.943, "X1": 0.47074, "Y1": 0.5952, "X2": 0.60468, "Y2": 0.595, "X3": 0.60468, "Y3": 0.6138, "X4": 0.47074, "Y4": 0.6138, "page": 0, "Index": 131}, {"Word": "for", "Confidence": 0.998, "X1": 0.61638, "Y1": 0.5962, "X2": 0.6541, "Y2": 0.596, "X3": 0.6528, "Y3": 0.6138, "X4": 0.61508, "Y4": 0.6138, "page": 0, "Index": 132}, {"Word": "each", "Confidence": 0.97, "X1": 0.6632, "Y1": 0.5962, "X2": 0.71131, "Y2": 0.596, "X3": 0.71131, "Y3": 0.6138, "X4": 0.6632, "Y4": 0.6138, "page": 0, "Index": 133}, {"Word": "CD", "Confidence": 0.962, "X1": 0.72042, "Y1": 0.5962, "X2": 0.74772, "Y2": 0.596, "X3": 0.74772, "Y3": 0.6138, "X4": 0.72042, "Y4": 0.6138, "page": 0, "Index": 134}, {"Word": "--", "Confidence": 0.955, "X1": 0.75813, "Y1": 0.5962, "X2": 0.78414, "Y2": 0.596, "X3": 0.78414, "Y3": 0.6128, "X4": 0.75683, "Y4": 0.6138, "page": 0, "Index": 135}, {"Word": "stressing", "Confidence": 0.949, "X1": 0.79454, "Y1": 0.5982, "X2": 0.90507, "Y2": 0.598, "X3": 0.90507, "Y3": 0.6128, "X4": 0.79324, "Y4": 0.6128, "page": 0, "Index": 136}, {"Word": "visits", "Confidence": 0.663, "X1": 0.12484, "Y1": 0.6272, "X2": 0.19896, "Y2": 0.627, "X3": 0.19766, "Y3": 0.6448, "X4": 0.12484, "Y4": 0.6448, "page": 0, "Index": 137}, {"Word": "to", "Confidence": 0.998, "X1": 0.20806, "Y1": 0.6272, "X2": 0.23277, "Y2": 0.627, "X3": 0.23277, "Y3": 0.6448, "X4": 0.20676, "Y4": 0.6448, "page": 0, "Index": 138}, {"Word": "local", "Confidence": 0.909, "X1": 0.24057, "Y1": 0.6272, "X2": 0.30299, "Y2": 0.627, "X3": 0.30169, "Y3": 0.6438, "X4": 0.24057, "Y4": 0.6438, "page": 0, "Index": 139}, {"Word": "Congressional", "Confidence": 0.625, "X1": 0.31079, "Y1": 0.6272, "X2": 0.46944, "Y2": 0.627, "X3": 0.46814, "Y3": 0.6438, "X4": 0.30949, "Y4": 0.6438, "page": 0, "Index": 140}, {"Word": "offices,", "Confidence": 0.941, "X1": 0.47724, "Y1": 0.6272, "X2": 0.57607, "Y2": 0.627, "X3": 0.57477, "Y3": 0.6438, "X4": 0.47594, "Y4": 0.6438, "page": 0, "Index": 141}, {"Word": "interactions", "Confidence": 0.885, "X1": 0.58388, "Y1": 0.6272, "X2": 0.72952, "Y2": 0.627, "X3": 0.72822, "Y3": 0.6438, "X4": 0.58257, "Y4": 0.6438, "page": 0, "Index": 142}, {"Word": "with", "Confidence": 0.99, "X1": 0.73472, "Y1": 0.6272, "X2": 0.78544, "Y2": 0.627, "X3": 0.78414, "Y3": 0.6438, "X4": 0.73472, "Y4": 0.6438, "page": 0, "Index": 143}, {"Word": "the", "Confidence": 0.929, "X1": 0.79584, "Y1": 0.6272, "X2": 0.83225, "Y2": 0.627, "X3": 0.83225, "Y3": 0.6438, "X4": 0.79454, "Y4": 0.6438, "page": 0, "Index": 144}, {"Word": "local", "Confidence": 0.899, "X1": 0.84265, "Y1": 0.6272, "X2": 0.90377, "Y2": 0.627, "X3": 0.90377, "Y3": 0.6438, "X4": 0.84135, "Y4": 0.6438, "page": 0, "Index": 145}, {"Word": "senior", "Confidence": 0.704, "X1": 0.12874, "Y1": 0.6562, "X2": 0.19766, "Y2": 0.656, "X3": 0.19636, "Y3": 0.6728, "X4": 0.12874, "Y4": 0.6728, "page": 0, "Index": 146}, {"Word": "staff", "Confidence": 0.891, "X1": 0.21326, "Y1": 0.6562, "X2": 0.27438, "Y2": 0.656, "X3": 0.27438, "Y3": 0.6728, "X4": 0.21326, "Y4": 0.6728, "page": 0, "Index": 147}, {"Word": "person", "Confidence": 0.604, "X1": 0.28869, "Y1": 0.6562, "X2": 0.36281, "Y2": 0.656, "X3": 0.36281, "Y3": 0.6728, "X4": 0.28869, "Y4": 0.6728, "page": 0, "Index": 148}, {"Word": "for", "Confidence": 0.998, "X1": 0.38101, "Y1": 0.6562, "X2": 0.41612, "Y2": 0.656, "X3": 0.41612, "Y3": 0.6728, "X4": 0.38101, "Y4": 0.6728, "page": 0, "Index": 149}, {"Word": "each", "Confidence": 0.604, "X1": 0.43173, "Y1": 0.6562, "X2": 0.47984, "Y2": 0.656, "X3": 0.47984, "Y3": 0.6728, "X4": 0.43043, "Y4": 0.6728, "page": 0, "Index": 150}, {"Word": "member", "Confidence": 0.624, "X1": 0.49545, "Y1": 0.6562, "X2": 0.56957, "Y2": 0.656, "X3": 0.56957, "Y3": 0.6728, "X4": 0.49545, "Y4": 0.6728, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.58388, "Y1": 0.6562, "X2": 0.61118, "Y2": 0.656, "X3": 0.61118, "Y3": 0.6728, "X4": 0.58388, "Y4": 0.6728, "page": 0, "Index": 152}, {"Word": "Congress,", "Confidence": 0.932, "X1": 0.62419, "Y1": 0.6572, "X2": 0.73602, "Y2": 0.657, "X3": 0.73602, "Y3": 0.6728, "X4": 0.62419, "Y4": 0.6728, "page": 0, "Index": 153}, {"Word": "and", "Confidence": 0.998, "X1": 0.75033, "Y1": 0.6572, "X2": 0.78934, "Y2": 0.657, "X3": 0.78934, "Y3": 0.6738, "X4": 0.75033, "Y4": 0.6728, "page": 0, "Index": 154}, {"Word": "personal", "Confidence": 0.633, "X1": 0.80234, "Y1": 0.6572, "X2": 0.90117, "Y2": 0.657, "X3": 0.90117, "Y3": 0.6738, "X4": 0.80234, "Y4": 0.6738, "page": 0, "Index": 155}, {"Word": "contacts", "Confidence": 0.332, "X1": 0.12484, "Y1": 0.6862, "X2": 0.21977, "Y2": 0.686, "X3": 0.21977, "Y3": 0.7028, "X4": 0.12484, "Y4": 0.7028, "page": 0, "Index": 156}, {"Word": "with", "Confidence": 0.991, "X1": 0.23017, "Y1": 0.6862, "X2": 0.28088, "Y2": 0.686, "X3": 0.28088, "Y3": 0.7028, "X4": 0.23017, "Y4": 0.7028, "page": 0, "Index": 157}, {"Word": "the", "Confidence": 0.934, "X1": 0.29129, "Y1": 0.6862, "X2": 0.329, "Y2": 0.686, "X3": 0.329, "Y3": 0.7028, "X4": 0.29129, "Y4": 0.7028, "page": 0, "Index": 158}, {"Word": "member", "Confidence": 0.824, "X1": 0.3381, "Y1": 0.6852, "X2": 0.41222, "Y2": 0.685, "X3": 0.41092, "Y3": 0.7038, "X4": 0.3381, "Y4": 0.7038, "page": 0, "Index": 159}, {"Word": "of", "Confidence": 0.998, "X1": 0.42133, "Y1": 0.6852, "X2": 0.44863, "Y2": 0.685, "X3": 0.44863, "Y3": 0.7038, "X4": 0.42133, "Y4": 0.7038, "page": 0, "Index": 160}, {"Word": "Congress", "Confidence": 0.664, "X1": 0.45514, "Y1": 0.6852, "X2": 0.55397, "Y2": 0.685, "X3": 0.55397, "Y3": 0.7038, "X4": 0.45514, "Y4": 0.7038, "page": 0, "Index": 161}, {"Word": "in", "Confidence": 0.982, "X1": 0.56307, "Y1": 0.6852, "X2": 0.58908, "Y2": 0.685, "X3": 0.58908, "Y3": 0.7038, "X4": 0.56307, "Y4": 0.7038, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.998, "X1": 0.60078, "Y1": 0.6852, "X2": 0.63979, "Y2": 0.685, "X3": 0.63979, "Y3": 0.7038, "X4": 0.60078, "Y4": 0.7038, "page": 0, "Index": 163}, {"Word": "home", "Confidence": 0.96, "X1": 0.64629, "Y1": 0.6852, "X2": 0.69831, "Y2": 0.685, "X3": 0.69831, "Y3": 0.7038, "X4": 0.64629, "Y4": 0.7038, "page": 0, "Index": 164}, {"Word": "district.", "Confidence": 0.885, "X1": 0.70611, "Y1": 0.6852, "X2": 0.81925, "Y2": 0.685, "X3": 0.81925, "Y3": 0.7028, "X4": 0.70611, "Y4": 0.7038, "page": 0, "Index": 165}, {"Word": "It", "Confidence": 0.997, "X1": 0.84005, "Y1": 0.6852, "X2": 0.86606, "Y2": 0.685, "X3": 0.86606, "Y3": 0.7028, "X4": 0.83875, "Y4": 0.7028, "page": 0, "Index": 166}, {"Word": "is", "Confidence": 0.716, "X1": 0.87516, "Y1": 0.6852, "X2": 0.90247, "Y2": 0.685, "X3": 0.90117, "Y3": 0.7028, "X4": 0.87386, "Y4": 0.7028, "page": 0, "Index": 167}, {"Word": "important", "Confidence": 0.955, "X1": 0.12224, "Y1": 0.7162, "X2": 0.23407, "Y2": 0.716, "X3": 0.23277, "Y3": 0.7338, "X4": 0.12094, "Y4": 0.7328, "page": 0, "Index": 168}, {"Word": "to", "Confidence": 0.998, "X1": 0.24057, "Y1": 0.7152, "X2": 0.26658, "Y2": 0.715, "X3": 0.26528, "Y3": 0.7338, "X4": 0.23927, "Y4": 0.7338, "page": 0, "Index": 169}, {"Word": "stress", "Confidence": 0.839, "X1": 0.27308, "Y1": 0.7152, "X2": 0.3472, "Y2": 0.715, "X3": 0.3472, "Y3": 0.7338, "X4": 0.27178, "Y4": 0.7338, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.35631, "Y1": 0.7152, "X2": 0.39402, "Y2": 0.715, "X3": 0.39272, "Y3": 0.7338, "X4": 0.35501, "Y4": 0.7338, "page": 0, "Index": 171}, {"Word": "role", "Confidence": 0.971, "X1": 0.39922, "Y1": 0.7152, "X2": 0.44993, "Y2": 0.715, "X3": 0.44863, "Y3": 0.7338, "X4": 0.39792, "Y4": 0.7338, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.45514, "Y1": 0.7152, "X2": 0.48375, "Y2": 0.715, "X3": 0.48244, "Y3": 0.7338, "X4": 0.45384, "Y4": 0.7338, "page": 0, "Index": 173}, {"Word": "local", "Confidence": 0.95, "X1": 0.48895, "Y1": 0.7152, "X2": 0.55267, "Y2": 0.715, "X3": 0.55137, "Y3": 0.7348, "X4": 0.48765, "Y4": 0.7338, "page": 0, "Index": 174}, {"Word": "Congressional", "Confidence": 0.931, "X1": 0.55787, "Y1": 0.7152, "X2": 0.71651, "Y2": 0.715, "X3": 0.71651, "Y3": 0.7338, "X4": 0.55657, "Y4": 0.7348, "page": 0, "Index": 175}, {"Word": "office", "Confidence": 0.798, "X1": 0.72172, "Y1": 0.7152, "X2": 0.79844, "Y2": 0.715, "X3": 0.79844, "Y3": 0.7338, "X4": 0.72172, "Y4": 0.7338, "page": 0, "Index": 176}, {"Word": "staff", "Confidence": 0.883, "X1": 0.80494, "Y1": 0.7152, "X2": 0.86866, "Y2": 0.715, "X3": 0.86866, "Y3": 0.7338, "X4": 0.80494, "Y4": 0.7338, "page": 0, "Index": 177}, {"Word": "in", "Confidence": 0.998, "X1": 0.87646, "Y1": 0.7152, "X2": 0.90117, "Y2": 0.715, "X3": 0.90117, "Y3": 0.7338, "X4": 0.87516, "Y4": 0.7338, "page": 0, "Index": 178}, {"Word": "this", "Confidence": 0.778, "X1": 0.12224, "Y1": 0.7452, "X2": 0.17165, "Y2": 0.745, "X3": 0.17165, "Y3": 0.7638, "X4": 0.12224, "Y4": 0.7638, "page": 0, "Index": 179}, {"Word": "project.", "Confidence": 0.848, "X1": 0.17815, "Y1": 0.7452, "X2": 0.27828, "Y2": 0.745, "X3": 0.27828, "Y3": 0.7638, "X4": 0.17815, "Y4": 0.7638, "page": 0, "Index": 180}, {"Word": "They", "Confidence": 0.983, "X1": 0.29519, "Y1": 0.7452, "X2": 0.3459, "Y2": 0.745, "X3": 0.3459, "Y3": 0.7638, "X4": 0.29519, "Y4": 0.7638, "page": 0, "Index": 181}, {"Word": "often", "Confidence": 0.899, "X1": 0.35111, "Y1": 0.7452, "X2": 0.41482, "Y2": 0.745, "X3": 0.41482, "Y3": 0.7638, "X4": 0.35111, "Y4": 0.7638, "page": 0, "Index": 182}, {"Word": "are", "Confidence": 0.902, "X1": 0.42133, "Y1": 0.7452, "X2": 0.45904, "Y2": 0.745, "X3": 0.45904, "Y3": 0.7638, "X4": 0.42133, "Y4": 0.7638, "page": 0, "Index": 183}, {"Word": "a", "Confidence": 0.919, "X1": 0.46554, "Y1": 0.7452, "X2": 0.47984, "Y2": 0.745, "X3": 0.47984, "Y3": 0.7638, "X4": 0.46554, "Y4": 0.7638, "page": 0, "Index": 184}, {"Word": "batter", "Confidence": 0.909, "X1": 0.48635, "Y1": 0.7452, "X2": 0.56177, "Y2": 0.745, "X3": 0.56177, "Y3": 0.7638, "X4": 0.48635, "Y4": 0.7638, "page": 0, "Index": 185}, {"Word": "contact", "Confidence": 0.991, "X1": 0.56827, "Y1": 0.7452, "X2": 0.658, "Y2": 0.745, "X3": 0.6567, "Y3": 0.7638, "X4": 0.56827, "Y4": 0.7638, "page": 0, "Index": 186}, {"Word": "point", "Confidence": 0.995, "X1": 0.6632, "Y1": 0.7462, "X2": 0.72692, "Y2": 0.746, "X3": 0.72562, "Y3": 0.7638, "X4": 0.6619, "Y4": 0.7638, "page": 0, "Index": 187}, {"Word": "for", "Confidence": 0.998, "X1": 0.73342, "Y1": 0.7462, "X2": 0.77113, "Y2": 0.746, "X3": 0.77113, "Y3": 0.7648, "X4": 0.73342, "Y4": 0.7638, "page": 0, "Index": 188}, {"Word": "grassroots", "Confidence": 0.813, "X1": 0.77763, "Y1": 0.7462, "X2": 0.90247, "Y2": 0.746, "X3": 0.90247, "Y3": 0.7648, "X4": 0.77763, "Y4": 0.7648, "page": 0, "Index": 189}, {"Word": "afforte", "Confidence": 0.781, "X1": 0.12224, "Y1": 0.7762, "X2": 0.20676, "Y2": 0.776, "X3": 0.20676, "Y3": 0.7938, "X4": 0.12224, "Y4": 0.7928, "page": 0, "Index": 190}, {"Word": "than", "Confidence": 0.963, "X1": 0.21586, "Y1": 0.7762, "X2": 0.26528, "Y2": 0.776, "X3": 0.26528, "Y3": 0.7938, "X4": 0.21586, "Y4": 0.7938, "page": 0, "Index": 191}, {"Word": "D.C", "Confidence": 0.998, "X1": 0.27308, "Y1": 0.7762, "X2": 0.30949, "Y2": 0.776, "X3": 0.30949, "Y3": 0.7938, "X4": 0.27438, "Y4": 0.7938, "page": 0, "Index": 192}, {"Word": ".-", "Confidence": 0.9, "X1": 0.31339, "Y1": 0.7762, "X2": 0.3316, "Y2": 0.776, "X3": 0.3316, "Y3": 0.7938, "X4": 0.31469, "Y4": 0.7938, "page": 0, "Index": 193}, {"Word": "based", "Confidence": 0.803, "X1": 0.3355, "Y1": 0.7762, "X2": 0.39792, "Y2": 0.776, "X3": 0.39792, "Y3": 0.7938, "X4": 0.3355, "Y4": 0.7938, "page": 0, "Index": 194}, {"Word": "legislative", "Confidence": 0.941, "X1": 0.40572, "Y1": 0.7762, "X2": 0.54096, "Y2": 0.776, "X3": 0.54096, "Y3": 0.7938, "X4": 0.40572, "Y4": 0.7938, "page": 0, "Index": 195}, {"Word": "staff,", "Confidence": 0.869, "X1": 0.54876, "Y1": 0.7762, "X2": 0.62419, "Y2": 0.776, "X3": 0.62419, "Y3": 0.7938, "X4": 0.54876, "Y4": 0.7938, "page": 0, "Index": 196}, {"Word": "and", "Confidence": 0.998, "X1": 0.63199, "Y1": 0.7762, "X2": 0.671, "Y2": 0.776, "X3": 0.671, "Y3": 0.7938, "X4": 0.63329, "Y4": 0.7938, "page": 0, "Index": 197}, {"Word": "we", "Confidence": 0.939, "X1": 0.6801, "Y1": 0.7762, "X2": 0.70871, "Y2": 0.776, "X3": 0.70871, "Y3": 0.7938, "X4": 0.6814, "Y4": 0.7938, "page": 0, "Index": 198}, {"Word": "should", "Confidence": 0.995, "X1": 0.71651, "Y1": 0.7762, "X2": 0.79064, "Y2": 0.776, "X3": 0.79064, "Y3": 0.7938, "X4": 0.71651, "Y4": 0.7938, "page": 0, "Index": 199}, {"Word": "focus", "Confidence": 0.575, "X1": 0.79974, "Y1": 0.7762, "X2": 0.86346, "Y2": 0.776, "X3": 0.86346, "Y3": 0.7938, "X4": 0.80104, "Y4": 0.7938, "page": 0, "Index": 200}, {"Word": "on", "Confidence": 0.996, "X1": 0.87126, "Y1": 0.7762, "X2": 0.89987, "Y2": 0.776, "X3": 0.89987, "Y3": 0.7938, "X4": 0.87256, "Y4": 0.7938, "page": 0, "Index": 201}, {"Word": "building", "Confidence": 0.991, "X1": 0.12094, "Y1": 0.8052, "X2": 0.21977, "Y2": 0.805, "X3": 0.21847, "Y3": 0.8238, "X4": 0.11964, "Y4": 0.8238, "page": 0, "Index": 202}, {"Word": "a", "Confidence": 0.655, "X1": 0.22757, "Y1": 0.8052, "X2": 0.24187, "Y2": 0.805, "X3": 0.24057, "Y3": 0.8238, "X4": 0.22627, "Y4": 0.8238, "page": 0, "Index": 203}, {"Word": "relationship", "Confidence": 0.856, "X1": 0.25098, "Y1": 0.8042, "X2": 0.39662, "Y2": 0.804, "X3": 0.39662, "Y3": 0.8238, "X4": 0.24967, "Y4": 0.8238, "page": 0, "Index": 204}, {"Word": "with", "Confidence": 0.989, "X1": 0.40572, "Y1": 0.8052, "X2": 0.45514, "Y2": 0.805, "X3": 0.45514, "Y3": 0.8228, "X4": 0.40572, "Y4": 0.8238, "page": 0, "Index": 205}, {"Word": "them.", "Confidence": 0.848, "X1": 0.46554, "Y1": 0.8052, "X2": 0.52536, "Y2": 0.805, "X3": 0.52536, "Y3": 0.8228, "X4": 0.46554, "Y4": 0.8228, "page": 0, "Index": 206}, {"Word": "12", "Confidence": 0.997, "X1": 0.49415, "Y1": 0.8802, "X2": 0.51756, "Y2": 0.88, "X3": 0.51756, "Y3": 0.8938, "X4": 0.49415, "Y4": 0.8938, "page": 0, "Index": 207}, {"Word": "2073576751", "Confidence": 0.991, "X1": 0.95839, "Y1": 0.9062, "X2": 0.95319, "Y2": 0.906, "X3": 0.92848, "Y3": 0.9038, "X4": 0.93628, "Y4": 0.8108, "page": 0, "Index": 208}, {"Word": "3990027796", "Confidence": 0.993, "X1": 0.02731, "Y1": 0.9732, "X2": 0.12224, "Y2": 0.973, "X3": 0.12224, "Y3": 0.9878, "X4": 0.02601, "Y4": 0.9858, "page": 0, "Index": 209}]}
"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"
ffjw0181
9
{"lines_data": [{"Word": "day operations in charge of taking and testing a longterm strategic", "Confidence": 0.94664, "X1": 0.13654, "Y1": 0.0882, "X2": 0.92198, "Y2": 0.088, "X3": 0.92198, "Y3": 0.1068, "X4": 0.13654, "Y4": 0.1068, "page": 0}, {"Word": "view. This enterprise should ask: What will the opposition do,", "Confidence": 0.9195, "X1": 0.13914, "Y1": 0.1172, "X2": 0.91547, "Y2": 0.117, "X3": 0.91547, "Y3": 0.1358, "X4": 0.13914, "Y4": 0.1348, "page": 0}, {"Word": "where should it go next, what issues are in the pipeline, what", "Confidence": 0.96925, "X1": 0.13654, "Y1": 0.1482, "X2": 0.92068, "Y2": 0.148, "X3": 0.92068, "Y3": 0.1668, "X4": 0.13654, "Y4": 0.1658, "page": 0}, {"Word": "others are below the horizon of corporate consciousness?", "Confidence": 0.81488, "X1": 0.13654, "Y1": 0.1772, "X2": 0.81014, "Y2": 0.177, "X3": 0.81014, "Y3": 0.1948, "X4": 0.13654, "Y4": 0.1948, "page": 0}, {"Word": "This wargame group would not fight the battles of the day, but", "Confidence": 0.97942, "X1": 0.19376, "Y1": 0.2372, "X2": 0.91808, "Y2": 0.237, "X3": 0.91808, "Y3": 0.2538, "X4": 0.19376, "Y4": 0.2548, "page": 0}, {"Word": "keep its vision focused down the road. Internal resources to do", "Confidence": 0.85091, "X1": 0.13264, "Y1": 0.2672, "X2": 0.91547, "Y2": 0.267, "X3": 0.91547, "Y3": 0.2838, "X4": 0.13264, "Y4": 0.2838, "page": 0}, {"Word": "this well are already in place: we just need to give the relevant", "Confidence": 0.86477, "X1": 0.13394, "Y1": 0.2972, "X2": 0.91547, "Y2": 0.297, "X3": 0.91547, "Y3": 0.3148, "X4": 0.13394, "Y4": 0.3148, "page": 0}, {"Word": "individuals the necessary time and resources to do the job right.", "Confidence": 0.93627, "X1": 0.13264, "Y1": 0.3272, "X2": 0.91157, "Y2": 0.327, "X3": 0.91157, "Y3": 0.3458, "X4": 0.13264, "Y4": 0.3438, "page": 0}, {"Word": "Integral to this effort is a regular process of sharing ideas in", "Confidence": 0.88975, "X1": 0.13134, "Y1": 0.3562, "X2": 0.91287, "Y2": 0.356, "X3": 0.91287, "Y3": 0.3738, "X4": 0.13134, "Y4": 0.3738, "page": 0}, {"Word": "order to prepare for events before they happen. We would suggest", "Confidence": 0.85227, "X1": 0.13004, "Y1": 0.3862, "X2": 0.91287, "Y2": 0.386, "X3": 0.91287, "Y3": 0.4048, "X4": 0.13004, "Y4": 0.4048, "page": 0}, {"Word": "monthly or quarterly meetings of the entire team, where all", "Confidence": 0.8637, "X1": 0.12744, "Y1": 0.4152, "X2": 0.90897, "Y2": 0.415, "X3": 0.90897, "Y3": 0.4338, "X4": 0.12744, "Y4": 0.4338, "page": 0}, {"Word": "relevant actora would be appraised of the ongoing wargames. The", "Confidence": 0.901, "X1": 0.12744, "Y1": 0.4452, "X2": 0.90897, "Y2": 0.445, "X3": 0.90897, "Y3": 0.4638, "X4": 0.12744, "Y4": 0.4628, "page": 0}, {"Word": "meetings would provide a distant early warning system across the", "Confidence": 0.8539, "X1": 0.12614, "Y1": 0.4762, "X2": 0.91027, "Y2": 0.476, "X3": 0.91027, "Y3": 0.4938, "X4": 0.12614, "Y4": 0.4928, "page": 0}, {"Word": "board and specific notice of actions we have to take to clean up", "Confidence": 0.95508, "X1": 0.12484, "Y1": 0.5052, "X2": 0.91027, "Y2": 0.505, "X3": 0.91027, "Y3": 0.5238, "X4": 0.12484, "Y4": 0.5228, "page": 0}, {"Word": "our act.", "Confidence": 0.926, "X1": 0.12484, "Y1": 0.5382, "X2": 0.22497, "Y2": 0.538, "X3": 0.22627, "Y3": 0.5528, "X4": 0.12484, "Y4": 0.5538, "page": 0}, {"Word": "The wargaming should be carefully coordinated with the public", "Confidence": 0.89856, "X1": 0.18596, "Y1": 0.5962, "X2": 0.90637, "Y2": 0.596, "X3": 0.90637, "Y3": 0.6138, "X4": 0.18466, "Y4": 0.6128, "page": 0}, {"Word": "opinion research capacity. As the participants in the wargaming", "Confidence": 0.92978, "X1": 0.12354, "Y1": 0.6252, "X2": 0.90637, "Y2": 0.625, "X3": 0.90637, "Y3": 0.6438, "X4": 0.12354, "Y4": 0.6438, "page": 0}, {"Word": "envision problems and imagine solutions, the survey research should", "Confidence": 0.858, "X1": 0.12614, "Y1": 0.6542, "X2": 0.90377, "Y2": 0.654, "X3": 0.90377, "Y3": 0.6728, "X4": 0.12614, "Y4": 0.6718, "page": 0}, {"Word": "test their conceptions for both the degree of public concern and", "Confidence": 0.9, "X1": 0.12354, "Y1": 0.6842, "X2": 0.90507, "Y2": 0.684, "X3": 0.90507, "Y3": 0.7038, "X4": 0.12354, "Y4": 0.7028, "page": 0}, {"Word": "the porsuasiveness of possible responses.", "Confidence": 0.8052, "X1": 0.12354, "Y1": 0.7142, "X2": 0.61118, "Y2": 0.714, "X3": 0.61118, "Y3": 0.7318, "X4": 0.12354, "Y4": 0.7318, "page": 0}, {"Word": "2073576749", "Confidence": 0.972, "X1": 0.95709, "Y1": 0.8712, "X2": 0.92718, "Y2": 0.871, "X3": 0.90247, "Y3": 0.8668, "X4": 0.93108, "Y4": 0.7738, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.49285, "Y1": 0.8752, "X2": 0.52146, "Y2": 0.875, "X3": 0.52276, "Y3": 0.8908, "X4": 0.49285, "Y4": 0.8908, "page": 0}, {"Word": "3990027794", "Confidence": 0.993, "X1": 0.02471, "Y1": 0.9732, "X2": 0.12354, "Y2": 0.973, "X3": 0.12354, "Y3": 0.9878, "X4": 0.02471, "Y4": 0.9858, "page": 0}], "words_data": [{"Word": "day", "Confidence": 0.995, "X1": 0.13914, "Y1": 0.0882, "X2": 0.17945, "Y2": 0.088, "X3": 0.17815, "Y3": 0.1058, "X4": 0.13784, "Y4": 0.1058, "page": 0, "Index": 0}, {"Word": "operations", "Confidence": 0.995, "X1": 0.18466, "Y1": 0.0882, "X2": 0.30949, "Y2": 0.088, "X3": 0.30819, "Y3": 0.1068, "X4": 0.18205, "Y4": 0.1058, "page": 0, "Index": 1}, {"Word": "in", "Confidence": 0.997, "X1": 0.31599, "Y1": 0.0882, "X2": 0.3433, "Y2": 0.088, "X3": 0.342, "Y3": 0.1068, "X4": 0.31469, "Y4": 0.1068, "page": 0, "Index": 2}, {"Word": "charge", "Confidence": 0.996, "X1": 0.3485, "Y1": 0.0882, "X2": 0.42523, "Y2": 0.088, "X3": 0.42393, "Y3": 0.1068, "X4": 0.3472, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.998, "X1": 0.43173, "Y1": 0.0882, "X2": 0.45774, "Y2": 0.088, "X3": 0.45644, "Y3": 0.1068, "X4": 0.43043, "Y4": 0.1068, "page": 0, "Index": 4}, {"Word": "taking", "Confidence": 0.997, "X1": 0.46424, "Y1": 0.0882, "X2": 0.53836, "Y2": 0.088, "X3": 0.53706, "Y3": 0.1068, "X4": 0.46294, "Y4": 0.1068, "page": 0, "Index": 5}, {"Word": "and", "Confidence": 0.998, "X1": 0.54486, "Y1": 0.0882, "X2": 0.58257, "Y2": 0.088, "X3": 0.58257, "Y3": 0.1078, "X4": 0.54356, "Y4": 0.1068, "page": 0, "Index": 6}, {"Word": "testing", "Confidence": 0.997, "X1": 0.59038, "Y1": 0.0882, "X2": 0.6749, "Y2": 0.088, "X3": 0.6736, "Y3": 0.1078, "X4": 0.58908, "Y4": 0.1078, "page": 0, "Index": 7}, {"Word": "a", "Confidence": 0.991, "X1": 0.6801, "Y1": 0.0882, "X2": 0.69571, "Y2": 0.088, "X3": 0.69441, "Y3": 0.1078, "X4": 0.6788, "Y4": 0.1078, "page": 0, "Index": 8}, {"Word": "longterm", "Confidence": 0.732, "X1": 0.70221, "Y1": 0.0882, "X2": 0.80234, "Y2": 0.088, "X3": 0.80104, "Y3": 0.1068, "X4": 0.70221, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "strategic", "Confidence": 0.717, "X1": 0.80884, "Y1": 0.0882, "X2": 0.92068, "Y2": 0.088, "X3": 0.92068, "Y3": 0.1068, "X4": 0.80754, "Y4": 0.1068, "page": 0, "Index": 10}, {"Word": "view.", "Confidence": 0.932, "X1": 0.14044, "Y1": 0.1182, "X2": 0.20286, "Y2": 0.118, "X3": 0.20156, "Y3": 0.1348, "X4": 0.13914, "Y4": 0.1348, "page": 0, "Index": 11}, {"Word": "This", "Confidence": 0.622, "X1": 0.22627, "Y1": 0.1172, "X2": 0.27568, "Y2": 0.117, "X3": 0.27438, "Y3": 0.1348, "X4": 0.22497, "Y4": 0.1348, "page": 0, "Index": 12}, {"Word": "enterprise", "Confidence": 0.854, "X1": 0.28479, "Y1": 0.1172, "X2": 0.40832, "Y2": 0.117, "X3": 0.40702, "Y3": 0.1348, "X4": 0.28349, "Y4": 0.1348, "page": 0, "Index": 13}, {"Word": "should", "Confidence": 0.996, "X1": 0.41873, "Y1": 0.1172, "X2": 0.49155, "Y2": 0.117, "X3": 0.49025, "Y3": 0.1348, "X4": 0.41873, "Y4": 0.1348, "page": 0, "Index": 14}, {"Word": "ask:", "Confidence": 0.982, "X1": 0.50325, "Y1": 0.1172, "X2": 0.55397, "Y2": 0.117, "X3": 0.55397, "Y3": 0.1348, "X4": 0.50325, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "What", "Confidence": 0.984, "X1": 0.57477, "Y1": 0.1172, "X2": 0.62679, "Y2": 0.117, "X3": 0.62549, "Y3": 0.1358, "X4": 0.57347, "Y4": 0.1358, "page": 0, "Index": 16}, {"Word": "will", "Confidence": 0.989, "X1": 0.63459, "Y1": 0.1172, "X2": 0.68531, "Y2": 0.117, "X3": 0.68401, "Y3": 0.1358, "X4": 0.63329, "Y4": 0.1358, "page": 0, "Index": 17}, {"Word": "the", "Confidence": 0.998, "X1": 0.69701, "Y1": 0.1172, "X2": 0.73472, "Y2": 0.117, "X3": 0.73342, "Y3": 0.1358, "X4": 0.69571, "Y4": 0.1358, "page": 0, "Index": 18}, {"Word": "opposition", "Confidence": 0.946, "X1": 0.74382, "Y1": 0.1182, "X2": 0.86736, "Y2": 0.118, "X3": 0.86606, "Y3": 0.1358, "X4": 0.74382, "Y4": 0.1358, "page": 0, "Index": 19}, {"Word": "do,", "Confidence": 0.892, "X1": 0.87646, "Y1": 0.1182, "X2": 0.91547, "Y2": 0.118, "X3": 0.91417, "Y3": 0.1368, "X4": 0.87646, "Y4": 0.1358, "page": 0, "Index": 20}, {"Word": "where", "Confidence": 0.993, "X1": 0.13784, "Y1": 0.1492, "X2": 0.20026, "Y2": 0.149, "X3": 0.19896, "Y3": 0.1658, "X4": 0.13784, "Y4": 0.1658, "page": 0, "Index": 21}, {"Word": "should", "Confidence": 0.991, "X1": 0.21456, "Y1": 0.1492, "X2": 0.28609, "Y2": 0.149, "X3": 0.28609, "Y3": 0.1658, "X4": 0.21326, "Y4": 0.1658, "page": 0, "Index": 22}, {"Word": "it", "Confidence": 0.998, "X1": 0.29909, "Y1": 0.1492, "X2": 0.3264, "Y2": 0.149, "X3": 0.3264, "Y3": 0.1668, "X4": 0.29909, "Y4": 0.1658, "page": 0, "Index": 23}, {"Word": "go", "Confidence": 0.998, "X1": 0.3394, "Y1": 0.1492, "X2": 0.36541, "Y2": 0.149, "X3": 0.36541, "Y3": 0.1668, "X4": 0.3394, "Y4": 0.1668, "page": 0, "Index": 24}, {"Word": "next,", "Confidence": 0.965, "X1": 0.37711, "Y1": 0.1492, "X2": 0.44213, "Y2": 0.149, "X3": 0.44083, "Y3": 0.1668, "X4": 0.37581, "Y4": 0.1668, "page": 0, "Index": 25}, {"Word": "what", "Confidence": 0.987, "X1": 0.45384, "Y1": 0.1492, "X2": 0.50455, "Y2": 0.149, "X3": 0.50325, "Y3": 0.1668, "X4": 0.45254, "Y4": 0.1668, "page": 0, "Index": 26}, {"Word": "issues", "Confidence": 0.783, "X1": 0.51495, "Y1": 0.1492, "X2": 0.58908, "Y2": 0.149, "X3": 0.58908, "Y3": 0.1668, "X4": 0.51495, "Y4": 0.1668, "page": 0, "Index": 27}, {"Word": "are", "Confidence": 0.991, "X1": 0.60208, "Y1": 0.1492, "X2": 0.63979, "Y2": 0.149, "X3": 0.63849, "Y3": 0.1668, "X4": 0.60208, "Y4": 0.1668, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.998, "X1": 0.6515, "Y1": 0.1482, "X2": 0.6775, "Y2": 0.148, "X3": 0.6775, "Y3": 0.1668, "X4": 0.6515, "Y4": 0.1668, "page": 0, "Index": 29}, {"Word": "the", "Confidence": 0.998, "X1": 0.69051, "Y1": 0.1482, "X2": 0.72952, "Y2": 0.148, "X3": 0.72822, "Y3": 0.1668, "X4": 0.69051, "Y4": 0.1668, "page": 0, "Index": 30}, {"Word": "pipeline,", "Confidence": 0.941, "X1": 0.73992, "Y1": 0.1482, "X2": 0.85306, "Y2": 0.148, "X3": 0.85306, "Y3": 0.1668, "X4": 0.73992, "Y4": 0.1668, "page": 0, "Index": 31}, {"Word": "what", "Confidence": 0.988, "X1": 0.86476, "Y1": 0.1482, "X2": 0.91547, "Y2": 0.148, "X3": 0.91547, "Y3": 0.1668, "X4": 0.86476, "Y4": 0.1668, "page": 0, "Index": 32}, {"Word": "others", "Confidence": 0.85, "X1": 0.13784, "Y1": 0.1772, "X2": 0.21066, "Y2": 0.177, "X3": 0.20936, "Y3": 0.1948, "X4": 0.13654, "Y4": 0.1938, "page": 0, "Index": 33}, {"Word": "are", "Confidence": 0.971, "X1": 0.22107, "Y1": 0.1772, "X2": 0.25878, "Y2": 0.177, "X3": 0.25878, "Y3": 0.1948, "X4": 0.21977, "Y4": 0.1948, "page": 0, "Index": 34}, {"Word": "below", "Confidence": 0.666, "X1": 0.26658, "Y1": 0.1772, "X2": 0.3316, "Y2": 0.177, "X3": 0.3303, "Y3": 0.1958, "X4": 0.26658, "Y4": 0.1948, "page": 0, "Index": 35}, {"Word": "the", "Confidence": 0.998, "X1": 0.342, "Y1": 0.1772, "X2": 0.37841, "Y2": 0.177, "X3": 0.37841, "Y3": 0.1958, "X4": 0.342, "Y4": 0.1958, "page": 0, "Index": 36}, {"Word": "horizon", "Confidence": 0.815, "X1": 0.38882, "Y1": 0.1772, "X2": 0.47464, "Y2": 0.177, "X3": 0.47464, "Y3": 0.1958, "X4": 0.38752, "Y4": 0.1958, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.998, "X1": 0.48375, "Y1": 0.1772, "X2": 0.50975, "Y2": 0.177, "X3": 0.50975, "Y3": 0.1958, "X4": 0.48375, "Y4": 0.1958, "page": 0, "Index": 38}, {"Word": "corporate", "Confidence": 0.888, "X1": 0.52016, "Y1": 0.1782, "X2": 0.62809, "Y2": 0.178, "X3": 0.62809, "Y3": 0.1958, "X4": 0.51886, "Y4": 0.1958, "page": 0, "Index": 39}, {"Word": "consciousness?", "Confidence": 0.333, "X1": 0.63719, "Y1": 0.1782, "X2": 0.80754, "Y2": 0.178, "X3": 0.80754, "Y3": 0.1938, "X4": 0.63719, "Y4": 0.1958, "page": 0, "Index": 40}, {"Word": "This", "Confidence": 0.985, "X1": 0.19636, "Y1": 0.2392, "X2": 0.24577, "Y2": 0.239, "X3": 0.24577, "Y3": 0.2538, "X4": 0.19636, "Y4": 0.2538, "page": 0, "Index": 41}, {"Word": "wargame", "Confidence": 0.941, "X1": 0.25358, "Y1": 0.2382, "X2": 0.3381, "Y2": 0.238, "X3": 0.3381, "Y3": 0.2548, "X4": 0.25358, "Y4": 0.2538, "page": 0, "Index": 42}, {"Word": "group", "Confidence": 0.997, "X1": 0.3459, "Y1": 0.2382, "X2": 0.40832, "Y2": 0.238, "X3": 0.40832, "Y3": 0.2548, "X4": 0.3459, "Y4": 0.2548, "page": 0, "Index": 43}, {"Word": "would", "Confidence": 0.998, "X1": 0.41612, "Y1": 0.2382, "X2": 0.47724, "Y2": 0.238, "X3": 0.47594, "Y3": 0.2548, "X4": 0.41612, "Y4": 0.2548, "page": 0, "Index": 44}, {"Word": "not", "Confidence": 0.994, "X1": 0.48635, "Y1": 0.2382, "X2": 0.52276, "Y2": 0.238, "X3": 0.52276, "Y3": 0.2548, "X4": 0.48505, "Y4": 0.2548, "page": 0, "Index": 45}, {"Word": "fight", "Confidence": 0.947, "X1": 0.53056, "Y1": 0.2372, "X2": 0.59298, "Y2": 0.237, "X3": 0.59298, "Y3": 0.2548, "X4": 0.53056, "Y4": 0.2548, "page": 0, "Index": 46}, {"Word": "the", "Confidence": 0.993, "X1": 0.60078, "Y1": 0.2372, "X2": 0.63849, "Y2": 0.237, "X3": 0.63719, "Y3": 0.2548, "X4": 0.59948, "Y4": 0.2548, "page": 0, "Index": 47}, {"Word": "battles", "Confidence": 0.992, "X1": 0.64239, "Y1": 0.2372, "X2": 0.72822, "Y2": 0.237, "X3": 0.72692, "Y3": 0.2548, "X4": 0.64239, "Y4": 0.2548, "page": 0, "Index": 48}, {"Word": "of", "Confidence": 0.998, "X1": 0.73732, "Y1": 0.2372, "X2": 0.76333, "Y2": 0.237, "X3": 0.76203, "Y3": 0.2548, "X4": 0.73602, "Y4": 0.2548, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.94, "X1": 0.77243, "Y1": 0.2372, "X2": 0.81014, "Y2": 0.237, "X3": 0.80884, "Y3": 0.2548, "X4": 0.77113, "Y4": 0.2548, "page": 0, "Index": 50}, {"Word": "day,", "Confidence": 0.97, "X1": 0.81664, "Y1": 0.2372, "X2": 0.86866, "Y2": 0.237, "X3": 0.86866, "Y3": 0.2548, "X4": 0.81664, "Y4": 0.2548, "page": 0, "Index": 51}, {"Word": "but", "Confidence": 0.998, "X1": 0.87386, "Y1": 0.2372, "X2": 0.91287, "Y2": 0.237, "X3": 0.91157, "Y3": 0.2548, "X4": 0.87256, "Y4": 0.2548, "page": 0, "Index": 52}, {"Word": "keep", "Confidence": 0.619, "X1": 0.13394, "Y1": 0.2682, "X2": 0.18336, "Y2": 0.268, "X3": 0.18205, "Y3": 0.2838, "X4": 0.13264, "Y4": 0.2838, "page": 0, "Index": 53}, {"Word": "its", "Confidence": 0.639, "X1": 0.19636, "Y1": 0.2682, "X2": 0.23407, "Y2": 0.268, "X3": 0.23277, "Y3": 0.2838, "X4": 0.19506, "Y4": 0.2838, "page": 0, "Index": 54}, {"Word": "vision", "Confidence": 0.955, "X1": 0.24577, "Y1": 0.2682, "X2": 0.3173, "Y2": 0.268, "X3": 0.31599, "Y3": 0.2838, "X4": 0.24447, "Y4": 0.2838, "page": 0, "Index": 55}, {"Word": "focused", "Confidence": 0.963, "X1": 0.3303, "Y1": 0.2682, "X2": 0.41482, "Y2": 0.268, "X3": 0.41352, "Y3": 0.2838, "X4": 0.329, "Y4": 0.2838, "page": 0, "Index": 56}, {"Word": "down", "Confidence": 0.718, "X1": 0.42653, "Y1": 0.2682, "X2": 0.47724, "Y2": 0.268, "X3": 0.47594, "Y3": 0.2838, "X4": 0.42523, "Y4": 0.2838, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.48895, "Y1": 0.2682, "X2": 0.52536, "Y2": 0.268, "X3": 0.52406, "Y3": 0.2838, "X4": 0.48765, "Y4": 0.2838, "page": 0, "Index": 58}, {"Word": "road.", "Confidence": 0.958, "X1": 0.53576, "Y1": 0.2682, "X2": 0.59688, "Y2": 0.268, "X3": 0.59558, "Y3": 0.2838, "X4": 0.53446, "Y4": 0.2838, "page": 0, "Index": 59}, {"Word": "Internal", "Confidence": 0.95, "X1": 0.62159, "Y1": 0.2682, "X2": 0.71651, "Y2": 0.268, "X3": 0.71521, "Y3": 0.2838, "X4": 0.62029, "Y4": 0.2838, "page": 0, "Index": 60}, {"Word": "resources", "Confidence": 0.607, "X1": 0.72822, "Y1": 0.2682, "X2": 0.83745, "Y2": 0.268, "X3": 0.83615, "Y3": 0.2848, "X4": 0.72692, "Y4": 0.2838, "page": 0, "Index": 61}, {"Word": "to", "Confidence": 0.998, "X1": 0.85046, "Y1": 0.2682, "X2": 0.87386, "Y2": 0.268, "X3": 0.87256, "Y3": 0.2848, "X4": 0.84915, "Y4": 0.2848, "page": 0, "Index": 62}, {"Word": "do", "Confidence": 0.955, "X1": 0.88557, "Y1": 0.2682, "X2": 0.91287, "Y2": 0.268, "X3": 0.91157, "Y3": 0.2848, "X4": 0.88427, "Y4": 0.2848, "page": 0, "Index": 63}, {"Word": "this", "Confidence": 0.684, "X1": 0.13654, "Y1": 0.2982, "X2": 0.18336, "Y2": 0.298, "X3": 0.18205, "Y3": 0.3158, "X4": 0.13524, "Y4": 0.3148, "page": 0, "Index": 64}, {"Word": "well", "Confidence": 0.981, "X1": 0.19246, "Y1": 0.2982, "X2": 0.24447, "Y2": 0.298, "X3": 0.24317, "Y3": 0.3158, "X4": 0.19116, "Y4": 0.3158, "page": 0, "Index": 65}, {"Word": "are", "Confidence": 0.967, "X1": 0.25358, "Y1": 0.2982, "X2": 0.29259, "Y2": 0.298, "X3": 0.29129, "Y3": 0.3158, "X4": 0.25358, "Y4": 0.3158, "page": 0, "Index": 66}, {"Word": "already", "Confidence": 0.974, "X1": 0.30039, "Y1": 0.2982, "X2": 0.38752, "Y2": 0.298, "X3": 0.38752, "Y3": 0.3158, "X4": 0.29909, "Y4": 0.3158, "page": 0, "Index": 67}, {"Word": "in", "Confidence": 0.998, "X1": 0.39792, "Y1": 0.2982, "X2": 0.42263, "Y2": 0.298, "X3": 0.42263, "Y3": 0.3158, "X4": 0.39662, "Y4": 0.3158, "page": 0, "Index": 68}, {"Word": "place:", "Confidence": 0.875, "X1": 0.43303, "Y1": 0.2972, "X2": 0.50715, "Y2": 0.297, "X3": 0.50715, "Y3": 0.3158, "X4": 0.43173, "Y4": 0.3158, "page": 0, "Index": 69}, {"Word": "we", "Confidence": 0.991, "X1": 0.51625, "Y1": 0.2972, "X2": 0.54356, "Y2": 0.297, "X3": 0.54226, "Y3": 0.3158, "X4": 0.51495, "Y4": 0.3158, "page": 0, "Index": 70}, {"Word": "just", "Confidence": 0.719, "X1": 0.55137, "Y1": 0.2972, "X2": 0.60208, "Y2": 0.297, "X3": 0.60078, "Y3": 0.3158, "X4": 0.55137, "Y4": 0.3158, "page": 0, "Index": 71}, {"Word": "need", "Confidence": 0.983, "X1": 0.60988, "Y1": 0.2972, "X2": 0.6606, "Y2": 0.297, "X3": 0.6593, "Y3": 0.3158, "X4": 0.60988, "Y4": 0.3158, "page": 0, "Index": 72}, {"Word": "to", "Confidence": 0.998, "X1": 0.6697, "Y1": 0.2972, "X2": 0.69571, "Y2": 0.297, "X3": 0.69571, "Y3": 0.3158, "X4": 0.6697, "Y4": 0.3158, "page": 0, "Index": 73}, {"Word": "give", "Confidence": 0.987, "X1": 0.70351, "Y1": 0.2972, "X2": 0.75553, "Y2": 0.297, "X3": 0.75553, "Y3": 0.3158, "X4": 0.70351, "Y4": 0.3158, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.475, "X1": 0.76723, "Y1": 0.2972, "X2": 0.80494, "Y2": 0.297, "X3": 0.80494, "Y3": 0.3148, "X4": 0.76593, "Y4": 0.3158, "page": 0, "Index": 75}, {"Word": "relevant", "Confidence": 0.61, "X1": 0.81274, "Y1": 0.2972, "X2": 0.91287, "Y2": 0.297, "X3": 0.91287, "Y3": 0.3148, "X4": 0.81274, "Y4": 0.3148, "page": 0, "Index": 76}, {"Word": "individuals", "Confidence": 0.83, "X1": 0.13394, "Y1": 0.3272, "X2": 0.26658, "Y2": 0.327, "X3": 0.26528, "Y3": 0.3438, "X4": 0.13264, "Y4": 0.3438, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.976, "X1": 0.27698, "Y1": 0.3282, "X2": 0.31339, "Y2": 0.328, "X3": 0.31339, "Y3": 0.3438, "X4": 0.27698, "Y4": 0.3438, "page": 0, "Index": 78}, {"Word": "necessary", "Confidence": 0.648, "X1": 0.3238, "Y1": 0.3282, "X2": 0.43303, "Y2": 0.328, "X3": 0.43303, "Y3": 0.3448, "X4": 0.3238, "Y4": 0.3438, "page": 0, "Index": 79}, {"Word": "time", "Confidence": 0.982, "X1": 0.44473, "Y1": 0.3282, "X2": 0.49415, "Y2": 0.328, "X3": 0.49415, "Y3": 0.3448, "X4": 0.44473, "Y4": 0.3448, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.991, "X1": 0.50325, "Y1": 0.3282, "X2": 0.53966, "Y2": 0.328, "X3": 0.53966, "Y3": 0.3448, "X4": 0.50325, "Y4": 0.3448, "page": 0, "Index": 81}, {"Word": "resources", "Confidence": 0.886, "X1": 0.55007, "Y1": 0.3282, "X2": 0.6567, "Y2": 0.328, "X3": 0.6567, "Y3": 0.3448, "X4": 0.55007, "Y4": 0.3448, "page": 0, "Index": 82}, {"Word": "to", "Confidence": 0.998, "X1": 0.6684, "Y1": 0.3282, "X2": 0.69311, "Y2": 0.328, "X3": 0.69311, "Y3": 0.3458, "X4": 0.6684, "Y4": 0.3448, "page": 0, "Index": 83}, {"Word": "do", "Confidence": 0.996, "X1": 0.70221, "Y1": 0.3282, "X2": 0.72822, "Y2": 0.328, "X3": 0.72822, "Y3": 0.3458, "X4": 0.70221, "Y4": 0.3458, "page": 0, "Index": 84}, {"Word": "the", "Confidence": 0.998, "X1": 0.73992, "Y1": 0.3282, "X2": 0.77893, "Y2": 0.328, "X3": 0.77893, "Y3": 0.3458, "X4": 0.74122, "Y4": 0.3458, "page": 0, "Index": 85}, {"Word": "job", "Confidence": 0.998, "X1": 0.78804, "Y1": 0.3282, "X2": 0.82575, "Y2": 0.328, "X3": 0.82575, "Y3": 0.3458, "X4": 0.78804, "Y4": 0.3458, "page": 0, "Index": 86}, {"Word": "right.", "Confidence": 0.996, "X1": 0.83485, "Y1": 0.3272, "X2": 0.91157, "Y2": 0.327, "X3": 0.91157, "Y3": 0.3468, "X4": 0.83615, "Y4": 0.3458, "page": 0, "Index": 87}, {"Word": "Integral", "Confidence": 0.954, "X1": 0.13264, "Y1": 0.3572, "X2": 0.23017, "Y2": 0.357, "X3": 0.22887, "Y3": 0.3738, "X4": 0.13264, "Y4": 0.3728, "page": 0, "Index": 88}, {"Word": "to", "Confidence": 0.998, "X1": 0.24317, "Y1": 0.3572, "X2": 0.26788, "Y2": 0.357, "X3": 0.26788, "Y3": 0.3738, "X4": 0.24187, "Y4": 0.3738, "page": 0, "Index": 89}, {"Word": "this", "Confidence": 0.981, "X1": 0.27958, "Y1": 0.3572, "X2": 0.3264, "Y2": 0.357, "X3": 0.3264, "Y3": 0.3738, "X4": 0.27828, "Y4": 0.3738, "page": 0, "Index": 90}, {"Word": "effort", "Confidence": 0.637, "X1": 0.3394, "Y1": 0.3562, "X2": 0.41482, "Y2": 0.356, "X3": 0.41352, "Y3": 0.3748, "X4": 0.3381, "Y4": 0.3738, "page": 0, "Index": 91}, {"Word": "is", "Confidence": 0.956, "X1": 0.42393, "Y1": 0.3562, "X2": 0.44863, "Y2": 0.356, "X3": 0.44863, "Y3": 0.3748, "X4": 0.42263, "Y4": 0.3748, "page": 0, "Index": 92}, {"Word": "a", "Confidence": 0.906, "X1": 0.46164, "Y1": 0.3562, "X2": 0.47464, "Y2": 0.356, "X3": 0.47464, "Y3": 0.3748, "X4": 0.46164, "Y4": 0.3748, "page": 0, "Index": 93}, {"Word": "regular", "Confidence": 0.955, "X1": 0.48635, "Y1": 0.3562, "X2": 0.56957, "Y2": 0.356, "X3": 0.56957, "Y3": 0.3748, "X4": 0.48505, "Y4": 0.3748, "page": 0, "Index": 94}, {"Word": "process", "Confidence": 0.627, "X1": 0.57997, "Y1": 0.3562, "X2": 0.6658, "Y2": 0.356, "X3": 0.6645, "Y3": 0.3748, "X4": 0.57867, "Y4": 0.3748, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.6749, "Y1": 0.3572, "X2": 0.70091, "Y2": 0.357, "X3": 0.70091, "Y3": 0.3748, "X4": 0.6736, "Y4": 0.3748, "page": 0, "Index": 96}, {"Word": "sharing", "Confidence": 0.993, "X1": 0.71261, "Y1": 0.3572, "X2": 0.79974, "Y2": 0.357, "X3": 0.79844, "Y3": 0.3748, "X4": 0.71131, "Y4": 0.3748, "page": 0, "Index": 97}, {"Word": "ideas", "Confidence": 0.674, "X1": 0.81014, "Y1": 0.3572, "X2": 0.87256, "Y2": 0.357, "X3": 0.87126, "Y3": 0.3748, "X4": 0.81014, "Y4": 0.3748, "page": 0, "Index": 98}, {"Word": "in", "Confidence": 0.998, "X1": 0.88427, "Y1": 0.3572, "X2": 0.90767, "Y2": 0.357, "X3": 0.90767, "Y3": 0.3738, "X4": 0.88427, "Y4": 0.3748, "page": 0, "Index": 99}, {"Word": "order", "Confidence": 0.975, "X1": 0.13134, "Y1": 0.3882, "X2": 0.19246, "Y2": 0.388, "X3": 0.19246, "Y3": 0.4038, "X4": 0.13134, "Y4": 0.4038, "page": 0, "Index": 100}, {"Word": "to", "Confidence": 0.998, "X1": 0.20416, "Y1": 0.3882, "X2": 0.23017, "Y2": 0.388, "X3": 0.23017, "Y3": 0.4048, "X4": 0.20416, "Y4": 0.4038, "page": 0, "Index": 101}, {"Word": "prepare", "Confidence": 0.623, "X1": 0.23797, "Y1": 0.3872, "X2": 0.3251, "Y2": 0.387, "X3": 0.3251, "Y3": 0.4048, "X4": 0.23797, "Y4": 0.4048, "page": 0, "Index": 102}, {"Word": "for", "Confidence": 0.998, "X1": 0.3355, "Y1": 0.3872, "X2": 0.37321, "Y2": 0.387, "X3": 0.37321, "Y3": 0.4048, "X4": 0.3355, "Y4": 0.4048, "page": 0, "Index": 103}, {"Word": "events", "Confidence": 0.609, "X1": 0.38101, "Y1": 0.3872, "X2": 0.45644, "Y2": 0.387, "X3": 0.45644, "Y3": 0.4048, "X4": 0.38101, "Y4": 0.4048, "page": 0, "Index": 104}, {"Word": "before", "Confidence": 0.669, "X1": 0.46554, "Y1": 0.3862, "X2": 0.53836, "Y2": 0.386, "X3": 0.53836, "Y3": 0.4058, "X4": 0.46554, "Y4": 0.4048, "page": 0, "Index": 105}, {"Word": "they", "Confidence": 0.671, "X1": 0.55007, "Y1": 0.3862, "X2": 0.59818, "Y2": 0.386, "X3": 0.59818, "Y3": 0.4058, "X4": 0.55007, "Y4": 0.4058, "page": 0, "Index": 106}, {"Word": "happen.", "Confidence": 0.851, "X1": 0.60598, "Y1": 0.3872, "X2": 0.69311, "Y2": 0.387, "X3": 0.69311, "Y3": 0.4048, "X4": 0.60598, "Y4": 0.4058, "page": 0, "Index": 107}, {"Word": "We", "Confidence": 0.996, "X1": 0.71131, "Y1": 0.3872, "X2": 0.73992, "Y2": 0.387, "X3": 0.74122, "Y3": 0.4048, "X4": 0.71131, "Y4": 0.4048, "page": 0, "Index": 108}, {"Word": "would", "Confidence": 0.994, "X1": 0.74772, "Y1": 0.3872, "X2": 0.81144, "Y2": 0.387, "X3": 0.81274, "Y3": 0.4048, "X4": 0.74902, "Y4": 0.4048, "page": 0, "Index": 109}, {"Word": "suggest", "Confidence": 0.991, "X1": 0.82185, "Y1": 0.3882, "X2": 0.90897, "Y2": 0.388, "X3": 0.90897, "Y3": 0.4048, "X4": 0.82185, "Y4": 0.4048, "page": 0, "Index": 110}, {"Word": "monthly", "Confidence": 0.995, "X1": 0.13004, "Y1": 0.4162, "X2": 0.21586, "Y2": 0.416, "X3": 0.21586, "Y3": 0.4338, "X4": 0.13004, "Y4": 0.4328, "page": 0, "Index": 111}, {"Word": "or", "Confidence": 0.904, "X1": 0.23537, "Y1": 0.4162, "X2": 0.26008, "Y2": 0.416, "X3": 0.26008, "Y3": 0.4338, "X4": 0.23537, "Y4": 0.4338, "page": 0, "Index": 112}, {"Word": "quarterly", "Confidence": 0.945, "X1": 0.27828, "Y1": 0.4162, "X2": 0.38752, "Y2": 0.416, "X3": 0.38752, "Y3": 0.4348, "X4": 0.27828, "Y4": 0.4338, "page": 0, "Index": 113}, {"Word": "meetings", "Confidence": 0.609, "X1": 0.40312, "Y1": 0.4162, "X2": 0.50325, "Y2": 0.416, "X3": 0.50325, "Y3": 0.4348, "X4": 0.40312, "Y4": 0.4348, "page": 0, "Index": 114}, {"Word": "of", "Confidence": 0.992, "X1": 0.52016, "Y1": 0.4162, "X2": 0.54746, "Y2": 0.416, "X3": 0.54746, "Y3": 0.4348, "X4": 0.52016, "Y4": 0.4348, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.56307, "Y1": 0.4162, "X2": 0.60078, "Y2": 0.416, "X3": 0.60078, "Y3": 0.4348, "X4": 0.56307, "Y4": 0.4348, "page": 0, "Index": 116}, {"Word": "entire", "Confidence": 0.662, "X1": 0.61769, "Y1": 0.4162, "X2": 0.69051, "Y2": 0.416, "X3": 0.69051, "Y3": 0.4348, "X4": 0.61769, "Y4": 0.4348, "page": 0, "Index": 117}, {"Word": "team,", "Confidence": 0.769, "X1": 0.70871, "Y1": 0.4162, "X2": 0.77373, "Y2": 0.416, "X3": 0.77373, "Y3": 0.4338, "X4": 0.70871, "Y4": 0.4348, "page": 0, "Index": 118}, {"Word": "where", "Confidence": 0.911, "X1": 0.78804, "Y1": 0.4162, "X2": 0.85046, "Y2": 0.416, "X3": 0.85046, "Y3": 0.4338, "X4": 0.78804, "Y4": 0.4338, "page": 0, "Index": 119}, {"Word": "all", "Confidence": 0.852, "X1": 0.86996, "Y1": 0.4162, "X2": 0.90637, "Y2": 0.416, "X3": 0.90637, "Y3": 0.4338, "X4": 0.86996, "Y4": 0.4338, "page": 0, "Index": 120}, {"Word": "relevant", "Confidence": 0.941, "X1": 0.12874, "Y1": 0.4472, "X2": 0.22887, "Y2": 0.447, "X3": 0.22887, "Y3": 0.4628, "X4": 0.12874, "Y4": 0.4618, "page": 0, "Index": 121}, {"Word": "actora", "Confidence": 0.938, "X1": 0.23927, "Y1": 0.4462, "X2": 0.31209, "Y2": 0.446, "X3": 0.31209, "Y3": 0.4628, "X4": 0.23927, "Y4": 0.4628, "page": 0, "Index": 122}, {"Word": "would", "Confidence": 0.997, "X1": 0.3225, "Y1": 0.4462, "X2": 0.38492, "Y2": 0.446, "X3": 0.38492, "Y3": 0.4638, "X4": 0.3225, "Y4": 0.4628, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.944, "X1": 0.39532, "Y1": 0.4462, "X2": 0.42263, "Y2": 0.446, "X3": 0.42263, "Y3": 0.4638, "X4": 0.39532, "Y4": 0.4638, "page": 0, "Index": 124}, {"Word": "appraised", "Confidence": 0.623, "X1": 0.43303, "Y1": 0.4462, "X2": 0.54226, "Y2": 0.446, "X3": 0.54226, "Y3": 0.4638, "X4": 0.43303, "Y4": 0.4638, "page": 0, "Index": 125}, {"Word": "of", "Confidence": 0.998, "X1": 0.55267, "Y1": 0.4462, "X2": 0.57867, "Y2": 0.446, "X3": 0.57867, "Y3": 0.4648, "X4": 0.55137, "Y4": 0.4648, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.883, "X1": 0.59038, "Y1": 0.4462, "X2": 0.62679, "Y2": 0.446, "X3": 0.62679, "Y3": 0.4648, "X4": 0.58908, "Y4": 0.4648, "page": 0, "Index": 127}, {"Word": "ongoing", "Confidence": 0.958, "X1": 0.63719, "Y1": 0.4462, "X2": 0.72172, "Y2": 0.446, "X3": 0.72172, "Y3": 0.4648, "X4": 0.63589, "Y4": 0.4648, "page": 0, "Index": 128}, {"Word": "wargames.", "Confidence": 0.791, "X1": 0.73342, "Y1": 0.4462, "X2": 0.84525, "Y2": 0.446, "X3": 0.84525, "Y3": 0.4638, "X4": 0.73212, "Y4": 0.4648, "page": 0, "Index": 129}, {"Word": "The", "Confidence": 0.937, "X1": 0.86996, "Y1": 0.4462, "X2": 0.90767, "Y2": 0.446, "X3": 0.90767, "Y3": 0.4638, "X4": 0.86996, "Y4": 0.4638, "page": 0, "Index": 130}, {"Word": "meetings", "Confidence": 0.85, "X1": 0.12744, "Y1": 0.4772, "X2": 0.22757, "Y2": 0.477, "X3": 0.22757, "Y3": 0.4928, "X4": 0.12744, "Y4": 0.4928, "page": 0, "Index": 131}, {"Word": "would", "Confidence": 0.998, "X1": 0.23927, "Y1": 0.4762, "X2": 0.29909, "Y2": 0.476, "X3": 0.29909, "Y3": 0.4938, "X4": 0.23797, "Y4": 0.4938, "page": 0, "Index": 132}, {"Word": "provide", "Confidence": 0.884, "X1": 0.31079, "Y1": 0.4762, "X2": 0.39792, "Y2": 0.476, "X3": 0.39792, "Y3": 0.4938, "X4": 0.31079, "Y4": 0.4938, "page": 0, "Index": 133}, {"Word": "a", "Confidence": 0.748, "X1": 0.40832, "Y1": 0.4762, "X2": 0.42133, "Y2": 0.476, "X3": 0.42133, "Y3": 0.4938, "X4": 0.40832, "Y4": 0.4938, "page": 0, "Index": 134}, {"Word": "distant", "Confidence": 0.955, "X1": 0.43303, "Y1": 0.4762, "X2": 0.51886, "Y2": 0.476, "X3": 0.51886, "Y3": 0.4938, "X4": 0.43303, "Y4": 0.4938, "page": 0, "Index": 135}, {"Word": "early", "Confidence": 0.889, "X1": 0.52796, "Y1": 0.4762, "X2": 0.58908, "Y2": 0.476, "X3": 0.58908, "Y3": 0.4938, "X4": 0.52796, "Y4": 0.4938, "page": 0, "Index": 136}, {"Word": "warning", "Confidence": 0.995, "X1": 0.59948, "Y1": 0.4762, "X2": 0.68531, "Y2": 0.476, "X3": 0.68531, "Y3": 0.4938, "X4": 0.59948, "Y4": 0.4938, "page": 0, "Index": 137}, {"Word": "system", "Confidence": 0.55, "X1": 0.69701, "Y1": 0.4772, "X2": 0.77113, "Y2": 0.477, "X3": 0.77113, "Y3": 0.4938, "X4": 0.69701, "Y4": 0.4938, "page": 0, "Index": 138}, {"Word": "across", "Confidence": 0.672, "X1": 0.78283, "Y1": 0.4772, "X2": 0.85566, "Y2": 0.477, "X3": 0.85566, "Y3": 0.4938, "X4": 0.78283, "Y4": 0.4938, "page": 0, "Index": 139}, {"Word": "the", "Confidence": 0.998, "X1": 0.86996, "Y1": 0.4772, "X2": 0.90637, "Y2": 0.477, "X3": 0.90637, "Y3": 0.4938, "X4": 0.86996, "Y4": 0.4938, "page": 0, "Index": 140}, {"Word": "board", "Confidence": 0.994, "X1": 0.12744, "Y1": 0.5062, "X2": 0.18986, "Y2": 0.506, "X3": 0.18986, "Y3": 0.5228, "X4": 0.12614, "Y4": 0.5228, "page": 0, "Index": 141}, {"Word": "and", "Confidence": 0.998, "X1": 0.20156, "Y1": 0.5062, "X2": 0.24057, "Y2": 0.506, "X3": 0.23927, "Y3": 0.5228, "X4": 0.20026, "Y4": 0.5228, "page": 0, "Index": 142}, {"Word": "specific", "Confidence": 0.899, "X1": 0.24967, "Y1": 0.5062, "X2": 0.3485, "Y2": 0.506, "X3": 0.3485, "Y3": 0.5238, "X4": 0.24967, "Y4": 0.5228, "page": 0, "Index": 143}, {"Word": "notice", "Confidence": 0.621, "X1": 0.35891, "Y1": 0.5062, "X2": 0.43303, "Y2": 0.506, "X3": 0.43303, "Y3": 0.5238, "X4": 0.35761, "Y4": 0.5238, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.44343, "Y1": 0.5062, "X2": 0.47074, "Y2": 0.506, "X3": 0.47074, "Y3": 0.5238, "X4": 0.44213, "Y4": 0.5238, "page": 0, "Index": 145}, {"Word": "actions", "Confidence": 0.991, "X1": 0.48114, "Y1": 0.5062, "X2": 0.56697, "Y2": 0.506, "X3": 0.56567, "Y3": 0.5248, "X4": 0.47984, "Y4": 0.5238, "page": 0, "Index": 146}, {"Word": "we", "Confidence": 0.995, "X1": 0.57477, "Y1": 0.5062, "X2": 0.60208, "Y2": 0.506, "X3": 0.60208, "Y3": 0.5248, "X4": 0.57477, "Y4": 0.5248, "page": 0, "Index": 147}, {"Word": "have", "Confidence": 0.982, "X1": 0.60858, "Y1": 0.5062, "X2": 0.6606, "Y2": 0.506, "X3": 0.6606, "Y3": 0.5248, "X4": 0.60858, "Y4": 0.5248, "page": 0, "Index": 148}, {"Word": "to", "Confidence": 0.998, "X1": 0.6723, "Y1": 0.5062, "X2": 0.69701, "Y2": 0.506, "X3": 0.69701, "Y3": 0.5248, "X4": 0.671, "Y4": 0.5248, "page": 0, "Index": 149}, {"Word": "take", "Confidence": 0.983, "X1": 0.70741, "Y1": 0.5062, "X2": 0.75943, "Y2": 0.506, "X3": 0.75943, "Y3": 0.5248, "X4": 0.70741, "Y4": 0.5248, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.77113, "Y1": 0.5062, "X2": 0.79584, "Y2": 0.506, "X3": 0.79584, "Y3": 0.5248, "X4": 0.77113, "Y4": 0.5248, "page": 0, "Index": 151}, {"Word": "clean", "Confidence": 0.961, "X1": 0.80494, "Y1": 0.5062, "X2": 0.86866, "Y2": 0.506, "X3": 0.86866, "Y3": 0.5248, "X4": 0.80494, "Y4": 0.5248, "page": 0, "Index": 152}, {"Word": "up", "Confidence": 0.998, "X1": 0.87906, "Y1": 0.5062, "X2": 0.90637, "Y2": 0.506, "X3": 0.90637, "Y3": 0.5248, "X4": 0.87906, "Y4": 0.5248, "page": 0, "Index": 153}, {"Word": "our", "Confidence": 0.994, "X1": 0.12614, "Y1": 0.5392, "X2": 0.16385, "Y2": 0.539, "X3": 0.16255, "Y3": 0.5538, "X4": 0.12614, "Y4": 0.5538, "page": 0, "Index": 154}, {"Word": "act.", "Confidence": 0.858, "X1": 0.17555, "Y1": 0.5392, "X2": 0.22497, "Y2": 0.539, "X3": 0.22497, "Y3": 0.5528, "X4": 0.17425, "Y4": 0.5538, "page": 0, "Index": 155}, {"Word": "The", "Confidence": 0.991, "X1": 0.18726, "Y1": 0.5972, "X2": 0.22367, "Y2": 0.597, "X3": 0.22237, "Y3": 0.6128, "X4": 0.18596, "Y4": 0.6128, "page": 0, "Index": 156}, {"Word": "wargaming", "Confidence": 0.993, "X1": 0.23147, "Y1": 0.5962, "X2": 0.342, "Y2": 0.596, "X3": 0.3407, "Y3": 0.6138, "X4": 0.23017, "Y4": 0.6128, "page": 0, "Index": 157}, {"Word": "should", "Confidence": 0.995, "X1": 0.3498, "Y1": 0.5962, "X2": 0.42263, "Y2": 0.596, "X3": 0.42263, "Y3": 0.6138, "X4": 0.3485, "Y4": 0.6138, "page": 0, "Index": 158}, {"Word": "be", "Confidence": 0.996, "X1": 0.43173, "Y1": 0.5962, "X2": 0.45904, "Y2": 0.596, "X3": 0.45774, "Y3": 0.6138, "X4": 0.43173, "Y4": 0.6138, "page": 0, "Index": 159}, {"Word": "carefully", "Confidence": 0.9, "X1": 0.46424, "Y1": 0.5962, "X2": 0.57347, "Y2": 0.596, "X3": 0.57347, "Y3": 0.6138, "X4": 0.46424, "Y4": 0.6138, "page": 0, "Index": 160}, {"Word": "coordinated", "Confidence": 0.97, "X1": 0.58127, "Y1": 0.5962, "X2": 0.71261, "Y2": 0.596, "X3": 0.71261, "Y3": 0.6138, "X4": 0.58127, "Y4": 0.6138, "page": 0, "Index": 161}, {"Word": "with", "Confidence": 0.988, "X1": 0.72042, "Y1": 0.5972, "X2": 0.77243, "Y2": 0.597, "X3": 0.77243, "Y3": 0.6138, "X4": 0.72042, "Y4": 0.6138, "page": 0, "Index": 162}, {"Word": "the", "Confidence": 0.97, "X1": 0.78153, "Y1": 0.5972, "X2": 0.82055, "Y2": 0.597, "X3": 0.82055, "Y3": 0.6148, "X4": 0.78153, "Y4": 0.6138, "page": 0, "Index": 163}, {"Word": "public", "Confidence": 0.284, "X1": 0.82575, "Y1": 0.5972, "X2": 0.90117, "Y2": 0.597, "X3": 0.90117, "Y3": 0.6148, "X4": 0.82705, "Y4": 0.6148, "page": 0, "Index": 164}, {"Word": "opinion", "Confidence": 0.991, "X1": 0.12354, "Y1": 0.6262, "X2": 0.21196, "Y2": 0.626, "X3": 0.21196, "Y3": 0.6448, "X4": 0.12354, "Y4": 0.6448, "page": 0, "Index": 165}, {"Word": "research", "Confidence": 0.635, "X1": 0.22237, "Y1": 0.6262, "X2": 0.3199, "Y2": 0.626, "X3": 0.3186, "Y3": 0.6448, "X4": 0.22107, "Y4": 0.6448, "page": 0, "Index": 166}, {"Word": "capacity.", "Confidence": 0.978, "X1": 0.329, "Y1": 0.6262, "X2": 0.44343, "Y2": 0.626, "X3": 0.44343, "Y3": 0.6448, "X4": 0.329, "Y4": 0.6448, "page": 0, "Index": 167}, {"Word": "As", "Confidence": 0.995, "X1": 0.46424, "Y1": 0.6262, "X2": 0.49155, "Y2": 0.626, "X3": 0.49155, "Y3": 0.6448, "X4": 0.46424, "Y4": 0.6448, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.50195, "Y1": 0.6262, "X2": 0.53966, "Y2": 0.626, "X3": 0.53966, "Y3": 0.6448, "X4": 0.50195, "Y4": 0.6448, "page": 0, "Index": 169}, {"Word": "participants", "Confidence": 0.898, "X1": 0.54746, "Y1": 0.6262, "X2": 0.69311, "Y2": 0.626, "X3": 0.69311, "Y3": 0.6448, "X4": 0.54746, "Y4": 0.6448, "page": 0, "Index": 170}, {"Word": "in", "Confidence": 0.997, "X1": 0.70351, "Y1": 0.6262, "X2": 0.72952, "Y2": 0.626, "X3": 0.72952, "Y3": 0.6448, "X4": 0.70351, "Y4": 0.6448, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.882, "X1": 0.74252, "Y1": 0.6262, "X2": 0.78023, "Y2": 0.626, "X3": 0.78023, "Y3": 0.6448, "X4": 0.74252, "Y4": 0.6448, "page": 0, "Index": 172}, {"Word": "wargaming", "Confidence": 0.994, "X1": 0.79064, "Y1": 0.6272, "X2": 0.90247, "Y2": 0.627, "X3": 0.90247, "Y3": 0.6448, "X4": 0.79064, "Y4": 0.6448, "page": 0, "Index": 173}, {"Word": "envision", "Confidence": 0.824, "X1": 0.12744, "Y1": 0.6542, "X2": 0.22237, "Y2": 0.654, "X3": 0.22107, "Y3": 0.6728, "X4": 0.12744, "Y4": 0.6728, "page": 0, "Index": 174}, {"Word": "problems", "Confidence": 0.768, "X1": 0.22887, "Y1": 0.6542, "X2": 0.329, "Y2": 0.654, "X3": 0.3277, "Y3": 0.6728, "X4": 0.22887, "Y4": 0.6728, "page": 0, "Index": 175}, {"Word": "and", "Confidence": 0.998, "X1": 0.3342, "Y1": 0.6542, "X2": 0.37321, "Y2": 0.654, "X3": 0.37191, "Y3": 0.6728, "X4": 0.3329, "Y4": 0.6728, "page": 0, "Index": 176}, {"Word": "imagine", "Confidence": 0.955, "X1": 0.37841, "Y1": 0.6552, "X2": 0.46554, "Y2": 0.655, "X3": 0.46424, "Y3": 0.6738, "X4": 0.37711, "Y4": 0.6728, "page": 0, "Index": 177}, {"Word": "solutions,", "Confidence": 0.9, "X1": 0.47074, "Y1": 0.6552, "X2": 0.59168, "Y2": 0.655, "X3": 0.59168, "Y3": 0.6738, "X4": 0.46944, "Y4": 0.6738, "page": 0, "Index": 178}, {"Word": "the", "Confidence": 0.995, "X1": 0.59688, "Y1": 0.6552, "X2": 0.63459, "Y2": 0.655, "X3": 0.63459, "Y3": 0.6738, "X4": 0.59688, "Y4": 0.6738, "page": 0, "Index": 179}, {"Word": "survey", "Confidence": 0.816, "X1": 0.63979, "Y1": 0.6552, "X2": 0.71391, "Y2": 0.655, "X3": 0.71391, "Y3": 0.6738, "X4": 0.63979, "Y4": 0.6738, "page": 0, "Index": 180}, {"Word": "research", "Confidence": 0.799, "X1": 0.71912, "Y1": 0.6552, "X2": 0.81925, "Y2": 0.655, "X3": 0.81925, "Y3": 0.6728, "X4": 0.71912, "Y4": 0.6738, "page": 0, "Index": 181}, {"Word": "should", "Confidence": 0.667, "X1": 0.82575, "Y1": 0.6562, "X2": 0.90247, "Y2": 0.656, "X3": 0.90117, "Y3": 0.6728, "X4": 0.82575, "Y4": 0.6728, "page": 0, "Index": 182}, {"Word": "test", "Confidence": 0.969, "X1": 0.12484, "Y1": 0.6852, "X2": 0.17425, "Y2": 0.685, "X3": 0.17425, "Y3": 0.7028, "X4": 0.12484, "Y4": 0.7028, "page": 0, "Index": 183}, {"Word": "their", "Confidence": 0.828, "X1": 0.18466, "Y1": 0.6852, "X2": 0.24707, "Y2": 0.685, "X3": 0.24707, "Y3": 0.7038, "X4": 0.18336, "Y4": 0.7028, "page": 0, "Index": 184}, {"Word": "conceptions", "Confidence": 0.602, "X1": 0.25748, "Y1": 0.6842, "X2": 0.39272, "Y2": 0.684, "X3": 0.39142, "Y3": 0.7038, "X4": 0.25618, "Y4": 0.7038, "page": 0, "Index": 185}, {"Word": "for", "Confidence": 0.998, "X1": 0.40182, "Y1": 0.6842, "X2": 0.44083, "Y2": 0.684, "X3": 0.44083, "Y3": 0.7038, "X4": 0.40182, "Y4": 0.7038, "page": 0, "Index": 186}, {"Word": "both", "Confidence": 0.988, "X1": 0.44863, "Y1": 0.6842, "X2": 0.50065, "Y2": 0.684, "X3": 0.49935, "Y3": 0.7038, "X4": 0.44863, "Y4": 0.7038, "page": 0, "Index": 187}, {"Word": "the", "Confidence": 0.965, "X1": 0.51235, "Y1": 0.6842, "X2": 0.55007, "Y2": 0.684, "X3": 0.55007, "Y3": 0.7038, "X4": 0.51105, "Y4": 0.7038, "page": 0, "Index": 188}, {"Word": "degree", "Confidence": 0.656, "X1": 0.55917, "Y1": 0.6852, "X2": 0.63199, "Y2": 0.685, "X3": 0.63199, "Y3": 0.7038, "X4": 0.55917, "Y4": 0.7038, "page": 0, "Index": 189}, {"Word": "of", "Confidence": 0.998, "X1": 0.64109, "Y1": 0.6852, "X2": 0.6697, "Y2": 0.685, "X3": 0.6697, "Y3": 0.7038, "X4": 0.64109, "Y4": 0.7038, "page": 0, "Index": 190}, {"Word": "public", "Confidence": 0.958, "X1": 0.6775, "Y1": 0.6852, "X2": 0.75293, "Y2": 0.685, "X3": 0.75293, "Y3": 0.7038, "X4": 0.6775, "Y4": 0.7038, "page": 0, "Index": 191}, {"Word": "concern", "Confidence": 0.94, "X1": 0.76333, "Y1": 0.6862, "X2": 0.85176, "Y2": 0.686, "X3": 0.85176, "Y3": 0.7038, "X4": 0.76333, "Y4": 0.7038, "page": 0, "Index": 192}, {"Word": "and", "Confidence": 0.998, "X1": 0.86216, "Y1": 0.6862, "X2": 0.90247, "Y2": 0.686, "X3": 0.90247, "Y3": 0.7038, "X4": 0.86216, "Y4": 0.7038, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.994, "X1": 0.12484, "Y1": 0.7152, "X2": 0.15995, "Y2": 0.715, "X3": 0.15995, "Y3": 0.7318, "X4": 0.12354, "Y4": 0.7318, "page": 0, "Index": 194}, {"Word": "porsuasiveness", "Confidence": 0.637, "X1": 0.16905, "Y1": 0.7142, "X2": 0.3394, "Y2": 0.714, "X3": 0.3394, "Y3": 0.7318, "X4": 0.16905, "Y4": 0.7318, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.998, "X1": 0.3498, "Y1": 0.7142, "X2": 0.37581, "Y2": 0.714, "X3": 0.37581, "Y3": 0.7328, "X4": 0.3485, "Y4": 0.7318, "page": 0, "Index": 196}, {"Word": "possible", "Confidence": 0.626, "X1": 0.38492, "Y1": 0.7142, "X2": 0.48244, "Y2": 0.714, "X3": 0.48244, "Y3": 0.7328, "X4": 0.38362, "Y4": 0.7328, "page": 0, "Index": 197}, {"Word": "responses.", "Confidence": 0.771, "X1": 0.49285, "Y1": 0.7152, "X2": 0.61118, "Y2": 0.715, "X3": 0.61118, "Y3": 0.7328, "X4": 0.49155, "Y4": 0.7328, "page": 0, "Index": 198}, {"Word": "2073576749", "Confidence": 0.972, "X1": 0.95579, "Y1": 0.8702, "X2": 0.92848, "Y2": 0.87, "X3": 0.90377, "Y3": 0.8658, "X4": 0.93108, "Y4": 0.7738, "page": 0, "Index": 199}, {"Word": "10", "Confidence": 0.998, "X1": 0.49415, "Y1": 0.8752, "X2": 0.51756, "Y2": 0.875, "X3": 0.51886, "Y3": 0.8908, "X4": 0.49545, "Y4": 0.8908, "page": 0, "Index": 200}, {"Word": "3990027794", "Confidence": 0.993, "X1": 0.02731, "Y1": 0.9742, "X2": 0.12354, "Y2": 0.974, "X3": 0.12224, "Y3": 0.9878, "X4": 0.02601, "Y4": 0.9868, "page": 0, "Index": 201}]}
"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"
ffmk0232
0
{"lines_data": [{"Word": "RJ Reynolds", "Confidence": 0.5085, "X1": 0.12844, "Y1": 0.0762, "X2": 0.45478, "Y2": 0.076, "X3": 0.45478, "Y3": 0.1208, "X4": 0.12844, "Y4": 0.1198, "page": 0}, {"Word": "Tobacco Company", "Confidence": 0.967, "X1": 0.3211, "Y1": 0.1182, "X2": 0.44823, "Y2": 0.118, "X3": 0.44823, "Y3": 0.1348, "X4": 0.3211, "Y4": 0.1328, "page": 0}, {"Word": "To: Distribution", "Confidence": 0.9915, "X1": 0.1232, "Y1": 0.2612, "X2": 0.26212, "Y2": 0.261, "X3": 0.26212, "Y3": 0.2788, "X4": 0.1232, "Y4": 0.2788, "page": 0}, {"Word": "Date: December 11, 1995", "Confidence": 0.995, "X1": 0.52031, "Y1": 0.2612, "X2": 0.74574, "Y2": 0.261, "X3": 0.74574, "Y3": 0.2788, "X4": 0.52031, "Y4": 0.2798, "page": 0}, {"Word": "Subject: G-7 Weekly Report", "Confidence": 0.99525, "X1": 0.1232, "Y1": 0.3122, "X2": 0.37353, "Y2": 0.312, "X3": 0.37353, "Y3": 0.3308, "X4": 0.1232, "Y4": 0.3308, "page": 0}, {"Word": "Attached is a summary of the data collected in the G-7 production facilities for the week", "Confidence": 0.95719, "X1": 0.1232, "Y1": 0.3662, "X2": 0.84535, "Y2": 0.366, "X3": 0.84535, "Y3": 0.3838, "X4": 0.1232, "Y4": 0.3818, "page": 0}, {"Word": "ending December 10, 1995.", "Confidence": 0.974, "X1": 0.12582, "Y1": 0.3822, "X2": 0.35518, "Y2": 0.382, "X3": 0.35518, "Y3": 0.3978, "X4": 0.12582, "Y4": 0.3998, "page": 0}, {"Word": "Weekly Observationsy", "Confidence": 0.6055, "X1": 0.1232, "Y1": 0.4242, "X2": 0.3211, "Y2": 0.424, "X3": 0.3211, "Y3": 0.4428, "X4": 0.1232, "Y4": 0.4428, "page": 0}, {"Word": "Frequency and (rend graphs have been added for some G-7 blends.", "Confidence": 0.78218, "X1": 0.12451, "Y1": 0.4592, "X2": 0.71298, "Y2": 0.459, "X3": 0.71298, "Y3": 0.4788, "X4": 0.12451, "Y4": 0.4788, "page": 0}, {"Word": "Michael Omer", "Confidence": 0.133, "X1": 0.11533, "Y1": 0.5162, "X2": 0.31979, "Y2": 0.516, "X3": 0.31979, "Y3": 0.5638, "X4": 0.11402, "Y4": 0.5618, "page": 0}, {"Word": "Michael Jones-", "Confidence": 0.805, "X1": 0.12058, "Y1": 0.5492, "X2": 0.26212, "Y2": 0.549, "X3": 0.26343, "Y3": 0.5688, "X4": 0.12189, "Y4": 0.5718, "page": 0}, {"Word": "Tobacco Products", "Confidence": 0.987, "X1": 0.1232, "Y1": 0.5722, "X2": 0.27523, "Y2": 0.572, "X3": 0.27523, "Y3": 0.5878, "X4": 0.1232, "Y4": 0.5878, "page": 0}, {"Word": "Quality Assurance", "Confidence": 0.975, "X1": 0.12451, "Y1": 0.5892, "X2": 0.27523, "Y2": 0.589, "X3": 0.27523, "Y3": 0.6058, "X4": 0.12451, "Y4": 0.6058, "page": 0}, {"Word": "Attachments", "Confidence": 0.993, "X1": 0.1232, "Y1": 0.6242, "X2": 0.22805, "Y2": 0.624, "X3": 0.22805, "Y3": 0.6398, "X4": 0.1232, "Y4": 0.6388, "page": 0}, {"Word": "Distribution:", "Confidence": 0.991, "X1": 0.11796, "Y1": 0.6762, "X2": 0.22805, "Y2": 0.676, "X3": 0.22805, "Y3": 0.6908, "X4": 0.11796, "Y4": 0.6908, "page": 0}, {"Word": "Mr. S. T. Armstrong", "Confidence": 0.99475, "X1": 0.11796, "Y1": 0.7112, "X2": 0.29358, "Y2": 0.711, "X3": 0.29358, "Y3": 0.7268, "X4": 0.11796, "Y4": 0.7248, "page": 0}, {"Word": "Mr. T. W. Brown", "Confidence": 0.99475, "X1": 0.11927, "Y1": 0.7282, "X2": 0.26868, "Y2": 0.728, "X3": 0.26868, "Y3": 0.7428, "X4": 0.11927, "Y4": 0.7418, "page": 0}, {"Word": "Ms. L. S. Hamilton", "Confidence": 0.99, "X1": 0.11927, "Y1": 0.7452, "X2": 0.27916, "Y2": 0.745, "X3": 0.27916, "Y3": 0.7598, "X4": 0.11927, "Y4": 0.7588, "page": 0}, {"Word": "Mr. R. L. King", "Confidence": 0.98425, "X1": 0.11796, "Y1": 0.7622, "X2": 0.24902, "Y2": 0.762, "X3": 0.24902, "Y3": 0.7778, "X4": 0.11796, "Y4": 0.7758, "page": 0}, {"Word": "Mr. J. W. Mabe", "Confidence": 0.976, "X1": 0.11927, "Y1": 0.7802, "X2": 0.25033, "Y2": 0.78, "X3": 0.24902, "Y3": 0.7948, "X4": 0.11927, "Y4": 0.7938, "page": 0}, {"Word": "Mr. T. G. Martin", "Confidence": 0.939, "X1": 0.12058, "Y1": 0.7962, "X2": 0.26081, "Y2": 0.796, "X3": 0.26081, "Y3": 0.8118, "X4": 0.12058, "Y4": 0.8118, "page": 0}, {"Word": "Mr. Thien Phan", "Confidence": 0.97267, "X1": 0.11796, "Y1": 0.8142, "X2": 0.25164, "Y2": 0.814, "X3": 0.25164, "Y3": 0.8288, "X4": 0.11796, "Y4": 0.8298, "page": 0}, {"Word": "Mr. A. E. Westmoreland", "Confidence": 0.99475, "X1": 0.11796, "Y1": 0.8312, "X2": 0.32372, "Y2": 0.831, "X3": 0.32372, "Y3": 0.8468, "X4": 0.11796, "Y4": 0.8468, "page": 0}, {"Word": "Mr. D. E. Wilhelm", "Confidence": 0.88225, "X1": 0.11927, "Y1": 0.8482, "X2": 0.27392, "Y2": 0.848, "X3": 0.27392, "Y3": 0.8638, "X4": 0.11927, "Y4": 0.8628, "page": 0}, {"Word": "603 Process Coach", "Confidence": 0.99733, "X1": 0.12058, "Y1": 0.8652, "X2": 0.27654, "Y2": 0.865, "X3": 0.27654, "Y3": 0.8818, "X4": 0.12058, "Y4": 0.8818, "page": 0}, {"Word": "52141 3162", "Confidence": 0.9875, "X1": 0.96068, "Y1": 0.9372, "X2": 0.96199, "Y2": 0.937, "X3": 0.94102, "Y3": 0.9368, "X4": 0.93971, "Y4": 0.8468, "page": 0}], "words_data": [{"Word": "Reynolds", "Confidence": 0.884, "X1": 0.23722, "Y1": 0.0812, "X2": 0.42071, "Y2": 0.081, "X3": 0.4194, "Y3": 0.1178, "X4": 0.23722, "Y4": 0.1208, "page": 0, "Index": 0}, {"Word": "RJ", "Confidence": 0.133, "X1": 0.15203, "Y1": 0.0772, "X2": 0.22674, "Y2": 0.077, "X3": 0.22674, "Y3": 0.1208, "X4": 0.15203, "Y4": 0.1208, "page": 0, "Index": 1}, {"Word": "Tobacco", "Confidence": 0.954, "X1": 0.32241, "Y1": 0.1172, "X2": 0.38008, "Y2": 0.117, "X3": 0.38008, "Y3": 0.1348, "X4": 0.32241, "Y4": 0.1328, "page": 0, "Index": 2}, {"Word": "Company", "Confidence": 0.98, "X1": 0.38401, "Y1": 0.1182, "X2": 0.44823, "Y2": 0.118, "X3": 0.44823, "Y3": 0.1348, "X4": 0.38401, "Y4": 0.1348, "page": 0, "Index": 3}, {"Word": "To:", "Confidence": 0.992, "X1": 0.12713, "Y1": 0.2612, "X2": 0.15596, "Y2": 0.261, "X3": 0.15465, "Y3": 0.2798, "X4": 0.12582, "Y4": 0.2798, "page": 0, "Index": 4}, {"Word": "Distribution", "Confidence": 0.991, "X1": 0.16121, "Y1": 0.2622, "X2": 0.26212, "Y2": 0.262, "X3": 0.26212, "Y3": 0.2788, "X4": 0.1599, "Y4": 0.2798, "page": 0, "Index": 5}, {"Word": "Date:", "Confidence": 0.996, "X1": 0.52163, "Y1": 0.2612, "X2": 0.57405, "Y2": 0.261, "X3": 0.57274, "Y3": 0.2798, "X4": 0.52163, "Y4": 0.2798, "page": 0, "Index": 6}, {"Word": "December", "Confidence": 0.995, "X1": 0.57798, "Y1": 0.2612, "X2": 0.66448, "Y2": 0.261, "X3": 0.66317, "Y3": 0.2798, "X4": 0.57798, "Y4": 0.2798, "page": 0, "Index": 7}, {"Word": "11,", "Confidence": 0.998, "X1": 0.66972, "Y1": 0.2612, "X2": 0.69594, "Y2": 0.261, "X3": 0.69594, "Y3": 0.2798, "X4": 0.66841, "Y4": 0.2798, "page": 0, "Index": 8}, {"Word": "1995", "Confidence": 0.991, "X1": 0.70118, "Y1": 0.2612, "X2": 0.74574, "Y2": 0.261, "X3": 0.74443, "Y3": 0.2798, "X4": 0.69987, "Y4": 0.2798, "page": 0, "Index": 9}, {"Word": "Subject:", "Confidence": 0.993, "X1": 0.12451, "Y1": 0.3132, "X2": 0.1979, "Y2": 0.313, "X3": 0.1979, "Y3": 0.3318, "X4": 0.1232, "Y4": 0.3308, "page": 0, "Index": 10}, {"Word": "G-7", "Confidence": 0.998, "X1": 0.20315, "Y1": 0.3132, "X2": 0.24115, "Y2": 0.313, "X3": 0.23984, "Y3": 0.3318, "X4": 0.20315, "Y4": 0.3318, "page": 0, "Index": 11}, {"Word": "Weekly", "Confidence": 0.995, "X1": 0.2464, "Y1": 0.3132, "X2": 0.30668, "Y2": 0.313, "X3": 0.30537, "Y3": 0.3318, "X4": 0.24509, "Y4": 0.3318, "page": 0, "Index": 12}, {"Word": "Report", "Confidence": 0.995, "X1": 0.31062, "Y1": 0.3142, "X2": 0.37353, "Y2": 0.314, "X3": 0.37221, "Y3": 0.3318, "X4": 0.31062, "Y4": 0.3318, "page": 0, "Index": 13}, {"Word": "Attached", "Confidence": 0.798, "X1": 0.12582, "Y1": 0.3662, "X2": 0.1979, "Y2": 0.366, "X3": 0.1979, "Y3": 0.3818, "X4": 0.12451, "Y4": 0.3818, "page": 0, "Index": 14}, {"Word": "is", "Confidence": 0.998, "X1": 0.20183, "Y1": 0.3662, "X2": 0.21756, "Y2": 0.366, "X3": 0.21625, "Y3": 0.3818, "X4": 0.20183, "Y4": 0.3818, "page": 0, "Index": 15}, {"Word": "a", "Confidence": 0.994, "X1": 0.22149, "Y1": 0.3662, "X2": 0.23067, "Y2": 0.366, "X3": 0.23067, "Y3": 0.3828, "X4": 0.22149, "Y4": 0.3828, "page": 0, "Index": 16}, {"Word": "summary", "Confidence": 0.996, "X1": 0.2346, "Y1": 0.3662, "X2": 0.30931, "Y2": 0.366, "X3": 0.30799, "Y3": 0.3828, "X4": 0.2346, "Y4": 0.3828, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.998, "X1": 0.31324, "Y1": 0.3662, "X2": 0.32896, "Y2": 0.366, "X3": 0.32896, "Y3": 0.3828, "X4": 0.31324, "Y4": 0.3828, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.998, "X1": 0.33421, "Y1": 0.3662, "X2": 0.36042, "Y2": 0.366, "X3": 0.36042, "Y3": 0.3828, "X4": 0.33421, "Y4": 0.3828, "page": 0, "Index": 19}, {"Word": "data", "Confidence": 0.982, "X1": 0.36435, "Y1": 0.3662, "X2": 0.39843, "Y2": 0.366, "X3": 0.39843, "Y3": 0.3828, "X4": 0.36435, "Y4": 0.3828, "page": 0, "Index": 20}, {"Word": "collected", "Confidence": 0.931, "X1": 0.40367, "Y1": 0.3662, "X2": 0.47706, "Y2": 0.366, "X3": 0.47706, "Y3": 0.3838, "X4": 0.40367, "Y4": 0.3828, "page": 0, "Index": 21}, {"Word": "in", "Confidence": 0.998, "X1": 0.481, "Y1": 0.3662, "X2": 0.49672, "Y2": 0.366, "X3": 0.49672, "Y3": 0.3838, "X4": 0.481, "Y4": 0.3838, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.997, "X1": 0.50066, "Y1": 0.3662, "X2": 0.5308, "Y2": 0.366, "X3": 0.5308, "Y3": 0.3838, "X4": 0.50066, "Y4": 0.3838, "page": 0, "Index": 23}, {"Word": "G-7", "Confidence": 0.993, "X1": 0.53473, "Y1": 0.3662, "X2": 0.56488, "Y2": 0.366, "X3": 0.56356, "Y3": 0.3838, "X4": 0.53473, "Y4": 0.3838, "page": 0, "Index": 24}, {"Word": "production", "Confidence": 0.994, "X1": 0.56881, "Y1": 0.3662, "X2": 0.65924, "Y2": 0.366, "X3": 0.65924, "Y3": 0.3838, "X4": 0.56881, "Y4": 0.3838, "page": 0, "Index": 25}, {"Word": "facilities", "Confidence": 0.991, "X1": 0.66317, "Y1": 0.3662, "X2": 0.73263, "Y2": 0.366, "X3": 0.73263, "Y3": 0.3838, "X4": 0.66317, "Y4": 0.3838, "page": 0, "Index": 26}, {"Word": "for", "Confidence": 0.998, "X1": 0.73657, "Y1": 0.3662, "X2": 0.76278, "Y2": 0.366, "X3": 0.76278, "Y3": 0.3838, "X4": 0.73657, "Y4": 0.3838, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.76671, "Y1": 0.3672, "X2": 0.79292, "Y2": 0.367, "X3": 0.79292, "Y3": 0.3838, "X4": 0.76671, "Y4": 0.3838, "page": 0, "Index": 28}, {"Word": "week", "Confidence": 0.651, "X1": 0.79817, "Y1": 0.3672, "X2": 0.84273, "Y2": 0.367, "X3": 0.84273, "Y3": 0.3838, "X4": 0.79817, "Y4": 0.3838, "page": 0, "Index": 29}, {"Word": "ending", "Confidence": 0.955, "X1": 0.12713, "Y1": 0.3842, "X2": 0.18218, "Y2": 0.384, "X3": 0.18218, "Y3": 0.3998, "X4": 0.12713, "Y4": 0.4008, "page": 0, "Index": 30}, {"Word": "December", "Confidence": 0.95, "X1": 0.18742, "Y1": 0.3832, "X2": 0.2713, "Y2": 0.383, "X3": 0.2713, "Y3": 0.3988, "X4": 0.18742, "Y4": 0.3998, "page": 0, "Index": 31}, {"Word": "10,", "Confidence": 0.998, "X1": 0.27523, "Y1": 0.3832, "X2": 0.30275, "Y2": 0.383, "X3": 0.30275, "Y3": 0.3988, "X4": 0.27523, "Y4": 0.3988, "page": 0, "Index": 32}, {"Word": "1995.", "Confidence": 0.993, "X1": 0.30668, "Y1": 0.3822, "X2": 0.35518, "Y2": 0.382, "X3": 0.35518, "Y3": 0.3988, "X4": 0.30668, "Y4": 0.3988, "page": 0, "Index": 33}, {"Word": "Weekly", "Confidence": 0.61, "X1": 0.12713, "Y1": 0.4252, "X2": 0.19004, "Y2": 0.425, "X3": 0.18873, "Y3": 0.4428, "X4": 0.12582, "Y4": 0.4428, "page": 0, "Index": 34}, {"Word": "Observationsy", "Confidence": 0.601, "X1": 0.19397, "Y1": 0.4252, "X2": 0.3211, "Y2": 0.425, "X3": 0.3211, "Y3": 0.4438, "X4": 0.19397, "Y4": 0.4428, "page": 0, "Index": 35}, {"Word": "Frequency", "Confidence": 0.964, "X1": 0.12582, "Y1": 0.4602, "X2": 0.21625, "Y2": 0.46, "X3": 0.21625, "Y3": 0.4798, "X4": 0.12451, "Y4": 0.4798, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.996, "X1": 0.22149, "Y1": 0.4602, "X2": 0.25426, "Y2": 0.46, "X3": 0.25295, "Y3": 0.4788, "X4": 0.22149, "Y4": 0.4798, "page": 0, "Index": 37}, {"Word": "(rend", "Confidence": 0.619, "X1": 0.25819, "Y1": 0.4602, "X2": 0.30537, "Y2": 0.46, "X3": 0.30537, "Y3": 0.4788, "X4": 0.25819, "Y4": 0.4788, "page": 0, "Index": 38}, {"Word": "graphs", "Confidence": 0.621, "X1": 0.31062, "Y1": 0.4592, "X2": 0.36959, "Y2": 0.459, "X3": 0.36959, "Y3": 0.4788, "X4": 0.31062, "Y4": 0.4788, "page": 0, "Index": 39}, {"Word": "have", "Confidence": 0.955, "X1": 0.37484, "Y1": 0.4592, "X2": 0.41284, "Y2": 0.459, "X3": 0.41415, "Y3": 0.4788, "X4": 0.37484, "Y4": 0.4788, "page": 0, "Index": 40}, {"Word": "been", "Confidence": 0.844, "X1": 0.41809, "Y1": 0.4592, "X2": 0.46134, "Y2": 0.459, "X3": 0.46134, "Y3": 0.4788, "X4": 0.4194, "Y4": 0.4788, "page": 0, "Index": 41}, {"Word": "added", "Confidence": 0.885, "X1": 0.46527, "Y1": 0.4602, "X2": 0.519, "Y2": 0.46, "X3": 0.52031, "Y3": 0.4788, "X4": 0.46658, "Y4": 0.4788, "page": 0, "Index": 42}, {"Word": "for", "Confidence": 0.998, "X1": 0.52425, "Y1": 0.4602, "X2": 0.55046, "Y2": 0.46, "X3": 0.55177, "Y3": 0.4788, "X4": 0.52556, "Y4": 0.4788, "page": 0, "Index": 43}, {"Word": "some", "Confidence": 0.788, "X1": 0.5557, "Y1": 0.4602, "X2": 0.59895, "Y2": 0.46, "X3": 0.60026, "Y3": 0.4788, "X4": 0.5557, "Y4": 0.4788, "page": 0, "Index": 44}, {"Word": "G-7", "Confidence": 0.259, "X1": 0.60419, "Y1": 0.4602, "X2": 0.63827, "Y2": 0.46, "X3": 0.63958, "Y3": 0.4788, "X4": 0.6055, "Y4": 0.4788, "page": 0, "Index": 45}, {"Word": "blends.", "Confidence": 0.675, "X1": 0.64351, "Y1": 0.4612, "X2": 0.71035, "Y2": 0.461, "X3": 0.71166, "Y3": 0.4788, "X4": 0.64482, "Y4": 0.4788, "page": 0, "Index": 46}, {"Word": "Michael", "Confidence": 0.199, "X1": 0.11664, "Y1": 0.5162, "X2": 0.19528, "Y2": 0.516, "X3": 0.19266, "Y3": 0.5628, "X4": 0.11402, "Y4": 0.5618, "page": 0, "Index": 47}, {"Word": "Omer", "Confidence": 0.067, "X1": 0.20708, "Y1": 0.5172, "X2": 0.30406, "Y2": 0.517, "X3": 0.30275, "Y3": 0.5648, "X4": 0.20577, "Y4": 0.5638, "page": 0, "Index": 48}, {"Word": "Michael", "Confidence": 0.995, "X1": 0.12189, "Y1": 0.5552, "X2": 0.18742, "Y2": 0.555, "X3": 0.18742, "Y3": 0.5708, "X4": 0.12189, "Y4": 0.5698, "page": 0, "Index": 49}, {"Word": "Jones-", "Confidence": 0.615, "X1": 0.19135, "Y1": 0.5502, "X2": 0.25295, "Y2": 0.55, "X3": 0.25295, "Y3": 0.5698, "X4": 0.19135, "Y4": 0.5708, "page": 0, "Index": 50}, {"Word": "Tobacco", "Confidence": 0.993, "X1": 0.12451, "Y1": 0.5732, "X2": 0.19266, "Y2": 0.573, "X3": 0.19266, "Y3": 0.5888, "X4": 0.12451, "Y4": 0.5888, "page": 0, "Index": 51}, {"Word": "Products", "Confidence": 0.981, "X1": 0.19659, "Y1": 0.5742, "X2": 0.27392, "Y2": 0.574, "X3": 0.27392, "Y3": 0.5888, "X4": 0.19659, "Y4": 0.5888, "page": 0, "Index": 52}, {"Word": "Quality", "Confidence": 0.995, "X1": 0.12451, "Y1": 0.5902, "X2": 0.18218, "Y2": 0.59, "X3": 0.18218, "Y3": 0.6068, "X4": 0.12451, "Y4": 0.6068, "page": 0, "Index": 53}, {"Word": "Assurance", "Confidence": 0.955, "X1": 0.18611, "Y1": 0.5912, "X2": 0.27392, "Y2": 0.591, "X3": 0.27392, "Y3": 0.6058, "X4": 0.18611, "Y4": 0.6068, "page": 0, "Index": 54}, {"Word": "Attachments", "Confidence": 0.993, "X1": 0.12451, "Y1": 0.6252, "X2": 0.22805, "Y2": 0.625, "X3": 0.22936, "Y3": 0.6408, "X4": 0.1232, "Y4": 0.6388, "page": 0, "Index": 55}, {"Word": "Distribution:", "Confidence": 0.991, "X1": 0.12189, "Y1": 0.6762, "X2": 0.22805, "Y2": 0.676, "X3": 0.22674, "Y3": 0.6908, "X4": 0.12058, "Y4": 0.6908, "page": 0, "Index": 56}, {"Word": "Mr.", "Confidence": 0.994, "X1": 0.12058, "Y1": 0.7112, "X2": 0.15334, "Y2": 0.711, "X3": 0.15203, "Y3": 0.7248, "X4": 0.11927, "Y4": 0.7248, "page": 0, "Index": 57}, {"Word": "S.", "Confidence": 0.997, "X1": 0.15727, "Y1": 0.7112, "X2": 0.17562, "Y2": 0.711, "X3": 0.17431, "Y3": 0.7248, "X4": 0.15596, "Y4": 0.7248, "page": 0, "Index": 58}, {"Word": "T.", "Confidence": 0.997, "X1": 0.17955, "Y1": 0.7112, "X2": 0.19921, "Y2": 0.711, "X3": 0.1979, "Y3": 0.7258, "X4": 0.17824, "Y4": 0.7248, "page": 0, "Index": 59}, {"Word": "Armstrong", "Confidence": 0.991, "X1": 0.20315, "Y1": 0.7122, "X2": 0.29096, "Y2": 0.712, "X3": 0.28965, "Y3": 0.7268, "X4": 0.20183, "Y4": 0.7258, "page": 0, "Index": 60}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.7282, "X2": 0.15596, "Y2": 0.728, "X3": 0.15465, "Y3": 0.7418, "X4": 0.12058, "Y4": 0.7418, "page": 0, "Index": 61}, {"Word": "T.", "Confidence": 0.997, "X1": 0.15858, "Y1": 0.7282, "X2": 0.17562, "Y2": 0.728, "X3": 0.17562, "Y3": 0.7418, "X4": 0.15858, "Y4": 0.7418, "page": 0, "Index": 62}, {"Word": "W.", "Confidence": 0.993, "X1": 0.17955, "Y1": 0.7282, "X2": 0.20446, "Y2": 0.728, "X3": 0.20315, "Y3": 0.7418, "X4": 0.17824, "Y4": 0.7418, "page": 0, "Index": 63}, {"Word": "Brown", "Confidence": 0.991, "X1": 0.20839, "Y1": 0.7282, "X2": 0.26606, "Y2": 0.728, "X3": 0.26606, "Y3": 0.7428, "X4": 0.20708, "Y4": 0.7418, "page": 0, "Index": 64}, {"Word": "Ms.", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.7452, "X2": 0.15203, "Y2": 0.745, "X3": 0.15203, "Y3": 0.7598, "X4": 0.12058, "Y4": 0.7598, "page": 0, "Index": 65}, {"Word": "L.", "Confidence": 0.997, "X1": 0.15596, "Y1": 0.7462, "X2": 0.17562, "Y2": 0.746, "X3": 0.17562, "Y3": 0.7598, "X4": 0.15596, "Y4": 0.7598, "page": 0, "Index": 66}, {"Word": "S.", "Confidence": 0.997, "X1": 0.17955, "Y1": 0.7462, "X2": 0.19659, "Y2": 0.746, "X3": 0.19659, "Y3": 0.7598, "X4": 0.17955, "Y4": 0.7598, "page": 0, "Index": 67}, {"Word": "Hamilton", "Confidence": 0.968, "X1": 0.20052, "Y1": 0.7462, "X2": 0.27654, "Y2": 0.746, "X3": 0.27654, "Y3": 0.7598, "X4": 0.20052, "Y4": 0.7598, "page": 0, "Index": 68}, {"Word": "Mr.", "Confidence": 0.996, "X1": 0.12189, "Y1": 0.7622, "X2": 0.15203, "Y2": 0.762, "X3": 0.15072, "Y3": 0.7758, "X4": 0.11927, "Y4": 0.7758, "page": 0, "Index": 69}, {"Word": "R.", "Confidence": 0.998, "X1": 0.15596, "Y1": 0.7622, "X2": 0.17562, "Y2": 0.762, "X3": 0.17431, "Y3": 0.7768, "X4": 0.15465, "Y4": 0.7758, "page": 0, "Index": 70}, {"Word": "L.", "Confidence": 0.955, "X1": 0.17955, "Y1": 0.7632, "X2": 0.20446, "Y2": 0.763, "X3": 0.20315, "Y3": 0.7768, "X4": 0.17824, "Y4": 0.7768, "page": 0, "Index": 71}, {"Word": "King", "Confidence": 0.988, "X1": 0.20839, "Y1": 0.7632, "X2": 0.24902, "Y2": 0.763, "X3": 0.24902, "Y3": 0.7788, "X4": 0.20708, "Y4": 0.7768, "page": 0, "Index": 72}, {"Word": "Mr.", "Confidence": 0.948, "X1": 0.12058, "Y1": 0.7802, "X2": 0.15203, "Y2": 0.78, "X3": 0.15203, "Y3": 0.7948, "X4": 0.12058, "Y4": 0.7948, "page": 0, "Index": 73}, {"Word": "J.", "Confidence": 0.997, "X1": 0.15596, "Y1": 0.7802, "X2": 0.16907, "Y2": 0.78, "X3": 0.17038, "Y3": 0.7948, "X4": 0.15596, "Y4": 0.7948, "page": 0, "Index": 74}, {"Word": "W.", "Confidence": 0.996, "X1": 0.173, "Y1": 0.7802, "X2": 0.19921, "Y2": 0.78, "X3": 0.19921, "Y3": 0.7948, "X4": 0.17431, "Y4": 0.7948, "page": 0, "Index": 75}, {"Word": "Mabe", "Confidence": 0.963, "X1": 0.20315, "Y1": 0.7802, "X2": 0.25033, "Y2": 0.78, "X3": 0.25033, "Y3": 0.7948, "X4": 0.20315, "Y4": 0.7948, "page": 0, "Index": 76}, {"Word": "Mr.", "Confidence": 0.8, "X1": 0.12058, "Y1": 0.7972, "X2": 0.15203, "Y2": 0.797, "X3": 0.15203, "Y3": 0.8118, "X4": 0.12058, "Y4": 0.8118, "page": 0, "Index": 77}, {"Word": "T.", "Confidence": 0.966, "X1": 0.15596, "Y1": 0.7972, "X2": 0.17431, "Y2": 0.797, "X3": 0.17431, "Y3": 0.8118, "X4": 0.15596, "Y4": 0.8118, "page": 0, "Index": 78}, {"Word": "G.", "Confidence": 0.995, "X1": 0.17955, "Y1": 0.7972, "X2": 0.20052, "Y2": 0.797, "X3": 0.20052, "Y3": 0.8118, "X4": 0.17955, "Y4": 0.8118, "page": 0, "Index": 79}, {"Word": "Martin", "Confidence": 0.995, "X1": 0.20446, "Y1": 0.7962, "X2": 0.26212, "Y2": 0.796, "X3": 0.26212, "Y3": 0.8118, "X4": 0.20446, "Y4": 0.8118, "page": 0, "Index": 80}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.12058, "Y1": 0.8142, "X2": 0.15334, "Y2": 0.814, "X3": 0.15203, "Y3": 0.8298, "X4": 0.11796, "Y4": 0.8298, "page": 0, "Index": 81}, {"Word": "Thien", "Confidence": 0.929, "X1": 0.15727, "Y1": 0.8142, "X2": 0.20183, "Y2": 0.814, "X3": 0.20183, "Y3": 0.8298, "X4": 0.15596, "Y4": 0.8298, "page": 0, "Index": 82}, {"Word": "Phan", "Confidence": 0.991, "X1": 0.20577, "Y1": 0.8142, "X2": 0.24902, "Y2": 0.814, "X3": 0.24771, "Y3": 0.8288, "X4": 0.20577, "Y4": 0.8298, "page": 0, "Index": 83}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.11927, "Y1": 0.8322, "X2": 0.15203, "Y2": 0.832, "X3": 0.15072, "Y3": 0.8468, "X4": 0.11927, "Y4": 0.8468, "page": 0, "Index": 84}, {"Word": "A.", "Confidence": 0.997, "X1": 0.15596, "Y1": 0.8322, "X2": 0.17562, "Y2": 0.832, "X3": 0.17562, "Y3": 0.8468, "X4": 0.15465, "Y4": 0.8468, "page": 0, "Index": 85}, {"Word": "E.", "Confidence": 0.993, "X1": 0.17955, "Y1": 0.8322, "X2": 0.19921, "Y2": 0.832, "X3": 0.19921, "Y3": 0.8458, "X4": 0.17955, "Y4": 0.8468, "page": 0, "Index": 86}, {"Word": "Westmoreland", "Confidence": 0.991, "X1": 0.20315, "Y1": 0.8322, "X2": 0.3211, "Y2": 0.832, "X3": 0.3211, "Y3": 0.8468, "X4": 0.20315, "Y4": 0.8458, "page": 0, "Index": 87}, {"Word": "Mr.", "Confidence": 0.997, "X1": 0.12058, "Y1": 0.8492, "X2": 0.15072, "Y2": 0.849, "X3": 0.14941, "Y3": 0.8628, "X4": 0.12058, "Y4": 0.8628, "page": 0, "Index": 88}, {"Word": "D.", "Confidence": 0.997, "X1": 0.15465, "Y1": 0.8482, "X2": 0.17562, "Y2": 0.848, "X3": 0.17562, "Y3": 0.8638, "X4": 0.15334, "Y4": 0.8628, "page": 0, "Index": 89}, {"Word": "E.", "Confidence": 0.906, "X1": 0.17955, "Y1": 0.8482, "X2": 0.19921, "Y2": 0.848, "X3": 0.19921, "Y3": 0.8638, "X4": 0.17955, "Y4": 0.8638, "page": 0, "Index": 90}, {"Word": "Wilhelm", "Confidence": 0.629, "X1": 0.20315, "Y1": 0.8492, "X2": 0.26737, "Y2": 0.849, "X3": 0.26737, "Y3": 0.8638, "X4": 0.20315, "Y4": 0.8638, "page": 0, "Index": 91}, {"Word": "603", "Confidence": 0.998, "X1": 0.12189, "Y1": 0.8672, "X2": 0.14941, "Y2": 0.867, "X3": 0.14941, "Y3": 0.8818, "X4": 0.12189, "Y4": 0.8818, "page": 0, "Index": 92}, {"Word": "Process", "Confidence": 0.996, "X1": 0.15334, "Y1": 0.8672, "X2": 0.21887, "Y2": 0.867, "X3": 0.21887, "Y3": 0.8818, "X4": 0.15334, "Y4": 0.8818, "page": 0, "Index": 93}, {"Word": "Coach", "Confidence": 0.998, "X1": 0.2228, "Y1": 0.8662, "X2": 0.27654, "Y2": 0.866, "X3": 0.27654, "Y3": 0.8818, "X4": 0.2228, "Y4": 0.8818, "page": 0, "Index": 94}, {"Word": "52141", "Confidence": 0.994, "X1": 0.96068, "Y1": 0.8902, "X2": 0.96199, "Y2": 0.89, "X3": 0.94102, "Y3": 0.8908, "X4": 0.93971, "Y4": 0.8478, "page": 0, "Index": 95}, {"Word": "3162", "Confidence": 0.981, "X1": 0.96199, "Y1": 0.9362, "X2": 0.9633, "Y2": 0.936, "X3": 0.94102, "Y3": 0.9368, "X4": 0.94233, "Y4": 0.8998, "page": 0, "Index": 96}]}
"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"
ffmk0232
1
{"lines_data": [{"Word": "OA Summary Statistics for plant 603", "Confidence": 0.89383, "X1": 0.27654, "Y1": 0.0992, "X2": 0.58322, "Y2": 0.099, "X3": 0.58322, "Y3": 0.1118, "X4": 0.27654, "Y4": 0.1118, "page": 0}, {"Word": "Product . G-729", "Confidence": 0.85433, "X1": 0.37221, "Y1": 0.1142, "X2": 0.50852, "Y2": 0.114, "X3": 0.50852, "Y3": 0.1268, "X4": 0.37221, "Y4": 0.1268, "page": 0}, {"Word": "Today's Date - 951212", "Confidence": 0.90425, "X1": 0.0118, "Y1": 0.1432, "X2": 0.19135, "Y2": 0.143, "X3": 0.19135, "Y3": 0.1548, "X4": 0.0118, "Y4": 0.1548, "page": 0}, {"Word": "Beginning Time - 0000", "Confidence": 0.98025, "X1": 0.36304, "Y1": 0.1442, "X2": 0.54784, "Y2": 0.144, "X3": 0.54784, "Y3": 0.1558, "X4": 0.36304, "Y4": 0.1558, "page": 0}, {"Word": "Ending Time - 2400", "Confidence": 0.97825, "X1": 0.69594, "Y1": 0.1462, "X2": 0.85714, "Y2": 0.146, "X3": 0.85714, "Y3": 0.1578, "X4": 0.69594, "Y4": 0.1568, "page": 0}, {"Word": "All physical properties included", "Confidence": 0.8285, "X1": 0.01442, "Y1": 0.1582, "X2": 0.29096, "Y2": 0.158, "X3": 0.29096, "Y3": 0.1708, "X4": 0.01442, "Y4": 0.1698, "page": 0}, {"Word": "Beginning Date - 951204", "Confidence": 0.93875, "X1": 0.36304, "Y1": 0.1592, "X2": 0.56488, "Y2": 0.159, "X3": 0.56488, "Y3": 0.1708, "X4": 0.36304, "Y4": 0.1708, "page": 0}, {"Word": "Ending Date - 951210", "Confidence": 0.98425, "X1": 0.69725, "Y1": 0.1612, "X2": 0.87418, "Y2": 0.161, "X3": 0.87418, "Y3": 0.1728, "X4": 0.69725, "Y4": 0.1718, "page": 0}, {"Word": "Data for Product as Shipped", "Confidence": 0.9846, "X1": 0.0118, "Y1": 0.1722, "X2": 0.24509, "Y2": 0.172, "X3": 0.24509, "Y3": 0.1848, "X4": 0.0118, "Y4": 0.1848, "page": 0}, {"Word": "All employees included", "Confidence": 0.74367, "X1": 0.36173, "Y1": 0.1732, "X2": 0.55701, "Y2": 0.173, "X3": 0.55701, "Y3": 0.1868, "X4": 0.36173, "Y4": 0.1858, "page": 0}, {"Word": "All shifta included", "Confidence": 0.75967, "X1": 0.69725, "Y1": 0.1752, "X2": 0.86632, "Y2": 0.175, "X3": 0.86632, "Y3": 0.1868, "X4": 0.69594, "Y4": 0.1868, "page": 0}, {"Word": "All lines included", "Confidence": 0.757, "X1": 0.0118, "Y1": 0.1872, "X2": 0.16776, "Y2": 0.187, "X3": 0.16776, "Y3": 0.1988, "X4": 0.0118, "Y4": 0.1978, "page": 0}, {"Word": "PROPERTY", "Confidence": 0.993, "X1": 0.01048, "Y1": 0.2162, "X2": 0.0865, "Y2": 0.216, "X3": 0.0865, "Y3": 0.2278, "X4": 0.01048, "Y4": 0.2278, "page": 0}, {"Word": "1.SL", "Confidence": 0.34, "X1": 0.1979, "Y1": 0.2172, "X2": 0.22936, "Y2": 0.217, "X3": 0.22936, "Y3": 0.2278, "X4": 0.19659, "Y4": 0.2268, "page": 0}, {"Word": "TESTS", "Confidence": 0.886, "X1": 0.12189, "Y1": 0.2172, "X2": 0.16907, "Y2": 0.217, "X3": 0.16776, "Y3": 0.2288, "X4": 0.12189, "Y4": 0.2278, "page": 0}, {"Word": "USL TARGET", "Confidence": 0.9925, "X1": 0.26737, "Y1": 0.2172, "X2": 0.38008, "Y2": 0.217, "X3": 0.38008, "Y3": 0.2288, "X4": 0.26737, "Y4": 0.2288, "page": 0}, {"Word": "AVE. STDEV AUNDER SOVER", "Confidence": 0.7735, "X1": 0.40367, "Y1": 0.2172, "X2": 0.65269, "Y2": 0.217, "X3": 0.65269, "Y3": 0.2298, "X4": 0.40367, "Y4": 0.2298, "page": 0}, {"Word": ".TOTAL", "Confidence": 0.625, "X1": 0.67104, "Y1": 0.2182, "X2": 0.72739, "Y2": 0.218, "X3": 0.72739, "Y3": 0.2298, "X4": 0.67104, "Y4": 0.2298, "page": 0}, {"Word": "CP", "Confidence": 0.996, "X1": 0.77457, "Y1": 0.2202, "X2": 0.80079, "Y2": 0.22, "X3": 0.80079, "Y3": 0.2308, "X4": 0.77457, "Y4": 0.2298, "page": 0}, {"Word": "CPK", "Confidence": 0.933, "X1": 0.84404, "Y1": 0.2192, "X2": 0.87418, "Y2": 0.219, "X3": 0.87418, "Y3": 0.2298, "X4": 0.84404, "Y4": 0.2298, "page": 0}, {"Word": "A. FINISHED PRODUCT", "Confidence": 0.86833, "X1": 0.00917, "Y1": 0.2612, "X2": 0.17562, "Y2": 0.261, "X3": 0.17562, "Y3": 0.2728, "X4": 0.00917, "Y4": 0.2718, "page": 0}, {"Word": "MOISTURE", "Confidence": 0.958, "X1": 0.00786, "Y1": 0.2912, "X2": 0.08126, "Y2": 0.291, "X3": 0.08126, "Y3": 0.3018, "X4": 0.00786, "Y4": 0.3018, "page": 0}, {"Word": "309", "Confidence": 0.446, "X1": 0.13761, "Y1": 0.2912, "X2": 0.16776, "Y2": 0.291, "X3": 0.16776, "Y3": 0.3018, "X4": 0.13761, "Y4": 0.3008, "page": 0}, {"Word": "10.0", "Confidence": 0.9, "X1": 0.18349, "Y1": 0.2912, "X2": 0.22936, "Y2": 0.291, "X3": 0.22936, "Y3": 0.3018, "X4": 0.18349, "Y4": 0.3018, "page": 0}, {"Word": "14.0 12.0", "Confidence": 0.986, "X1": 0.25295, "Y1": 0.2912, "X2": 0.36959, "Y2": 0.291, "X3": 0.36959, "Y3": 0.3028, "X4": 0.25295, "Y4": 0.3028, "page": 0}, {"Word": "12.2", "Confidence": 0.982, "X1": 0.36173, "Y1": 0.2912, "X2": 0.43512, "Y2": 0.291, "X3": 0.43644, "Y3": 0.3038, "X4": 0.36173, "Y4": 0.3058, "page": 0}, {"Word": "0.53", "Confidence": 0.846, "X1": 0.47837, "Y1": 0.2922, "X2": 0.51638, "Y2": 0.292, "X3": 0.51638, "Y3": 0.3028, "X4": 0.47837, "Y4": 0.3028, "page": 0}, {"Word": "1.26", "Confidence": 0.985, "X1": 0.78244, "Y1": 0.2932, "X2": 0.82176, "Y2": 0.293, "X3": 0.82176, "Y3": 0.3048, "X4": 0.78244, "Y4": 0.3048, "page": 0}, {"Word": "1.13", "Confidence": 0.868, "X1": 0.85714, "Y1": 0.2932, "X2": 0.89777, "Y2": 0.293, "X3": 0.89646, "Y3": 0.3068, "X4": 0.85583, "Y4": 0.3058, "page": 0}, {"Word": "B. IN-PROCESS LAB SHEET DATA", "Confidence": 0.9558, "X1": 0.00786, "Y1": 0.3202, "X2": 0.25426, "Y2": 0.32, "X3": 0.25426, "Y3": 0.3328, "X4": 0.00786, "Y4": 0.3318, "page": 0}, {"Word": "BASE WT.", "Confidence": 0.775, "X1": 0.00786, "Y1": 0.3502, "X2": 0.07733, "Y2": 0.35, "X3": 0.07733, "Y3": 0.3608, "X4": 0.00786, "Y4": 0.3608, "page": 0}, {"Word": "262", "Confidence": 0.998, "X1": 0.1363, "Y1": 0.3512, "X2": 0.16514, "Y2": 0.351, "X3": 0.16383, "Y3": 0.3608, "X4": 0.13499, "Y4": 0.3608, "page": 0}, {"Word": "3.55", "Confidence": 0.991, "X1": 0.19659, "Y1": 0.3502, "X2": 0.23591, "Y2": 0.35, "X3": 0.2346, "Y3": 0.3608, "X4": 0.19659, "Y4": 0.3608, "page": 0}, {"Word": "4.25", "Confidence": 0.984, "X1": 0.26081, "Y1": 0.3502, "X2": 0.30799, "Y2": 0.35, "X3": 0.30799, "Y3": 0.3618, "X4": 0.2595, "Y4": 0.3618, "page": 0}, {"Word": "5 3.90", "Confidence": 0.964, "X1": 0.29358, "Y1": 0.3492, "X2": 0.37484, "Y2": 0.349, "X3": 0.37615, "Y3": 0.3618, "X4": 0.29358, "Y4": 0.3638, "page": 0}, {"Word": "3.92", "Confidence": 0.972, "X1": 0.40105, "Y1": 0.3502, "X2": 0.44299, "Y2": 0.35, "X3": 0.44168, "Y3": 0.3618, "X4": 0.40105, "Y4": 0.3608, "page": 0}, {"Word": "0.140", "Confidence": 0.992, "X1": 0.47969, "Y1": 0.3512, "X2": 0.52687, "Y2": 0.351, "X3": 0.52687, "Y3": 0.3628, "X4": 0.47969, "Y4": 0.3628, "page": 0}, {"Word": "0.38 3.44 3.82", "Confidence": 0.89, "X1": 0.56488, "Y1": 0.3512, "X2": 0.74312, "Y2": 0.351, "X3": 0.74312, "Y3": 0.3638, "X4": 0.56488, "Y4": 0.3638, "page": 0}, {"Word": "0.83", "Confidence": 0.846, "X1": 0.77851, "Y1": 0.3532, "X2": 0.82045, "Y2": 0.353, "X3": 0.82045, "Y3": 0.3648, "X4": 0.77851, "Y4": 0.3648, "page": 0}, {"Word": "0.79", "Confidence": 0.772, "X1": 0.86107, "Y1": 0.3532, "X2": 0.89515, "Y2": 0.353, "X3": 0.89515, "Y3": 0.3648, "X4": 0.86107, "Y4": 0.3638, "page": 0}, {"Word": "TRAN. MOIST", "Confidence": 0.919, "X1": 0.00786, "Y1": 0.3642, "X2": 0.10747, "Y2": 0.364, "X3": 0.10747, "Y3": 0.3758, "X4": 0.00786, "Y4": 0.3758, "page": 0}, {"Word": "262", "Confidence": 0.993, "X1": 0.13368, "Y1": 0.3652, "X2": 0.16383, "Y2": 0.365, "X3": 0.16252, "Y3": 0.3758, "X4": 0.13368, "Y4": 0.3768, "page": 0}, {"Word": "71.", "Confidence": 0.354, "X1": 0.39581, "Y1": 0.3652, "X2": 0.42857, "Y2": 0.365, "X3": 0.42726, "Y3": 0.3758, "X4": 0.3945, "Y4": 0.3758, "page": 0}, {"Word": "2.53", "Confidence": 0.979, "X1": 0.47969, "Y1": 0.3652, "X2": 0.51638, "Y2": 0.365, "X3": 0.51638, "Y3": 0.3768, "X4": 0.47969, "Y4": 0.3768, "page": 0}, {"Word": "H120 SOL.", "Confidence": 0.7755, "X1": 0.00917, "Y1": 0.3802, "X2": 0.07602, "Y2": 0.38, "X3": 0.07602, "Y3": 0.3908, "X4": 0.00786, "Y4": 0.3898, "page": 0}, {"Word": "260", "Confidence": 0.97, "X1": 0.13499, "Y1": 0.3792, "X2": 0.16514, "Y2": 0.379, "X3": 0.16252, "Y3": 0.3898, "X4": 0.13368, "Y4": 0.3888, "page": 0}, {"Word": "12.00", "Confidence": 0.998, "X1": 0.18611, "Y1": 0.3802, "X2": 0.23591, "Y2": 0.38, "X3": 0.23591, "Y3": 0.3918, "X4": 0.18611, "Y4": 0.3918, "page": 0}, {"Word": "24.00 18.00", "Confidence": 0.9765, "X1": 0.25295, "Y1": 0.3802, "X2": 0.37221, "Y2": 0.38, "X3": 0.37221, "Y3": 0.3918, "X4": 0.25164, "Y4": 0.3908, "page": 0}, {"Word": "18.90", "Confidence": 0.889, "X1": 0.39712, "Y1": 0.3812, "X2": 0.44168, "Y2": 0.381, "X3": 0.44168, "Y3": 0.3918, "X4": 0.39581, "Y4": 0.3918, "page": 0}, {"Word": "1.297", "Confidence": 0.996, "X1": 0.47969, "Y1": 0.3802, "X2": 0.52425, "Y2": 0.38, "X3": 0.52425, "Y3": 0.3918, "X4": 0.47969, "Y4": 0.3908, "page": 0}, {"Word": "1.54", "Confidence": 0.982, "X1": 0.78113, "Y1": 0.3822, "X2": 0.82307, "Y2": 0.382, "X3": 0.82307, "Y3": 0.3928, "X4": 0.78113, "Y4": 0.3918, "page": 0}, {"Word": "1.31", "Confidence": 0.96, "X1": 0.85845, "Y1": 0.3822, "X2": 0.89384, "Y2": 0.382, "X3": 0.89253, "Y3": 0.3928, "X4": 0.85714, "Y4": 0.3928, "page": 0}, {"Word": "T.SL. WEAK", "Confidence": 0.9265, "X1": 0.00786, "Y1": 0.3942, "X2": 0.08781, "Y2": 0.394, "X3": 0.08781, "Y3": 0.4048, "X4": 0.00786, "Y4": 0.4048, "page": 0}, {"Word": "T.SL. STRONG", "Confidence": 0.967, "X1": 0.00917, "Y1": 0.4102, "X2": 0.10485, "Y2": 0.41, "X3": 0.10485, "Y3": 0.4198, "X4": 0.00917, "Y4": 0.4198, "page": 0}, {"Word": "132", "Confidence": 0.994, "X1": 0.1363, "Y1": 0.4102, "X2": 0.16514, "Y2": 0.41, "X3": 0.16383, "Y3": 0.4198, "X4": 0.13499, "Y4": 0.4188, "page": 0}, {"Word": "13.55", "Confidence": 0.994, "X1": 0.39581, "Y1": 0.4102, "X2": 0.44168, "Y2": 0.41, "X3": 0.44168, "Y3": 0.4208, "X4": 0.39581, "Y4": 0.4208, "page": 0}, {"Word": "0.826", "Confidence": 0.991, "X1": 0.47969, "Y1": 0.4092, "X2": 0.52556, "Y2": 0.409, "X3": 0.52556, "Y3": 0.4208, "X4": 0.47969, "Y4": 0.4218, "page": 0}, {"Word": "C. IN-PROCESS REFINERS DATA", "Confidence": 0.95575, "X1": 0.00786, "Y1": 0.4382, "X2": 0.24377, "Y2": 0.438, "X3": 0.24377, "Y3": 0.4498, "X4": 0.00786, "Y4": 0.4498, "page": 0}, {"Word": "3.83", "Confidence": 0.793, "X1": 0.40105, "Y1": 0.4672, "X2": 0.44037, "Y2": 0.467, "X3": 0.43906, "Y3": 0.4778, "X4": 0.40236, "Y4": 0.4778, "page": 0}, {"Word": "PM. 3GM.WT.", "Confidence": 0.8335, "X1": 0.00786, "Y1": 0.4672, "X2": 0.10092, "Y2": 0.467, "X3": 0.10092, "Y3": 0.4788, "X4": 0.00786, "Y4": 0.4778, "page": 0}, {"Word": "25", "Confidence": 0.57, "X1": 0.14286, "Y1": 0.4672, "X2": 0.16252, "Y2": 0.467, "X3": 0.16121, "Y3": 0.4798, "X4": 0.14286, "Y4": 0.4808, "page": 0}, {"Word": "0.285", "Confidence": 0.881, "X1": 0.47706, "Y1": 0.4682, "X2": 0.52818, "Y2": 0.468, "X3": 0.52818, "Y3": 0.4788, "X4": 0.47706, "Y4": 0.4788, "page": 0}, {"Word": "PRIM. FREE.", "Confidence": 0.866, "X1": 0.00524, "Y1": 0.4822, "X2": 0.10223, "Y2": 0.482, "X3": 0.10223, "Y3": 0.4938, "X4": 0.00524, "Y4": 0.4928, "page": 0}, {"Word": "300", "Confidence": 0.955, "X1": 0.38532, "Y1": 0.4832, "X2": 0.41284, "Y2": 0.483, "X3": 0.41284, "Y3": 0.4928, "X4": 0.38532, "Y4": 0.4938, "page": 0}, {"Word": "3.2", "Confidence": 0.8, "X1": 0.47706, "Y1": 0.4832, "X2": 0.50459, "Y2": 0.483, "X3": 0.50459, "Y3": 0.4928, "X4": 0.47706, "Y4": 0.4928, "page": 0}, {"Word": "SC. 30M.WT.", "Confidence": 0.802, "X1": 0.00655, "Y1": 0.4962, "X2": 0.10092, "Y2": 0.496, "X3": 0.10092, "Y3": 0.5088, "X4": 0.00655, "Y4": 0.5078, "page": 0}, {"Word": "49", "Confidence": 0.985, "X1": 0.14286, "Y1": 0.4982, "X2": 0.16514, "Y2": 0.498, "X3": 0.16383, "Y3": 0.5088, "X4": 0.14286, "Y4": 0.5098, "page": 0}, {"Word": "3.94", "Confidence": 0.883, "X1": 0.39974, "Y1": 0.4972, "X2": 0.43775, "Y2": 0.497, "X3": 0.43775, "Y3": 0.5088, "X4": 0.39974, "Y4": 0.5078, "page": 0}, {"Word": "0.208", "Confidence": 0.997, "X1": 0.47575, "Y1": 0.4972, "X2": 0.52425, "Y2": 0.497, "X3": 0.52425, "Y3": 0.5088, "X4": 0.47575, "Y4": 0.5078, "page": 0}, {"Word": "SEC. FREE.", "Confidence": 0.96, "X1": 0.00524, "Y1": 0.5112, "X2": 0.09174, "Y2": 0.511, "X3": 0.09174, "Y3": 0.5228, "X4": 0.00524, "Y4": 0.5228, "page": 0}, {"Word": "49", "Confidence": 0.993, "X1": 0.14417, "Y1": 0.5112, "X2": 0.16383, "Y2": 0.511, "X3": 0.16252, "Y3": 0.5218, "X4": 0.14286, "Y4": 0.5208, "page": 0}, {"Word": "156", "Confidence": 0.901, "X1": 0.38663, "Y1": 0.5122, "X2": 0.41415, "Y2": 0.512, "X3": 0.41415, "Y3": 0.5228, "X4": 0.38663, "Y4": 0.5218, "page": 0}, {"Word": "16.0", "Confidence": 0.624, "X1": 0.47051, "Y1": 0.5122, "X2": 0.50852, "Y2": 0.512, "X3": 0.50721, "Y3": 0.5228, "X4": 0.47051, "Y4": 0.5228, "page": 0}, {"Word": "CP . Inherent Capability Index or process", "Confidence": 0.947, "X1": 0.00524, "Y1": 0.5552, "X2": 0.3709, "Y2": 0.555, "X3": 0.3709, "Y3": 0.5688, "X4": 0.00524, "Y4": 0.5678, "page": 0}, {"Word": "CPX = The scaled difference between the", "Confidence": 0.83671, "X1": 0.46527, "Y1": 0.5572, "X2": 0.80734, "Y2": 0.557, "X3": 0.80734, "Y3": 0.5698, "X4": 0.46527, "Y4": 0.5678, "page": 0}, {"Word": "potential.", "Confidence": 0.884, "X1": 0.05505, "Y1": 0.5702, "X2": 0.15203, "Y2": 0.57, "X3": 0.15203, "Y3": 0.5828, "X4": 0.05505, "Y4": 0.5828, "page": 0}, {"Word": "process average and the", "Confidence": 0.99625, "X1": 0.51769, "Y1": 0.5712, "X2": 0.72084, "Y2": 0.571, "X3": 0.72084, "Y3": 0.5838, "X4": 0.51769, "Y4": 0.5838, "page": 0}, {"Word": "(USL - LSL) / (6 . STDEV)", "Confidence": 0.75814, "X1": 0.09174, "Y1": 0.5842, "X2": 0.30406, "Y2": 0.584, "X3": 0.30406, "Y3": 0.5978, "X4": 0.09174, "Y4": 0.5968, "page": 0}, {"Word": "specification limite.", "Confidence": 0.6875, "X1": 0.519, "Y1": 0.5852, "X2": 0.70118, "Y2": 0.585, "X3": 0.70118, "Y3": 0.5978, "X4": 0.519, "Y4": 0.5978, "page": 0}, {"Word": "Desired value is > 1.33", "Confidence": 0.9248, "X1": 0.05242, "Y1": 0.5992, "X2": 0.25688, "Y2": 0.599, "X3": 0.25688, "Y3": 0.6118, "X4": 0.05242, "Y4": 0.6118, "page": 0}, {"Word": "The lesser of :", "Confidence": 0.8465, "X1": 0.51769, "Y1": 0.6012, "X2": 0.64613, "Y2": 0.601, "X3": 0.64613, "Y3": 0.6118, "X4": 0.51769, "Y4": 0.6128, "page": 0}, {"Word": "(USL - AVE) / (3 . STDEV)", "Confidence": 0.82571, "X1": 0.55439, "Y1": 0.6142, "X2": 0.76933, "Y2": 0.614, "X3": 0.76933, "Y3": 0.6268, "X4": 0.55439, "Y4": 0.6268, "page": 0}, {"Word": "or", "Confidence": 0.971, "X1": 0.63958, "Y1": 0.6322, "X2": 0.67104, "Y2": 0.632, "X3": 0.67235, "Y3": 0.6408, "X4": 0.63958, "Y4": 0.6398, "page": 0}, {"Word": "(AVE - LSL) / (3 . STDEV)", "Confidence": 0.71629, "X1": 0.55308, "Y1": 0.6442, "X2": 0.76802, "Y2": 0.644, "X3": 0.76802, "Y3": 0.6578, "X4": 0.55308, "Y4": 0.6568, "page": 0}, {"Word": "Desired value is > 1.0", "Confidence": 0.8208, "X1": 0.51376, "Y1": 0.6592, "X2": 0.71035, "Y2": 0.659, "X3": 0.71035, "Y3": 0.6718, "X4": 0.51376, "Y4": 0.6718, "page": 0}, {"Word": "52141 3163", "Confidence": 0.991, "X1": 0.96068, "Y1": 0.9282, "X2": 0.96592, "Y2": 0.928, "X3": 0.94626, "Y3": 0.9288, "X4": 0.94102, "Y4": 0.8378, "page": 0}, {"Word": "-------", "Confidence": 0.619, "X1": 0.93578, "Y1": 0.9632, "X2": 0.94233, "Y2": 0.963, "X3": 0.93185, "Y3": 0.9628, "X4": 0.92661, "Y4": 0.8768, "page": 0}], "words_data": [{"Word": "OA", "Confidence": 0.653, "X1": 0.27785, "Y1": 0.0992, "X2": 0.29751, "Y2": 0.099, "X3": 0.29751, "Y3": 0.1128, "X4": 0.27785, "Y4": 0.1118, "page": 0, "Index": 0}, {"Word": "Summary", "Confidence": 0.955, "X1": 0.30275, "Y1": 0.0992, "X2": 0.36697, "Y2": 0.099, "X3": 0.36566, "Y3": 0.1128, "X4": 0.30275, "Y4": 0.1128, "page": 0, "Index": 1}, {"Word": "Statistics", "Confidence": 0.805, "X1": 0.37353, "Y1": 0.1002, "X2": 0.46134, "Y2": 0.1, "X3": 0.46134, "Y3": 0.1128, "X4": 0.37353, "Y4": 0.1128, "page": 0, "Index": 2}, {"Word": "for", "Confidence": 0.998, "X1": 0.46789, "Y1": 0.1002, "X2": 0.49541, "Y2": 0.1, "X3": 0.49541, "Y3": 0.1128, "X4": 0.46789, "Y4": 0.1128, "page": 0, "Index": 3}, {"Word": "plant", "Confidence": 0.995, "X1": 0.50197, "Y1": 0.1002, "X2": 0.54653, "Y2": 0.1, "X3": 0.54653, "Y3": 0.1118, "X4": 0.50066, "Y4": 0.1128, "page": 0, "Index": 4}, {"Word": "603", "Confidence": 0.957, "X1": 0.55308, "Y1": 0.1002, "X2": 0.58191, "Y2": 0.1, "X3": 0.5806, "Y3": 0.1118, "X4": 0.55177, "Y4": 0.1118, "page": 0, "Index": 5}, {"Word": "Product", "Confidence": 0.991, "X1": 0.37353, "Y1": 0.1152, "X2": 0.43512, "Y2": 0.115, "X3": 0.43512, "Y3": 0.1268, "X4": 0.37353, "Y4": 0.1268, "page": 0, "Index": 6}, {"Word": ".", "Confidence": 0.619, "X1": 0.4443, "Y1": 0.1152, "X2": 0.45347, "Y2": 0.115, "X3": 0.45347, "Y3": 0.1268, "X4": 0.4443, "Y4": 0.1268, "page": 0, "Index": 7}, {"Word": "G-729", "Confidence": 0.953, "X1": 0.45872, "Y1": 0.1152, "X2": 0.50459, "Y2": 0.115, "X3": 0.50328, "Y3": 0.1278, "X4": 0.45872, "Y4": 0.1268, "page": 0, "Index": 8}, {"Word": "Today's", "Confidence": 0.969, "X1": 0.01442, "Y1": 0.1442, "X2": 0.07208, "Y2": 0.144, "X3": 0.07208, "Y3": 0.1558, "X4": 0.01311, "Y4": 0.1558, "page": 0, "Index": 9}, {"Word": "Date", "Confidence": 0.991, "X1": 0.07864, "Y1": 0.1442, "X2": 0.11533, "Y2": 0.144, "X3": 0.11402, "Y3": 0.1558, "X4": 0.07864, "Y4": 0.1558, "page": 0, "Index": 10}, {"Word": "-", "Confidence": 0.994, "X1": 0.1232, "Y1": 0.1442, "X2": 0.13237, "Y2": 0.144, "X3": 0.13106, "Y3": 0.1558, "X4": 0.12189, "Y4": 0.1558, "page": 0, "Index": 11}, {"Word": "951212", "Confidence": 0.663, "X1": 0.14024, "Y1": 0.1442, "X2": 0.19135, "Y2": 0.144, "X3": 0.19135, "Y3": 0.1548, "X4": 0.13893, "Y4": 0.1558, "page": 0, "Index": 12}, {"Word": "Beginning", "Confidence": 0.991, "X1": 0.36435, "Y1": 0.1442, "X2": 0.4443, "Y2": 0.144, "X3": 0.44299, "Y3": 0.1568, "X4": 0.36304, "Y4": 0.1568, "page": 0, "Index": 13}, {"Word": "Time", "Confidence": 0.981, "X1": 0.45085, "Y1": 0.1442, "X2": 0.48624, "Y2": 0.144, "X3": 0.48624, "Y3": 0.1558, "X4": 0.44954, "Y4": 0.1558, "page": 0, "Index": 14}, {"Word": "-", "Confidence": 0.958, "X1": 0.49541, "Y1": 0.1442, "X2": 0.50459, "Y2": 0.144, "X3": 0.50328, "Y3": 0.1558, "X4": 0.4941, "Y4": 0.1558, "page": 0, "Index": 15}, {"Word": "0000", "Confidence": 0.991, "X1": 0.51114, "Y1": 0.1452, "X2": 0.54653, "Y2": 0.145, "X3": 0.54522, "Y3": 0.1558, "X4": 0.50983, "Y4": 0.1558, "page": 0, "Index": 16}, {"Word": "Ending", "Confidence": 0.997, "X1": 0.69856, "Y1": 0.1452, "X2": 0.75229, "Y2": 0.145, "X3": 0.75098, "Y3": 0.1578, "X4": 0.69725, "Y4": 0.1568, "page": 0, "Index": 17}, {"Word": "Time", "Confidence": 0.94, "X1": 0.76016, "Y1": 0.1462, "X2": 0.79685, "Y2": 0.146, "X3": 0.79554, "Y3": 0.1578, "X4": 0.75885, "Y4": 0.1578, "page": 0, "Index": 18}, {"Word": "-", "Confidence": 0.994, "X1": 0.80472, "Y1": 0.1462, "X2": 0.81389, "Y2": 0.146, "X3": 0.81258, "Y3": 0.1588, "X4": 0.80341, "Y4": 0.1578, "page": 0, "Index": 19}, {"Word": "2400", "Confidence": 0.982, "X1": 0.82045, "Y1": 0.1472, "X2": 0.85583, "Y2": 0.147, "X3": 0.85452, "Y3": 0.1588, "X4": 0.81913, "Y4": 0.1588, "page": 0, "Index": 20}, {"Word": "All", "Confidence": 0.673, "X1": 0.01573, "Y1": 0.1572, "X2": 0.03801, "Y2": 0.157, "X3": 0.0367, "Y3": 0.1698, "X4": 0.01442, "Y4": 0.1708, "page": 0, "Index": 21}, {"Word": "physical", "Confidence": 0.994, "X1": 0.04456, "Y1": 0.1582, "X2": 0.11402, "Y2": 0.158, "X3": 0.11402, "Y3": 0.1698, "X4": 0.04325, "Y4": 0.1698, "page": 0, "Index": 22}, {"Word": "properties", "Confidence": 0.688, "X1": 0.12058, "Y1": 0.1582, "X2": 0.20839, "Y2": 0.158, "X3": 0.20839, "Y3": 0.1708, "X4": 0.11927, "Y4": 0.1698, "page": 0, "Index": 23}, {"Word": "included", "Confidence": 0.959, "X1": 0.21625, "Y1": 0.1582, "X2": 0.28702, "Y2": 0.158, "X3": 0.28702, "Y3": 0.1708, "X4": 0.21494, "Y4": 0.1708, "page": 0, "Index": 24}, {"Word": "Beginning", "Confidence": 0.963, "X1": 0.36435, "Y1": 0.1592, "X2": 0.44299, "Y2": 0.159, "X3": 0.44299, "Y3": 0.1708, "X4": 0.36304, "Y4": 0.1708, "page": 0, "Index": 25}, {"Word": "Date", "Confidence": 0.988, "X1": 0.44823, "Y1": 0.1592, "X2": 0.48493, "Y2": 0.159, "X3": 0.48493, "Y3": 0.1708, "X4": 0.44823, "Y4": 0.1708, "page": 0, "Index": 26}, {"Word": "-", "Confidence": 0.847, "X1": 0.49541, "Y1": 0.1592, "X2": 0.50328, "Y2": 0.159, "X3": 0.50328, "Y3": 0.1708, "X4": 0.4941, "Y4": 0.1708, "page": 0, "Index": 27}, {"Word": "951204", "Confidence": 0.957, "X1": 0.50983, "Y1": 0.1602, "X2": 0.56225, "Y2": 0.16, "X3": 0.56094, "Y3": 0.1708, "X4": 0.50983, "Y4": 0.1708, "page": 0, "Index": 28}, {"Word": "Ending", "Confidence": 0.997, "X1": 0.69856, "Y1": 0.1612, "X2": 0.75229, "Y2": 0.161, "X3": 0.75098, "Y3": 0.1718, "X4": 0.69856, "Y4": 0.1728, "page": 0, "Index": 29}, {"Word": "Date", "Confidence": 0.983, "X1": 0.75754, "Y1": 0.1612, "X2": 0.79554, "Y2": 0.161, "X3": 0.79423, "Y3": 0.1728, "X4": 0.75754, "Y4": 0.1718, "page": 0, "Index": 30}, {"Word": "-", "Confidence": 0.994, "X1": 0.80472, "Y1": 0.1612, "X2": 0.81389, "Y2": 0.161, "X3": 0.81258, "Y3": 0.1728, "X4": 0.80341, "Y4": 0.1728, "page": 0, "Index": 31}, {"Word": "951210", "Confidence": 0.963, "X1": 0.82045, "Y1": 0.1612, "X2": 0.87287, "Y2": 0.161, "X3": 0.87156, "Y3": 0.1738, "X4": 0.81913, "Y4": 0.1728, "page": 0, "Index": 32}, {"Word": "Data", "Confidence": 0.97, "X1": 0.01311, "Y1": 0.1722, "X2": 0.04718, "Y2": 0.172, "X3": 0.04718, "Y3": 0.1858, "X4": 0.0118, "Y4": 0.1858, "page": 0, "Index": 33}, {"Word": "for", "Confidence": 0.968, "X1": 0.05374, "Y1": 0.1722, "X2": 0.08126, "Y2": 0.172, "X3": 0.07995, "Y3": 0.1858, "X4": 0.05242, "Y4": 0.1858, "page": 0, "Index": 34}, {"Word": "Product", "Confidence": 0.993, "X1": 0.0865, "Y1": 0.1732, "X2": 0.14941, "Y2": 0.173, "X3": 0.14941, "Y3": 0.1858, "X4": 0.0865, "Y4": 0.1858, "page": 0, "Index": 35}, {"Word": "as", "Confidence": 0.998, "X1": 0.15596, "Y1": 0.1732, "X2": 0.17431, "Y2": 0.173, "X3": 0.17431, "Y3": 0.1858, "X4": 0.15465, "Y4": 0.1858, "page": 0, "Index": 36}, {"Word": "Shipped", "Confidence": 0.994, "X1": 0.17955, "Y1": 0.1732, "X2": 0.24377, "Y2": 0.173, "X3": 0.24377, "Y3": 0.1848, "X4": 0.17955, "Y4": 0.1858, "page": 0, "Index": 37}, {"Word": "All", "Confidence": 0.609, "X1": 0.36435, "Y1": 0.1732, "X2": 0.39056, "Y2": 0.173, "X3": 0.38925, "Y3": 0.1858, "X4": 0.36304, "Y4": 0.1868, "page": 0, "Index": 38}, {"Word": "employees", "Confidence": 0.773, "X1": 0.39843, "Y1": 0.1732, "X2": 0.47837, "Y2": 0.173, "X3": 0.47706, "Y3": 0.1858, "X4": 0.39712, "Y4": 0.1858, "page": 0, "Index": 39}, {"Word": "included", "Confidence": 0.849, "X1": 0.48362, "Y1": 0.1742, "X2": 0.55308, "Y2": 0.174, "X3": 0.55308, "Y3": 0.1868, "X4": 0.48231, "Y4": 0.1858, "page": 0, "Index": 40}, {"Word": "All", "Confidence": 0.469, "X1": 0.69856, "Y1": 0.1752, "X2": 0.72477, "Y2": 0.175, "X3": 0.72346, "Y3": 0.1868, "X4": 0.69725, "Y4": 0.1868, "page": 0, "Index": 41}, {"Word": "shifta", "Confidence": 0.924, "X1": 0.73263, "Y1": 0.1752, "X2": 0.78637, "Y2": 0.175, "X3": 0.78506, "Y3": 0.1868, "X4": 0.73132, "Y4": 0.1868, "page": 0, "Index": 42}, {"Word": "included", "Confidence": 0.886, "X1": 0.79423, "Y1": 0.1762, "X2": 0.8637, "Y2": 0.176, "X3": 0.86239, "Y3": 0.1878, "X4": 0.79292, "Y4": 0.1868, "page": 0, "Index": 43}, {"Word": "All", "Confidence": 0.638, "X1": 0.0118, "Y1": 0.1872, "X2": 0.0367, "Y2": 0.187, "X3": 0.0367, "Y3": 0.1988, "X4": 0.0118, "Y4": 0.1988, "page": 0, "Index": 44}, {"Word": "lines", "Confidence": 0.799, "X1": 0.04456, "Y1": 0.1872, "X2": 0.08912, "Y2": 0.187, "X3": 0.08781, "Y3": 0.1988, "X4": 0.04456, "Y4": 0.1988, "page": 0, "Index": 45}, {"Word": "included", "Confidence": 0.834, "X1": 0.09567, "Y1": 0.1872, "X2": 0.16645, "Y2": 0.187, "X3": 0.16514, "Y3": 0.1998, "X4": 0.09436, "Y4": 0.1988, "page": 0, "Index": 46}, {"Word": "PROPERTY", "Confidence": 0.993, "X1": 0.01048, "Y1": 0.2162, "X2": 0.07995, "Y2": 0.216, "X3": 0.07864, "Y3": 0.2278, "X4": 0.01048, "Y4": 0.2278, "page": 0, "Index": 47}, {"Word": "1.SL", "Confidence": 0.34, "X1": 0.1979, "Y1": 0.2172, "X2": 0.22543, "Y2": 0.217, "X3": 0.22412, "Y3": 0.2278, "X4": 0.1979, "Y4": 0.2268, "page": 0, "Index": 48}, {"Word": "TESTS", "Confidence": 0.886, "X1": 0.12189, "Y1": 0.2172, "X2": 0.16514, "Y2": 0.217, "X3": 0.16514, "Y3": 0.2288, "X4": 0.12189, "Y4": 0.2288, "page": 0, "Index": 49}, {"Word": "USL", "Confidence": 0.993, "X1": 0.26737, "Y1": 0.2172, "X2": 0.29489, "Y2": 0.217, "X3": 0.29489, "Y3": 0.2298, "X4": 0.26868, "Y4": 0.2288, "page": 0, "Index": 50}, {"Word": "TARGET", "Confidence": 0.992, "X1": 0.31979, "Y1": 0.2172, "X2": 0.37353, "Y2": 0.217, "X3": 0.37221, "Y3": 0.2298, "X4": 0.31979, "Y4": 0.2298, "page": 0, "Index": 51}, {"Word": "AVE.", "Confidence": 0.952, "X1": 0.40498, "Y1": 0.2172, "X2": 0.44299, "Y2": 0.217, "X3": 0.44299, "Y3": 0.2298, "X4": 0.40498, "Y4": 0.2298, "page": 0, "Index": 52}, {"Word": "STDEV", "Confidence": 0.679, "X1": 0.46527, "Y1": 0.2172, "X2": 0.50983, "Y2": 0.217, "X3": 0.50983, "Y3": 0.2308, "X4": 0.46527, "Y4": 0.2308, "page": 0, "Index": 53}, {"Word": "AUNDER", "Confidence": 0.838, "X1": 0.53342, "Y1": 0.2172, "X2": 0.58716, "Y2": 0.217, "X3": 0.58585, "Y3": 0.2308, "X4": 0.53211, "Y4": 0.2308, "page": 0, "Index": 54}, {"Word": "SOVER", "Confidence": 0.625, "X1": 0.60157, "Y1": 0.2182, "X2": 0.64744, "Y2": 0.218, "X3": 0.64613, "Y3": 0.2308, "X4": 0.60026, "Y4": 0.2308, "page": 0, "Index": 55}, {"Word": ".TOTAL", "Confidence": 0.625, "X1": 0.67235, "Y1": 0.2192, "X2": 0.72346, "Y2": 0.219, "X3": 0.72346, "Y3": 0.2308, "X4": 0.67235, "Y4": 0.2308, "page": 0, "Index": 56}, {"Word": "CP", "Confidence": 0.996, "X1": 0.77588, "Y1": 0.2202, "X2": 0.79423, "Y2": 0.22, "X3": 0.79423, "Y3": 0.2308, "X4": 0.77457, "Y4": 0.2298, "page": 0, "Index": 57}, {"Word": "CPK", "Confidence": 0.933, "X1": 0.84404, "Y1": 0.2192, "X2": 0.87025, "Y2": 0.219, "X3": 0.87025, "Y3": 0.2298, "X4": 0.84404, "Y4": 0.2298, "page": 0, "Index": 58}, {"Word": "A.", "Confidence": 0.994, "X1": 0.01048, "Y1": 0.2612, "X2": 0.02883, "Y2": 0.261, "X3": 0.02883, "Y3": 0.2728, "X4": 0.01048, "Y4": 0.2728, "page": 0, "Index": 59}, {"Word": "FINISHED", "Confidence": 0.618, "X1": 0.03408, "Y1": 0.2622, "X2": 0.10354, "Y2": 0.262, "X3": 0.10223, "Y3": 0.2728, "X4": 0.03408, "Y4": 0.2728, "page": 0, "Index": 60}, {"Word": "PRODUCT", "Confidence": 0.993, "X1": 0.1114, "Y1": 0.2622, "X2": 0.173, "Y2": 0.262, "X3": 0.17169, "Y3": 0.2738, "X4": 0.11009, "Y4": 0.2728, "page": 0, "Index": 61}, {"Word": "MOISTURE", "Confidence": 0.958, "X1": 0.00917, "Y1": 0.2912, "X2": 0.07733, "Y2": 0.291, "X3": 0.07733, "Y3": 0.3018, "X4": 0.00917, "Y4": 0.3018, "page": 0, "Index": 62}, {"Word": "309", "Confidence": 0.446, "X1": 0.13893, "Y1": 0.2912, "X2": 0.16383, "Y2": 0.291, "X3": 0.16383, "Y3": 0.3018, "X4": 0.13761, "Y4": 0.3008, "page": 0, "Index": 63}, {"Word": "10.0", "Confidence": 0.9, "X1": 0.18742, "Y1": 0.2912, "X2": 0.2228, "Y2": 0.291, "X3": 0.2228, "Y3": 0.3028, "X4": 0.18742, "Y4": 0.3028, "page": 0, "Index": 64}, {"Word": "14.0", "Confidence": 0.985, "X1": 0.25819, "Y1": 0.2912, "X2": 0.29358, "Y2": 0.291, "X3": 0.29227, "Y3": 0.3038, "X4": 0.25819, "Y4": 0.3028, "page": 0, "Index": 65}, {"Word": "12.0", "Confidence": 0.987, "X1": 0.32765, "Y1": 0.2922, "X2": 0.36304, "Y2": 0.292, "X3": 0.36173, "Y3": 0.3028, "X4": 0.32634, "Y4": 0.3038, "page": 0, "Index": 66}, {"Word": "12.2", "Confidence": 0.982, "X1": 0.39581, "Y1": 0.2912, "X2": 0.4325, "Y2": 0.291, "X3": 0.43119, "Y3": 0.3038, "X4": 0.3945, "Y4": 0.3048, "page": 0, "Index": 67}, {"Word": "0.53", "Confidence": 0.846, "X1": 0.48231, "Y1": 0.2922, "X2": 0.51638, "Y2": 0.292, "X3": 0.51638, "Y3": 0.3028, "X4": 0.48231, "Y4": 0.3028, "page": 0, "Index": 68}, {"Word": "1.26", "Confidence": 0.985, "X1": 0.78375, "Y1": 0.2932, "X2": 0.81913, "Y2": 0.293, "X3": 0.81913, "Y3": 0.3048, "X4": 0.78375, "Y4": 0.3048, "page": 0, "Index": 69}, {"Word": "1.13", "Confidence": 0.868, "X1": 0.85976, "Y1": 0.2932, "X2": 0.89646, "Y2": 0.293, "X3": 0.89646, "Y3": 0.3068, "X4": 0.85845, "Y4": 0.3058, "page": 0, "Index": 70}, {"Word": "B.", "Confidence": 0.997, "X1": 0.00917, "Y1": 0.3212, "X2": 0.02883, "Y2": 0.321, "X3": 0.02883, "Y3": 0.3318, "X4": 0.00917, "Y4": 0.3318, "page": 0, "Index": 71}, {"Word": "IN-PROCESS", "Confidence": 0.971, "X1": 0.03408, "Y1": 0.3212, "X2": 0.11927, "Y2": 0.321, "X3": 0.11927, "Y3": 0.3328, "X4": 0.03408, "Y4": 0.3318, "page": 0, "Index": 72}, {"Word": "LAB", "Confidence": 0.958, "X1": 0.12713, "Y1": 0.3212, "X2": 0.15465, "Y2": 0.321, "X3": 0.15334, "Y3": 0.3328, "X4": 0.12713, "Y4": 0.3328, "page": 0, "Index": 73}, {"Word": "SHEET", "Confidence": 0.869, "X1": 0.16121, "Y1": 0.3212, "X2": 0.20577, "Y2": 0.321, "X3": 0.20577, "Y3": 0.3328, "X4": 0.16121, "Y4": 0.3328, "page": 0, "Index": 74}, {"Word": "DATA", "Confidence": 0.984, "X1": 0.21232, "Y1": 0.3212, "X2": 0.24902, "Y2": 0.321, "X3": 0.24902, "Y3": 0.3328, "X4": 0.21232, "Y4": 0.3328, "page": 0, "Index": 75}, {"Word": "BASE", "Confidence": 0.926, "X1": 0.00917, "Y1": 0.3502, "X2": 0.04194, "Y2": 0.35, "X3": 0.04194, "Y3": 0.3608, "X4": 0.00917, "Y4": 0.3608, "page": 0, "Index": 76}, {"Word": "WT.", "Confidence": 0.624, "X1": 0.0498, "Y1": 0.3512, "X2": 0.07733, "Y2": 0.351, "X3": 0.07733, "Y3": 0.3618, "X4": 0.0498, "Y4": 0.3618, "page": 0, "Index": 77}, {"Word": "262", "Confidence": 0.998, "X1": 0.13761, "Y1": 0.3512, "X2": 0.16252, "Y2": 0.351, "X3": 0.16252, "Y3": 0.3608, "X4": 0.13761, "Y4": 0.3608, "page": 0, "Index": 78}, {"Word": "3.55", "Confidence": 0.991, "X1": 0.19659, "Y1": 0.3502, "X2": 0.23067, "Y2": 0.35, "X3": 0.23067, "Y3": 0.3608, "X4": 0.19659, "Y4": 0.3608, "page": 0, "Index": 79}, {"Word": "4.25", "Confidence": 0.984, "X1": 0.26474, "Y1": 0.3512, "X2": 0.30144, "Y2": 0.351, "X3": 0.30013, "Y3": 0.3628, "X4": 0.26474, "Y4": 0.3628, "page": 0, "Index": 80}, {"Word": "5", "Confidence": 0.958, "X1": 0.29489, "Y1": 0.3502, "X2": 0.30406, "Y2": 0.35, "X3": 0.30275, "Y3": 0.3638, "X4": 0.29358, "Y4": 0.3648, "page": 0, "Index": 81}, {"Word": "3.90", "Confidence": 0.97, "X1": 0.33421, "Y1": 0.3502, "X2": 0.3709, "Y2": 0.35, "X3": 0.36959, "Y3": 0.3608, "X4": 0.3329, "Y4": 0.3628, "page": 0, "Index": 82}, {"Word": "3.92", "Confidence": 0.972, "X1": 0.40367, "Y1": 0.3502, "X2": 0.44168, "Y2": 0.35, "X3": 0.44168, "Y3": 0.3618, "X4": 0.40367, "Y4": 0.3608, "page": 0, "Index": 83}, {"Word": "0.140", "Confidence": 0.992, "X1": 0.481, "Y1": 0.3522, "X2": 0.52425, "Y2": 0.352, "X3": 0.52425, "Y3": 0.3638, "X4": 0.481, "Y4": 0.3628, "page": 0, "Index": 84}, {"Word": "0.38", "Confidence": 0.989, "X1": 0.56488, "Y1": 0.3512, "X2": 0.60026, "Y2": 0.351, "X3": 0.60026, "Y3": 0.3638, "X4": 0.56619, "Y4": 0.3638, "page": 0, "Index": 85}, {"Word": "3.44", "Confidence": 0.987, "X1": 0.63303, "Y1": 0.3512, "X2": 0.66972, "Y2": 0.351, "X3": 0.66972, "Y3": 0.3638, "X4": 0.63303, "Y4": 0.3638, "page": 0, "Index": 86}, {"Word": "3.82", "Confidence": 0.694, "X1": 0.7038, "Y1": 0.3522, "X2": 0.7405, "Y2": 0.352, "X3": 0.73919, "Y3": 0.3648, "X4": 0.7038, "Y4": 0.3638, "page": 0, "Index": 87}, {"Word": "0.83", "Confidence": 0.846, "X1": 0.78113, "Y1": 0.3532, "X2": 0.81782, "Y2": 0.353, "X3": 0.81782, "Y3": 0.3648, "X4": 0.78113, "Y4": 0.3648, "page": 0, "Index": 88}, {"Word": "0.79", "Confidence": 0.772, "X1": 0.86107, "Y1": 0.3532, "X2": 0.89515, "Y2": 0.353, "X3": 0.89384, "Y3": 0.3648, "X4": 0.86107, "Y4": 0.3638, "page": 0, "Index": 89}, {"Word": "TRAN.", "Confidence": 0.955, "X1": 0.00917, "Y1": 0.3652, "X2": 0.05242, "Y2": 0.365, "X3": 0.05242, "Y3": 0.3768, "X4": 0.01048, "Y4": 0.3768, "page": 0, "Index": 90}, {"Word": "MOIST", "Confidence": 0.883, "X1": 0.05767, "Y1": 0.3662, "X2": 0.10354, "Y2": 0.366, "X3": 0.10223, "Y3": 0.3758, "X4": 0.05767, "Y4": 0.3768, "page": 0, "Index": 91}, {"Word": "262", "Confidence": 0.993, "X1": 0.1363, "Y1": 0.3652, "X2": 0.16252, "Y2": 0.365, "X3": 0.16252, "Y3": 0.3758, "X4": 0.13761, "Y4": 0.3768, "page": 0, "Index": 92}, {"Word": "71.", "Confidence": 0.354, "X1": 0.39712, "Y1": 0.3652, "X2": 0.42333, "Y2": 0.365, "X3": 0.42333, "Y3": 0.3758, "X4": 0.39712, "Y4": 0.3758, "page": 0, "Index": 93}, {"Word": "2.53", "Confidence": 0.979, "X1": 0.481, "Y1": 0.3652, "X2": 0.51638, "Y2": 0.365, "X3": 0.51638, "Y3": 0.3758, "X4": 0.481, "Y4": 0.3768, "page": 0, "Index": 94}, {"Word": "H120", "Confidence": 0.614, "X1": 0.00917, "Y1": 0.3802, "X2": 0.03408, "Y2": 0.38, "X3": 0.03277, "Y3": 0.3908, "X4": 0.00917, "Y4": 0.3908, "page": 0, "Index": 95}, {"Word": "SOL.", "Confidence": 0.937, "X1": 0.04194, "Y1": 0.3812, "X2": 0.07602, "Y2": 0.381, "X3": 0.07602, "Y3": 0.3908, "X4": 0.04194, "Y4": 0.3908, "page": 0, "Index": 96}, {"Word": "260", "Confidence": 0.97, "X1": 0.1363, "Y1": 0.3792, "X2": 0.16252, "Y2": 0.379, "X3": 0.16121, "Y3": 0.3898, "X4": 0.1363, "Y4": 0.3888, "page": 0, "Index": 97}, {"Word": "12.00", "Confidence": 0.998, "X1": 0.18742, "Y1": 0.3812, "X2": 0.23067, "Y2": 0.381, "X3": 0.22936, "Y3": 0.3918, "X4": 0.18742, "Y4": 0.3918, "page": 0, "Index": 98}, {"Word": "24.00", "Confidence": 0.997, "X1": 0.25688, "Y1": 0.3802, "X2": 0.30013, "Y2": 0.38, "X3": 0.30013, "Y3": 0.3918, "X4": 0.25557, "Y4": 0.3908, "page": 0, "Index": 99}, {"Word": "18.00", "Confidence": 0.956, "X1": 0.32634, "Y1": 0.3802, "X2": 0.3709, "Y2": 0.38, "X3": 0.36959, "Y3": 0.3918, "X4": 0.32634, "Y4": 0.3918, "page": 0, "Index": 100}, {"Word": "18.90", "Confidence": 0.889, "X1": 0.39712, "Y1": 0.3812, "X2": 0.43775, "Y2": 0.381, "X3": 0.43775, "Y3": 0.3928, "X4": 0.39712, "Y4": 0.3918, "page": 0, "Index": 101}, {"Word": "1.297", "Confidence": 0.996, "X1": 0.481, "Y1": 0.3802, "X2": 0.52425, "Y2": 0.38, "X3": 0.52294, "Y3": 0.3918, "X4": 0.47969, "Y4": 0.3908, "page": 0, "Index": 102}, {"Word": "1.54", "Confidence": 0.982, "X1": 0.78244, "Y1": 0.3822, "X2": 0.81651, "Y2": 0.382, "X3": 0.8152, "Y3": 0.3928, "X4": 0.78113, "Y4": 0.3918, "page": 0, "Index": 103}, {"Word": "1.31", "Confidence": 0.96, "X1": 0.85845, "Y1": 0.3822, "X2": 0.89384, "Y2": 0.382, "X3": 0.89384, "Y3": 0.3928, "X4": 0.85845, "Y4": 0.3928, "page": 0, "Index": 104}, {"Word": "T.SL.", "Confidence": 0.915, "X1": 0.01048, "Y1": 0.3952, "X2": 0.04718, "Y2": 0.395, "X3": 0.04718, "Y3": 0.4058, "X4": 0.00917, "Y4": 0.4058, "page": 0, "Index": 105}, {"Word": "WEAK", "Confidence": 0.938, "X1": 0.0498, "Y1": 0.3952, "X2": 0.08519, "Y2": 0.395, "X3": 0.08388, "Y3": 0.4058, "X4": 0.0498, "Y4": 0.4058, "page": 0, "Index": 106}, {"Word": "T.SL.", "Confidence": 0.938, "X1": 0.01048, "Y1": 0.4102, "X2": 0.04849, "Y2": 0.41, "X3": 0.04718, "Y3": 0.4198, "X4": 0.01048, "Y4": 0.4208, "page": 0, "Index": 107}, {"Word": "STRONG", "Confidence": 0.996, "X1": 0.05111, "Y1": 0.4112, "X2": 0.10223, "Y2": 0.411, "X3": 0.10092, "Y3": 0.4208, "X4": 0.0498, "Y4": 0.4198, "page": 0, "Index": 108}, {"Word": "132", "Confidence": 0.994, "X1": 0.1363, "Y1": 0.4102, "X2": 0.16121, "Y2": 0.41, "X3": 0.1599, "Y3": 0.4198, "X4": 0.13499, "Y4": 0.4188, "page": 0, "Index": 109}, {"Word": "13.55", "Confidence": 0.994, "X1": 0.39581, "Y1": 0.4112, "X2": 0.43775, "Y2": 0.411, "X3": 0.43644, "Y3": 0.4218, "X4": 0.39581, "Y4": 0.4208, "page": 0, "Index": 110}, {"Word": "0.826", "Confidence": 0.991, "X1": 0.47969, "Y1": 0.4102, "X2": 0.52294, "Y2": 0.41, "X3": 0.52163, "Y3": 0.4218, "X4": 0.481, "Y4": 0.4218, "page": 0, "Index": 111}, {"Word": "C.", "Confidence": 0.998, "X1": 0.00917, "Y1": 0.4392, "X2": 0.02752, "Y2": 0.439, "X3": 0.02621, "Y3": 0.4498, "X4": 0.00786, "Y4": 0.4498, "page": 0, "Index": 112}, {"Word": "IN-PROCESS", "Confidence": 0.928, "X1": 0.03277, "Y1": 0.4392, "X2": 0.11796, "Y2": 0.439, "X3": 0.11796, "Y3": 0.4508, "X4": 0.03277, "Y4": 0.4498, "page": 0, "Index": 113}, {"Word": "REFINERS", "Confidence": 0.994, "X1": 0.12451, "Y1": 0.4382, "X2": 0.19528, "Y2": 0.438, "X3": 0.19528, "Y3": 0.4508, "X4": 0.12451, "Y4": 0.4508, "page": 0, "Index": 114}, {"Word": "DATA", "Confidence": 0.903, "X1": 0.20183, "Y1": 0.4382, "X2": 0.23853, "Y2": 0.438, "X3": 0.23853, "Y3": 0.4508, "X4": 0.20183, "Y4": 0.4508, "page": 0, "Index": 115}, {"Word": "3.83", "Confidence": 0.793, "X1": 0.40236, "Y1": 0.4672, "X2": 0.43775, "Y2": 0.467, "X3": 0.43775, "Y3": 0.4778, "X4": 0.40236, "Y4": 0.4778, "page": 0, "Index": 116}, {"Word": "PM.", "Confidence": 0.928, "X1": 0.00917, "Y1": 0.4682, "X2": 0.03539, "Y2": 0.468, "X3": 0.03408, "Y3": 0.4788, "X4": 0.00786, "Y4": 0.4778, "page": 0, "Index": 117}, {"Word": "3GM.WT.", "Confidence": 0.739, "X1": 0.04063, "Y1": 0.4672, "X2": 0.10092, "Y2": 0.467, "X3": 0.10092, "Y3": 0.4788, "X4": 0.03932, "Y4": 0.4788, "page": 0, "Index": 118}, {"Word": "25", "Confidence": 0.57, "X1": 0.14286, "Y1": 0.4672, "X2": 0.1599, "Y2": 0.467, "X3": 0.16121, "Y3": 0.4798, "X4": 0.14417, "Y4": 0.4808, "page": 0, "Index": 119}, {"Word": "0.285", "Confidence": 0.881, "X1": 0.47837, "Y1": 0.4692, "X2": 0.52163, "Y2": 0.469, "X3": 0.52031, "Y3": 0.4788, "X4": 0.47837, "Y4": 0.4788, "page": 0, "Index": 120}, {"Word": "PRIM.", "Confidence": 0.883, "X1": 0.00655, "Y1": 0.4822, "X2": 0.05111, "Y2": 0.482, "X3": 0.05111, "Y3": 0.4938, "X4": 0.00655, "Y4": 0.4938, "page": 0, "Index": 121}, {"Word": "FREE.", "Confidence": 0.849, "X1": 0.05767, "Y1": 0.4832, "X2": 0.10223, "Y2": 0.483, "X3": 0.10092, "Y3": 0.4948, "X4": 0.05636, "Y4": 0.4938, "page": 0, "Index": 122}, {"Word": "300", "Confidence": 0.955, "X1": 0.38532, "Y1": 0.4832, "X2": 0.41022, "Y2": 0.483, "X3": 0.41153, "Y3": 0.4928, "X4": 0.38532, "Y4": 0.4938, "page": 0, "Index": 123}, {"Word": "3.2", "Confidence": 0.8, "X1": 0.47837, "Y1": 0.4822, "X2": 0.50459, "Y2": 0.482, "X3": 0.50328, "Y3": 0.4928, "X4": 0.47837, "Y4": 0.4918, "page": 0, "Index": 124}, {"Word": "SC.", "Confidence": 0.932, "X1": 0.00786, "Y1": 0.4972, "X2": 0.03277, "Y2": 0.497, "X3": 0.03408, "Y3": 0.5088, "X4": 0.00786, "Y4": 0.5088, "page": 0, "Index": 125}, {"Word": "30M.WT.", "Confidence": 0.672, "X1": 0.03932, "Y1": 0.4972, "X2": 0.10092, "Y2": 0.497, "X3": 0.10092, "Y3": 0.5088, "X4": 0.03932, "Y4": 0.5088, "page": 0, "Index": 126}, {"Word": "49", "Confidence": 0.985, "X1": 0.14286, "Y1": 0.4982, "X2": 0.16121, "Y2": 0.498, "X3": 0.16121, "Y3": 0.5098, "X4": 0.14286, "Y4": 0.5098, "page": 0, "Index": 127}, {"Word": "3.94", "Confidence": 0.883, "X1": 0.40105, "Y1": 0.4972, "X2": 0.43644, "Y2": 0.497, "X3": 0.43644, "Y3": 0.5088, "X4": 0.40105, "Y4": 0.5078, "page": 0, "Index": 128}, {"Word": "0.208", "Confidence": 0.997, "X1": 0.47837, "Y1": 0.4972, "X2": 0.52163, "Y2": 0.497, "X3": 0.52163, "Y3": 0.5098, "X4": 0.47837, "Y4": 0.5088, "page": 0, "Index": 129}, {"Word": "SEC.", "Confidence": 0.987, "X1": 0.00655, "Y1": 0.5112, "X2": 0.04194, "Y2": 0.511, "X3": 0.04194, "Y3": 0.5228, "X4": 0.00655, "Y4": 0.5238, "page": 0, "Index": 130}, {"Word": "FREE.", "Confidence": 0.933, "X1": 0.04849, "Y1": 0.5122, "X2": 0.09174, "Y2": 0.512, "X3": 0.09174, "Y3": 0.5228, "X4": 0.04718, "Y4": 0.5228, "page": 0, "Index": 131}, {"Word": "49", "Confidence": 0.993, "X1": 0.14417, "Y1": 0.5112, "X2": 0.16121, "Y2": 0.511, "X3": 0.1599, "Y3": 0.5218, "X4": 0.14286, "Y4": 0.5208, "page": 0, "Index": 132}, {"Word": "156", "Confidence": 0.901, "X1": 0.38663, "Y1": 0.5122, "X2": 0.41153, "Y2": 0.512, "X3": 0.41022, "Y3": 0.5228, "X4": 0.38663, "Y4": 0.5218, "page": 0, "Index": 133}, {"Word": "16.0", "Confidence": 0.624, "X1": 0.47051, "Y1": 0.5122, "X2": 0.50328, "Y2": 0.512, "X3": 0.50328, "Y3": 0.5228, "X4": 0.47051, "Y4": 0.5228, "page": 0, "Index": 134}, {"Word": "CP", "Confidence": 0.94, "X1": 0.00655, "Y1": 0.5552, "X2": 0.0249, "Y2": 0.555, "X3": 0.0249, "Y3": 0.5678, "X4": 0.00655, "Y4": 0.5678, "page": 0, "Index": 135}, {"Word": ".", "Confidence": 0.838, "X1": 0.03801, "Y1": 0.5552, "X2": 0.04849, "Y2": 0.555, "X3": 0.04849, "Y3": 0.5678, "X4": 0.03801, "Y4": 0.5678, "page": 0, "Index": 136}, {"Word": "Inherent", "Confidence": 0.986, "X1": 0.05636, "Y1": 0.5552, "X2": 0.12582, "Y2": 0.555, "X3": 0.12582, "Y3": 0.5688, "X4": 0.05505, "Y4": 0.5678, "page": 0, "Index": 137}, {"Word": "Capability", "Confidence": 0.921, "X1": 0.13237, "Y1": 0.5562, "X2": 0.21887, "Y2": 0.556, "X3": 0.21887, "Y3": 0.5688, "X4": 0.13106, "Y4": 0.5688, "page": 0, "Index": 138}, {"Word": "Index", "Confidence": 0.991, "X1": 0.22805, "Y1": 0.5562, "X2": 0.27261, "Y2": 0.556, "X3": 0.27261, "Y3": 0.5688, "X4": 0.22674, "Y4": 0.5688, "page": 0, "Index": 139}, {"Word": "or", "Confidence": 0.995, "X1": 0.27916, "Y1": 0.5562, "X2": 0.29751, "Y2": 0.556, "X3": 0.29751, "Y3": 0.5688, "X4": 0.27785, "Y4": 0.5688, "page": 0, "Index": 140}, {"Word": "process", "Confidence": 0.958, "X1": 0.30406, "Y1": 0.5562, "X2": 0.36828, "Y2": 0.556, "X3": 0.36828, "Y3": 0.5688, "X4": 0.30406, "Y4": 0.5688, "page": 0, "Index": 141}, {"Word": "CPX", "Confidence": 0.612, "X1": 0.46789, "Y1": 0.5562, "X2": 0.49541, "Y2": 0.556, "X3": 0.49541, "Y3": 0.5688, "X4": 0.46658, "Y4": 0.5688, "page": 0, "Index": 142}, {"Word": "=", "Confidence": 0.667, "X1": 0.50197, "Y1": 0.5562, "X2": 0.51114, "Y2": 0.556, "X3": 0.51114, "Y3": 0.5688, "X4": 0.50066, "Y4": 0.5688, "page": 0, "Index": 143}, {"Word": "The", "Confidence": 0.998, "X1": 0.519, "Y1": 0.5562, "X2": 0.54653, "Y2": 0.556, "X3": 0.54522, "Y3": 0.5688, "X4": 0.519, "Y4": 0.5688, "page": 0, "Index": 144}, {"Word": "scaled", "Confidence": 0.63, "X1": 0.55177, "Y1": 0.5572, "X2": 0.6055, "Y2": 0.557, "X3": 0.60419, "Y3": 0.5688, "X4": 0.55177, "Y4": 0.5688, "page": 0, "Index": 145}, {"Word": "difference", "Confidence": 0.994, "X1": 0.61075, "Y1": 0.5572, "X2": 0.70118, "Y2": 0.557, "X3": 0.69987, "Y3": 0.5698, "X4": 0.61075, "Y4": 0.5688, "page": 0, "Index": 146}, {"Word": "between", "Confidence": 0.958, "X1": 0.70642, "Y1": 0.5572, "X2": 0.77064, "Y2": 0.557, "X3": 0.76933, "Y3": 0.5698, "X4": 0.70511, "Y4": 0.5698, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.998, "X1": 0.77851, "Y1": 0.5572, "X2": 0.80472, "Y2": 0.557, "X3": 0.80341, "Y3": 0.5698, "X4": 0.7772, "Y4": 0.5698, "page": 0, "Index": 148}, {"Word": "potential.", "Confidence": 0.884, "X1": 0.05636, "Y1": 0.5712, "X2": 0.14286, "Y2": 0.571, "X3": 0.14286, "Y3": 0.5828, "X4": 0.05636, "Y4": 0.5828, "page": 0, "Index": 149}, {"Word": "process", "Confidence": 0.994, "X1": 0.519, "Y1": 0.5712, "X2": 0.57929, "Y2": 0.571, "X3": 0.57798, "Y3": 0.5838, "X4": 0.519, "Y4": 0.5838, "page": 0, "Index": 150}, {"Word": "average", "Confidence": 0.995, "X1": 0.58716, "Y1": 0.5722, "X2": 0.64875, "Y2": 0.572, "X3": 0.64744, "Y3": 0.5838, "X4": 0.58585, "Y4": 0.5838, "page": 0, "Index": 151}, {"Word": "and", "Confidence": 0.998, "X1": 0.65662, "Y1": 0.5722, "X2": 0.68414, "Y2": 0.572, "X3": 0.68283, "Y3": 0.5838, "X4": 0.65531, "Y4": 0.5838, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.69069, "Y1": 0.5722, "X2": 0.71953, "Y2": 0.572, "X3": 0.71691, "Y3": 0.5838, "X4": 0.68938, "Y4": 0.5838, "page": 0, "Index": 153}, {"Word": "(USL", "Confidence": 0.909, "X1": 0.09305, "Y1": 0.5852, "X2": 0.12451, "Y2": 0.585, "X3": 0.12451, "Y3": 0.5968, "X4": 0.09174, "Y4": 0.5968, "page": 0, "Index": 154}, {"Word": "-", "Confidence": 0.89, "X1": 0.13237, "Y1": 0.5852, "X2": 0.14286, "Y2": 0.585, "X3": 0.14155, "Y3": 0.5968, "X4": 0.13237, "Y4": 0.5968, "page": 0, "Index": 155}, {"Word": "LSL)", "Confidence": 0.615, "X1": 0.1481, "Y1": 0.5842, "X2": 0.1848, "Y2": 0.584, "X3": 0.1848, "Y3": 0.5968, "X4": 0.1481, "Y4": 0.5968, "page": 0, "Index": 156}, {"Word": "/", "Confidence": 0.994, "X1": 0.19266, "Y1": 0.5842, "X2": 0.20183, "Y2": 0.584, "X3": 0.20183, "Y3": 0.5978, "X4": 0.19135, "Y4": 0.5978, "page": 0, "Index": 157}, {"Word": "(6", "Confidence": 0.955, "X1": 0.21101, "Y1": 0.5842, "X2": 0.22936, "Y2": 0.584, "X3": 0.22936, "Y3": 0.5978, "X4": 0.21101, "Y4": 0.5978, "page": 0, "Index": 158}, {"Word": ".", "Confidence": 0.01, "X1": 0.23591, "Y1": 0.5842, "X2": 0.2464, "Y2": 0.584, "X3": 0.24509, "Y3": 0.5978, "X4": 0.23591, "Y4": 0.5978, "page": 0, "Index": 159}, {"Word": "specification", "Confidence": 0.71, "X1": 0.519, "Y1": 0.5852, "X2": 0.63041, "Y2": 0.585, "X3": 0.6291, "Y3": 0.5978, "X4": 0.519, "Y4": 0.5988, "page": 0, "Index": 160}, {"Word": "STDEV)", "Confidence": 0.934, "X1": 0.25164, "Y1": 0.5852, "X2": 0.30406, "Y2": 0.585, "X3": 0.30406, "Y3": 0.5988, "X4": 0.25164, "Y4": 0.5978, "page": 0, "Index": 161}, {"Word": "limite.", "Confidence": 0.665, "X1": 0.63827, "Y1": 0.5872, "X2": 0.70118, "Y2": 0.587, "X3": 0.70118, "Y3": 0.5988, "X4": 0.63696, "Y4": 0.5978, "page": 0, "Index": 162}, {"Word": "Desired", "Confidence": 0.929, "X1": 0.05374, "Y1": 0.5992, "X2": 0.11533, "Y2": 0.599, "X3": 0.11533, "Y3": 0.6118, "X4": 0.05374, "Y4": 0.6128, "page": 0, "Index": 163}, {"Word": "value", "Confidence": 0.991, "X1": 0.12189, "Y1": 0.5992, "X2": 0.16776, "Y2": 0.599, "X3": 0.16645, "Y3": 0.6118, "X4": 0.12189, "Y4": 0.6118, "page": 0, "Index": 164}, {"Word": "is", "Confidence": 0.783, "X1": 0.17431, "Y1": 0.6002, "X2": 0.19266, "Y2": 0.6, "X3": 0.19135, "Y3": 0.6118, "X4": 0.173, "Y4": 0.6118, "page": 0, "Index": 165}, {"Word": ">", "Confidence": 0.934, "X1": 0.20052, "Y1": 0.6002, "X2": 0.2097, "Y2": 0.6, "X3": 0.2097, "Y3": 0.6118, "X4": 0.19921, "Y4": 0.6118, "page": 0, "Index": 166}, {"Word": "1.33", "Confidence": 0.987, "X1": 0.21756, "Y1": 0.6002, "X2": 0.25426, "Y2": 0.6, "X3": 0.25295, "Y3": 0.6128, "X4": 0.21756, "Y4": 0.6118, "page": 0, "Index": 167}, {"Word": "The", "Confidence": 0.998, "X1": 0.519, "Y1": 0.6012, "X2": 0.54522, "Y2": 0.601, "X3": 0.54391, "Y3": 0.6128, "X4": 0.519, "Y4": 0.6128, "page": 0, "Index": 168}, {"Word": "lesser", "Confidence": 0.608, "X1": 0.55177, "Y1": 0.6012, "X2": 0.60419, "Y2": 0.601, "X3": 0.60288, "Y3": 0.6128, "X4": 0.55177, "Y4": 0.6128, "page": 0, "Index": 169}, {"Word": "of", "Confidence": 0.996, "X1": 0.61075, "Y1": 0.6012, "X2": 0.6291, "Y2": 0.601, "X3": 0.62779, "Y3": 0.6128, "X4": 0.61075, "Y4": 0.6128, "page": 0, "Index": 170}, {"Word": ":", "Confidence": 0.784, "X1": 0.63172, "Y1": 0.6022, "X2": 0.63958, "Y2": 0.602, "X3": 0.63827, "Y3": 0.6128, "X4": 0.63041, "Y4": 0.6128, "page": 0, "Index": 171}, {"Word": "(USL", "Confidence": 0.981, "X1": 0.55439, "Y1": 0.6152, "X2": 0.58716, "Y2": 0.615, "X3": 0.58716, "Y3": 0.6278, "X4": 0.55439, "Y4": 0.6268, "page": 0, "Index": 172}, {"Word": "-", "Confidence": 0.996, "X1": 0.59371, "Y1": 0.6152, "X2": 0.60419, "Y2": 0.615, "X3": 0.60419, "Y3": 0.6278, "X4": 0.59371, "Y4": 0.6278, "page": 0, "Index": 173}, {"Word": "AVE)", "Confidence": 0.983, "X1": 0.61075, "Y1": 0.6152, "X2": 0.64744, "Y2": 0.615, "X3": 0.64744, "Y3": 0.6278, "X4": 0.61075, "Y4": 0.6278, "page": 0, "Index": 174}, {"Word": "/", "Confidence": 0.995, "X1": 0.65531, "Y1": 0.6152, "X2": 0.66579, "Y2": 0.615, "X3": 0.66448, "Y3": 0.6278, "X4": 0.65531, "Y4": 0.6278, "page": 0, "Index": 175}, {"Word": "(3", "Confidence": 0.888, "X1": 0.67366, "Y1": 0.6152, "X2": 0.69201, "Y2": 0.615, "X3": 0.69069, "Y3": 0.6278, "X4": 0.67366, "Y4": 0.6278, "page": 0, "Index": 176}, {"Word": ".", "Confidence": 0.199, "X1": 0.69987, "Y1": 0.6152, "X2": 0.70904, "Y2": 0.615, "X3": 0.70904, "Y3": 0.6278, "X4": 0.69856, "Y4": 0.6278, "page": 0, "Index": 177}, {"Word": "STDEV)", "Confidence": 0.738, "X1": 0.7156, "Y1": 0.6152, "X2": 0.76933, "Y2": 0.615, "X3": 0.76802, "Y3": 0.6278, "X4": 0.71429, "Y4": 0.6278, "page": 0, "Index": 178}, {"Word": "or", "Confidence": 0.971, "X1": 0.64613, "Y1": 0.6322, "X2": 0.66317, "Y2": 0.632, "X3": 0.66186, "Y3": 0.6408, "X4": 0.64613, "Y4": 0.6398, "page": 0, "Index": 179}, {"Word": "(AVE", "Confidence": 0.665, "X1": 0.5557, "Y1": 0.6442, "X2": 0.58847, "Y2": 0.644, "X3": 0.58716, "Y3": 0.6568, "X4": 0.55439, "Y4": 0.6568, "page": 0, "Index": 180}, {"Word": "-", "Confidence": 0.675, "X1": 0.59371, "Y1": 0.6442, "X2": 0.60419, "Y2": 0.644, "X3": 0.60288, "Y3": 0.6568, "X4": 0.5924, "Y4": 0.6568, "page": 0, "Index": 181}, {"Word": "LSL)", "Confidence": 0.982, "X1": 0.60944, "Y1": 0.6442, "X2": 0.64744, "Y2": 0.644, "X3": 0.64613, "Y3": 0.6568, "X4": 0.60944, "Y4": 0.6568, "page": 0, "Index": 182}, {"Word": "/", "Confidence": 0.994, "X1": 0.65531, "Y1": 0.6442, "X2": 0.66448, "Y2": 0.644, "X3": 0.66448, "Y3": 0.6568, "X4": 0.654, "Y4": 0.6568, "page": 0, "Index": 183}, {"Word": "(3", "Confidence": 0.991, "X1": 0.67366, "Y1": 0.6442, "X2": 0.69069, "Y2": 0.644, "X3": 0.69069, "Y3": 0.6568, "X4": 0.67235, "Y4": 0.6568, "page": 0, "Index": 184}, {"Word": ".", "Confidence": 0.08, "X1": 0.69856, "Y1": 0.6442, "X2": 0.70904, "Y2": 0.644, "X3": 0.70773, "Y3": 0.6578, "X4": 0.69725, "Y4": 0.6578, "page": 0, "Index": 185}, {"Word": "STDEV)", "Confidence": 0.627, "X1": 0.71429, "Y1": 0.6452, "X2": 0.76933, "Y2": 0.645, "X3": 0.76802, "Y3": 0.6588, "X4": 0.71429, "Y4": 0.6578, "page": 0, "Index": 186}, {"Word": "Desired", "Confidence": 0.934, "X1": 0.51638, "Y1": 0.6592, "X2": 0.57929, "Y2": 0.659, "X3": 0.57798, "Y3": 0.6718, "X4": 0.51507, "Y4": 0.6718, "page": 0, "Index": 187}, {"Word": "value", "Confidence": 0.994, "X1": 0.58453, "Y1": 0.6592, "X2": 0.63041, "Y2": 0.659, "X3": 0.6291, "Y3": 0.6718, "X4": 0.58322, "Y4": 0.6718, "page": 0, "Index": 188}, {"Word": "is", "Confidence": 0.259, "X1": 0.63696, "Y1": 0.6592, "X2": 0.65531, "Y2": 0.659, "X3": 0.654, "Y3": 0.6718, "X4": 0.63565, "Y4": 0.6718, "page": 0, "Index": 189}, {"Word": ">", "Confidence": 0.959, "X1": 0.66317, "Y1": 0.6592, "X2": 0.67366, "Y2": 0.659, "X3": 0.67235, "Y3": 0.6718, "X4": 0.66186, "Y4": 0.6718, "page": 0, "Index": 190}, {"Word": "1.0", "Confidence": 0.958, "X1": 0.68152, "Y1": 0.6592, "X2": 0.70773, "Y2": 0.659, "X3": 0.70642, "Y3": 0.6728, "X4": 0.68021, "Y4": 0.6728, "page": 0, "Index": 191}, {"Word": "52141", "Confidence": 0.993, "X1": 0.96068, "Y1": 0.8812, "X2": 0.9633, "Y2": 0.881, "X3": 0.94364, "Y3": 0.8828, "X4": 0.94102, "Y4": 0.8388, "page": 0, "Index": 192}, {"Word": "3163", "Confidence": 0.989, "X1": 0.9633, "Y1": 0.9262, "X2": 0.96592, "Y2": 0.926, "X3": 0.94626, "Y3": 0.9268, "X4": 0.94364, "Y4": 0.8918, "page": 0, "Index": 193}, {"Word": "-------", "Confidence": 0.619, "X1": 0.93578, "Y1": 0.9512, "X2": 0.94233, "Y2": 0.951, "X3": 0.93185, "Y3": 0.9518, "X4": 0.92661, "Y4": 0.8828, "page": 0, "Index": 194}]}
"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"
ffmk0232
4
{"lines_data": [{"Word": "6-29 MOISTURE", "Confidence": 0.7915, "X1": 0.34166, "Y1": 0.0572, "X2": 0.523, "Y2": 0.057, "X3": 0.523, "Y3": 0.0728, "X4": 0.34166, "Y4": 0.0728, "page": 0}, {"Word": "WE 10-DEC-95", "Confidence": 0.9675, "X1": 0.34166, "Y1": 0.0742, "X2": 0.50986, "Y2": 0.074, "X3": 0.50986, "Y3": 0.0898, "X4": 0.34166, "Y4": 0.0898, "page": 0}, {"Word": "PLANT 603", "Confidence": 0.996, "X1": 0.36794, "Y1": 0.0912, "X2": 0.4954, "Y2": 0.091, "X3": 0.4954, "Y3": 0.1088, "X4": 0.36794, "Y4": 0.1088, "page": 0}, {"Word": "-- 1", "Confidence": 0.7655, "X1": 0.64389, "Y1": 0.1372, "X2": 0.67674, "Y2": 0.137, "X3": 0.67674, "Y3": 0.1498, "X4": 0.64389, "Y4": 0.1488, "page": 0}, {"Word": "00-+", "Confidence": 0.219, "X1": 0.10907, "Y1": 0.1632, "X2": 0.14323, "Y2": 0.163, "X3": 0.1406, "Y3": 0.1738, "X4": 0.10775, "Y4": 0.1738, "page": 0}, {"Word": "LOL.", "Confidence": 0.19, "X1": 0.29961, "Y1": 0.2052, "X2": 0.32589, "Y2": 0.205, "X3": 0.32589, "Y3": 0.2168, "X4": 0.29961, "Y4": 0.2168, "page": 0}, {"Word": "20-", "Confidence": 0.217, "X1": 0.10512, "Y1": 0.2452, "X2": 0.13798, "Y2": 0.245, "X3": 0.13535, "Y3": 0.2558, "X4": 0.10512, "Y4": 0.2548, "page": 0}, {"Word": "10+", "Confidence": 0.289, "X1": 0.10907, "Y1": 0.2702, "X2": 0.1406, "Y2": 0.27, "X3": 0.13929, "Y3": 0.2828, "X4": 0.10775, "Y4": 0.2828, "page": 0}, {"Word": "TARBET", "Confidence": 0.668, "X1": 0.40079, "Y1": 0.2842, "X2": 0.45598, "Y2": 0.284, "X3": 0.45598, "Y3": 0.2978, "X4": 0.39947, "Y4": 0.2968, "page": 0}, {"Word": "10", "Confidence": 0.969, "X1": 0.30092, "Y1": 0.3112, "X2": 0.32326, "Y2": 0.311, "X3": 0.32326, "Y3": 0.3218, "X4": 0.30092, "Y4": 0.3208, "page": 0}, {"Word": "3 32 13", "Confidence": 0.49033, "X1": 0.32589, "Y1": 0.3092, "X2": 0.51774, "Y2": 0.309, "X3": 0.51643, "Y3": 0.3248, "X4": 0.32589, "Y4": 0.3238, "page": 0}, {"Word": "14", "Confidence": 0.924, "X1": 0.53614, "Y1": 0.3112, "X2": 0.56242, "Y2": 0.311, "X3": 0.56242, "Y3": 0.3218, "X4": 0.53614, "Y4": 0.3228, "page": 0}, {"Word": "MOZOTURE, %", "Confidence": 0.6455, "X1": 0.37714, "Y1": 0.3382, "X2": 0.47963, "Y2": 0.338, "X3": 0.48095, "Y3": 0.3528, "X4": 0.37714, "Y4": 0.3538, "page": 0}, {"Word": "13.81.", "Confidence": 0.353, "X1": 0.10381, "Y1": 0.4042, "X2": 0.16557, "Y2": 0.404, "X3": 0.16557, "Y3": 0.4158, "X4": 0.10381, "Y4": 0.4178, "page": 0}, {"Word": "18.0+", "Confidence": 0.627, "X1": 0.10644, "Y1": 0.4272, "X2": 0.15769, "Y2": 0.427, "X3": 0.15769, "Y3": 0.4398, "X4": 0.10512, "Y4": 0.4408, "page": 0}, {"Word": "E", "Confidence": 0.658, "X1": 0.08016, "Y1": 0.4432, "X2": 0.0933, "Y2": 0.443, "X3": 0.09461, "Y3": 0.4518, "X4": 0.08016, "Y4": 0.4528, "page": 0}, {"Word": "R", "Confidence": 0.991, "X1": 0.07884, "Y1": 0.4552, "X2": 0.09593, "Y2": 0.455, "X3": 0.09593, "Y3": 0.4648, "X4": 0.07884, "Y4": 0.4658, "page": 0}, {"Word": "A", "Confidence": 0.597, "X1": 0.07884, "Y1": 0.4662, "X2": 0.09461, "Y2": 0.466, "X3": 0.09593, "Y3": 0.4758, "X4": 0.07884, "Y4": 0.4768, "page": 0}, {"Word": "12.0", "Confidence": 0.919, "X1": 0.10512, "Y1": 0.4762, "X2": 0.14323, "Y2": 0.476, "X3": 0.14323, "Y3": 0.4878, "X4": 0.10512, "Y4": 0.4888, "page": 0}, {"Word": "E", "Confidence": 0.57, "X1": 0.08016, "Y1": 0.4912, "X2": 0.0933, "Y2": 0.491, "X3": 0.0933, "Y3": 0.4978, "X4": 0.08016, "Y4": 0.4978, "page": 0}, {"Word": "11.8+", "Confidence": 0.498, "X1": 0.1025, "Y1": 0.5002, "X2": 0.15769, "Y2": 0.5, "X3": 0.159, "Y3": 0.5128, "X4": 0.1025, "Y4": 0.5138, "page": 0}, {"Word": "10.8 --", "Confidence": 0.325, "X1": 0.10381, "Y1": 0.5502, "X2": 0.16032, "Y2": 0.55, "X3": 0.16032, "Y3": 0.5608, "X4": 0.10381, "Y4": 0.5618, "page": 0}, {"Word": "10.0.4+/-", "Confidence": 0.22, "X1": 0.1025, "Y1": 0.5732, "X2": 0.1958, "Y2": 0.573, "X3": 0.1958, "Y3": 0.5858, "X4": 0.10381, "Y4": 0.5868, "page": 0}, {"Word": "(03/26/95)", "Confidence": 0.691, "X1": 0.32194, "Y1": 0.5872, "X2": 0.32326, "Y2": 0.587, "X3": 0.34166, "Y3": 0.5868, "X4": 0.33903, "Y4": 0.6528, "page": 0}, {"Word": "(8/10/10)", "Confidence": 0.435, "X1": 0.159, "Y1": 0.6522, "X2": 0.16032, "Y2": 0.652, "X3": 0.1406, "Y3": 0.6518, "X4": 0.1406, "Y4": 0.5868, "page": 0}, {"Word": "(96/90/60)", "Confidence": 0.475, "X1": 0.29566, "Y1": 0.6522, "X2": 0.29435, "Y2": 0.652, "X3": 0.27727, "Y3": 0.6518, "X4": 0.27727, "Y4": 0.5868, "page": 0}, {"Word": "(88/46/90)", "Confidence": 0.168, "X1": 0.4297, "Y1": 0.6532, "X2": 0.4297, "Y2": 0.653, "X3": 0.41393, "Y3": 0.6528, "X4": 0.41393, "Y4": 0.5888, "page": 0}, {"Word": "(08/82/20)", "Confidence": 0.177, "X1": 0.47569, "Y1": 0.6522, "X2": 0.47438, "Y2": 0.652, "X3": 0.45861, "Y3": 0.6518, "X4": 0.45861, "Y4": 0.5878, "page": 0}, {"Word": "(96/81/90)", "Confidence": 0.126, "X1": 0.52168, "Y1": 0.6542, "X2": 0.52037, "Y2": 0.654, "X3": 0.50329, "Y3": 0.6538, "X4": 0.5046, "Y4": 0.5878, "page": 0}, {"Word": "(ca/60/20)", "Confidence": 0.234, "X1": 0.56636, "Y1": 0.6542, "X2": 0.56636, "Y2": 0.654, "X3": 0.54665, "Y3": 0.6538, "X4": 0.54796, "Y4": 0.5888, "page": 0}, {"Word": "(96/06/20)", "Confidence": 0.273, "X1": 0.61104, "Y1": 0.6542, "X2": 0.60972, "Y2": 0.654, "X3": 0.59133, "Y3": 0.6538, "X4": 0.59133, "Y4": 0.5868, "page": 0}, {"Word": "(06/02/20)", "Confidence": 0.609, "X1": 0.6544, "Y1": 0.6552, "X2": 0.65703, "Y2": 0.655, "X3": 0.63863, "Y3": 0.6548, "X4": 0.63601, "Y4": 0.5848, "page": 0}, {"Word": "(8/01/60)", "Confidence": 0.361, "X1": 0.70302, "Y1": 0.6552, "X2": 0.70171, "Y2": 0.655, "X3": 0.68331, "Y3": 0.6548, "X4": 0.68331, "Y4": 0.5878, "page": 0}, {"Word": "(96/28/01)", "Confidence": 0.44, "X1": 0.79369, "Y1": 0.6562, "X2": 0.79238, "Y2": 0.656, "X3": 0.77398, "Y3": 0.6558, "X4": 0.77398, "Y4": 0.5898, "page": 0}, {"Word": "(06/60/233", "Confidence": 0.202, "X1": 0.88568, "Y1": 0.6562, "X2": 0.88305, "Y2": 0.656, "X3": 0.86465, "Y3": 0.6548, "X4": 0.86597, "Y4": 0.5848, "page": 0}, {"Word": "WE DATE", "Confidence": 0.5265, "X1": 0.48357, "Y1": 0.6702, "X2": 0.56505, "Y2": 0.67, "X3": 0.56505, "Y3": 0.6838, "X4": 0.48357, "Y4": 0.6848, "page": 0}, {"Word": "MT11", "Confidence": 0.34, "X1": 0.32326, "Y1": 0.7052, "X2": 0.39553, "Y2": 0.705, "X3": 0.39553, "Y3": 0.7168, "X4": 0.32326, "Y4": 0.7178, "page": 0}, {"Word": "1.80 -*", "Confidence": 0.641, "X1": 0.09987, "Y1": 0.7132, "X2": 0.159, "Y2": 0.713, "X3": 0.159, "Y3": 0.7238, "X4": 0.09987, "Y4": 0.7238, "page": 0}, {"Word": "MITITT", "Confidence": 0.784, "X1": 0.68988, "Y1": 0.7072, "X2": 0.78712, "Y2": 0.707, "X3": 0.78712, "Y3": 0.7188, "X4": 0.68988, "Y4": 0.7168, "page": 0}, {"Word": "1.35 +", "Confidence": 0.4265, "X1": 0.09855, "Y1": 0.7252, "X2": 0.159, "Y2": 0.725, "X3": 0.159, "Y3": 0.7348, "X4": 0.09987, "Y4": 0.7368, "page": 0}, {"Word": "1.05 -*", "Confidence": 0.442, "X1": 0.10118, "Y1": 0.7482, "X2": 0.159, "Y2": 0.748, "X3": 0.159, "Y3": 0.7568, "X4": 0.10118, "Y4": 0.7578, "page": 0}, {"Word": "0.90*", "Confidence": 0.546, "X1": 0.10118, "Y1": 0.7592, "X2": 0.15637, "Y2": 0.759, "X3": 0.15637, "Y3": 0.7688, "X4": 0.10118, "Y4": 0.7688, "page": 0}, {"Word": "0.78-", "Confidence": 0.605, "X1": 0.10118, "Y1": 0.7712, "X2": 0.15375, "Y2": 0.771, "X3": 0.15375, "Y3": 0.7798, "X4": 0.10118, "Y4": 0.7808, "page": 0}, {"Word": "0.80-F", "Confidence": 0.211, "X1": 0.09987, "Y1": 0.7812, "X2": 0.15769, "Y2": 0.781, "X3": 0.15769, "Y3": 0.7898, "X4": 0.09987, "Y4": 0.7918, "page": 0}, {"Word": "0.45++", "Confidence": 0.331, "X1": 0.10118, "Y1": 0.7912, "X2": 0.15637, "Y2": 0.791, "X3": 0.15637, "Y3": 0.8018, "X4": 0.10118, "Y4": 0.8038, "page": 0}, {"Word": "0.80-1.", "Confidence": 0.164, "X1": 0.10118, "Y1": 0.8022, "X2": 0.15375, "Y2": 0.802, "X3": 0.15506, "Y3": 0.8118, "X4": 0.10118, "Y4": 0.8148, "page": 0}, {"Word": "0.10", "Confidence": 0.638, "X1": 0.10118, "Y1": 0.8152, "X2": 0.14192, "Y2": 0.815, "X3": 0.14192, "Y3": 0.8248, "X4": 0.10118, "Y4": 0.8248, "page": 0}, {"Word": ".H.", "Confidence": 0.211, "X1": 0.64915, "Y1": 0.8252, "X2": 0.68331, "Y2": 0.825, "X3": 0.68463, "Y3": 0.8368, "X4": 0.64915, "Y4": 0.8368, "page": 0}, {"Word": "(08/22/10)", "Confidence": 0.259, "X1": 0.20237, "Y1": 0.9022, "X2": 0.20237, "Y2": 0.902, "X3": 0.18265, "Y3": 0.9018, "X4": 0.18265, "Y4": 0.8378, "page": 0}, {"Word": "(6/21/20)", "Confidence": 0.218, "X1": 0.24836, "Y1": 0.9042, "X2": 0.24573, "Y2": 0.904, "X3": 0.22602, "Y3": 0.9028, "X4": 0.22733, "Y4": 0.8368, "page": 0}, {"Word": "(96/90/10)", "Confidence": 0.374, "X1": 0.29304, "Y1": 0.9042, "X2": 0.29304, "Y2": 0.904, "X3": 0.27332, "Y3": 0.9038, "X4": 0.27332, "Y4": 0.8378, "page": 0}, {"Word": "(96/92/60)", "Confidence": 0.624, "X1": 0.33771, "Y1": 0.9042, "X2": 0.3364, "Y2": 0.904, "X3": 0.31932, "Y3": 0.9038, "X4": 0.32063, "Y4": 0.8378, "page": 0}, {"Word": "(98/98/70)", "Confidence": 0.594, "X1": 0.38502, "Y1": 0.9042, "X2": 0.38108, "Y2": 0.904, "X3": 0.36399, "Y3": 0.9038, "X4": 0.36662, "Y4": 0.8368, "page": 0}, {"Word": "(96/20/20)", "Confidence": 0.672, "X1": 0.42576, "Y1": 0.9032, "X2": 0.42707, "Y2": 0.903, "X3": 0.40999, "Y3": 0.9028, "X4": 0.40867, "Y4": 0.8378, "page": 0}, {"Word": "(08/81/20)", "Confidence": 0.205, "X1": 0.51905, "Y1": 0.9072, "X2": 0.51643, "Y2": 0.907, "X3": 0.49803, "Y3": 0.9058, "X4": 0.50066, "Y4": 0.8388, "page": 0}, {"Word": "+ (98/60/20)", "Confidence": 0.329, "X1": 0.5611, "Y1": 0.9052, "X2": 0.56373, "Y2": 0.905, "X3": 0.54402, "Y3": 0.9058, "X4": 0.54271, "Y4": 0.8278, "page": 0}, {"Word": "(96/08/20)", "Confidence": 0.329, "X1": 0.60972, "Y1": 0.9062, "X2": 0.6071, "Y2": 0.906, "X3": 0.5887, "Y3": 0.9058, "X4": 0.59001, "Y4": 0.8338, "page": 0}, {"Word": "(98/02/00)", "Confidence": 0.343, "X1": 0.65177, "Y1": 0.9062, "X2": 0.65177, "Y2": 0.906, "X3": 0.63338, "Y3": 0.9058, "X4": 0.63338, "Y4": 0.8348, "page": 0}, {"Word": "(88/07/60)", "Confidence": 0.194, "X1": 0.69645, "Y1": 0.9062, "X2": 0.69908, "Y2": 0.906, "X3": 0.68068, "Y3": 0.9058, "X4": 0.67937, "Y4": 0.8348, "page": 0}, {"Word": "(C5/8/73)", "Confidence": 0.109, "X1": 0.83574, "Y1": 0.9082, "X2": 0.83443, "Y2": 0.908, "X3": 0.81472, "Y3": 0.9078, "X4": 0.81603, "Y4": 0.8338, "page": 0}, {"Word": "52141 3166", "Confidence": 0.854, "X1": 0.98686, "Y1": 0.9252, "X2": 0.99212, "Y2": 0.925, "X3": 0.97109, "Y3": 0.9258, "X4": 0.96583, "Y4": 0.8328, "page": 0}, {"Word": "W/E DATE", "Confidence": 0.8095, "X1": 0.48095, "Y1": 0.9212, "X2": 0.56242, "Y2": 0.921, "X3": 0.56242, "Y3": 0.9338, "X4": 0.48095, "Y4": 0.9348, "page": 0}], "words_data": [{"Word": "6-29", "Confidence": 0.613, "X1": 0.34166, "Y1": 0.0572, "X2": 0.39422, "Y2": 0.057, "X3": 0.39553, "Y3": 0.0738, "X4": 0.34297, "Y4": 0.0728, "page": 0, "Index": 0}, {"Word": "MOISTURE", "Confidence": 0.97, "X1": 0.40604, "Y1": 0.0582, "X2": 0.51643, "Y2": 0.058, "X3": 0.51643, "Y3": 0.0738, "X4": 0.40604, "Y4": 0.0738, "page": 0, "Index": 1}, {"Word": "WE", "Confidence": 0.941, "X1": 0.34297, "Y1": 0.0742, "X2": 0.36662, "Y2": 0.074, "X3": 0.36662, "Y3": 0.0908, "X4": 0.34297, "Y4": 0.0908, "page": 0, "Index": 2}, {"Word": "10-DEC-95", "Confidence": 0.994, "X1": 0.38239, "Y1": 0.0752, "X2": 0.50329, "Y2": 0.075, "X3": 0.50329, "Y3": 0.0908, "X4": 0.38239, "Y4": 0.0908, "page": 0, "Index": 3}, {"Word": "PLANT", "Confidence": 0.994, "X1": 0.36794, "Y1": 0.0922, "X2": 0.43627, "Y2": 0.092, "X3": 0.43627, "Y3": 0.1088, "X4": 0.36794, "Y4": 0.1088, "page": 0, "Index": 4}, {"Word": "603", "Confidence": 0.998, "X1": 0.44941, "Y1": 0.0922, "X2": 0.49146, "Y2": 0.092, "X3": 0.49014, "Y3": 0.1098, "X4": 0.44941, "Y4": 0.1088, "page": 0, "Index": 5}, {"Word": "--", "Confidence": 0.644, "X1": 0.64652, "Y1": 0.1372, "X2": 0.6636, "Y2": 0.137, "X3": 0.6636, "Y3": 0.1498, "X4": 0.64652, "Y4": 0.1498, "page": 0, "Index": 6}, {"Word": "1", "Confidence": 0.887, "X1": 0.66754, "Y1": 0.1372, "X2": 0.67543, "Y2": 0.137, "X3": 0.67543, "Y3": 0.1498, "X4": 0.66623, "Y4": 0.1498, "page": 0, "Index": 7}, {"Word": "00-+", "Confidence": 0.219, "X1": 0.10775, "Y1": 0.1622, "X2": 0.13929, "Y2": 0.162, "X3": 0.13929, "Y3": 0.1738, "X4": 0.10775, "Y4": 0.1728, "page": 0, "Index": 8}, {"Word": "LOL.", "Confidence": 0.19, "X1": 0.29961, "Y1": 0.2052, "X2": 0.32589, "Y2": 0.205, "X3": 0.32589, "Y3": 0.2168, "X4": 0.29961, "Y4": 0.2168, "page": 0, "Index": 9}, {"Word": "20-", "Confidence": 0.217, "X1": 0.10907, "Y1": 0.2452, "X2": 0.13403, "Y2": 0.245, "X3": 0.13403, "Y3": 0.2558, "X4": 0.10907, "Y4": 0.2548, "page": 0, "Index": 10}, {"Word": "10+", "Confidence": 0.289, "X1": 0.10775, "Y1": 0.2702, "X2": 0.13929, "Y2": 0.27, "X3": 0.13929, "Y3": 0.2828, "X4": 0.10775, "Y4": 0.2828, "page": 0, "Index": 11}, {"Word": "TARBET", "Confidence": 0.668, "X1": 0.4021, "Y1": 0.2852, "X2": 0.45729, "Y2": 0.285, "X3": 0.45598, "Y3": 0.2978, "X4": 0.4021, "Y4": 0.2968, "page": 0, "Index": 12}, {"Word": "10", "Confidence": 0.969, "X1": 0.30355, "Y1": 0.3112, "X2": 0.32194, "Y2": 0.311, "X3": 0.32194, "Y3": 0.3218, "X4": 0.30223, "Y4": 0.3218, "page": 0, "Index": 13}, {"Word": "3", "Confidence": 0.066, "X1": 0.35874, "Y1": 0.3092, "X2": 0.37188, "Y2": 0.309, "X3": 0.37188, "Y3": 0.3248, "X4": 0.35874, "Y4": 0.3248, "page": 0, "Index": 14}, {"Word": "32", "Confidence": 0.607, "X1": 0.41919, "Y1": 0.3102, "X2": 0.44152, "Y2": 0.31, "X3": 0.44152, "Y3": 0.3248, "X4": 0.41787, "Y4": 0.3248, "page": 0, "Index": 15}, {"Word": "13", "Confidence": 0.798, "X1": 0.47832, "Y1": 0.3112, "X2": 0.50197, "Y2": 0.311, "X3": 0.50197, "Y3": 0.3248, "X4": 0.47832, "Y4": 0.3248, "page": 0, "Index": 16}, {"Word": "14", "Confidence": 0.924, "X1": 0.54271, "Y1": 0.3112, "X2": 0.5611, "Y2": 0.311, "X3": 0.5611, "Y3": 0.3228, "X4": 0.54271, "Y4": 0.3228, "page": 0, "Index": 17}, {"Word": "MOZOTURE,", "Confidence": 0.631, "X1": 0.37976, "Y1": 0.3392, "X2": 0.45992, "Y2": 0.339, "X3": 0.46124, "Y3": 0.3528, "X4": 0.38108, "Y4": 0.3538, "page": 0, "Index": 18}, {"Word": "%", "Confidence": 0.66, "X1": 0.46386, "Y1": 0.3392, "X2": 0.47569, "Y2": 0.339, "X3": 0.47569, "Y3": 0.3538, "X4": 0.46386, "Y4": 0.3528, "page": 0, "Index": 19}, {"Word": "13.81.", "Confidence": 0.353, "X1": 0.10644, "Y1": 0.4042, "X2": 0.16557, "Y2": 0.404, "X3": 0.16294, "Y3": 0.4158, "X4": 0.10381, "Y4": 0.4178, "page": 0, "Index": 20}, {"Word": "18.0+", "Confidence": 0.627, "X1": 0.10512, "Y1": 0.4272, "X2": 0.15637, "Y2": 0.427, "X3": 0.15637, "Y3": 0.4408, "X4": 0.10512, "Y4": 0.4408, "page": 0, "Index": 21}, {"Word": "E", "Confidence": 0.658, "X1": 0.08147, "Y1": 0.4432, "X2": 0.08804, "Y2": 0.443, "X3": 0.08936, "Y3": 0.4528, "X4": 0.08147, "Y4": 0.4528, "page": 0, "Index": 22}, {"Word": "R", "Confidence": 0.991, "X1": 0.08016, "Y1": 0.4552, "X2": 0.08804, "Y2": 0.455, "X3": 0.08936, "Y3": 0.4658, "X4": 0.08016, "Y4": 0.4658, "page": 0, "Index": 23}, {"Word": "A", "Confidence": 0.597, "X1": 0.0841, "Y1": 0.4662, "X2": 0.0933, "Y2": 0.466, "X3": 0.09461, "Y3": 0.4758, "X4": 0.0841, "Y4": 0.4768, "page": 0, "Index": 24}, {"Word": "E", "Confidence": 0.57, "X1": 0.08147, "Y1": 0.4912, "X2": 0.08673, "Y2": 0.491, "X3": 0.08673, "Y3": 0.4978, "X4": 0.08147, "Y4": 0.4978, "page": 0, "Index": 25}, {"Word": "12.0", "Confidence": 0.919, "X1": 0.10512, "Y1": 0.4762, "X2": 0.1406, "Y2": 0.476, "X3": 0.1406, "Y3": 0.4888, "X4": 0.10512, "Y4": 0.4888, "page": 0, "Index": 26}, {"Word": "11.8+", "Confidence": 0.498, "X1": 0.10512, "Y1": 0.5012, "X2": 0.15506, "Y2": 0.501, "X3": 0.15506, "Y3": 0.5138, "X4": 0.10381, "Y4": 0.5148, "page": 0, "Index": 27}, {"Word": "10.8", "Confidence": 0.605, "X1": 0.10512, "Y1": 0.5512, "X2": 0.13798, "Y2": 0.551, "X3": 0.13798, "Y3": 0.5618, "X4": 0.10512, "Y4": 0.5618, "page": 0, "Index": 28}, {"Word": "--", "Confidence": 0.045, "X1": 0.1406, "Y1": 0.5502, "X2": 0.15637, "Y2": 0.55, "X3": 0.15637, "Y3": 0.5618, "X4": 0.1406, "Y4": 0.5618, "page": 0, "Index": 29}, {"Word": "10.0.4+/-", "Confidence": 0.22, "X1": 0.10381, "Y1": 0.5742, "X2": 0.19185, "Y2": 0.574, "X3": 0.19185, "Y3": 0.5868, "X4": 0.10381, "Y4": 0.5868, "page": 0, "Index": 30}, {"Word": "(03/26/95)", "Confidence": 0.691, "X1": 0.32326, "Y1": 0.5882, "X2": 0.32326, "Y2": 0.588, "X3": 0.34166, "Y3": 0.5878, "X4": 0.33903, "Y4": 0.6518, "page": 0, "Index": 31}, {"Word": "(8/10/10)", "Confidence": 0.435, "X1": 0.15769, "Y1": 0.6512, "X2": 0.16032, "Y2": 0.651, "X3": 0.1406, "Y3": 0.6508, "X4": 0.14192, "Y4": 0.5878, "page": 0, "Index": 32}, {"Word": "(96/90/60)", "Confidence": 0.475, "X1": 0.29566, "Y1": 0.6522, "X2": 0.29435, "Y2": 0.652, "X3": 0.27727, "Y3": 0.6508, "X4": 0.27727, "Y4": 0.5878, "page": 0, "Index": 33}, {"Word": "(88/46/90)", "Confidence": 0.168, "X1": 0.43101, "Y1": 0.6532, "X2": 0.4297, "Y2": 0.653, "X3": 0.41393, "Y3": 0.6518, "X4": 0.41393, "Y4": 0.5898, "page": 0, "Index": 34}, {"Word": "(08/82/20)", "Confidence": 0.177, "X1": 0.47569, "Y1": 0.6522, "X2": 0.47438, "Y2": 0.652, "X3": 0.45992, "Y3": 0.6518, "X4": 0.45992, "Y4": 0.5878, "page": 0, "Index": 35}, {"Word": "(96/81/90)", "Confidence": 0.126, "X1": 0.523, "Y1": 0.6522, "X2": 0.52168, "Y2": 0.652, "X3": 0.5046, "Y3": 0.6518, "X4": 0.50591, "Y4": 0.5878, "page": 0, "Index": 36}, {"Word": "(ca/60/20)", "Confidence": 0.234, "X1": 0.56636, "Y1": 0.6532, "X2": 0.56636, "Y2": 0.653, "X3": 0.54796, "Y3": 0.6518, "X4": 0.54928, "Y4": 0.5898, "page": 0, "Index": 37}, {"Word": "(96/06/20)", "Confidence": 0.273, "X1": 0.61104, "Y1": 0.6542, "X2": 0.61104, "Y2": 0.654, "X3": 0.59133, "Y3": 0.6528, "X4": 0.59264, "Y4": 0.5868, "page": 0, "Index": 38}, {"Word": "(06/02/20)", "Confidence": 0.609, "X1": 0.6544, "Y1": 0.6552, "X2": 0.65572, "Y2": 0.655, "X3": 0.63863, "Y3": 0.6528, "X4": 0.63601, "Y4": 0.5878, "page": 0, "Index": 39}, {"Word": "(8/01/60)", "Confidence": 0.361, "X1": 0.70302, "Y1": 0.6542, "X2": 0.70171, "Y2": 0.654, "X3": 0.68331, "Y3": 0.6518, "X4": 0.68463, "Y4": 0.5878, "page": 0, "Index": 40}, {"Word": "(96/28/01)", "Confidence": 0.44, "X1": 0.79369, "Y1": 0.6542, "X2": 0.79369, "Y2": 0.654, "X3": 0.7753, "Y3": 0.6538, "X4": 0.7753, "Y4": 0.5898, "page": 0, "Index": 41}, {"Word": "(06/60/233", "Confidence": 0.202, "X1": 0.88436, "Y1": 0.6552, "X2": 0.88436, "Y2": 0.655, "X3": 0.86465, "Y3": 0.6558, "X4": 0.86728, "Y4": 0.5888, "page": 0, "Index": 42}, {"Word": "WE", "Confidence": 0.07, "X1": 0.48489, "Y1": 0.6712, "X2": 0.5138, "Y2": 0.671, "X3": 0.51248, "Y3": 0.6848, "X4": 0.48357, "Y4": 0.6848, "page": 0, "Index": 43}, {"Word": "DATE", "Confidence": 0.983, "X1": 0.52168, "Y1": 0.6712, "X2": 0.5611, "Y2": 0.671, "X3": 0.55979, "Y3": 0.6848, "X4": 0.52037, "Y4": 0.6848, "page": 0, "Index": 44}, {"Word": "MT11", "Confidence": 0.34, "X1": 0.33246, "Y1": 0.7052, "X2": 0.39422, "Y2": 0.705, "X3": 0.39422, "Y3": 0.7178, "X4": 0.33377, "Y4": 0.7178, "page": 0, "Index": 45}, {"Word": "1.80", "Confidence": 0.853, "X1": 0.10118, "Y1": 0.7142, "X2": 0.13666, "Y2": 0.714, "X3": 0.13666, "Y3": 0.7238, "X4": 0.10118, "Y4": 0.7248, "page": 0, "Index": 46}, {"Word": "-*", "Confidence": 0.429, "X1": 0.13929, "Y1": 0.7142, "X2": 0.15769, "Y2": 0.714, "X3": 0.15769, "Y3": 0.7238, "X4": 0.13929, "Y4": 0.7238, "page": 0, "Index": 47}, {"Word": "MITITT", "Confidence": 0.784, "X1": 0.70171, "Y1": 0.7082, "X2": 0.78712, "Y2": 0.708, "X3": 0.78581, "Y3": 0.7188, "X4": 0.69908, "Y4": 0.7178, "page": 0, "Index": 48}, {"Word": "1.35", "Confidence": 0.853, "X1": 0.10118, "Y1": 0.7262, "X2": 0.13666, "Y2": 0.726, "X3": 0.13666, "Y3": 0.7358, "X4": 0.10118, "Y4": 0.7368, "page": 0, "Index": 49}, {"Word": "+", "Confidence": 0, "X1": 0.14323, "Y1": 0.7262, "X2": 0.15112, "Y2": 0.726, "X3": 0.15243, "Y3": 0.7358, "X4": 0.14455, "Y4": 0.7358, "page": 0, "Index": 50}, {"Word": "1.05", "Confidence": 0.841, "X1": 0.1025, "Y1": 0.7492, "X2": 0.13535, "Y2": 0.749, "X3": 0.13535, "Y3": 0.7578, "X4": 0.1025, "Y4": 0.7578, "page": 0, "Index": 51}, {"Word": "-*", "Confidence": 0.043, "X1": 0.13929, "Y1": 0.7482, "X2": 0.15637, "Y2": 0.748, "X3": 0.15769, "Y3": 0.7568, "X4": 0.13929, "Y4": 0.7578, "page": 0, "Index": 52}, {"Word": "0.90*", "Confidence": 0.546, "X1": 0.1025, "Y1": 0.7602, "X2": 0.15637, "Y2": 0.76, "X3": 0.15769, "Y3": 0.7688, "X4": 0.10118, "Y4": 0.7698, "page": 0, "Index": 53}, {"Word": "0.78-", "Confidence": 0.605, "X1": 0.10381, "Y1": 0.7712, "X2": 0.14717, "Y2": 0.771, "X3": 0.14586, "Y3": 0.7808, "X4": 0.1025, "Y4": 0.7798, "page": 0, "Index": 54}, {"Word": "0.80-F", "Confidence": 0.211, "X1": 0.1025, "Y1": 0.7822, "X2": 0.15243, "Y2": 0.782, "X3": 0.15375, "Y3": 0.7908, "X4": 0.10118, "Y4": 0.7918, "page": 0, "Index": 55}, {"Word": "0.45++", "Confidence": 0.331, "X1": 0.1025, "Y1": 0.7922, "X2": 0.15506, "Y2": 0.792, "X3": 0.15769, "Y3": 0.8018, "X4": 0.10118, "Y4": 0.8038, "page": 0, "Index": 56}, {"Word": "0.80-1.", "Confidence": 0.164, "X1": 0.1025, "Y1": 0.8032, "X2": 0.15506, "Y2": 0.803, "X3": 0.15506, "Y3": 0.8118, "X4": 0.10118, "Y4": 0.8148, "page": 0, "Index": 57}, {"Word": "0.10", "Confidence": 0.638, "X1": 0.10118, "Y1": 0.8162, "X2": 0.13403, "Y2": 0.816, "X3": 0.13535, "Y3": 0.8248, "X4": 0.10118, "Y4": 0.8248, "page": 0, "Index": 58}, {"Word": "+", "Confidence": 0.291, "X1": 0.5611, "Y1": 0.8322, "X2": 0.5611, "Y2": 0.832, "X3": 0.54402, "Y3": 0.8318, "X4": 0.54402, "Y4": 0.8288, "page": 0, "Index": 59}, {"Word": ".H.", "Confidence": 0.211, "X1": 0.64915, "Y1": 0.8252, "X2": 0.68331, "Y2": 0.825, "X3": 0.68331, "Y3": 0.8368, "X4": 0.64915, "Y4": 0.8368, "page": 0, "Index": 60}, {"Word": "52141", "Confidence": 0.767, "X1": 0.98686, "Y1": 0.8752, "X2": 0.98949, "Y2": 0.875, "X3": 0.96846, "Y3": 0.8758, "X4": 0.96715, "Y4": 0.8328, "page": 0, "Index": 61}, {"Word": "(08/22/10)", "Confidence": 0.259, "X1": 0.20368, "Y1": 0.9012, "X2": 0.20368, "Y2": 0.901, "X3": 0.18397, "Y3": 0.9018, "X4": 0.18265, "Y4": 0.8388, "page": 0, "Index": 62}, {"Word": "(6/21/20)", "Confidence": 0.218, "X1": 0.24967, "Y1": 0.9022, "X2": 0.24704, "Y2": 0.902, "X3": 0.22733, "Y3": 0.9028, "X4": 0.22733, "Y4": 0.8388, "page": 0, "Index": 63}, {"Word": "(96/90/10)", "Confidence": 0.374, "X1": 0.29172, "Y1": 0.9032, "X2": 0.29304, "Y2": 0.903, "X3": 0.27332, "Y3": 0.9038, "X4": 0.27464, "Y4": 0.8398, "page": 0, "Index": 64}, {"Word": "(96/92/60)", "Confidence": 0.624, "X1": 0.33903, "Y1": 0.9022, "X2": 0.3364, "Y2": 0.902, "X3": 0.31932, "Y3": 0.9028, "X4": 0.32063, "Y4": 0.8398, "page": 0, "Index": 65}, {"Word": "(98/98/70)", "Confidence": 0.594, "X1": 0.38371, "Y1": 0.9022, "X2": 0.38239, "Y2": 0.902, "X3": 0.36399, "Y3": 0.9028, "X4": 0.36662, "Y4": 0.8388, "page": 0, "Index": 66}, {"Word": "(96/20/20)", "Confidence": 0.672, "X1": 0.42576, "Y1": 0.9032, "X2": 0.42707, "Y2": 0.903, "X3": 0.40999, "Y3": 0.9028, "X4": 0.40867, "Y4": 0.8378, "page": 0, "Index": 67}, {"Word": "(08/81/20)", "Confidence": 0.205, "X1": 0.51774, "Y1": 0.9032, "X2": 0.51643, "Y2": 0.903, "X3": 0.49934, "Y3": 0.9028, "X4": 0.50329, "Y4": 0.8398, "page": 0, "Index": 68}, {"Word": "(98/60/20)", "Confidence": 0.367, "X1": 0.5611, "Y1": 0.9032, "X2": 0.56373, "Y2": 0.903, "X3": 0.54402, "Y3": 0.9028, "X4": 0.54402, "Y4": 0.8338, "page": 0, "Index": 69}, {"Word": "(96/08/20)", "Confidence": 0.329, "X1": 0.60972, "Y1": 0.9042, "X2": 0.60841, "Y2": 0.904, "X3": 0.5887, "Y3": 0.9038, "X4": 0.59264, "Y4": 0.8388, "page": 0, "Index": 70}, {"Word": "(98/02/00)", "Confidence": 0.343, "X1": 0.65177, "Y1": 0.9042, "X2": 0.65177, "Y2": 0.904, "X3": 0.63338, "Y3": 0.9038, "X4": 0.63469, "Y4": 0.8388, "page": 0, "Index": 71}, {"Word": "(88/07/60)", "Confidence": 0.194, "X1": 0.69645, "Y1": 0.9042, "X2": 0.69908, "Y2": 0.904, "X3": 0.68068, "Y3": 0.9038, "X4": 0.68068, "Y4": 0.8378, "page": 0, "Index": 72}, {"Word": "(C5/8/73)", "Confidence": 0.109, "X1": 0.83311, "Y1": 0.9052, "X2": 0.83574, "Y2": 0.905, "X3": 0.81603, "Y3": 0.9058, "X4": 0.81866, "Y4": 0.8398, "page": 0, "Index": 73}, {"Word": "3166", "Confidence": 0.941, "X1": 0.98949, "Y1": 0.9222, "X2": 0.99212, "Y2": 0.922, "X3": 0.9724, "Y3": 0.9218, "X4": 0.96978, "Y4": 0.8858, "page": 0, "Index": 74}, {"Word": "W/E", "Confidence": 0.628, "X1": 0.48095, "Y1": 0.9222, "X2": 0.51117, "Y2": 0.922, "X3": 0.51117, "Y3": 0.9338, "X4": 0.48095, "Y4": 0.9348, "page": 0, "Index": 75}, {"Word": "DATE", "Confidence": 0.991, "X1": 0.51774, "Y1": 0.9212, "X2": 0.55716, "Y2": 0.921, "X3": 0.55585, "Y3": 0.9348, "X4": 0.51774, "Y4": 0.9338, "page": 0, "Index": 76}]}
"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"
ffmk0232
3
{"lines_data": [{"Word": "52141 3165", "Confidence": 0.991, "X1": 0.82, "Y1": 0.04583, "X2": 0.91, "Y2": 0.04563, "X3": 0.91, "Y3": 0.06629, "X4": 0.82, "Y4": 0.06499, "page": 0}, {"Word": "(08/85/35)", "Confidence": 0.452, "X1": 0.591, "Y1": 0.18143, "X2": 0.654, "Y2": 0.18123, "X3": 0.654, "Y3": 0.19928, "X4": 0.591, "Y4": 0.19797, "page": 0}, {"Word": "(04/22/05)", "Confidence": 0.058, "X1": 0.591, "Y1": 0.22445, "X2": 0.654, "Y2": 0.22425, "X3": 0.654, "Y3": 0.2423, "X4": 0.591, "Y4": 0.2423, "page": 0}, {"Word": "+", "Confidence": 0.944, "X1": 0.159, "Y1": 0.27921, "X2": 0.159, "Y2": 0.27901, "X3": 0.171, "Y3": 0.27881, "X4": 0.171, "Y4": 0.29837, "page": 0}, {"Word": "(96/10/05)", "Confidence": 0.351, "X1": 0.594, "Y1": 0.26878, "X2": 0.654, "Y2": 0.26858, "X3": 0.654, "Y3": 0.28533, "X4": 0.593, "Y4": 0.28402, "page": 0}, {"Word": "(06/10/03)", "Confidence": 0.355, "X1": 0.833, "Y1": 0.26878, "X2": 0.894, "Y2": 0.26858, "X3": 0.895, "Y3": 0.28533, "X4": 0.833, "Y4": 0.28794, "page": 0}, {"Word": "+", "Confidence": 0.874, "X1": 0.18, "Y1": 0.27921, "X2": 0.202, "Y2": 0.27901, "X3": 0.202, "Y3": 0.29576, "X4": 0.181, "Y4": 0.29445, "page": 0}, {"Word": "198/07/80)", "Confidence": 0.298, "X1": 0.591, "Y1": 0.3105, "X2": 0.655, "Y2": 0.3103, "X3": 0.654, "Y3": 0.32705, "X4": 0.591, "Y4": 0.32705, "page": 0}, {"Word": "(96/07/80)", "Confidence": 0.416, "X1": 0.834, "Y1": 0.3118, "X2": 0.895, "Y2": 0.3116, "X3": 0.895, "Y3": 0.33096, "X4": 0.834, "Y4": 0.33096, "page": 0}, {"Word": "(96/02/90)", "Confidence": 0.256, "X1": 0.59, "Y1": 0.35483, "X2": 0.654, "Y2": 0.35463, "X3": 0.654, "Y3": 0.37268, "X4": 0.59, "Y4": 0.37268, "page": 0}, {"Word": "16/02/00)", "Confidence": 0.062, "X1": 0.833, "Y1": 0.35483, "X2": 0.895, "Y2": 0.35463, "X3": 0.895, "Y3": 0.37399, "X4": 0.833, "Y4": 0.37529, "page": 0}, {"Word": "(8/08/20)", "Confidence": 0.601, "X1": 0.59, "Y1": 0.39916, "X2": 0.654, "Y2": 0.39896, "X3": 0.654, "Y3": 0.41571, "X4": 0.59, "Y4": 0.4144, "page": 0}, {"Word": "(96/08/20)", "Confidence": 0.409, "X1": 0.833, "Y1": 0.39785, "X2": 0.895, "Y2": 0.39765, "X3": 0.896, "Y3": 0.41701, "X4": 0.833, "Y4": 0.41962, "page": 0}, {"Word": "W/E DATE", "Confidence": 0.61, "X1": 0.672, "Y1": 0.44088, "X2": 0.672, "Y2": 0.44068, "X3": 0.686, "Y3": 0.44048, "X4": 0.686, "Y4": 0.52001, "page": 0}, {"Word": "! ME DATE", "Confidence": 0.66933, "X1": 0.914, "Y1": 0.44349, "X2": 0.912, "Y2": 0.44329, "X3": 0.925, "Y3": 0.44309, "X4": 0.926, "Y4": 0.53435, "page": 0}, {"Word": "G-729 BASE WEIGHT", "Confidence": 0.96967, "X1": 0.083, "Y1": 0.46174, "X2": 0.081, "Y2": 0.46154, "X3": 0.097, "Y3": 0.46134, "X4": 0.099, "Y4": 0.6882, "page": 0}, {"Word": "(96/60/40)", "Confidence": 0.617, "X1": 0.589, "Y1": 0.44218, "X2": 0.656, "Y2": 0.44198, "X3": 0.656, "Y3": 0.46003, "X4": 0.589, "Y4": 0.46003, "page": 0}, {"Word": "196/80/20)", "Confidence": 0.61, "X1": 0.834, "Y1": 0.44218, "X2": 0.895, "Y2": 0.44198, "X3": 0.895, "Y3": 0.46134, "X4": 0.834, "Y4": 0.46134, "page": 0}, {"Word": "UIL", "Confidence": 0.478, "X1": 0.205, "Y1": 0.4826, "X2": 0.204, "Y2": 0.4824, "X3": 0.217, "Y3": 0.4809, "X4": 0.218, "Y4": 0.51219, "page": 0}, {"Word": "WE 10-DEC-95", "Confidence": 0.9955, "X1": 0.099, "Y1": 0.50085, "X2": 0.098, "Y2": 0.50065, "X3": 0.115, "Y3": 0.50045, "X4": 0.116, "Y4": 0.66603, "page": 0}, {"Word": "(98/81/00)", "Confidence": 0.41, "X1": 0.589, "Y1": 0.48521, "X2": 0.655, "Y2": 0.48501, "X3": 0.655, "Y3": 0.50306, "X4": 0.589, "Y4": 0.50306, "page": 0}, {"Word": "(06/81/20)", "Confidence": 0.396, "X1": 0.832, "Y1": 0.48521, "X2": 0.896, "Y2": 0.48501, "X3": 0.897, "Y3": 0.50306, "X4": 0.832, "Y4": 0.50567, "page": 0}, {"Word": "PLANT 603", "Confidence": 0.996, "X1": 0.117, "Y1": 0.51519, "X2": 0.116, "Y2": 0.51499, "X3": 0.131, "Y3": 0.51479, "X4": 0.132, "Y4": 0.65039, "page": 0}, {"Word": "BASE HEIGHT, D", "Confidence": 0.68233, "X1": 0.354, "Y1": 0.51259, "X2": 0.354, "Y2": 0.51239, "X3": 0.37, "Y3": 0.51219, "X4": 0.369, "Y4": 0.63865, "page": 0}, {"Word": "MTITTITH", "Confidence": 0.239, "X1": 0.397, "Y1": 0.58038, "X2": 0.396, "Y2": 0.58018, "X3": 0.411, "Y3": 0.57998, "X4": 0.412, "Y4": 0.71297, "page": 0}, {"Word": "TARDE", "Confidence": 0.208, "X1": 0.302, "Y1": 0.58951, "X2": 0.301, "Y2": 0.58931, "X3": 0.318, "Y3": 0.58911, "X4": 0.32, "Y4": 0.64387, "page": 0}, {"Word": "(95/20/80)", "Confidence": 0.215, "X1": 0.596, "Y1": 0.57126, "X2": 0.655, "Y2": 0.57106, "X3": 0.655, "Y3": 0.59041, "X4": 0.595, "Y4": 0.58911, "page": 0}, {"Word": "(98/20/90)", "Confidence": 0.738, "X1": 0.836, "Y1": 0.57386, "X2": 0.896, "Y2": 0.57366, "X3": 0.896, "Y3": 0.59041, "X4": 0.835, "Y4": 0.58911, "page": 0}, {"Word": "..", "Confidence": 0.669, "X1": 0.89, "Y1": 0.59603, "X2": 0.891, "Y2": 0.59583, "X3": 0.896, "Y3": 0.59432, "X4": 0.896, "Y4": 0.60867, "page": 0}, {"Word": "- (98/95/10)", "Confidence": 0.708, "X1": 0.588, "Y1": 0.61558, "X2": 0.656, "Y2": 0.61538, "X3": 0.656, "Y3": 0.63344, "X4": 0.588, "Y4": 0.63474, "page": 0}, {"Word": "(86/98/10)", "Confidence": 0.14, "X1": 0.835, "Y1": 0.61689, "X2": 0.897, "Y2": 0.61669, "X3": 0.897, "Y3": 0.63344, "X4": 0.835, "Y4": 0.63344, "page": 0}, {"Word": "(98/92/60)", "Confidence": 0.33, "X1": 0.831, "Y1": 0.65991, "X2": 0.896, "Y2": 0.65971, "X3": 0.895, "Y3": 0.67777, "X4": 0.831, "Y4": 0.67646, "page": 0}, {"Word": "3.10 9.30 3.00", "Confidence": 0.597, "X1": 0.323, "Y1": 0.70685, "X2": 0.323, "Y2": 0.70665, "X3": 0.344, "Y3": 0.70645, "X4": 0.343, "Y4": 0.88507, "page": 0}, {"Word": "- (96/20/60)", "Confidence": 0.424, "X1": 0.588, "Y1": 0.70294, "X2": 0.654, "Y2": 0.70274, "X3": 0.655, "Y3": 0.72079, "X4": 0.588, "Y4": 0.7234, "page": 0}, {"Word": "(66/50/50)", "Confidence": 0.488, "X1": 0.832, "Y1": 0.70294, "X2": 0.897, "Y2": 0.70274, "X3": 0.897, "Y3": 0.72209, "X4": 0.832, "Y4": 0.7234, "page": 0}, {"Word": "-(08/02/10)", "Confidence": 0.231, "X1": 0.587, "Y1": 0.79029, "X2": 0.657, "Y2": 0.79009, "X3": 0.657, "Y3": 0.80814, "X4": 0.587, "Y4": 0.80945, "page": 0}, {"Word": "$6/10/10)", "Confidence": 0.195, "X1": 0.832, "Y1": 0.83592, "X2": 0.898, "Y2": 0.83572, "X3": 0.898, "Y3": 0.85247, "X4": 0.832, "Y4": 0.85117, "page": 0}], "words_data": [{"Word": "52141", "Confidence": 0.991, "X1": 0.82, "Y1": 0.04714, "X2": 0.863, "Y2": 0.04694, "X3": 0.863, "Y3": 0.06629, "X4": 0.82, "Y4": 0.06629, "page": 0, "Index": 0}, {"Word": "3165", "Confidence": 0.991, "X1": 0.873, "Y1": 0.04714, "X2": 0.908, "Y2": 0.04694, "X3": 0.907, "Y3": 0.06629, "X4": 0.872, "Y4": 0.06629, "page": 0, "Index": 1}, {"Word": "(08/85/35)", "Confidence": 0.452, "X1": 0.591, "Y1": 0.18273, "X2": 0.654, "Y2": 0.18253, "X3": 0.653, "Y3": 0.20058, "X4": 0.591, "Y4": 0.19928, "page": 0, "Index": 2}, {"Word": "(04/22/05)", "Confidence": 0.058, "X1": 0.592, "Y1": 0.22575, "X2": 0.654, "Y2": 0.22555, "X3": 0.654, "Y3": 0.24361, "X4": 0.592, "Y4": 0.2423, "page": 0, "Index": 3}, {"Word": "+", "Confidence": 0.944, "X1": 0.159, "Y1": 0.28182, "X2": 0.159, "Y2": 0.28162, "X3": 0.171, "Y3": 0.28142, "X4": 0.171, "Y4": 0.29185, "page": 0, "Index": 4}, {"Word": "(96/10/05)", "Confidence": 0.351, "X1": 0.594, "Y1": 0.26878, "X2": 0.654, "Y2": 0.26858, "X3": 0.654, "Y3": 0.28663, "X4": 0.594, "Y4": 0.28533, "page": 0, "Index": 5}, {"Word": "(06/10/03)", "Confidence": 0.355, "X1": 0.834, "Y1": 0.26878, "X2": 0.894, "Y2": 0.26858, "X3": 0.893, "Y3": 0.28663, "X4": 0.834, "Y4": 0.28794, "page": 0, "Index": 6}, {"Word": "+", "Confidence": 0.874, "X1": 0.185, "Y1": 0.27921, "X2": 0.194, "Y2": 0.27901, "X3": 0.194, "Y3": 0.29576, "X4": 0.185, "Y4": 0.29576, "page": 0, "Index": 7}, {"Word": "198/07/80)", "Confidence": 0.298, "X1": 0.593, "Y1": 0.3105, "X2": 0.655, "Y2": 0.3103, "X3": 0.655, "Y3": 0.32835, "X4": 0.593, "Y4": 0.32835, "page": 0, "Index": 8}, {"Word": "(96/07/80)", "Confidence": 0.416, "X1": 0.836, "Y1": 0.31311, "X2": 0.895, "Y2": 0.31291, "X3": 0.894, "Y3": 0.33096, "X4": 0.835, "Y4": 0.33096, "page": 0, "Index": 9}, {"Word": "(96/02/90)", "Confidence": 0.256, "X1": 0.593, "Y1": 0.35483, "X2": 0.654, "Y2": 0.35463, "X3": 0.654, "Y3": 0.37268, "X4": 0.593, "Y4": 0.37268, "page": 0, "Index": 10}, {"Word": "16/02/00)", "Confidence": 0.062, "X1": 0.834, "Y1": 0.35613, "X2": 0.895, "Y2": 0.35593, "X3": 0.894, "Y3": 0.37399, "X4": 0.834, "Y4": 0.37529, "page": 0, "Index": 11}, {"Word": "(8/08/20)", "Confidence": 0.601, "X1": 0.593, "Y1": 0.39916, "X2": 0.655, "Y2": 0.39896, "X3": 0.654, "Y3": 0.41701, "X4": 0.593, "Y4": 0.41571, "page": 0, "Index": 12}, {"Word": "(96/08/20)", "Confidence": 0.409, "X1": 0.835, "Y1": 0.39916, "X2": 0.895, "Y2": 0.39896, "X3": 0.895, "Y3": 0.41831, "X4": 0.834, "Y4": 0.41831, "page": 0, "Index": 13}, {"Word": "DATE", "Confidence": 0.989, "X1": 0.674, "Y1": 0.45, "X2": 0.673, "Y2": 0.4498, "X3": 0.686, "Y3": 0.447, "X4": 0.686, "Y4": 0.48481, "page": 0, "Index": 14}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.913, "Y1": 0.45131, "X2": 0.913, "Y2": 0.45111, "X3": 0.925, "Y3": 0.4496, "X4": 0.926, "Y4": 0.48611, "page": 0, "Index": 15}, {"Word": "WEIGHT", "Confidence": 0.97, "X1": 0.082, "Y1": 0.46826, "X2": 0.081, "Y2": 0.46806, "X3": 0.097, "Y3": 0.46655, "X4": 0.098, "Y4": 0.54608, "page": 0, "Index": 16}, {"Word": "(96/60/40)", "Confidence": 0.617, "X1": 0.592, "Y1": 0.44218, "X2": 0.656, "Y2": 0.44198, "X3": 0.655, "Y3": 0.46134, "X4": 0.593, "Y4": 0.46134, "page": 0, "Index": 17}, {"Word": "196/80/20)", "Confidence": 0.61, "X1": 0.835, "Y1": 0.44349, "X2": 0.895, "Y2": 0.44329, "X3": 0.894, "Y3": 0.46134, "X4": 0.835, "Y4": 0.46264, "page": 0, "Index": 18}, {"Word": "UIL", "Confidence": 0.478, "X1": 0.205, "Y1": 0.48521, "X2": 0.204, "Y2": 0.48501, "X3": 0.217, "Y3": 0.4835, "X4": 0.218, "Y4": 0.51219, "page": 0, "Index": 19}, {"Word": "W/E", "Confidence": 0.231, "X1": 0.673, "Y1": 0.49303, "X2": 0.674, "Y2": 0.49283, "X3": 0.686, "Y3": 0.49133, "X4": 0.686, "Y4": 0.5187, "page": 0, "Index": 20}, {"Word": "ME", "Confidence": 0.561, "X1": 0.914, "Y1": 0.49433, "X2": 0.913, "Y2": 0.49413, "X3": 0.926, "Y3": 0.49393, "X4": 0.926, "Y4": 0.52131, "page": 0, "Index": 21}, {"Word": "10-DEC-95", "Confidence": 0.994, "X1": 0.1, "Y1": 0.50737, "X2": 0.099, "Y2": 0.50717, "X3": 0.115, "Y3": 0.50567, "X4": 0.116, "Y4": 0.62301, "page": 0, "Index": 22}, {"Word": "(98/81/00)", "Confidence": 0.41, "X1": 0.593, "Y1": 0.48651, "X2": 0.655, "Y2": 0.48631, "X3": 0.654, "Y3": 0.50436, "X4": 0.593, "Y4": 0.50306, "page": 0, "Index": 23}, {"Word": "(06/81/20)", "Confidence": 0.396, "X1": 0.834, "Y1": 0.48651, "X2": 0.897, "Y2": 0.48631, "X3": 0.896, "Y3": 0.50436, "X4": 0.833, "Y4": 0.50567, "page": 0, "Index": 24}, {"Word": "D", "Confidence": 0.833, "X1": 0.355, "Y1": 0.5191, "X2": 0.355, "Y2": 0.5189, "X3": 0.37, "Y3": 0.5174, "X4": 0.37, "Y4": 0.52783, "page": 0, "Index": 25}, {"Word": "603", "Confidence": 0.998, "X1": 0.116, "Y1": 0.52171, "X2": 0.117, "Y2": 0.52151, "X3": 0.131, "Y3": 0.52001, "X4": 0.132, "Y4": 0.55912, "page": 0, "Index": 26}, {"Word": "!", "Confidence": 0.459, "X1": 0.914, "Y1": 0.52562, "X2": 0.914, "Y2": 0.52542, "X3": 0.926, "Y3": 0.52522, "X4": 0.926, "Y4": 0.53435, "page": 0, "Index": 27}, {"Word": "HEIGHT,", "Confidence": 0.549, "X1": 0.356, "Y1": 0.53345, "X2": 0.355, "Y2": 0.53325, "X3": 0.37, "Y3": 0.53174, "X4": 0.369, "Y4": 0.59172, "page": 0, "Index": 28}, {"Word": "BASE", "Confidence": 0.948, "X1": 0.083, "Y1": 0.56213, "X2": 0.082, "Y2": 0.56193, "X3": 0.098, "Y3": 0.56043, "X4": 0.098, "Y4": 0.61388, "page": 0, "Index": 29}, {"Word": "PLANT", "Confidence": 0.994, "X1": 0.118, "Y1": 0.5856, "X2": 0.117, "Y2": 0.5854, "X3": 0.132, "Y3": 0.5852, "X4": 0.132, "Y4": 0.65169, "page": 0, "Index": 30}, {"Word": "MTITTITH", "Confidence": 0.239, "X1": 0.398, "Y1": 0.5869, "X2": 0.396, "Y2": 0.5867, "X3": 0.412, "Y3": 0.5852, "X4": 0.412, "Y4": 0.71297, "page": 0, "Index": 31}, {"Word": "TARDE", "Confidence": 0.208, "X1": 0.302, "Y1": 0.59081, "X2": 0.301, "Y2": 0.59061, "X3": 0.319, "Y3": 0.59041, "X4": 0.32, "Y4": 0.63865, "page": 0, "Index": 32}, {"Word": "(95/20/80)", "Confidence": 0.215, "X1": 0.596, "Y1": 0.57256, "X2": 0.656, "Y2": 0.57236, "X3": 0.656, "Y3": 0.59172, "X4": 0.596, "Y4": 0.58781, "page": 0, "Index": 33}, {"Word": "(98/20/90)", "Confidence": 0.738, "X1": 0.837, "Y1": 0.57517, "X2": 0.897, "Y2": 0.57497, "X3": 0.896, "Y3": 0.59041, "X4": 0.836, "Y4": 0.58911, "page": 0, "Index": 34}, {"Word": "..", "Confidence": 0.669, "X1": 0.89, "Y1": 0.59472, "X2": 0.891, "Y2": 0.59452, "X3": 0.897, "Y3": 0.59563, "X4": 0.896, "Y4": 0.60606, "page": 0, "Index": 35}, {"Word": "BASE", "Confidence": 0.665, "X1": 0.356, "Y1": 0.59994, "X2": 0.356, "Y2": 0.59974, "X3": 0.369, "Y3": 0.59954, "X4": 0.369, "Y4": 0.63605, "page": 0, "Index": 36}, {"Word": "G-729", "Confidence": 0.991, "X1": 0.084, "Y1": 0.62732, "X2": 0.083, "Y2": 0.62712, "X3": 0.099, "Y3": 0.62692, "X4": 0.099, "Y4": 0.68689, "page": 0, "Index": 37}, {"Word": "WE", "Confidence": 0.997, "X1": 0.1, "Y1": 0.63905, "X2": 0.1, "Y2": 0.63885, "X3": 0.116, "Y3": 0.63735, "X4": 0.116, "Y4": 0.66473, "page": 0, "Index": 38}, {"Word": "-", "Confidence": 0.936, "X1": 0.588, "Y1": 0.61689, "X2": 0.591, "Y2": 0.61669, "X3": 0.591, "Y3": 0.63474, "X4": 0.588, "Y4": 0.63474, "page": 0, "Index": 39}, {"Word": "(98/95/10)", "Confidence": 0.48, "X1": 0.593, "Y1": 0.61689, "X2": 0.656, "Y2": 0.61669, "X3": 0.656, "Y3": 0.63344, "X4": 0.593, "Y4": 0.63474, "page": 0, "Index": 40}, {"Word": "(86/98/10)", "Confidence": 0.14, "X1": 0.836, "Y1": 0.61819, "X2": 0.897, "Y2": 0.61799, "X3": 0.896, "Y3": 0.63474, "X4": 0.836, "Y4": 0.63344, "page": 0, "Index": 41}, {"Word": "(98/92/60)", "Confidence": 0.33, "X1": 0.834, "Y1": 0.66122, "X2": 0.896, "Y2": 0.66102, "X3": 0.896, "Y3": 0.67907, "X4": 0.834, "Y4": 0.67777, "page": 0, "Index": 42}, {"Word": "3.00", "Confidence": 0.607, "X1": 0.323, "Y1": 0.71598, "X2": 0.323, "Y2": 0.71578, "X3": 0.344, "Y3": 0.71427, "X4": 0.344, "Y4": 0.7586, "page": 0, "Index": 43}, {"Word": "-", "Confidence": 0.721, "X1": 0.588, "Y1": 0.70555, "X2": 0.591, "Y2": 0.70535, "X3": 0.592, "Y3": 0.7234, "X4": 0.589, "Y4": 0.7234, "page": 0, "Index": 44}, {"Word": "(96/20/60)", "Confidence": 0.127, "X1": 0.593, "Y1": 0.70294, "X2": 0.655, "Y2": 0.70274, "X3": 0.654, "Y3": 0.72079, "X4": 0.594, "Y4": 0.7234, "page": 0, "Index": 45}, {"Word": "(66/50/50)", "Confidence": 0.488, "X1": 0.832, "Y1": 0.70294, "X2": 0.898, "Y2": 0.70274, "X3": 0.897, "Y3": 0.72209, "X4": 0.832, "Y4": 0.72209, "page": 0, "Index": 46}, {"Word": "9.30", "Confidence": 0.591, "X1": 0.323, "Y1": 0.78116, "X2": 0.323, "Y2": 0.78096, "X3": 0.344, "Y3": 0.77946, "X4": 0.343, "Y4": 0.81988, "page": 0, "Index": 47}, {"Word": "-(08/02/10)", "Confidence": 0.231, "X1": 0.588, "Y1": 0.7916, "X2": 0.657, "Y2": 0.7914, "X3": 0.657, "Y3": 0.80814, "X4": 0.589, "Y4": 0.80945, "page": 0, "Index": 48}, {"Word": "3.10", "Confidence": 0.593, "X1": 0.323, "Y1": 0.84244, "X2": 0.323, "Y2": 0.84224, "X3": 0.343, "Y3": 0.84074, "X4": 0.341, "Y4": 0.88507, "page": 0, "Index": 49}, {"Word": "$6/10/10)", "Confidence": 0.195, "X1": 0.836, "Y1": 0.83723, "X2": 0.899, "Y2": 0.83703, "X3": 0.898, "Y3": 0.85247, "X4": 0.835, "Y4": 0.85117, "page": 0, "Index": 50}]}
"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"
ffmk0232
2
{"lines_data": [{"Word": "G-729 WATER SOLUBLES", "Confidence": 0.98067, "X1": 0.29489, "Y1": 0.0872, "X2": 0.56356, "Y2": 0.087, "X3": 0.56356, "Y3": 0.1038, "X4": 0.29489, "Y4": 0.1028, "page": 0}, {"Word": "WE 10-DEC-95", "Confidence": 0.9955, "X1": 0.34731, "Y1": 0.1042, "X2": 0.50983, "Y2": 0.104, "X3": 0.50983, "Y3": 0.1198, "X4": 0.34731, "Y4": 0.1198, "page": 0}, {"Word": "PLANT 603", "Confidence": 0.9405, "X1": 0.35911, "Y1": 0.1212, "X2": 0.49803, "Y2": 0.121, "X3": 0.49803, "Y3": 0.1368, "X4": 0.35911, "Y4": 0.1358, "page": 0}, {"Word": "00", "Confidence": 0.165, "X1": 0.11533, "Y1": 0.1642, "X2": 0.16776, "Y2": 0.164, "X3": 0.16776, "Y3": 0.1758, "X4": 0.11533, "Y4": 0.1758, "page": 0}, {"Word": "40+", "Confidence": 0.698, "X1": 0.11664, "Y1": 0.1932, "X2": 0.15072, "Y2": 0.193, "X3": 0.15072, "Y3": 0.2088, "X4": 0.11664, "Y4": 0.2078, "page": 0}, {"Word": "UBL", "Confidence": 0.885, "X1": 0.5557, "Y1": 0.2302, "X2": 0.58322, "Y2": 0.23, "X3": 0.58453, "Y3": 0.2418, "X4": 0.5557, "Y4": 0.2418, "page": 0}, {"Word": "20-1", "Confidence": 0.711, "X1": 0.11402, "Y1": 0.2572, "X2": 0.14941, "Y2": 0.257, "X3": 0.14941, "Y3": 0.2688, "X4": 0.11402, "Y4": 0.2698, "page": 0}, {"Word": "10+", "Confidence": 0.604, "X1": 0.11402, "Y1": 0.2892, "X2": 0.1481, "Y2": 0.289, "X3": 0.14941, "Y3": 0.3008, "X4": 0.11271, "Y4": 0.3028, "page": 0}, {"Word": "18 17 48 19 80", "Confidence": 0.4894, "X1": 0.36697, "Y1": 0.3322, "X2": 0.48493, "Y2": 0.332, "X3": 0.48493, "Y3": 0.3468, "X4": 0.36697, "Y4": 0.3448, "page": 0}, {"Word": "1 22 23 24 25 26", "Confidence": 0.71233, "X1": 0.49934, "Y1": 0.3342, "X2": 0.63434, "Y2": 0.334, "X3": 0.63434, "Y3": 0.3458, "X4": 0.49934, "Y4": 0.3458, "page": 0}, {"Word": "WATER SOLUBLES. %", "Confidence": 0.70767, "X1": 0.34993, "Y1": 0.3612, "X2": 0.50328, "Y2": 0.361, "X3": 0.50197, "Y3": 0.3748, "X4": 0.34993, "Y4": 0.3748, "page": 0}, {"Word": "(03/28/95)", "Confidence": 0.322, "X1": 0.30537, "Y1": 0.5902, "X2": 0.30668, "Y2": 0.59, "X3": 0.3211, "Y3": 0.5908, "X4": 0.3211, "Y4": 0.6648, "page": 0}, {"Word": "(98/22/10)", "Confidence": 0.489, "X1": 0.18873, "Y1": 0.6652, "X2": 0.18742, "Y2": 0.665, "X3": 0.17169, "Y3": 0.6648, "X4": 0.173, "Y4": 0.6028, "page": 0}, {"Word": "(\u00c7A/50/50)", "Confidence": 0.552, "X1": 0.27785, "Y1": 0.6662, "X2": 0.27654, "Y2": 0.666, "X3": 0.2595, "Y3": 0.6658, "X4": 0.26081, "Y4": 0.6048, "page": 0}, {"Word": "(6/97/90)", "Confidence": 0.297, "X1": 0.36697, "Y1": 0.6642, "X2": 0.36435, "Y2": 0.664, "X3": 0.34862, "Y3": 0.6638, "X4": 0.34993, "Y4": 0.6038, "page": 0}, {"Word": "(96/20/00)", "Confidence": 0.255, "X1": 0.41153, "Y1": 0.6652, "X2": 0.40891, "Y2": 0.665, "X3": 0.39318, "Y3": 0.6648, "X4": 0.3945, "Y4": 0.6038, "page": 0}, {"Word": "(96/02/20)", "Confidence": 0.175, "X1": 0.45609, "Y1": 0.6652, "X2": 0.45478, "Y2": 0.665, "X3": 0.43906, "Y3": 0.6648, "X4": 0.44037, "Y4": 0.6048, "page": 0}, {"Word": "- (08/80/40)", "Confidence": 0.6725, "X1": 0.54522, "Y1": 0.6662, "X2": 0.54522, "Y2": 0.666, "X3": 0.52949, "Y3": 0.6658, "X4": 0.5308, "Y4": 0.5968, "page": 0}, {"Word": "(98/06/20)", "Confidence": 0.432, "X1": 0.5924, "Y1": 0.6662, "X2": 0.58978, "Y2": 0.666, "X3": 0.57405, "Y3": 0.6658, "X4": 0.57536, "Y4": 0.6018, "page": 0}, {"Word": "(96/02/20)", "Confidence": 0.605, "X1": 0.63565, "Y1": 0.6662, "X2": 0.63434, "Y2": 0.666, "X3": 0.61861, "Y3": 0.6648, "X4": 0.61992, "Y4": 0.6038, "page": 0}, {"Word": "toa/05/80", "Confidence": 0.241, "X1": 0.68152, "Y1": 0.6672, "X2": 0.6789, "Y2": 0.667, "X3": 0.66448, "Y3": 0.6668, "X4": 0.66579, "Y4": 0.6048, "page": 0}, {"Word": ".(06/60/25)", "Confidence": 0.161, "X1": 0.8637, "Y1": 0.6692, "X2": 0.86239, "Y2": 0.669, "X3": 0.84404, "Y3": 0.6688, "X4": 0.84666, "Y4": 0.5998, "page": 0}, {"Word": "W/E DATE", "Confidence": 0.813, "X1": 0.46527, "Y1": 0.6842, "X2": 0.54128, "Y2": 0.684, "X3": 0.54128, "Y3": 0.6968, "X4": 0.46527, "Y4": 0.6958, "page": 0}, {"Word": "(08/90/60)", "Confidence": 0.345, "X1": 0.28047, "Y1": 0.9082, "X2": 0.27916, "Y2": 0.908, "X3": 0.26343, "Y3": 0.9078, "X4": 0.26474, "Y4": 0.8458, "page": 0}, {"Word": "(8/92/60)", "Confidence": 0.283, "X1": 0.32503, "Y1": 0.9092, "X2": 0.32241, "Y2": 0.909, "X3": 0.30537, "Y3": 0.9078, "X4": 0.30799, "Y4": 0.8458, "page": 0}, {"Word": "(66/20/90)", "Confidence": 0.651, "X1": 0.41415, "Y1": 0.9082, "X2": 0.41022, "Y2": 0.908, "X3": 0.39318, "Y3": 0.9068, "X4": 0.39581, "Y4": 0.8428, "page": 0}, {"Word": "8/10/10)", "Confidence": 0.18, "X1": 0.1481, "Y1": 0.9092, "X2": 0.14679, "Y2": 0.909, "X3": 0.12844, "Y3": 0.9088, "X4": 0.12844, "Y4": 0.8358, "page": 0}, {"Word": "(04/87/20)", "Confidence": 0.346, "X1": 0.23591, "Y1": 0.9092, "X2": 0.2346, "Y2": 0.909, "X3": 0.21756, "Y3": 0.9088, "X4": 0.21887, "Y4": 0.8448, "page": 0}, {"Word": "(96/60/20)", "Confidence": 0.615, "X1": 0.54522, "Y1": 0.9092, "X2": 0.54391, "Y2": 0.909, "X3": 0.52687, "Y3": 0.9088, "X4": 0.52687, "Y4": 0.8458, "page": 0}, {"Word": "(28/06/20)", "Confidence": 0.235, "X1": 0.5924, "Y1": 0.9102, "X2": 0.58716, "Y2": 0.91, "X3": 0.57143, "Y3": 0.9088, "X4": 0.57405, "Y4": 0.8458, "page": 0}, {"Word": "(96/02/00)", "Confidence": 0.463, "X1": 0.63434, "Y1": 0.9112, "X2": 0.63172, "Y2": 0.911, "X3": 0.6173, "Y3": 0.9098, "X4": 0.61861, "Y4": 0.8478, "page": 0}, {"Word": "(26/07/80}", "Confidence": 0.153, "X1": 0.68021, "Y1": 0.9102, "X2": 0.67759, "Y2": 0.91, "X3": 0.66055, "Y3": 0.9098, "X4": 0.66186, "Y4": 0.8478, "page": 0}, {"Word": "(08/22/03)", "Confidence": 0.453, "X1": 0.77064, "Y1": 0.9122, "X2": 0.76802, "Y2": 0.912, "X3": 0.74967, "Y3": 0.9118, "X4": 0.75229, "Y4": 0.8498, "page": 0}, {"Word": "(06/60/25)", "Confidence": 0.177, "X1": 0.85976, "Y1": 0.9122, "X2": 0.85976, "Y2": 0.912, "X3": 0.83879, "Y3": 0.9118, "X4": 0.8401, "Y4": 0.8498, "page": 0}, {"Word": "52141 3164", "Confidence": 0.9945, "X1": 0.96592, "Y1": 0.9362, "X2": 0.95937, "Y2": 0.936, "X3": 0.9384, "Y3": 0.9348, "X4": 0.94495, "Y4": 0.8438, "page": 0}, {"Word": "WE DATE", "Confidence": 0.559, "X1": 0.42333, "Y1": 0.9272, "X2": 0.54128, "Y2": 0.927, "X3": 0.54128, "Y3": 0.9398, "X4": 0.42202, "Y4": 0.9378, "page": 0}, {"Word": "1", "Confidence": 0.331, "X1": 0.92398, "Y1": 0.9562, "X2": 0.93316, "Y2": 0.956, "X3": 0.93185, "Y3": 0.9678, "X4": 0.92267, "Y4": 0.9678, "page": 0}], "words_data": [{"Word": "G-729", "Confidence": 0.955, "X1": 0.2962, "Y1": 0.0872, "X2": 0.36042, "Y2": 0.087, "X3": 0.35911, "Y3": 0.1028, "X4": 0.2962, "Y4": 0.1038, "page": 0, "Index": 0}, {"Word": "WATER", "Confidence": 0.993, "X1": 0.37353, "Y1": 0.0872, "X2": 0.44037, "Y2": 0.087, "X3": 0.43906, "Y3": 0.1028, "X4": 0.37221, "Y4": 0.1028, "page": 0, "Index": 1}, {"Word": "SOLUBLES", "Confidence": 0.994, "X1": 0.45347, "Y1": 0.0882, "X2": 0.55963, "Y2": 0.088, "X3": 0.55832, "Y3": 0.1038, "X4": 0.45216, "Y4": 0.1028, "page": 0, "Index": 2}, {"Word": "WE", "Confidence": 0.996, "X1": 0.34862, "Y1": 0.1042, "X2": 0.37353, "Y2": 0.104, "X3": 0.37353, "Y3": 0.1198, "X4": 0.34862, "Y4": 0.1198, "page": 0, "Index": 3}, {"Word": "10-DEC-95", "Confidence": 0.995, "X1": 0.38925, "Y1": 0.1052, "X2": 0.5059, "Y2": 0.105, "X3": 0.5059, "Y3": 0.1208, "X4": 0.38794, "Y4": 0.1198, "page": 0, "Index": 4}, {"Word": "PLANT", "Confidence": 0.997, "X1": 0.36042, "Y1": 0.1212, "X2": 0.42726, "Y2": 0.121, "X3": 0.42595, "Y3": 0.1368, "X4": 0.35911, "Y4": 0.1358, "page": 0, "Index": 5}, {"Word": "603", "Confidence": 0.884, "X1": 0.45347, "Y1": 0.1232, "X2": 0.49148, "Y2": 0.123, "X3": 0.49148, "Y3": 0.1368, "X4": 0.45347, "Y4": 0.1378, "page": 0, "Index": 6}, {"Word": "00", "Confidence": 0.165, "X1": 0.11796, "Y1": 0.1642, "X2": 0.13761, "Y2": 0.164, "X3": 0.1363, "Y3": 0.1758, "X4": 0.11664, "Y4": 0.1768, "page": 0, "Index": 7}, {"Word": "40+", "Confidence": 0.698, "X1": 0.11664, "Y1": 0.1932, "X2": 0.14941, "Y2": 0.193, "X3": 0.15072, "Y3": 0.2088, "X4": 0.11664, "Y4": 0.2088, "page": 0, "Index": 8}, {"Word": "UBL", "Confidence": 0.885, "X1": 0.5557, "Y1": 0.2302, "X2": 0.58453, "Y2": 0.23, "X3": 0.58453, "Y3": 0.2418, "X4": 0.5557, "Y4": 0.2418, "page": 0, "Index": 9}, {"Word": "20-1", "Confidence": 0.711, "X1": 0.11533, "Y1": 0.2572, "X2": 0.14679, "Y2": 0.257, "X3": 0.14679, "Y3": 0.2688, "X4": 0.11664, "Y4": 0.2698, "page": 0, "Index": 10}, {"Word": "10+", "Confidence": 0.604, "X1": 0.11533, "Y1": 0.2892, "X2": 0.14679, "Y2": 0.289, "X3": 0.1481, "Y3": 0.3008, "X4": 0.11664, "Y4": 0.3028, "page": 0, "Index": 11}, {"Word": "18", "Confidence": 0.717, "X1": 0.36828, "Y1": 0.3322, "X2": 0.38532, "Y2": 0.332, "X3": 0.38532, "Y3": 0.3458, "X4": 0.36828, "Y4": 0.3458, "page": 0, "Index": 12}, {"Word": "17", "Confidence": 0.991, "X1": 0.39056, "Y1": 0.3322, "X2": 0.41153, "Y2": 0.332, "X3": 0.41153, "Y3": 0.3458, "X4": 0.39056, "Y4": 0.3458, "page": 0, "Index": 13}, {"Word": "48", "Confidence": 0.292, "X1": 0.41547, "Y1": 0.3322, "X2": 0.43381, "Y2": 0.332, "X3": 0.43512, "Y3": 0.3458, "X4": 0.41547, "Y4": 0.3458, "page": 0, "Index": 14}, {"Word": "19", "Confidence": 0.167, "X1": 0.43906, "Y1": 0.3322, "X2": 0.45872, "Y2": 0.332, "X3": 0.45872, "Y3": 0.3468, "X4": 0.44037, "Y4": 0.3458, "page": 0, "Index": 15}, {"Word": "80", "Confidence": 0.28, "X1": 0.46265, "Y1": 0.3332, "X2": 0.48362, "Y2": 0.333, "X3": 0.48362, "Y3": 0.3478, "X4": 0.46265, "Y4": 0.3468, "page": 0, "Index": 16}, {"Word": "1", "Confidence": 0.658, "X1": 0.49934, "Y1": 0.3352, "X2": 0.50852, "Y2": 0.335, "X3": 0.50852, "Y3": 0.3458, "X4": 0.49934, "Y4": 0.3458, "page": 0, "Index": 17}, {"Word": "22", "Confidence": 0.993, "X1": 0.51114, "Y1": 0.3352, "X2": 0.52949, "Y2": 0.335, "X3": 0.52949, "Y3": 0.3458, "X4": 0.51114, "Y4": 0.3458, "page": 0, "Index": 18}, {"Word": "23", "Confidence": 0.789, "X1": 0.53473, "Y1": 0.3352, "X2": 0.55308, "Y2": 0.335, "X3": 0.55308, "Y3": 0.3458, "X4": 0.53473, "Y4": 0.3458, "page": 0, "Index": 19}, {"Word": "24", "Confidence": 0.97, "X1": 0.55832, "Y1": 0.3352, "X2": 0.57798, "Y2": 0.335, "X3": 0.57798, "Y3": 0.3458, "X4": 0.55832, "Y4": 0.3458, "page": 0, "Index": 20}, {"Word": "25", "Confidence": 0.334, "X1": 0.58322, "Y1": 0.3342, "X2": 0.60026, "Y2": 0.334, "X3": 0.60157, "Y3": 0.3458, "X4": 0.58322, "Y4": 0.3458, "page": 0, "Index": 21}, {"Word": "26", "Confidence": 0.53, "X1": 0.60682, "Y1": 0.3342, "X2": 0.62516, "Y2": 0.334, "X3": 0.62516, "Y3": 0.3458, "X4": 0.60682, "Y4": 0.3458, "page": 0, "Index": 22}, {"Word": "WATER", "Confidence": 0.654, "X1": 0.35125, "Y1": 0.3612, "X2": 0.39581, "Y2": 0.361, "X3": 0.39712, "Y3": 0.3748, "X4": 0.35125, "Y4": 0.3748, "page": 0, "Index": 23}, {"Word": "SOLUBLES.", "Confidence": 0.642, "X1": 0.40367, "Y1": 0.3612, "X2": 0.481, "Y2": 0.361, "X3": 0.481, "Y3": 0.3758, "X4": 0.40367, "Y4": 0.3748, "page": 0, "Index": 24}, {"Word": "%", "Confidence": 0.827, "X1": 0.48493, "Y1": 0.3612, "X2": 0.49541, "Y2": 0.361, "X3": 0.49541, "Y3": 0.3758, "X4": 0.48493, "Y4": 0.3758, "page": 0, "Index": 25}, {"Word": "(03/28/95)", "Confidence": 0.322, "X1": 0.30668, "Y1": 0.6032, "X2": 0.30799, "Y2": 0.603, "X3": 0.3211, "Y3": 0.6028, "X4": 0.32241, "Y4": 0.6638, "page": 0, "Index": 26}, {"Word": "-", "Confidence": 0.824, "X1": 0.54522, "Y1": 0.6022, "X2": 0.54522, "Y2": 0.602, "X3": 0.5308, "Y3": 0.6008, "X4": 0.5308, "Y4": 0.5978, "page": 0, "Index": 27}, {"Word": "(98/22/10)", "Confidence": 0.489, "X1": 0.18873, "Y1": 0.6642, "X2": 0.18873, "Y2": 0.664, "X3": 0.17169, "Y3": 0.6648, "X4": 0.173, "Y4": 0.6038, "page": 0, "Index": 28}, {"Word": "(\u00c7A/50/50)", "Confidence": 0.552, "X1": 0.27785, "Y1": 0.6642, "X2": 0.27654, "Y2": 0.664, "X3": 0.26081, "Y3": 0.6648, "X4": 0.26212, "Y4": 0.6058, "page": 0, "Index": 29}, {"Word": "(6/97/90)", "Confidence": 0.297, "X1": 0.36566, "Y1": 0.6642, "X2": 0.36566, "Y2": 0.664, "X3": 0.34993, "Y3": 0.6638, "X4": 0.35125, "Y4": 0.6048, "page": 0, "Index": 30}, {"Word": "(96/20/00)", "Confidence": 0.255, "X1": 0.41153, "Y1": 0.6662, "X2": 0.41022, "Y2": 0.666, "X3": 0.3945, "Y3": 0.6648, "X4": 0.39581, "Y4": 0.6038, "page": 0, "Index": 31}, {"Word": "(96/02/20)", "Confidence": 0.175, "X1": 0.4574, "Y1": 0.6652, "X2": 0.45609, "Y2": 0.665, "X3": 0.44037, "Y3": 0.6648, "X4": 0.44037, "Y4": 0.6048, "page": 0, "Index": 32}, {"Word": "(08/80/40)", "Confidence": 0.521, "X1": 0.54522, "Y1": 0.6652, "X2": 0.54522, "Y2": 0.665, "X3": 0.52949, "Y3": 0.6658, "X4": 0.5308, "Y4": 0.6038, "page": 0, "Index": 33}, {"Word": "(98/06/20)", "Confidence": 0.432, "X1": 0.58978, "Y1": 0.6652, "X2": 0.58978, "Y2": 0.665, "X3": 0.57405, "Y3": 0.6658, "X4": 0.57667, "Y4": 0.6038, "page": 0, "Index": 34}, {"Word": "(96/02/20)", "Confidence": 0.605, "X1": 0.63565, "Y1": 0.6662, "X2": 0.63434, "Y2": 0.666, "X3": 0.61861, "Y3": 0.6648, "X4": 0.62123, "Y4": 0.6048, "page": 0, "Index": 35}, {"Word": "toa/05/80", "Confidence": 0.241, "X1": 0.68152, "Y1": 0.6622, "X2": 0.68021, "Y2": 0.662, "X3": 0.66448, "Y3": 0.6608, "X4": 0.66579, "Y4": 0.6058, "page": 0, "Index": 36}, {"Word": ".(06/60/25)", "Confidence": 0.161, "X1": 0.86501, "Y1": 0.6692, "X2": 0.8637, "Y2": 0.669, "X3": 0.84535, "Y3": 0.6688, "X4": 0.84666, "Y4": 0.6008, "page": 0, "Index": 37}, {"Word": "W/E", "Confidence": 0.638, "X1": 0.46658, "Y1": 0.6842, "X2": 0.4941, "Y2": 0.684, "X3": 0.4941, "Y3": 0.6968, "X4": 0.46658, "Y4": 0.6968, "page": 0, "Index": 38}, {"Word": "DATE", "Confidence": 0.988, "X1": 0.50066, "Y1": 0.6852, "X2": 0.53866, "Y2": 0.685, "X3": 0.53866, "Y3": 0.6968, "X4": 0.50066, "Y4": 0.6968, "page": 0, "Index": 39}, {"Word": "52141", "Confidence": 0.998, "X1": 0.96592, "Y1": 0.8892, "X2": 0.9633, "Y2": 0.889, "X3": 0.94364, "Y3": 0.8888, "X4": 0.94495, "Y4": 0.8448, "page": 0, "Index": 40}, {"Word": "8/10/10)", "Confidence": 0.18, "X1": 0.1481, "Y1": 0.9082, "X2": 0.14679, "Y2": 0.908, "X3": 0.12844, "Y3": 0.9078, "X4": 0.12975, "Y4": 0.8548, "page": 0, "Index": 41}, {"Word": "(04/87/20)", "Confidence": 0.346, "X1": 0.23722, "Y1": 0.9082, "X2": 0.23591, "Y2": 0.908, "X3": 0.21887, "Y3": 0.9078, "X4": 0.22018, "Y4": 0.8468, "page": 0, "Index": 42}, {"Word": "(08/90/60)", "Confidence": 0.345, "X1": 0.28047, "Y1": 0.9082, "X2": 0.27916, "Y2": 0.908, "X3": 0.26343, "Y3": 0.9078, "X4": 0.26474, "Y4": 0.8468, "page": 0, "Index": 43}, {"Word": "(66/20/90)", "Confidence": 0.651, "X1": 0.41547, "Y1": 0.9082, "X2": 0.41153, "Y2": 0.908, "X3": 0.39318, "Y3": 0.9068, "X4": 0.39581, "Y4": 0.8458, "page": 0, "Index": 44}, {"Word": "(8/92/60)", "Confidence": 0.283, "X1": 0.32372, "Y1": 0.9092, "X2": 0.32372, "Y2": 0.909, "X3": 0.30668, "Y3": 0.9088, "X4": 0.30931, "Y4": 0.8468, "page": 0, "Index": 45}, {"Word": "(96/60/20)", "Confidence": 0.615, "X1": 0.54522, "Y1": 0.9092, "X2": 0.54391, "Y2": 0.909, "X3": 0.52687, "Y3": 0.9098, "X4": 0.52818, "Y4": 0.8458, "page": 0, "Index": 46}, {"Word": "(28/06/20)", "Confidence": 0.235, "X1": 0.5924, "Y1": 0.9092, "X2": 0.58847, "Y2": 0.909, "X3": 0.57143, "Y3": 0.9088, "X4": 0.57667, "Y4": 0.8468, "page": 0, "Index": 47}, {"Word": "(96/02/00)", "Confidence": 0.463, "X1": 0.63565, "Y1": 0.9092, "X2": 0.63303, "Y2": 0.909, "X3": 0.6173, "Y3": 0.9088, "X4": 0.61992, "Y4": 0.8478, "page": 0, "Index": 48}, {"Word": "(26/07/80}", "Confidence": 0.153, "X1": 0.68152, "Y1": 0.9092, "X2": 0.6789, "Y2": 0.909, "X3": 0.66055, "Y3": 0.9098, "X4": 0.66317, "Y4": 0.8488, "page": 0, "Index": 49}, {"Word": "(08/22/03)", "Confidence": 0.453, "X1": 0.77064, "Y1": 0.9112, "X2": 0.76802, "Y2": 0.911, "X3": 0.75098, "Y3": 0.9108, "X4": 0.7536, "Y4": 0.8498, "page": 0, "Index": 50}, {"Word": "(06/60/25)", "Confidence": 0.177, "X1": 0.85976, "Y1": 0.9132, "X2": 0.85976, "Y2": 0.913, "X3": 0.8401, "Y3": 0.9118, "X4": 0.8401, "Y4": 0.8508, "page": 0, "Index": 51}, {"Word": "3164", "Confidence": 0.991, "X1": 0.9633, "Y1": 0.9332, "X2": 0.95937, "Y2": 0.933, "X3": 0.93971, "Y3": 0.9328, "X4": 0.94233, "Y4": 0.8978, "page": 0, "Index": 52}, {"Word": "WE", "Confidence": 0.127, "X1": 0.46396, "Y1": 0.9272, "X2": 0.4941, "Y2": 0.927, "X3": 0.49279, "Y3": 0.9398, "X4": 0.46396, "Y4": 0.9388, "page": 0, "Index": 53}, {"Word": "DATE", "Confidence": 0.991, "X1": 0.50066, "Y1": 0.9282, "X2": 0.53735, "Y2": 0.928, "X3": 0.53604, "Y3": 0.9408, "X4": 0.49934, "Y4": 0.9398, "page": 0, "Index": 54}, {"Word": "1", "Confidence": 0.331, "X1": 0.92267, "Y1": 0.9562, "X2": 0.93316, "Y2": 0.956, "X3": 0.93316, "Y3": 0.9678, "X4": 0.92267, "Y4": 0.9678, "page": 0, "Index": 55}]}
"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"
ffyh0074
0
{"lines_data": [{"Word": "RICHMOND, VIRGINIA", "Confidence": 0.9925, "X1": 0.27628, "Y1": 0.1352, "X2": 0.75337, "Y2": 0.135, "X3": 0.75337, "Y3": 0.1628, "X4": 0.27628, "Y4": 0.1628, "page": 0}, {"Word": "MARKET", "Confidence": 0.997, "X1": 0.27898, "Y1": 0.1662, "X2": 0.74798, "Y2": 0.166, "X3": 0.74798, "Y3": 0.2308, "X4": 0.27898, "Y4": 0.2298, "page": 0}, {"Word": "SUMMARY", "Confidence": 0.997, "X1": 0.23854, "Y1": 0.2302, "X2": 0.79111, "Y2": 0.23, "X3": 0.78976, "Y3": 0.2968, "X4": 0.23854, "Y4": 0.2968, "page": 0}, {"Word": "RICHMOND NEWSPAPER AUDIENCE 1998", "Confidence": 0.9925, "X1": 0.2035, "Y1": 0.3002, "X2": 0.8221, "Y2": 0.3, "X3": 0.8221, "Y3": 0.3258, "X4": 0.2035, "Y4": 0.3258, "page": 0}, {"Word": "Survey Conducted March-May, 1998", "Confidence": 0.99375, "X1": 0.27628, "Y1": 0.3292, "X2": 0.75202, "Y2": 0.329, "X3": 0.75202, "Y3": 0.3548, "X4": 0.27628, "Y4": 0.3548, "page": 0}, {"Word": "REACH AND FREQUENCY", "Confidence": 0.99633, "X1": 0.40027, "Y1": 0.4012, "X2": 0.62938, "Y2": 0.401, "X3": 0.62938, "Y3": 0.4178, "X4": 0.40027, "Y4": 0.4188, "page": 0}, {"Word": "RICHMOND URBANIZED AREA", "Confidence": 0.99267, "X1": 0.33827, "Y1": 0.4242, "X2": 0.68598, "Y2": 0.424, "X3": 0.68598, "Y3": 0.4418, "X4": 0.33827, "Y4": 0.4418, "page": 0}, {"Word": "Total Adults - 575,000 . Total Men - 265,000 . Total Women - 310,000", "Confidence": 0.94214, "X1": 0.22507, "Y1": 0.4452, "X2": 0.80323, "Y2": 0.445, "X3": 0.80323, "Y3": 0.4618, "X4": 0.22507, "Y4": 0.4618, "page": 0}, {"Word": "DAILY RICHMOND TIMES-DISPATCH", "Confidence": 0.99233, "X1": 0.34906, "Y1": 0.4712, "X2": 0.68194, "Y2": 0.471, "X3": 0.68194, "Y3": 0.4888, "X4": 0.34771, "Y4": 0.4878, "page": 0}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.57682, "Y1": 0.4952, "X2": 0.62264, "Y2": 0.495, "X3": 0.62129, "Y3": 0.5078, "X4": 0.57682, "Y4": 0.5068, "page": 0}, {"Word": "CUMULATIVE AUDIENCE", "Confidence": 0.951, "X1": 0.1442, "Y1": 0.4932, "X2": 0.36388, "Y2": 0.493, "X3": 0.36388, "Y3": 0.5098, "X4": 0.1442, "Y4": 0.5098, "page": 0}, {"Word": "ALL ADULTS", "Confidence": 0.978, "X1": 0.36792, "Y1": 0.4942, "X2": 0.48652, "Y2": 0.494, "X3": 0.48652, "Y3": 0.5098, "X4": 0.36792, "Y4": 0.5088, "page": 0}, {"Word": "WOMEN", "Confidence": 0.994, "X1": 0.73046, "Y1": 0.4942, "X2": 0.80593, "Y2": 0.494, "X3": 0.80593, "Y3": 0.5088, "X4": 0.73046, "Y4": 0.5078, "page": 0}, {"Word": "One Day", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.5152, "X2": 0.21024, "Y2": 0.515, "X3": 0.21024, "Y3": 0.5278, "X4": 0.1442, "Y4": 0.5268, "page": 0}, {"Word": "186,000 (60%)", "Confidence": 0.994, "X1": 0.71698, "Y1": 0.5142, "X2": 0.82345, "Y2": 0.514, "X3": 0.82345, "Y3": 0.5278, "X4": 0.71698, "Y4": 0.5278, "page": 0}, {"Word": "354,000 (62%)", "Confidence": 0.9925, "X1": 0.38005, "Y1": 0.5152, "X2": 0.48652, "Y2": 0.515, "X3": 0.48652, "Y3": 0.5298, "X4": 0.37871, "Y4": 0.5278, "page": 0}, {"Word": "169,000 (64%)", "Confidence": 0.995, "X1": 0.54717, "Y1": 0.5142, "X2": 0.65229, "Y2": 0.514, "X3": 0.65229, "Y3": 0.5288, "X4": 0.54717, "Y4": 0.5278, "page": 0}, {"Word": "C", "Confidence": 0.995, "X1": 0.04852, "Y1": 0.5182, "X2": 0.08625, "Y2": 0.518, "X3": 0.08491, "Y3": 0.5428, "X4": 0.04717, "Y4": 0.5428, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.994, "X1": 0.14555, "Y1": 0.5282, "X2": 0.28437, "Y2": 0.528, "X3": 0.28437, "Y3": 0.5428, "X4": 0.14555, "Y4": 0.5418, "page": 0}, {"Word": "1.0", "Confidence": 0.994, "X1": 0.42049, "Y1": 0.5292, "X2": 0.44609, "Y2": 0.529, "X3": 0.44474, "Y3": 0.5408, "X4": 0.42049, "Y4": 0.5408, "page": 0}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.5302, "X2": 0.61456, "Y2": 0.53, "X3": 0.61321, "Y3": 0.5418, "X4": 0.58895, "Y4": 0.5418, "page": 0}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.5302, "X2": 0.78167, "Y2": 0.53, "X3": 0.78032, "Y3": 0.5418, "X4": 0.75741, "Y4": 0.5418, "page": 0}, {"Word": "Two Days", "Confidence": 0.9935, "X1": 0.14555, "Y1": 0.5472, "X2": 0.21429, "Y2": 0.547, "X3": 0.21429, "Y3": 0.5608, "X4": 0.14555, "Y4": 0.5588, "page": 0}, {"Word": "391,000 (68%)", "Confidence": 0.9745, "X1": 0.37736, "Y1": 0.5472, "X2": 0.48518, "Y2": 0.547, "X3": 0.48518, "Y3": 0.5608, "X4": 0.37736, "Y4": 0.5598, "page": 0}, {"Word": "185,000 (70%)", "Confidence": 0.9915, "X1": 0.54717, "Y1": 0.5472, "X2": 0.65229, "Y2": 0.547, "X3": 0.65229, "Y3": 0.5618, "X4": 0.54582, "Y4": 0.5598, "page": 0}, {"Word": "206,000 (66%)", "Confidence": 0.9635, "X1": 0.71429, "Y1": 0.5472, "X2": 0.8221, "Y2": 0.547, "X3": 0.8221, "Y3": 0.5608, "X4": 0.71429, "Y4": 0.5608, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.9655, "X1": 0.14555, "Y1": 0.5632, "X2": 0.28437, "Y2": 0.563, "X3": 0.28437, "Y3": 0.5758, "X4": 0.14555, "Y4": 0.5738, "page": 0}, {"Word": "1.8", "Confidence": 0.994, "X1": 0.42049, "Y1": 0.5612, "X2": 0.4434, "Y2": 0.561, "X3": 0.44205, "Y3": 0.5738, "X4": 0.42049, "Y4": 0.5738, "page": 0}, {"Word": "1.8", "Confidence": 0.994, "X1": 0.58895, "Y1": 0.5622, "X2": 0.61456, "Y2": 0.562, "X3": 0.61321, "Y3": 0.5738, "X4": 0.5876, "Y4": 0.5738, "page": 0}, {"Word": "1.8", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.5612, "X2": 0.78032, "Y2": 0.561, "X3": 0.78032, "Y3": 0.5738, "X4": 0.75606, "Y4": 0.5738, "page": 0}, {"Word": "Three Days", "Confidence": 0.994, "X1": 0.1442, "Y1": 0.5802, "X2": 0.22776, "Y2": 0.58, "X3": 0.22776, "Y3": 0.5928, "X4": 0.1442, "Y4": 0.5928, "page": 0}, {"Word": "412,000 (72%)", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.5802, "X2": 0.48383, "Y2": 0.58, "X3": 0.48383, "Y3": 0.5938, "X4": 0.37601, "Y4": 0.5928, "page": 0}, {"Word": "195,000 (74%)", "Confidence": 0.8765, "X1": 0.54582, "Y1": 0.5802, "X2": 0.65229, "Y2": 0.58, "X3": 0.65094, "Y3": 0.5938, "X4": 0.54582, "Y4": 0.5928, "page": 0}, {"Word": "217,000 (70%)", "Confidence": 0.9, "X1": 0.71429, "Y1": 0.5802, "X2": 0.8221, "Y2": 0.58, "X3": 0.8221, "Y3": 0.5938, "X4": 0.71429, "Y4": 0.5928, "page": 0}, {"Word": "2.6", "Confidence": 0.994, "X1": 0.41779, "Y1": 0.5962, "X2": 0.4407, "Y2": 0.596, "X3": 0.43935, "Y3": 0.6078, "X4": 0.41779, "Y4": 0.6078, "page": 0}, {"Word": "2.5", "Confidence": 0.715, "X1": 0.58895, "Y1": 0.5962, "X2": 0.60916, "Y2": 0.596, "X3": 0.60782, "Y3": 0.6078, "X4": 0.58895, "Y4": 0.6068, "page": 0}, {"Word": "2.6", "Confidence": 0.841, "X1": 0.75741, "Y1": 0.5962, "X2": 0.77628, "Y2": 0.596, "X3": 0.77628, "Y3": 0.6078, "X4": 0.75741, "Y4": 0.6068, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.8295, "X1": 0.14286, "Y1": 0.5952, "X2": 0.28302, "Y2": 0.595, "X3": 0.28167, "Y3": 0.6088, "X4": 0.14286, "Y4": 0.6078, "page": 0}, {"Word": "Four Days", "Confidence": 0.9895, "X1": 0.1442, "Y1": 0.6132, "X2": 0.22237, "Y2": 0.613, "X3": 0.22237, "Y3": 0.6258, "X4": 0.1442, "Y4": 0.6248, "page": 0}, {"Word": "427,000 (74%)", "Confidence": 0.9925, "X1": 0.37601, "Y1": 0.6122, "X2": 0.48248, "Y2": 0.612, "X3": 0.48248, "Y3": 0.6268, "X4": 0.37601, "Y4": 0.6258, "page": 0}, {"Word": "202,000 (76%)", "Confidence": 0.8535, "X1": 0.54447, "Y1": 0.6132, "X2": 0.65229, "Y2": 0.613, "X3": 0.65229, "Y3": 0.6268, "X4": 0.54447, "Y4": 0.6258, "page": 0}, {"Word": "225,000 (73%)", "Confidence": 0.9675, "X1": 0.71024, "Y1": 0.6132, "X2": 0.8221, "Y2": 0.613, "X3": 0.82075, "Y3": 0.6258, "X4": 0.71024, "Y4": 0.6258, "page": 0}, {"Word": "3.3", "Confidence": 0.777, "X1": 0.5903, "Y1": 0.6282, "X2": 0.61186, "Y2": 0.628, "X3": 0.61051, "Y3": 0.6378, "X4": 0.5903, "Y4": 0.6378, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.9395, "X1": 0.14555, "Y1": 0.6282, "X2": 0.28437, "Y2": 0.628, "X3": 0.28302, "Y3": 0.6428, "X4": 0.14555, "Y4": 0.6408, "page": 0}, {"Word": "3.3", "Confidence": 0.997, "X1": 0.41779, "Y1": 0.6282, "X2": 0.44205, "Y2": 0.628, "X3": 0.4407, "Y3": 0.6388, "X4": 0.41779, "Y4": 0.6388, "page": 0}, {"Word": "3.3", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.6282, "X2": 0.77763, "Y2": 0.628, "X3": 0.77763, "Y3": 0.6388, "X4": 0.75606, "Y4": 0.6388, "page": 0}, {"Word": "Five Days", "Confidence": 0.986, "X1": 0.14555, "Y1": 0.6462, "X2": 0.21698, "Y2": 0.646, "X3": 0.21563, "Y3": 0.6578, "X4": 0.14555, "Y4": 0.6568, "page": 0}, {"Word": "438,000 (76%)", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.6452, "X2": 0.48383, "Y2": 0.645, "X3": 0.48383, "Y3": 0.6588, "X4": 0.37736, "Y4": 0.6588, "page": 0}, {"Word": "206,000 (78%)", "Confidence": 0.9175, "X1": 0.54447, "Y1": 0.6452, "X2": 0.65229, "Y2": 0.645, "X3": 0.65229, "Y3": 0.6598, "X4": 0.54447, "Y4": 0.6588, "page": 0}, {"Word": "231,000 (75%)", "Confidence": 0.979, "X1": 0.71294, "Y1": 0.6452, "X2": 0.82075, "Y2": 0.645, "X3": 0.82075, "Y3": 0.6588, "X4": 0.71294, "Y4": 0.6588, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.863, "X1": 0.14555, "Y1": 0.6602, "X2": 0.28302, "Y2": 0.66, "X3": 0.28302, "Y3": 0.6738, "X4": 0.14555, "Y4": 0.6728, "page": 0}, {"Word": "4.1", "Confidence": 0.994, "X1": 0.42049, "Y1": 0.6602, "X2": 0.4434, "Y2": 0.66, "X3": 0.44205, "Y3": 0.6718, "X4": 0.41914, "Y4": 0.6708, "page": 0}, {"Word": "4.1", "Confidence": 0.997, "X1": 0.58895, "Y1": 0.6612, "X2": 0.61321, "Y2": 0.661, "X3": 0.61186, "Y3": 0.6728, "X4": 0.5876, "Y4": 0.6718, "page": 0}, {"Word": "4.0", "Confidence": 0.991, "X1": 0.75876, "Y1": 0.6612, "X2": 0.78302, "Y2": 0.661, "X3": 0.78167, "Y3": 0.6718, "X4": 0.75876, "Y4": 0.6718, "page": 0}, {"Word": "Six Days", "Confidence": 0.819, "X1": 0.14286, "Y1": 0.6782, "X2": 0.20889, "Y2": 0.678, "X3": 0.20889, "Y3": 0.6908, "X4": 0.14286, "Y4": 0.6898, "page": 0}, {"Word": "446,000 (78%)", "Confidence": 0.8875, "X1": 0.37332, "Y1": 0.6782, "X2": 0.48383, "Y2": 0.678, "X3": 0.48383, "Y3": 0.6918, "X4": 0.37332, "Y4": 0.6918, "page": 0}, {"Word": "209,000 (79%)", "Confidence": 0.974, "X1": 0.54313, "Y1": 0.6782, "X2": 0.65229, "Y2": 0.678, "X3": 0.65229, "Y3": 0.6918, "X4": 0.54313, "Y4": 0.6918, "page": 0}, {"Word": "236,000 (76%)", "Confidence": 0.9745, "X1": 0.71294, "Y1": 0.6782, "X2": 0.8221, "Y2": 0.678, "X3": 0.8221, "Y3": 0.6918, "X4": 0.71294, "Y4": 0.6918, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.9645, "X1": 0.1442, "Y1": 0.6932, "X2": 0.28302, "Y2": 0.693, "X3": 0.28302, "Y3": 0.7068, "X4": 0.1442, "Y4": 0.7058, "page": 0}, {"Word": "4.8", "Confidence": 0.765, "X1": 0.41914, "Y1": 0.6942, "X2": 0.4434, "Y2": 0.694, "X3": 0.4407, "Y3": 0.7048, "X4": 0.41779, "Y4": 0.7038, "page": 0}, {"Word": "4.8", "Confidence": 0.896, "X1": 0.5903, "Y1": 0.6952, "X2": 0.61186, "Y2": 0.695, "X3": 0.60916, "Y3": 0.7058, "X4": 0.58895, "Y4": 0.7038, "page": 0}, {"Word": "4.7", "Confidence": 0.992, "X1": 0.75741, "Y1": 0.6932, "X2": 0.78167, "Y2": 0.693, "X3": 0.78032, "Y3": 0.7048, "X4": 0.75606, "Y4": 0.7038, "page": 0}, {"Word": "SUNDAY RICHMOND TIMES-DISPATCH", "Confidence": 0.97667, "X1": 0.33558, "Y1": 0.7202, "X2": 0.68733, "Y2": 0.72, "X3": 0.68733, "Y3": 0.7368, "X4": 0.33558, "Y4": 0.7368, "page": 0}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.57547, "Y1": 0.7432, "X2": 0.62129, "Y2": 0.743, "X3": 0.61995, "Y3": 0.7578, "X4": 0.57412, "Y4": 0.7578, "page": 0}, {"Word": "CUMULATIVE AUDIENCE ALL ADULTS", "Confidence": 0.9905, "X1": 0.1442, "Y1": 0.7422, "X2": 0.48383, "Y2": 0.742, "X3": 0.48383, "Y3": 0.7588, "X4": 0.1442, "Y4": 0.7588, "page": 0}, {"Word": "WOMEN", "Confidence": 0.998, "X1": 0.73046, "Y1": 0.7432, "X2": 0.80593, "Y2": 0.743, "X3": 0.80458, "Y3": 0.7588, "X4": 0.73046, "Y4": 0.7568, "page": 0}, {"Word": "One Week", "Confidence": 0.9945, "X1": 0.1442, "Y1": 0.7642, "X2": 0.21833, "Y2": 0.764, "X3": 0.21833, "Y3": 0.7768, "X4": 0.1442, "Y4": 0.7768, "page": 0}, {"Word": "474,000 (83%)", "Confidence": 0.991, "X1": 0.37466, "Y1": 0.7642, "X2": 0.48383, "Y2": 0.764, "X3": 0.48383, "Y3": 0.7778, "X4": 0.37332, "Y4": 0.7778, "page": 0}, {"Word": "253,000 (82%)", "Confidence": 0.9955, "X1": 0.71429, "Y1": 0.7642, "X2": 0.8221, "Y2": 0.764, "X3": 0.8221, "Y3": 0.7778, "X4": 0.71429, "Y4": 0.7778, "page": 0}, {"Word": "221,000 (83%)", "Confidence": 0.9745, "X1": 0.54447, "Y1": 0.7642, "X2": 0.65229, "Y2": 0.764, "X3": 0.65229, "Y3": 0.7788, "X4": 0.54447, "Y4": 0.7778, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.969, "X1": 0.14286, "Y1": 0.7792, "X2": 0.28167, "Y2": 0.779, "X3": 0.28167, "Y3": 0.7928, "X4": 0.14286, "Y4": 0.7918, "page": 0}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.41914, "Y1": 0.7792, "X2": 0.4407, "Y2": 0.779, "X3": 0.4407, "Y3": 0.7898, "X4": 0.41779, "Y4": 0.7908, "page": 0}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.5876, "Y1": 0.7802, "X2": 0.61051, "Y2": 0.78, "X3": 0.60916, "Y3": 0.7908, "X4": 0.5876, "Y4": 0.7908, "page": 0}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.7792, "X2": 0.77898, "Y2": 0.779, "X3": 0.77898, "Y3": 0.7898, "X4": 0.75606, "Y4": 0.7898, "page": 0}, {"Word": "Two Weeks", "Confidence": 0.9965, "X1": 0.14151, "Y1": 0.7962, "X2": 0.22642, "Y2": 0.796, "X3": 0.22507, "Y3": 0.8088, "X4": 0.14151, "Y4": 0.8078, "page": 0}, {"Word": "509,000 (899%)", "Confidence": 0.8185, "X1": 0.37332, "Y1": 0.7962, "X2": 0.48248, "Y2": 0.796, "X3": 0.48248, "Y3": 0.8108, "X4": 0.37332, "Y4": 0.8098, "page": 0}, {"Word": "237,000 (90%)", "Confidence": 0.982, "X1": 0.54313, "Y1": 0.7972, "X2": 0.65094, "Y2": 0.797, "X3": 0.65094, "Y3": 0.8108, "X4": 0.54313, "Y4": 0.8098, "page": 0}, {"Word": "272,000 (88%)", "Confidence": 0.982, "X1": 0.71159, "Y1": 0.7962, "X2": 0.81941, "Y2": 0.796, "X3": 0.81941, "Y3": 0.8098, "X4": 0.71159, "Y4": 0.8098, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.993, "X1": 0.1442, "Y1": 0.8122, "X2": 0.28302, "Y2": 0.812, "X3": 0.28302, "Y3": 0.8258, "X4": 0.1442, "Y4": 0.8238, "page": 0}, {"Word": "1.9", "Confidence": 0.931, "X1": 0.41779, "Y1": 0.8112, "X2": 0.4434, "Y2": 0.811, "X3": 0.44205, "Y3": 0.8238, "X4": 0.41644, "Y4": 0.8228, "page": 0}, {"Word": "1.9", "Confidence": 0.955, "X1": 0.5876, "Y1": 0.8122, "X2": 0.61456, "Y2": 0.812, "X3": 0.61321, "Y3": 0.8238, "X4": 0.5876, "Y4": 0.8228, "page": 0}, {"Word": "1.9", "Confidence": 0.997, "X1": 0.75337, "Y1": 0.8112, "X2": 0.78032, "Y2": 0.811, "X3": 0.77898, "Y3": 0.8238, "X4": 0.75337, "Y4": 0.8228, "page": 0}, {"Word": "Three Weeks", "Confidence": 0.9975, "X1": 0.1442, "Y1": 0.8302, "X2": 0.23585, "Y2": 0.83, "X3": 0.23585, "Y3": 0.8428, "X4": 0.1442, "Y4": 0.8418, "page": 0}, {"Word": "525,000 (91%)", "Confidence": 0.975, "X1": 0.37466, "Y1": 0.8292, "X2": 0.48248, "Y2": 0.829, "X3": 0.48248, "Y3": 0.8438, "X4": 0.37466, "Y4": 0.8428, "page": 0}, {"Word": "244,000 (92%)", "Confidence": 0.994, "X1": 0.54313, "Y1": 0.8302, "X2": 0.65094, "Y2": 0.83, "X3": 0.65094, "Y3": 0.8438, "X4": 0.54313, "Y4": 0.8428, "page": 0}, {"Word": "281,000 (91%)", "Confidence": 0.9145, "X1": 0.71159, "Y1": 0.8302, "X2": 0.81941, "Y2": 0.83, "X3": 0.81941, "Y3": 0.8438, "X4": 0.71159, "Y4": 0.8428, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.9945, "X1": 0.14286, "Y1": 0.8442, "X2": 0.28167, "Y2": 0.844, "X3": 0.28032, "Y3": 0.8578, "X4": 0.14286, "Y4": 0.8578, "page": 0}, {"Word": "2.7", "Confidence": 0.992, "X1": 0.41644, "Y1": 0.8452, "X2": 0.4407, "Y2": 0.845, "X3": 0.4407, "Y3": 0.8558, "X4": 0.41509, "Y4": 0.8558, "page": 0}, {"Word": "2.7", "Confidence": 0.991, "X1": 0.58625, "Y1": 0.8442, "X2": 0.60916, "Y2": 0.844, "X3": 0.60916, "Y3": 0.8548, "X4": 0.58625, "Y4": 0.8548, "page": 0}, {"Word": "2.7", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.8452, "X2": 0.77898, "Y2": 0.845, "X3": 0.77763, "Y3": 0.8558, "X4": 0.75472, "Y4": 0.8558, "page": 0}, {"Word": "Four Weeks", "Confidence": 0.814, "X1": 0.13208, "Y1": 0.8622, "X2": 0.22776, "Y2": 0.862, "X3": 0.22776, "Y3": 0.8748, "X4": 0.13208, "Y4": 0.8748, "page": 0}, {"Word": "533,000 (93%)", "Confidence": 0.993, "X1": 0.37601, "Y1": 0.8622, "X2": 0.48113, "Y2": 0.862, "X3": 0.48113, "Y3": 0.8758, "X4": 0.37601, "Y4": 0.8748, "page": 0}, {"Word": "249,000 (94%)", "Confidence": 0.992, "X1": 0.54447, "Y1": 0.8612, "X2": 0.65094, "Y2": 0.861, "X3": 0.6496, "Y3": 0.8748, "X4": 0.54447, "Y4": 0.8748, "page": 0}, {"Word": "284,000 (92%)", "Confidence": 0.9915, "X1": 0.71294, "Y1": 0.8622, "X2": 0.81941, "Y2": 0.862, "X3": 0.81941, "Y3": 0.8758, "X4": 0.71294, "Y4": 0.8758, "page": 0}, {"Word": "3.6", "Confidence": 0.847, "X1": 0.41779, "Y1": 0.8772, "X2": 0.4434, "Y2": 0.877, "X3": 0.44205, "Y3": 0.8868, "X4": 0.41644, "Y4": 0.8858, "page": 0}, {"Word": "3.6", "Confidence": 0.958, "X1": 0.58491, "Y1": 0.8772, "X2": 0.61321, "Y2": 0.877, "X3": 0.61051, "Y3": 0.8878, "X4": 0.58221, "Y4": 0.8868, "page": 0}, {"Word": "3.6", "Confidence": 0.994, "X1": 0.75606, "Y1": 0.8772, "X2": 0.77898, "Y2": 0.877, "X3": 0.77898, "Y3": 0.8878, "X4": 0.75606, "Y4": 0.8878, "page": 0}, {"Word": "2084107665", "Confidence": 0.994, "X1": 0.94879, "Y1": 0.8802, "X2": 0.9434, "Y2": 0.88, "X3": 0.92049, "Y3": 0.8788, "X4": 0.92588, "Y4": 0.7848, "page": 0}, {"Word": "Average Frequency", "Confidence": 0.9935, "X1": 0.14151, "Y1": 0.8772, "X2": 0.28167, "Y2": 0.877, "X3": 0.28167, "Y3": 0.8908, "X4": 0.14151, "Y4": 0.8898, "page": 0}, {"Word": "Richmond Cimes-Dispatch", "Confidence": 0.8745, "X1": 0.31941, "Y1": 0.8992, "X2": 0.7035, "Y2": 0.899, "X3": 0.7035, "Y3": 0.9308, "X4": 0.31941, "Y4": 0.9288, "page": 0}], "words_data": [{"Word": "RICHMOND,", "Confidence": 0.994, "X1": 0.27898, "Y1": 0.1362, "X2": 0.54447, "Y2": 0.136, "X3": 0.54447, "Y3": 0.1638, "X4": 0.27763, "Y4": 0.1618, "page": 0, "Index": 0}, {"Word": "VIRGINIA", "Confidence": 0.991, "X1": 0.55256, "Y1": 0.1352, "X2": 0.74663, "Y2": 0.135, "X3": 0.74798, "Y3": 0.1628, "X4": 0.55256, "Y4": 0.1638, "page": 0, "Index": 1}, {"Word": "MARKET", "Confidence": 0.997, "X1": 0.28437, "Y1": 0.1662, "X2": 0.71968, "Y2": 0.166, "X3": 0.71833, "Y3": 0.2318, "X4": 0.28302, "Y4": 0.2298, "page": 0, "Index": 2}, {"Word": "SUMMARY", "Confidence": 0.997, "X1": 0.23989, "Y1": 0.2312, "X2": 0.77224, "Y2": 0.231, "X3": 0.76685, "Y3": 0.2978, "X4": 0.24394, "Y4": 0.2978, "page": 0, "Index": 3}, {"Word": "RICHMOND", "Confidence": 0.995, "X1": 0.20755, "Y1": 0.3012, "X2": 0.37601, "Y2": 0.301, "X3": 0.37601, "Y3": 0.3268, "X4": 0.2062, "Y4": 0.3268, "page": 0, "Index": 4}, {"Word": "NEWSPAPER", "Confidence": 0.995, "X1": 0.38814, "Y1": 0.3022, "X2": 0.56604, "Y2": 0.302, "X3": 0.56604, "Y3": 0.3268, "X4": 0.38679, "Y4": 0.3268, "page": 0, "Index": 5}, {"Word": "AUDIENCE", "Confidence": 0.992, "X1": 0.57412, "Y1": 0.3012, "X2": 0.73181, "Y2": 0.301, "X3": 0.73046, "Y3": 0.3268, "X4": 0.57278, "Y4": 0.3268, "page": 0, "Index": 6}, {"Word": "1998", "Confidence": 0.988, "X1": 0.73854, "Y1": 0.3002, "X2": 0.81806, "Y2": 0.3, "X3": 0.81671, "Y3": 0.3268, "X4": 0.73854, "Y4": 0.3268, "page": 0, "Index": 7}, {"Word": "Survey", "Confidence": 0.997, "X1": 0.27763, "Y1": 0.3302, "X2": 0.36119, "Y2": 0.33, "X3": 0.36119, "Y3": 0.3548, "X4": 0.27763, "Y4": 0.3538, "page": 0, "Index": 8}, {"Word": "Conducted", "Confidence": 0.996, "X1": 0.36792, "Y1": 0.3302, "X2": 0.51078, "Y2": 0.33, "X3": 0.51078, "Y3": 0.3558, "X4": 0.36792, "Y4": 0.3548, "page": 0, "Index": 9}, {"Word": "March-May,", "Confidence": 0.994, "X1": 0.51752, "Y1": 0.3302, "X2": 0.6779, "Y2": 0.33, "X3": 0.67655, "Y3": 0.3548, "X4": 0.51752, "Y4": 0.3558, "page": 0, "Index": 10}, {"Word": "1998", "Confidence": 0.988, "X1": 0.68329, "Y1": 0.3312, "X2": 0.75067, "Y2": 0.331, "X3": 0.75067, "Y3": 0.3538, "X4": 0.68329, "Y4": 0.3548, "page": 0, "Index": 11}, {"Word": "REACH", "Confidence": 0.997, "X1": 0.40162, "Y1": 0.4012, "X2": 0.46631, "Y2": 0.401, "X3": 0.46496, "Y3": 0.4188, "X4": 0.40027, "Y4": 0.4188, "page": 0, "Index": 12}, {"Word": "AND", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.4012, "X2": 0.50943, "Y2": 0.401, "X3": 0.50809, "Y3": 0.4188, "X4": 0.47035, "Y4": 0.4188, "page": 0, "Index": 13}, {"Word": "FREQUENCY", "Confidence": 0.994, "X1": 0.51482, "Y1": 0.4012, "X2": 0.62803, "Y2": 0.401, "X3": 0.62668, "Y3": 0.4188, "X4": 0.51348, "Y4": 0.4188, "page": 0, "Index": 14}, {"Word": "RICHMOND", "Confidence": 0.996, "X1": 0.33962, "Y1": 0.4242, "X2": 0.47305, "Y2": 0.424, "X3": 0.47305, "Y3": 0.4428, "X4": 0.33962, "Y4": 0.4418, "page": 0, "Index": 15}, {"Word": "URBANIZED", "Confidence": 0.994, "X1": 0.48248, "Y1": 0.4252, "X2": 0.61456, "Y2": 0.425, "X3": 0.61321, "Y3": 0.4428, "X4": 0.48113, "Y4": 0.4428, "page": 0, "Index": 16}, {"Word": "AREA", "Confidence": 0.988, "X1": 0.62399, "Y1": 0.4252, "X2": 0.68329, "Y2": 0.425, "X3": 0.68329, "Y3": 0.4428, "X4": 0.62399, "Y4": 0.4428, "page": 0, "Index": 17}, {"Word": "Total", "Confidence": 0.994, "X1": 0.22507, "Y1": 0.4462, "X2": 0.26146, "Y2": 0.446, "X3": 0.2628, "Y3": 0.4618, "X4": 0.22642, "Y4": 0.4618, "page": 0, "Index": 18}, {"Word": "Adults", "Confidence": 0.954, "X1": 0.26685, "Y1": 0.4462, "X2": 0.31806, "Y2": 0.446, "X3": 0.31806, "Y3": 0.4618, "X4": 0.26685, "Y4": 0.4618, "page": 0, "Index": 19}, {"Word": "-", "Confidence": 0.995, "X1": 0.3221, "Y1": 0.4462, "X2": 0.33019, "Y2": 0.446, "X3": 0.33019, "Y3": 0.4618, "X4": 0.32345, "Y4": 0.4618, "page": 0, "Index": 20}, {"Word": "575,000", "Confidence": 0.991, "X1": 0.33423, "Y1": 0.4462, "X2": 0.40431, "Y2": 0.446, "X3": 0.40431, "Y3": 0.4628, "X4": 0.33558, "Y4": 0.4618, "page": 0, "Index": 21}, {"Word": ".", "Confidence": 0.673, "X1": 0.4097, "Y1": 0.4462, "X2": 0.42049, "Y2": 0.446, "X3": 0.42049, "Y3": 0.4628, "X4": 0.4097, "Y4": 0.4628, "page": 0, "Index": 22}, {"Word": "Total", "Confidence": 0.995, "X1": 0.42453, "Y1": 0.4462, "X2": 0.46226, "Y2": 0.446, "X3": 0.46226, "Y3": 0.4628, "X4": 0.42453, "Y4": 0.4628, "page": 0, "Index": 23}, {"Word": "Men", "Confidence": 0.993, "X1": 0.46765, "Y1": 0.4462, "X2": 0.50404, "Y2": 0.446, "X3": 0.50404, "Y3": 0.4628, "X4": 0.46765, "Y4": 0.4628, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.994, "X1": 0.50809, "Y1": 0.4462, "X2": 0.51617, "Y2": 0.446, "X3": 0.51617, "Y3": 0.4628, "X4": 0.50809, "Y4": 0.4628, "page": 0, "Index": 25}, {"Word": "265,000", "Confidence": 0.959, "X1": 0.52022, "Y1": 0.4452, "X2": 0.58895, "Y2": 0.445, "X3": 0.58895, "Y3": 0.4628, "X4": 0.52022, "Y4": 0.4628, "page": 0, "Index": 26}, {"Word": ".", "Confidence": 0.666, "X1": 0.59299, "Y1": 0.4452, "X2": 0.60377, "Y2": 0.445, "X3": 0.60377, "Y3": 0.4628, "X4": 0.59299, "Y4": 0.4628, "page": 0, "Index": 27}, {"Word": "Total", "Confidence": 0.996, "X1": 0.60916, "Y1": 0.4452, "X2": 0.6469, "Y2": 0.445, "X3": 0.6469, "Y3": 0.4628, "X4": 0.60916, "Y4": 0.4628, "page": 0, "Index": 28}, {"Word": "Women", "Confidence": 0.994, "X1": 0.65094, "Y1": 0.4452, "X2": 0.71563, "Y2": 0.445, "X3": 0.71429, "Y3": 0.4628, "X4": 0.65094, "Y4": 0.4628, "page": 0, "Index": 29}, {"Word": "-", "Confidence": 0.995, "X1": 0.71968, "Y1": 0.4452, "X2": 0.72642, "Y2": 0.445, "X3": 0.72507, "Y3": 0.4628, "X4": 0.71968, "Y4": 0.4628, "page": 0, "Index": 30}, {"Word": "310,000", "Confidence": 0.991, "X1": 0.73046, "Y1": 0.4452, "X2": 0.80189, "Y2": 0.445, "X3": 0.80054, "Y3": 0.4628, "X4": 0.73046, "Y4": 0.4628, "page": 0, "Index": 31}, {"Word": "DAILY", "Confidence": 0.991, "X1": 0.3504, "Y1": 0.4722, "X2": 0.40566, "Y2": 0.472, "X3": 0.40431, "Y3": 0.4888, "X4": 0.34906, "Y4": 0.4888, "page": 0, "Index": 32}, {"Word": "RICHMOND", "Confidence": 0.995, "X1": 0.4097, "Y1": 0.4732, "X2": 0.51482, "Y2": 0.473, "X3": 0.51482, "Y3": 0.4888, "X4": 0.4097, "Y4": 0.4888, "page": 0, "Index": 33}, {"Word": "TIMES-DISPATCH", "Confidence": 0.991, "X1": 0.52291, "Y1": 0.4722, "X2": 0.67655, "Y2": 0.472, "X3": 0.6779, "Y3": 0.4898, "X4": 0.52291, "Y4": 0.4888, "page": 0, "Index": 34}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.57817, "Y1": 0.4952, "X2": 0.6186, "Y2": 0.495, "X3": 0.61725, "Y3": 0.5078, "X4": 0.57682, "Y4": 0.5068, "page": 0, "Index": 35}, {"Word": "CUMULATIVE", "Confidence": 0.959, "X1": 0.14555, "Y1": 0.4942, "X2": 0.25606, "Y2": 0.494, "X3": 0.25606, "Y3": 0.5098, "X4": 0.1442, "Y4": 0.5108, "page": 0, "Index": 36}, {"Word": "AUDIENCE", "Confidence": 0.943, "X1": 0.26146, "Y1": 0.4952, "X2": 0.3531, "Y2": 0.495, "X3": 0.3531, "Y3": 0.5108, "X4": 0.26011, "Y4": 0.5098, "page": 0, "Index": 37}, {"Word": "ALL", "Confidence": 0.962, "X1": 0.37601, "Y1": 0.4942, "X2": 0.41105, "Y2": 0.494, "X3": 0.41105, "Y3": 0.5098, "X4": 0.37466, "Y4": 0.5098, "page": 0, "Index": 38}, {"Word": "ADULTS", "Confidence": 0.994, "X1": 0.41509, "Y1": 0.4952, "X2": 0.48652, "Y2": 0.495, "X3": 0.48518, "Y3": 0.5098, "X4": 0.41509, "Y4": 0.5098, "page": 0, "Index": 39}, {"Word": "WOMEN", "Confidence": 0.994, "X1": 0.73181, "Y1": 0.4952, "X2": 0.80189, "Y2": 0.495, "X3": 0.80189, "Y3": 0.5098, "X4": 0.73181, "Y4": 0.5088, "page": 0, "Index": 40}, {"Word": "One", "Confidence": 0.998, "X1": 0.14555, "Y1": 0.5152, "X2": 0.1752, "Y2": 0.515, "X3": 0.17385, "Y3": 0.5278, "X4": 0.14555, "Y4": 0.5268, "page": 0, "Index": 41}, {"Word": "186,000", "Confidence": 0.994, "X1": 0.71833, "Y1": 0.5152, "X2": 0.77089, "Y2": 0.515, "X3": 0.77089, "Y3": 0.5278, "X4": 0.71833, "Y4": 0.5278, "page": 0, "Index": 42}, {"Word": "Day", "Confidence": 0.998, "X1": 0.1779, "Y1": 0.5162, "X2": 0.20889, "Y2": 0.516, "X3": 0.20755, "Y3": 0.5288, "X4": 0.1779, "Y4": 0.5278, "page": 0, "Index": 43}, {"Word": "354,000", "Confidence": 0.991, "X1": 0.38005, "Y1": 0.5142, "X2": 0.43396, "Y2": 0.514, "X3": 0.43396, "Y3": 0.5288, "X4": 0.38005, "Y4": 0.5278, "page": 0, "Index": 44}, {"Word": "(62%)", "Confidence": 0.994, "X1": 0.43801, "Y1": 0.5162, "X2": 0.48787, "Y2": 0.516, "X3": 0.48652, "Y3": 0.5308, "X4": 0.43666, "Y4": 0.5288, "page": 0, "Index": 45}, {"Word": "169,000", "Confidence": 0.997, "X1": 0.54852, "Y1": 0.5142, "X2": 0.60377, "Y2": 0.514, "X3": 0.60243, "Y3": 0.5288, "X4": 0.54717, "Y4": 0.5278, "page": 0, "Index": 46}, {"Word": "(64%)", "Confidence": 0.993, "X1": 0.60782, "Y1": 0.5152, "X2": 0.65229, "Y2": 0.515, "X3": 0.65229, "Y3": 0.5288, "X4": 0.60647, "Y4": 0.5288, "page": 0, "Index": 47}, {"Word": "(60%)", "Confidence": 0.994, "X1": 0.77493, "Y1": 0.5152, "X2": 0.82345, "Y2": 0.515, "X3": 0.82345, "Y3": 0.5288, "X4": 0.77493, "Y4": 0.5278, "page": 0, "Index": 48}, {"Word": "C", "Confidence": 0.995, "X1": 0.04717, "Y1": 0.5182, "X2": 0.06604, "Y2": 0.518, "X3": 0.06604, "Y3": 0.5428, "X4": 0.04717, "Y4": 0.5428, "page": 0, "Index": 49}, {"Word": "Average", "Confidence": 0.994, "X1": 0.14555, "Y1": 0.5292, "X2": 0.20216, "Y2": 0.529, "X3": 0.20081, "Y3": 0.5428, "X4": 0.14555, "Y4": 0.5418, "page": 0, "Index": 50}, {"Word": "Frequency", "Confidence": 0.994, "X1": 0.2062, "Y1": 0.5302, "X2": 0.28302, "Y2": 0.53, "X3": 0.28302, "Y3": 0.5438, "X4": 0.20485, "Y4": 0.5428, "page": 0, "Index": 51}, {"Word": "1.0", "Confidence": 0.994, "X1": 0.42049, "Y1": 0.5292, "X2": 0.44205, "Y2": 0.529, "X3": 0.44205, "Y3": 0.5408, "X4": 0.42049, "Y4": 0.5408, "page": 0, "Index": 52}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.5302, "X2": 0.61051, "Y2": 0.53, "X3": 0.61051, "Y3": 0.5418, "X4": 0.5903, "Y4": 0.5418, "page": 0, "Index": 53}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.5292, "X2": 0.78032, "Y2": 0.529, "X3": 0.78032, "Y3": 0.5418, "X4": 0.75741, "Y4": 0.5408, "page": 0, "Index": 54}, {"Word": "Two", "Confidence": 0.998, "X1": 0.1469, "Y1": 0.5472, "X2": 0.17251, "Y2": 0.547, "X3": 0.17251, "Y3": 0.5598, "X4": 0.1469, "Y4": 0.5598, "page": 0, "Index": 55}, {"Word": "Days", "Confidence": 0.989, "X1": 0.17655, "Y1": 0.5482, "X2": 0.21429, "Y2": 0.548, "X3": 0.21429, "Y3": 0.5608, "X4": 0.17655, "Y4": 0.5598, "page": 0, "Index": 56}, {"Word": "391,000", "Confidence": 0.955, "X1": 0.37871, "Y1": 0.5472, "X2": 0.43396, "Y2": 0.547, "X3": 0.43396, "Y3": 0.5598, "X4": 0.37871, "Y4": 0.5598, "page": 0, "Index": 57}, {"Word": "(68%)", "Confidence": 0.994, "X1": 0.43801, "Y1": 0.5472, "X2": 0.48518, "Y2": 0.547, "X3": 0.48518, "Y3": 0.5618, "X4": 0.43801, "Y4": 0.5598, "page": 0, "Index": 58}, {"Word": "185,000", "Confidence": 0.991, "X1": 0.54852, "Y1": 0.5472, "X2": 0.60377, "Y2": 0.547, "X3": 0.60243, "Y3": 0.5608, "X4": 0.54717, "Y4": 0.5598, "page": 0, "Index": 59}, {"Word": "(70%)", "Confidence": 0.992, "X1": 0.60782, "Y1": 0.5482, "X2": 0.65229, "Y2": 0.548, "X3": 0.65094, "Y3": 0.5618, "X4": 0.60647, "Y4": 0.5608, "page": 0, "Index": 60}, {"Word": "206,000", "Confidence": 0.969, "X1": 0.71698, "Y1": 0.5472, "X2": 0.77224, "Y2": 0.547, "X3": 0.77089, "Y3": 0.5608, "X4": 0.71429, "Y4": 0.5608, "page": 0, "Index": 61}, {"Word": "(66%)", "Confidence": 0.958, "X1": 0.77493, "Y1": 0.5482, "X2": 0.8221, "Y2": 0.548, "X3": 0.82075, "Y3": 0.5618, "X4": 0.77493, "Y4": 0.5608, "page": 0, "Index": 62}, {"Word": "Average", "Confidence": 0.991, "X1": 0.1469, "Y1": 0.5622, "X2": 0.20216, "Y2": 0.562, "X3": 0.20216, "Y3": 0.5748, "X4": 0.1469, "Y4": 0.5748, "page": 0, "Index": 63}, {"Word": "Frequency", "Confidence": 0.94, "X1": 0.2062, "Y1": 0.5642, "X2": 0.28302, "Y2": 0.564, "X3": 0.28167, "Y3": 0.5758, "X4": 0.20485, "Y4": 0.5748, "page": 0, "Index": 64}, {"Word": "1.8", "Confidence": 0.994, "X1": 0.42049, "Y1": 0.5612, "X2": 0.44205, "Y2": 0.561, "X3": 0.44205, "Y3": 0.5738, "X4": 0.42049, "Y4": 0.5738, "page": 0, "Index": 65}, {"Word": "1.8", "Confidence": 0.994, "X1": 0.58895, "Y1": 0.5622, "X2": 0.61051, "Y2": 0.562, "X3": 0.61051, "Y3": 0.5738, "X4": 0.58895, "Y4": 0.5738, "page": 0, "Index": 66}, {"Word": "1.8", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.5612, "X2": 0.77763, "Y2": 0.561, "X3": 0.77898, "Y3": 0.5738, "X4": 0.75741, "Y4": 0.5738, "page": 0, "Index": 67}, {"Word": "Three", "Confidence": 0.997, "X1": 0.1469, "Y1": 0.5802, "X2": 0.18464, "Y2": 0.58, "X3": 0.18329, "Y3": 0.5928, "X4": 0.14555, "Y4": 0.5928, "page": 0, "Index": 68}, {"Word": "Days", "Confidence": 0.991, "X1": 0.18868, "Y1": 0.5812, "X2": 0.22776, "Y2": 0.581, "X3": 0.22642, "Y3": 0.5938, "X4": 0.18733, "Y4": 0.5928, "page": 0, "Index": 69}, {"Word": "412,000", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.5802, "X2": 0.43396, "Y2": 0.58, "X3": 0.43396, "Y3": 0.5928, "X4": 0.37736, "Y4": 0.5918, "page": 0, "Index": 70}, {"Word": "(72%)", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.5802, "X2": 0.48518, "Y2": 0.58, "X3": 0.48383, "Y3": 0.5948, "X4": 0.43666, "Y4": 0.5928, "page": 0, "Index": 71}, {"Word": "195,000", "Confidence": 0.79, "X1": 0.54852, "Y1": 0.5802, "X2": 0.60377, "Y2": 0.58, "X3": 0.60377, "Y3": 0.5938, "X4": 0.54852, "Y4": 0.5928, "page": 0, "Index": 72}, {"Word": "(74%)", "Confidence": 0.963, "X1": 0.60782, "Y1": 0.5812, "X2": 0.65229, "Y2": 0.581, "X3": 0.65094, "Y3": 0.5948, "X4": 0.60782, "Y4": 0.5938, "page": 0, "Index": 73}, {"Word": "217,000", "Confidence": 0.805, "X1": 0.71698, "Y1": 0.5802, "X2": 0.77224, "Y2": 0.58, "X3": 0.77224, "Y3": 0.5928, "X4": 0.71563, "Y4": 0.5918, "page": 0, "Index": 74}, {"Word": "(70%)", "Confidence": 0.995, "X1": 0.77628, "Y1": 0.5802, "X2": 0.8221, "Y2": 0.58, "X3": 0.8221, "Y3": 0.5948, "X4": 0.77493, "Y4": 0.5928, "page": 0, "Index": 75}, {"Word": "Average", "Confidence": 0.994, "X1": 0.1442, "Y1": 0.5952, "X2": 0.20216, "Y2": 0.595, "X3": 0.20081, "Y3": 0.6078, "X4": 0.1442, "Y4": 0.6078, "page": 0, "Index": 76}, {"Word": "2.6", "Confidence": 0.994, "X1": 0.41914, "Y1": 0.5952, "X2": 0.43935, "Y2": 0.595, "X3": 0.43935, "Y3": 0.6078, "X4": 0.41779, "Y4": 0.6068, "page": 0, "Index": 77}, {"Word": "2.5", "Confidence": 0.715, "X1": 0.58895, "Y1": 0.5962, "X2": 0.60782, "Y2": 0.596, "X3": 0.60782, "Y3": 0.6078, "X4": 0.58895, "Y4": 0.6068, "page": 0, "Index": 78}, {"Word": "2.6", "Confidence": 0.841, "X1": 0.75741, "Y1": 0.5962, "X2": 0.77628, "Y2": 0.596, "X3": 0.77493, "Y3": 0.6078, "X4": 0.75741, "Y4": 0.6068, "page": 0, "Index": 79}, {"Word": "Frequency", "Confidence": 0.665, "X1": 0.20485, "Y1": 0.5962, "X2": 0.28302, "Y2": 0.596, "X3": 0.28167, "Y3": 0.6098, "X4": 0.20485, "Y4": 0.6088, "page": 0, "Index": 80}, {"Word": "Four", "Confidence": 0.988, "X1": 0.14555, "Y1": 0.6132, "X2": 0.17655, "Y2": 0.613, "X3": 0.1752, "Y3": 0.6258, "X4": 0.1442, "Y4": 0.6258, "page": 0, "Index": 81}, {"Word": "Days", "Confidence": 0.991, "X1": 0.18059, "Y1": 0.6132, "X2": 0.22102, "Y2": 0.613, "X3": 0.21968, "Y3": 0.6268, "X4": 0.17925, "Y4": 0.6258, "page": 0, "Index": 82}, {"Word": "427,000", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.6132, "X2": 0.43261, "Y2": 0.613, "X3": 0.43261, "Y3": 0.6258, "X4": 0.37736, "Y4": 0.6258, "page": 0, "Index": 83}, {"Word": "(74%)", "Confidence": 0.994, "X1": 0.43666, "Y1": 0.6132, "X2": 0.48248, "Y2": 0.613, "X3": 0.48248, "Y3": 0.6268, "X4": 0.43666, "Y4": 0.6258, "page": 0, "Index": 84}, {"Word": "202,000", "Confidence": 0.805, "X1": 0.54717, "Y1": 0.6132, "X2": 0.60377, "Y2": 0.613, "X3": 0.60243, "Y3": 0.6258, "X4": 0.54582, "Y4": 0.6258, "page": 0, "Index": 85}, {"Word": "(76%)", "Confidence": 0.902, "X1": 0.60782, "Y1": 0.6132, "X2": 0.65229, "Y2": 0.613, "X3": 0.65094, "Y3": 0.6278, "X4": 0.60647, "Y4": 0.6268, "page": 0, "Index": 86}, {"Word": "225,000", "Confidence": 0.941, "X1": 0.71563, "Y1": 0.6132, "X2": 0.77224, "Y2": 0.613, "X3": 0.77089, "Y3": 0.6268, "X4": 0.71563, "Y4": 0.6258, "page": 0, "Index": 87}, {"Word": "(73%)", "Confidence": 0.994, "X1": 0.77493, "Y1": 0.6142, "X2": 0.8221, "Y2": 0.614, "X3": 0.82075, "Y3": 0.6268, "X4": 0.77493, "Y4": 0.6268, "page": 0, "Index": 88}, {"Word": "3.3", "Confidence": 0.777, "X1": 0.5903, "Y1": 0.6272, "X2": 0.61051, "Y2": 0.627, "X3": 0.60916, "Y3": 0.6378, "X4": 0.5903, "Y4": 0.6368, "page": 0, "Index": 89}, {"Word": "Average", "Confidence": 0.993, "X1": 0.1469, "Y1": 0.6282, "X2": 0.20081, "Y2": 0.628, "X3": 0.20081, "Y3": 0.6408, "X4": 0.14555, "Y4": 0.6398, "page": 0, "Index": 90}, {"Word": "Frequency", "Confidence": 0.886, "X1": 0.20485, "Y1": 0.6282, "X2": 0.28167, "Y2": 0.628, "X3": 0.28167, "Y3": 0.6428, "X4": 0.20485, "Y4": 0.6408, "page": 0, "Index": 91}, {"Word": "3.3", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.6282, "X2": 0.43935, "Y2": 0.628, "X3": 0.43935, "Y3": 0.6388, "X4": 0.41914, "Y4": 0.6388, "page": 0, "Index": 92}, {"Word": "3.3", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.6282, "X2": 0.77628, "Y2": 0.628, "X3": 0.77628, "Y3": 0.6388, "X4": 0.75741, "Y4": 0.6388, "page": 0, "Index": 93}, {"Word": "Five", "Confidence": 0.981, "X1": 0.1469, "Y1": 0.6452, "X2": 0.17385, "Y2": 0.645, "X3": 0.17251, "Y3": 0.6578, "X4": 0.14555, "Y4": 0.6568, "page": 0, "Index": 94}, {"Word": "438,000", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.6452, "X2": 0.43396, "Y2": 0.645, "X3": 0.43396, "Y3": 0.6578, "X4": 0.37736, "Y4": 0.6588, "page": 0, "Index": 95}, {"Word": "Days", "Confidence": 0.991, "X1": 0.17655, "Y1": 0.6462, "X2": 0.21563, "Y2": 0.646, "X3": 0.21429, "Y3": 0.6588, "X4": 0.1752, "Y4": 0.6578, "page": 0, "Index": 96}, {"Word": "(76%)", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.6462, "X2": 0.48248, "Y2": 0.646, "X3": 0.48113, "Y3": 0.6598, "X4": 0.43666, "Y4": 0.6578, "page": 0, "Index": 97}, {"Word": "206,000", "Confidence": 0.962, "X1": 0.54717, "Y1": 0.6452, "X2": 0.60243, "Y2": 0.645, "X3": 0.60243, "Y3": 0.6588, "X4": 0.54717, "Y4": 0.6588, "page": 0, "Index": 98}, {"Word": "(78%)", "Confidence": 0.873, "X1": 0.60647, "Y1": 0.6462, "X2": 0.65364, "Y2": 0.646, "X3": 0.65229, "Y3": 0.6608, "X4": 0.60647, "Y4": 0.6588, "page": 0, "Index": 99}, {"Word": "231,000", "Confidence": 0.967, "X1": 0.71563, "Y1": 0.6462, "X2": 0.77089, "Y2": 0.646, "X3": 0.77089, "Y3": 0.6588, "X4": 0.71563, "Y4": 0.6588, "page": 0, "Index": 100}, {"Word": "(75%)", "Confidence": 0.991, "X1": 0.77493, "Y1": 0.6462, "X2": 0.82075, "Y2": 0.646, "X3": 0.81941, "Y3": 0.6598, "X4": 0.77358, "Y4": 0.6588, "page": 0, "Index": 101}, {"Word": "Average", "Confidence": 0.955, "X1": 0.14825, "Y1": 0.6602, "X2": 0.20216, "Y2": 0.66, "X3": 0.20081, "Y3": 0.6728, "X4": 0.1469, "Y4": 0.6728, "page": 0, "Index": 102}, {"Word": "Frequency", "Confidence": 0.771, "X1": 0.20485, "Y1": 0.6602, "X2": 0.28437, "Y2": 0.66, "X3": 0.28302, "Y3": 0.6748, "X4": 0.2035, "Y4": 0.6728, "page": 0, "Index": 103}, {"Word": "4.1", "Confidence": 0.994, "X1": 0.41914, "Y1": 0.6602, "X2": 0.44205, "Y2": 0.66, "X3": 0.4407, "Y3": 0.6718, "X4": 0.41914, "Y4": 0.6708, "page": 0, "Index": 104}, {"Word": "4.1", "Confidence": 0.997, "X1": 0.5876, "Y1": 0.6612, "X2": 0.61186, "Y2": 0.661, "X3": 0.61051, "Y3": 0.6728, "X4": 0.5876, "Y4": 0.6718, "page": 0, "Index": 105}, {"Word": "4.0", "Confidence": 0.991, "X1": 0.75876, "Y1": 0.6612, "X2": 0.77763, "Y2": 0.661, "X3": 0.77763, "Y3": 0.6718, "X4": 0.75876, "Y4": 0.6718, "page": 0, "Index": 106}, {"Word": "Six", "Confidence": 0.798, "X1": 0.1442, "Y1": 0.6782, "X2": 0.16712, "Y2": 0.678, "X3": 0.16577, "Y3": 0.6908, "X4": 0.1442, "Y4": 0.6898, "page": 0, "Index": 107}, {"Word": "Days", "Confidence": 0.84, "X1": 0.16981, "Y1": 0.6792, "X2": 0.21024, "Y2": 0.679, "X3": 0.20889, "Y3": 0.6918, "X4": 0.16846, "Y4": 0.6908, "page": 0, "Index": 108}, {"Word": "446,000", "Confidence": 0.955, "X1": 0.37601, "Y1": 0.6782, "X2": 0.43261, "Y2": 0.678, "X3": 0.43261, "Y3": 0.6918, "X4": 0.37466, "Y4": 0.6918, "page": 0, "Index": 109}, {"Word": "(78%)", "Confidence": 0.82, "X1": 0.43666, "Y1": 0.6782, "X2": 0.48383, "Y2": 0.678, "X3": 0.48248, "Y3": 0.6918, "X4": 0.43666, "Y4": 0.6918, "page": 0, "Index": 110}, {"Word": "209,000", "Confidence": 0.955, "X1": 0.54582, "Y1": 0.6782, "X2": 0.60243, "Y2": 0.678, "X3": 0.60243, "Y3": 0.6918, "X4": 0.54582, "Y4": 0.6918, "page": 0, "Index": 111}, {"Word": "(79%)", "Confidence": 0.993, "X1": 0.60647, "Y1": 0.6792, "X2": 0.65229, "Y2": 0.679, "X3": 0.65229, "Y3": 0.6928, "X4": 0.60647, "Y4": 0.6918, "page": 0, "Index": 112}, {"Word": "236,000", "Confidence": 0.953, "X1": 0.71429, "Y1": 0.6782, "X2": 0.77224, "Y2": 0.678, "X3": 0.77224, "Y3": 0.6918, "X4": 0.71429, "Y4": 0.6918, "page": 0, "Index": 113}, {"Word": "(76%)", "Confidence": 0.996, "X1": 0.77628, "Y1": 0.6782, "X2": 0.8221, "Y2": 0.678, "X3": 0.82075, "Y3": 0.6928, "X4": 0.77493, "Y4": 0.6918, "page": 0, "Index": 114}, {"Word": "Average", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.6932, "X2": 0.20081, "Y2": 0.693, "X3": 0.19946, "Y3": 0.7068, "X4": 0.1442, "Y4": 0.7058, "page": 0, "Index": 115}, {"Word": "Frequency", "Confidence": 0.934, "X1": 0.2035, "Y1": 0.6942, "X2": 0.28302, "Y2": 0.694, "X3": 0.28167, "Y3": 0.7078, "X4": 0.2035, "Y4": 0.7068, "page": 0, "Index": 116}, {"Word": "4.8", "Confidence": 0.765, "X1": 0.41779, "Y1": 0.6942, "X2": 0.43935, "Y2": 0.694, "X3": 0.43935, "Y3": 0.7048, "X4": 0.41779, "Y4": 0.7038, "page": 0, "Index": 117}, {"Word": "4.8", "Confidence": 0.896, "X1": 0.5903, "Y1": 0.6952, "X2": 0.61051, "Y2": 0.695, "X3": 0.60782, "Y3": 0.7058, "X4": 0.58895, "Y4": 0.7038, "page": 0, "Index": 118}, {"Word": "4.7", "Confidence": 0.992, "X1": 0.75606, "Y1": 0.6932, "X2": 0.77898, "Y2": 0.693, "X3": 0.77763, "Y3": 0.7048, "X4": 0.75606, "Y4": 0.7038, "page": 0, "Index": 119}, {"Word": "SUNDAY", "Confidence": 0.997, "X1": 0.33693, "Y1": 0.7202, "X2": 0.41105, "Y2": 0.72, "X3": 0.4097, "Y3": 0.7378, "X4": 0.33558, "Y4": 0.7378, "page": 0, "Index": 120}, {"Word": "RICHMOND", "Confidence": 0.995, "X1": 0.41509, "Y1": 0.7202, "X2": 0.52291, "Y2": 0.72, "X3": 0.52291, "Y3": 0.7378, "X4": 0.41509, "Y4": 0.7378, "page": 0, "Index": 121}, {"Word": "TIMES-DISPATCH", "Confidence": 0.938, "X1": 0.52965, "Y1": 0.7202, "X2": 0.68194, "Y2": 0.72, "X3": 0.68194, "Y3": 0.7378, "X4": 0.52965, "Y4": 0.7378, "page": 0, "Index": 122}, {"Word": "MEN", "Confidence": 0.998, "X1": 0.57547, "Y1": 0.7432, "X2": 0.61995, "Y2": 0.743, "X3": 0.61995, "Y3": 0.7578, "X4": 0.57547, "Y4": 0.7578, "page": 0, "Index": 123}, {"Word": "CUMULATIVE", "Confidence": 0.992, "X1": 0.14555, "Y1": 0.7432, "X2": 0.25606, "Y2": 0.743, "X3": 0.25472, "Y3": 0.7598, "X4": 0.1442, "Y4": 0.7588, "page": 0, "Index": 124}, {"Word": "AUDIENCE", "Confidence": 0.981, "X1": 0.26011, "Y1": 0.7442, "X2": 0.35175, "Y2": 0.744, "X3": 0.3504, "Y3": 0.7598, "X4": 0.25876, "Y4": 0.7598, "page": 0, "Index": 125}, {"Word": "ALL", "Confidence": 0.998, "X1": 0.37601, "Y1": 0.7432, "X2": 0.4097, "Y2": 0.743, "X3": 0.40836, "Y3": 0.7598, "X4": 0.37332, "Y4": 0.7598, "page": 0, "Index": 126}, {"Word": "ADULTS", "Confidence": 0.991, "X1": 0.41509, "Y1": 0.7432, "X2": 0.48518, "Y2": 0.743, "X3": 0.48383, "Y3": 0.7598, "X4": 0.41375, "Y4": 0.7598, "page": 0, "Index": 127}, {"Word": "WOMEN", "Confidence": 0.998, "X1": 0.73315, "Y1": 0.7432, "X2": 0.80054, "Y2": 0.743, "X3": 0.80054, "Y3": 0.7598, "X4": 0.73046, "Y4": 0.7568, "page": 0, "Index": 128}, {"Word": "One", "Confidence": 0.998, "X1": 0.14555, "Y1": 0.7642, "X2": 0.17251, "Y2": 0.764, "X3": 0.17116, "Y3": 0.7768, "X4": 0.1442, "Y4": 0.7768, "page": 0, "Index": 129}, {"Word": "Week", "Confidence": 0.991, "X1": 0.17655, "Y1": 0.7652, "X2": 0.21833, "Y2": 0.765, "X3": 0.21698, "Y3": 0.7778, "X4": 0.1752, "Y4": 0.7768, "page": 0, "Index": 130}, {"Word": "474,000", "Confidence": 0.991, "X1": 0.37601, "Y1": 0.7642, "X2": 0.43396, "Y2": 0.764, "X3": 0.43261, "Y3": 0.7778, "X4": 0.37601, "Y4": 0.7778, "page": 0, "Index": 131}, {"Word": "221,000", "Confidence": 0.953, "X1": 0.54582, "Y1": 0.7642, "X2": 0.60377, "Y2": 0.764, "X3": 0.60243, "Y3": 0.7778, "X4": 0.54582, "Y4": 0.7778, "page": 0, "Index": 132}, {"Word": "253,000", "Confidence": 0.997, "X1": 0.71563, "Y1": 0.7642, "X2": 0.77089, "Y2": 0.764, "X3": 0.76954, "Y3": 0.7778, "X4": 0.71563, "Y4": 0.7778, "page": 0, "Index": 133}, {"Word": "(83%)", "Confidence": 0.991, "X1": 0.43801, "Y1": 0.7642, "X2": 0.48518, "Y2": 0.764, "X3": 0.48383, "Y3": 0.7788, "X4": 0.43666, "Y4": 0.7778, "page": 0, "Index": 134}, {"Word": "(83%)", "Confidence": 0.996, "X1": 0.60647, "Y1": 0.7652, "X2": 0.65364, "Y2": 0.765, "X3": 0.65229, "Y3": 0.7788, "X4": 0.60647, "Y4": 0.7778, "page": 0, "Index": 135}, {"Word": "(82%)", "Confidence": 0.994, "X1": 0.77493, "Y1": 0.7642, "X2": 0.8221, "Y2": 0.764, "X3": 0.8221, "Y3": 0.7788, "X4": 0.77358, "Y4": 0.7778, "page": 0, "Index": 136}, {"Word": "Average", "Confidence": 0.996, "X1": 0.14555, "Y1": 0.7792, "X2": 0.20081, "Y2": 0.779, "X3": 0.19946, "Y3": 0.7928, "X4": 0.1442, "Y4": 0.7908, "page": 0, "Index": 137}, {"Word": "Frequency", "Confidence": 0.942, "X1": 0.20485, "Y1": 0.7792, "X2": 0.28167, "Y2": 0.779, "X3": 0.28032, "Y3": 0.7928, "X4": 0.2035, "Y4": 0.7928, "page": 0, "Index": 138}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.41779, "Y1": 0.7792, "X2": 0.43935, "Y2": 0.779, "X3": 0.43935, "Y3": 0.7908, "X4": 0.41914, "Y4": 0.7908, "page": 0, "Index": 139}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.7802, "X2": 0.60916, "Y2": 0.78, "X3": 0.60916, "Y3": 0.7908, "X4": 0.58895, "Y4": 0.7908, "page": 0, "Index": 140}, {"Word": "1.0", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.7792, "X2": 0.77763, "Y2": 0.779, "X3": 0.77763, "Y3": 0.7898, "X4": 0.75606, "Y4": 0.7898, "page": 0, "Index": 141}, {"Word": "Two", "Confidence": 0.998, "X1": 0.1442, "Y1": 0.7962, "X2": 0.17116, "Y2": 0.796, "X3": 0.16981, "Y3": 0.8088, "X4": 0.14286, "Y4": 0.8088, "page": 0, "Index": 142}, {"Word": "Weeks", "Confidence": 0.995, "X1": 0.1752, "Y1": 0.7972, "X2": 0.22507, "Y2": 0.797, "X3": 0.22507, "Y3": 0.8098, "X4": 0.17385, "Y4": 0.8088, "page": 0, "Index": 143}, {"Word": "509,000", "Confidence": 0.992, "X1": 0.37466, "Y1": 0.7972, "X2": 0.43261, "Y2": 0.797, "X3": 0.43261, "Y3": 0.8098, "X4": 0.37466, "Y4": 0.8098, "page": 0, "Index": 144}, {"Word": "(899%)", "Confidence": 0.645, "X1": 0.43531, "Y1": 0.7972, "X2": 0.48248, "Y2": 0.797, "X3": 0.48113, "Y3": 0.8108, "X4": 0.43531, "Y4": 0.8098, "page": 0, "Index": 145}, {"Word": "237,000", "Confidence": 0.967, "X1": 0.54582, "Y1": 0.7972, "X2": 0.60243, "Y2": 0.797, "X3": 0.60243, "Y3": 0.8098, "X4": 0.54582, "Y4": 0.8098, "page": 0, "Index": 146}, {"Word": "(90%)", "Confidence": 0.997, "X1": 0.60647, "Y1": 0.7982, "X2": 0.65094, "Y2": 0.798, "X3": 0.6496, "Y3": 0.8118, "X4": 0.60512, "Y4": 0.8098, "page": 0, "Index": 147}, {"Word": "272,000", "Confidence": 0.968, "X1": 0.71429, "Y1": 0.7972, "X2": 0.77089, "Y2": 0.797, "X3": 0.77089, "Y3": 0.8098, "X4": 0.71429, "Y4": 0.8098, "page": 0, "Index": 148}, {"Word": "(88%)", "Confidence": 0.996, "X1": 0.77493, "Y1": 0.7972, "X2": 0.82075, "Y2": 0.797, "X3": 0.81941, "Y3": 0.8108, "X4": 0.77493, "Y4": 0.8098, "page": 0, "Index": 149}, {"Word": "Average", "Confidence": 0.995, "X1": 0.14555, "Y1": 0.8112, "X2": 0.20081, "Y2": 0.811, "X3": 0.19946, "Y3": 0.8248, "X4": 0.1442, "Y4": 0.8248, "page": 0, "Index": 150}, {"Word": "Frequency", "Confidence": 0.991, "X1": 0.2035, "Y1": 0.8122, "X2": 0.28167, "Y2": 0.812, "X3": 0.28167, "Y3": 0.8258, "X4": 0.2035, "Y4": 0.8248, "page": 0, "Index": 151}, {"Word": "1.9", "Confidence": 0.931, "X1": 0.41779, "Y1": 0.8112, "X2": 0.4407, "Y2": 0.811, "X3": 0.43935, "Y3": 0.8238, "X4": 0.41644, "Y4": 0.8228, "page": 0, "Index": 152}, {"Word": "1.9", "Confidence": 0.955, "X1": 0.58895, "Y1": 0.8122, "X2": 0.60916, "Y2": 0.812, "X3": 0.60916, "Y3": 0.8238, "X4": 0.5876, "Y4": 0.8228, "page": 0, "Index": 153}, {"Word": "1.9", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.8112, "X2": 0.77898, "Y2": 0.811, "X3": 0.77763, "Y3": 0.8238, "X4": 0.75472, "Y4": 0.8228, "page": 0, "Index": 154}, {"Word": "Three", "Confidence": 0.998, "X1": 0.14555, "Y1": 0.8302, "X2": 0.18329, "Y2": 0.83, "X3": 0.18194, "Y3": 0.8428, "X4": 0.1442, "Y4": 0.8428, "page": 0, "Index": 155}, {"Word": "Weeks", "Confidence": 0.997, "X1": 0.18598, "Y1": 0.8312, "X2": 0.2372, "Y2": 0.831, "X3": 0.23585, "Y3": 0.8438, "X4": 0.18598, "Y4": 0.8428, "page": 0, "Index": 156}, {"Word": "525,000", "Confidence": 0.992, "X1": 0.37601, "Y1": 0.8302, "X2": 0.43261, "Y2": 0.83, "X3": 0.43127, "Y3": 0.8428, "X4": 0.37601, "Y4": 0.8428, "page": 0, "Index": 157}, {"Word": "(91%)", "Confidence": 0.958, "X1": 0.43666, "Y1": 0.8302, "X2": 0.48248, "Y2": 0.83, "X3": 0.48113, "Y3": 0.8438, "X4": 0.43531, "Y4": 0.8428, "page": 0, "Index": 158}, {"Word": "244,000", "Confidence": 0.994, "X1": 0.54447, "Y1": 0.8302, "X2": 0.60243, "Y2": 0.83, "X3": 0.60108, "Y3": 0.8438, "X4": 0.54447, "Y4": 0.8428, "page": 0, "Index": 159}, {"Word": "(92%)", "Confidence": 0.994, "X1": 0.60647, "Y1": 0.8302, "X2": 0.65094, "Y2": 0.83, "X3": 0.65094, "Y3": 0.8448, "X4": 0.60512, "Y4": 0.8438, "page": 0, "Index": 160}, {"Word": "281,000", "Confidence": 0.97, "X1": 0.71429, "Y1": 0.8302, "X2": 0.77089, "Y2": 0.83, "X3": 0.77089, "Y3": 0.8428, "X4": 0.71294, "Y4": 0.8428, "page": 0, "Index": 161}, {"Word": "(91%)", "Confidence": 0.859, "X1": 0.77493, "Y1": 0.8312, "X2": 0.81941, "Y2": 0.831, "X3": 0.81941, "Y3": 0.8448, "X4": 0.77358, "Y4": 0.8438, "page": 0, "Index": 162}, {"Word": "2.7", "Confidence": 0.992, "X1": 0.41644, "Y1": 0.8442, "X2": 0.43935, "Y2": 0.844, "X3": 0.43935, "Y3": 0.8558, "X4": 0.41644, "Y4": 0.8548, "page": 0, "Index": 163}, {"Word": "2.7", "Confidence": 0.991, "X1": 0.5876, "Y1": 0.8442, "X2": 0.60916, "Y2": 0.844, "X3": 0.60916, "Y3": 0.8548, "X4": 0.5876, "Y4": 0.8548, "page": 0, "Index": 164}, {"Word": "2.7", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.8452, "X2": 0.77628, "Y2": 0.845, "X3": 0.77628, "Y3": 0.8558, "X4": 0.75606, "Y4": 0.8558, "page": 0, "Index": 165}, {"Word": "Average", "Confidence": 0.996, "X1": 0.14555, "Y1": 0.8452, "X2": 0.20081, "Y2": 0.845, "X3": 0.19946, "Y3": 0.8588, "X4": 0.1442, "Y4": 0.8578, "page": 0, "Index": 166}, {"Word": "Frequency", "Confidence": 0.993, "X1": 0.20485, "Y1": 0.8452, "X2": 0.28167, "Y2": 0.845, "X3": 0.28032, "Y3": 0.8588, "X4": 0.2035, "Y4": 0.8588, "page": 0, "Index": 167}, {"Word": "Four", "Confidence": 0.941, "X1": 0.1442, "Y1": 0.8632, "X2": 0.17655, "Y2": 0.863, "X3": 0.1752, "Y3": 0.8748, "X4": 0.14151, "Y4": 0.8748, "page": 0, "Index": 168}, {"Word": "Weeks", "Confidence": 0.687, "X1": 0.17925, "Y1": 0.8632, "X2": 0.22911, "Y2": 0.863, "X3": 0.22776, "Y3": 0.8758, "X4": 0.1779, "Y4": 0.8748, "page": 0, "Index": 169}, {"Word": "533,000", "Confidence": 0.995, "X1": 0.37736, "Y1": 0.8622, "X2": 0.43261, "Y2": 0.862, "X3": 0.43127, "Y3": 0.8758, "X4": 0.37601, "Y4": 0.8748, "page": 0, "Index": 170}, {"Word": "(93%)", "Confidence": 0.991, "X1": 0.43531, "Y1": 0.8622, "X2": 0.48113, "Y2": 0.862, "X3": 0.48113, "Y3": 0.8758, "X4": 0.43531, "Y4": 0.8758, "page": 0, "Index": 171}, {"Word": "249,000", "Confidence": 0.993, "X1": 0.54582, "Y1": 0.8622, "X2": 0.60108, "Y2": 0.862, "X3": 0.60108, "Y3": 0.8758, "X4": 0.54582, "Y4": 0.8748, "page": 0, "Index": 172}, {"Word": "(94%)", "Confidence": 0.991, "X1": 0.60512, "Y1": 0.8622, "X2": 0.65094, "Y2": 0.862, "X3": 0.6496, "Y3": 0.8758, "X4": 0.60512, "Y4": 0.8758, "page": 0, "Index": 173}, {"Word": "284,000", "Confidence": 0.991, "X1": 0.71563, "Y1": 0.8622, "X2": 0.77089, "Y2": 0.862, "X3": 0.76954, "Y3": 0.8758, "X4": 0.71429, "Y4": 0.8758, "page": 0, "Index": 174}, {"Word": "(92%)", "Confidence": 0.992, "X1": 0.77358, "Y1": 0.8622, "X2": 0.81941, "Y2": 0.862, "X3": 0.81941, "Y3": 0.8768, "X4": 0.77358, "Y4": 0.8758, "page": 0, "Index": 175}, {"Word": "2084107665", "Confidence": 0.994, "X1": 0.94879, "Y1": 0.8792, "X2": 0.9434, "Y2": 0.879, "X3": 0.92049, "Y3": 0.8778, "X4": 0.92588, "Y4": 0.7868, "page": 0, "Index": 176}, {"Word": "3.6", "Confidence": 0.847, "X1": 0.41644, "Y1": 0.8772, "X2": 0.43801, "Y2": 0.877, "X3": 0.43666, "Y3": 0.8868, "X4": 0.41644, "Y4": 0.8858, "page": 0, "Index": 177}, {"Word": "3.6", "Confidence": 0.958, "X1": 0.58625, "Y1": 0.8772, "X2": 0.60782, "Y2": 0.877, "X3": 0.60782, "Y3": 0.8878, "X4": 0.58625, "Y4": 0.8868, "page": 0, "Index": 178}, {"Word": "3.6", "Confidence": 0.994, "X1": 0.75606, "Y1": 0.8772, "X2": 0.77628, "Y2": 0.877, "X3": 0.77628, "Y3": 0.8878, "X4": 0.75741, "Y4": 0.8878, "page": 0, "Index": 179}, {"Word": "Average", "Confidence": 0.996, "X1": 0.14286, "Y1": 0.8772, "X2": 0.20081, "Y2": 0.877, "X3": 0.19946, "Y3": 0.8908, "X4": 0.14286, "Y4": 0.8908, "page": 0, "Index": 180}, {"Word": "Frequency", "Confidence": 0.991, "X1": 0.20485, "Y1": 0.8782, "X2": 0.28167, "Y2": 0.878, "X3": 0.28032, "Y3": 0.8908, "X4": 0.2035, "Y4": 0.8908, "page": 0, "Index": 181}, {"Word": "Richmond", "Confidence": 0.972, "X1": 0.3221, "Y1": 0.9002, "X2": 0.46092, "Y2": 0.9, "X3": 0.45957, "Y3": 0.9288, "X4": 0.31941, "Y4": 0.9278, "page": 0, "Index": 182}, {"Word": "Cimes-Dispatch", "Confidence": 0.777, "X1": 0.469, "Y1": 0.9002, "X2": 0.70216, "Y2": 0.9, "X3": 0.70216, "Y3": 0.9318, "X4": 0.46765, "Y4": 0.9288, "page": 0, "Index": 183}]}
"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"
ffyh0074
2
{"lines_data": [{"Word": "Richmond-Petersburg MSA (Metropolitan Statistical Area)", "Confidence": 0.9928, "X1": 0.16442, "Y1": 0.1312, "X2": 0.80593, "Y2": 0.131, "X3": 0.80593, "Y3": 0.1498, "X4": 0.16442, "Y4": 0.1488, "page": 0}, {"Word": "Cities of Richmond. Petersburg, Hopewell and Colonial Heights; Counties of Chesterfield, Hanover,", "Confidence": 0.88933, "X1": 0.1442, "Y1": 0.1512, "X2": 0.84501, "Y2": 0.151, "X3": 0.84501, "Y3": 0.1658, "X4": 0.1442, "Y4": 0.1658, "page": 0}, {"Word": "Henrico, Dinwiddie, Prince George, Goochland, Powhatan, New Kent, and Charles City.", "Confidence": 0.90818, "X1": 0.18733, "Y1": 0.1662, "X2": 0.80189, "Y2": 0.166, "X3": 0.80189, "Y3": 0.1798, "X4": 0.18733, "Y4": 0.1788, "page": 0}, {"Word": "Adult Population (age 18 and oven) - 715,000", "Confidence": 0.8785, "X1": 0.33154, "Y1": 0.1792, "X2": 0.65364, "Y2": 0.179, "X3": 0.65364, "Y3": 0.1918, "X4": 0.33154, "Y4": 0.1928, "page": 0}, {"Word": "Total Populationr $44 900 - Households 366,800", "Confidence": 0.78486, "X1": 0.32345, "Y1": 0.1922, "X2": 0.66577, "Y2": 0.192, "X3": 0.66577, "Y3": 0.2058, "X4": 0.32345, "Y4": 0.2058, "page": 0}, {"Word": "Survey conducted)", "Confidence": 0.82, "X1": 0.36119, "Y1": 0.2122, "X2": 0.50674, "Y2": 0.212, "X3": 0.50674, "Y3": 0.2278, "X4": 0.36119, "Y4": 0.2268, "page": 0}, {"Word": "PERCENT OF ADULTS READING THE NEWSPAPER", "Confidence": 0.9865, "X1": 0.5876, "Y1": 0.2082, "X2": 0.86253, "Y2": 0.208, "X3": 0.86253, "Y3": 0.2218, "X4": 0.5876, "Y4": 0.2218, "page": 0}, {"Word": "IN THE RICHMOND-PETERSBURG MSA", "Confidence": 0.94975, "X1": 0.6159, "Y1": 0.2212, "X2": 0.83423, "Y2": 0.221, "X3": 0.83423, "Y3": 0.2318, "X4": 0.6159, "Y4": 0.2318, "page": 0}, {"Word": "by Belden", "Confidence": 0.923, "X1": 0.35984, "Y1": 0.2252, "X2": 0.4407, "Y2": 0.225, "X3": 0.4407, "Y3": 0.2388, "X4": 0.35984, "Y4": 0.2388, "page": 0}, {"Word": "715,000", "Confidence": 0.771, "X1": 0.53235, "Y1": 0.2312, "X2": 0.57817, "Y2": 0.231, "X3": 0.57817, "Y3": 0.2418, "X4": 0.531, "Y4": 0.2418, "page": 0}, {"Word": "Associates, Dallas.", "Confidence": 0.8125, "X1": 0.36119, "Y1": 0.2382, "X2": 0.49865, "Y2": 0.238, "X3": 0.49865, "Y3": 0.2518, "X4": 0.36119, "Y4": 0.2528, "page": 0}, {"Word": "625,000", "Confidence": 0.783, "X1": 0.8221, "Y1": 0.2482, "X2": 0.86792, "Y2": 0.248, "X3": 0.86792, "Y3": 0.2578, "X4": 0.8221, "Y4": 0.2578, "page": 0}, {"Word": "Texas, by self-", "Confidence": 0.74033, "X1": 0.36253, "Y1": 0.2502, "X2": 0.47574, "Y2": 0.25, "X3": 0.47574, "Y3": 0.2628, "X4": 0.36253, "Y4": 0.2648, "page": 0}, {"Word": "administered uni-", "Confidence": 0.859, "X1": 0.36253, "Y1": 0.2642, "X2": 0.48652, "Y2": 0.264, "X3": 0.48652, "Y3": 0.2758, "X4": 0.36253, "Y4": 0.2758, "page": 0}, {"Word": "508.000", "Confidence": 0.806, "X1": 0.68059, "Y1": 0.2672, "X2": 0.72372, "Y2": 0.267, "X3": 0.72237, "Y3": 0.2778, "X4": 0.68059, "Y4": 0.2778, "page": 0}, {"Word": "547,000", "Confidence": 0.638, "X1": 0.74933, "Y1": 0.2632, "X2": 0.79515, "Y2": 0.263, "X3": 0.79515, "Y3": 0.2738, "X4": 0.74933, "Y4": 0.2728, "page": 0}, {"Word": "FOWNAIRN", "Confidence": 0.191, "X1": 0.10377, "Y1": 0.2762, "X2": 0.15364, "Y2": 0.276, "X3": 0.15364, "Y3": 0.2838, "X4": 0.10377, "Y4": 0.2838, "page": 0}, {"Word": "form questionnaires", "Confidence": 0.768, "X1": 0.36253, "Y1": 0.2762, "X2": 0.50539, "Y2": 0.276, "X3": 0.50539, "Y3": 0.2888, "X4": 0.36253, "Y4": 0.2888, "page": 0}, {"Word": "sent to homes in the", "Confidence": 0.9954, "X1": 0.35849, "Y1": 0.2892, "X2": 0.50943, "Y2": 0.289, "X3": 0.50943, "Y3": 0.3018, "X4": 0.35849, "Y4": 0.3008, "page": 0}, {"Word": "400,000", "Confidence": 0.669, "X1": 0.60243, "Y1": 0.2912, "X2": 0.65094, "Y2": 0.291, "X3": 0.65094, "Y3": 0.3018, "X4": 0.60243, "Y4": 0.3018, "page": 0}, {"Word": "CHESTERFIELD", "Confidence": 0.291, "X1": 0.14555, "Y1": 0.3062, "X2": 0.21024, "Y2": 0.306, "X3": 0.21024, "Y3": 0.3148, "X4": 0.14555, "Y4": 0.3158, "page": 0}, {"Word": "Richmond-", "Confidence": 0.291, "X1": 0.36253, "Y1": 0.3022, "X2": 0.4407, "Y2": 0.302, "X3": 0.4407, "Y3": 0.3138, "X4": 0.36253, "Y4": 0.3128, "page": 0}, {"Word": "CHARLES CITY", "Confidence": 0.182, "X1": 0.25606, "Y1": 0.3172, "X2": 0.33288, "Y2": 0.317, "X3": 0.33288, "Y3": 0.3268, "X4": 0.25606, "Y4": 0.3268, "page": 0}, {"Word": "Petersburg MSA,", "Confidence": 0.8505, "X1": 0.35849, "Y1": 0.3152, "X2": 0.48518, "Y2": 0.315, "X3": 0.48383, "Y3": 0.3278, "X4": 0.35849, "Y4": 0.3258, "page": 0}, {"Word": "and by telephone", "Confidence": 0.98033, "X1": 0.36119, "Y1": 0.3292, "X2": 0.48787, "Y2": 0.329, "X3": 0.48787, "Y3": 0.3418, "X4": 0.36119, "Y4": 0.3408, "page": 0}, {"Word": "PRIVDE", "Confidence": 0.463, "X1": 0.22507, "Y1": 0.3512, "X2": 0.2628, "Y2": 0.351, "X3": 0.2628, "Y3": 0.3578, "X4": 0.22507, "Y4": 0.3588, "page": 0}, {"Word": "Interviews in the sur-", "Confidence": 0.96225, "X1": 0.36119, "Y1": 0.3422, "X2": 0.50943, "Y2": 0.342, "X3": 0.50943, "Y3": 0.3528, "X4": 0.36119, "Y4": 0.3528, "page": 0}, {"Word": "56%", "Confidence": 0.971, "X1": 0.60647, "Y1": 0.3422, "X2": 0.64016, "Y2": 0.342, "X3": 0.63881, "Y3": 0.3538, "X4": 0.60647, "Y4": 0.3528, "page": 0}, {"Word": "71%", "Confidence": 0.995, "X1": 0.68194, "Y1": 0.3422, "X2": 0.71968, "Y2": 0.342, "X3": 0.71833, "Y3": 0.3538, "X4": 0.68194, "Y4": 0.3538, "page": 0}, {"Word": "77%", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.3402, "X2": 0.78706, "Y2": 0.34, "X3": 0.78571, "Y3": 0.3518, "X4": 0.75067, "Y4": 0.3518, "page": 0}, {"Word": "87%", "Confidence": 0.97, "X1": 0.82345, "Y1": 0.3422, "X2": 0.85984, "Y2": 0.342, "X3": 0.85849, "Y3": 0.3528, "X4": 0.82345, "Y4": 0.3538, "page": 0}, {"Word": "rounding area, with", "Confidence": 0.992, "X1": 0.36119, "Y1": 0.3542, "X2": 0.5, "Y2": 0.354, "X3": 0.5, "Y3": 0.3668, "X4": 0.36119, "Y4": 0.3658, "page": 0}, {"Word": "ALLADULTS", "Confidence": 0.907, "X1": 0.52426, "Y1": 0.3672, "X2": 0.5876, "Y2": 0.367, "X3": 0.5876, "Y3": 0.3768, "X4": 0.52426, "Y4": 0.3768, "page": 0}, {"Word": "READ DAILY", "Confidence": 0.8875, "X1": 0.59704, "Y1": 0.3672, "X2": 0.65903, "Y2": 0.367, "X3": 0.65903, "Y3": 0.3768, "X4": 0.59704, "Y4": 0.3768, "page": 0}, {"Word": "READ LAST", "Confidence": 0.9865, "X1": 0.74798, "Y1": 0.3682, "X2": 0.80458, "Y2": 0.368, "X3": 0.80458, "Y3": 0.3768, "X4": 0.74798, "Y4": 0.3768, "page": 0}, {"Word": "4-SUNDAY", "Confidence": 0.754, "X1": 0.81671, "Y1": 0.3682, "X2": 0.87062, "Y2": 0.368, "X3": 0.87062, "Y3": 0.3768, "X4": 0.81671, "Y4": 0.3768, "page": 0}, {"Word": "adults 18 and grok.", "Confidence": 0.7365, "X1": 0.36388, "Y1": 0.3692, "X2": 0.5, "Y2": 0.369, "X3": 0.49865, "Y3": 0.3818, "X4": 0.36253, "Y4": 0.3798, "page": 0}, {"Word": "B-DAY", "Confidence": 0.618, "X1": 0.68733, "Y1": 0.3682, "X2": 0.71698, "Y2": 0.368, "X3": 0.71698, "Y3": 0.3798, "X4": 0.68598, "Y4": 0.3788, "page": 0}, {"Word": "March-May. 1998", "Confidence": 0.6275, "X1": 0.35984, "Y1": 0.3802, "X2": 0.49461, "Y2": 0.38, "X3": 0.49461, "Y3": 0.3938, "X4": 0.35984, "Y4": 0.3928, "page": 0}, {"Word": "(18-)", "Confidence": 0.206, "X1": 0.54043, "Y1": 0.3782, "X2": 0.56873, "Y2": 0.378, "X3": 0.56873, "Y3": 0.3888, "X4": 0.54043, "Y4": 0.3888, "page": 0}, {"Word": "YESTERDAY", "Confidence": 0.776, "X1": 0.59973, "Y1": 0.3782, "X2": 0.66173, "Y2": 0.378, "X3": 0.66173, "Y3": 0.3888, "X4": 0.59838, "Y4": 0.3878, "page": 0}, {"Word": "SUNDAY", "Confidence": 0.991, "X1": 0.75202, "Y1": 0.3782, "X2": 0.79919, "Y2": 0.378, "X3": 0.79784, "Y3": 0.3888, "X4": 0.75202, "Y4": 0.3878, "page": 0}, {"Word": "CUME", "Confidence": 0.637, "X1": 0.82749, "Y1": 0.3782, "X2": 0.86388, "Y2": 0.378, "X3": 0.86253, "Y3": 0.3888, "X4": 0.82749, "Y4": 0.3878, "page": 0}, {"Word": "\"Yesterday\" and \"Last Sunday\" Readership by Specific Categories", "Confidence": 0.9755, "X1": 0.34636, "Y1": 0.4042, "X2": 0.87601, "Y2": 0.404, "X3": 0.87601, "Y3": 0.4188, "X4": 0.34636, "Y4": 0.4188, "page": 0}, {"Word": "% of", "Confidence": 0.982, "X1": 0.46226, "Y1": 0.4282, "X2": 0.50404, "Y2": 0.428, "X3": 0.50404, "Y3": 0.4398, "X4": 0.46226, "Y4": 0.4398, "page": 0}, {"Word": "% Readership in Each Category", "Confidence": 0.9932, "X1": 0.60243, "Y1": 0.4282, "X2": 0.8558, "Y2": 0.428, "X3": 0.8558, "Y3": 0.4428, "X4": 0.60243, "Y4": 0.4418, "page": 0}, {"Word": "# of Adults", "Confidence": 0.93967, "X1": 0.32345, "Y1": 0.4422, "X2": 0.41509, "Y2": 0.442, "X3": 0.41509, "Y3": 0.4558, "X4": 0.3221, "Y4": 0.4548, "page": 0}, {"Word": "Total Adult", "Confidence": 0.9935, "X1": 0.43801, "Y1": 0.4422, "X2": 0.52965, "Y2": 0.442, "X3": 0.52965, "Y3": 0.4548, "X4": 0.43801, "Y4": 0.4538, "page": 0}, {"Word": "CATEGORY", "Confidence": 0.995, "X1": 0.08356, "Y1": 0.4552, "X2": 0.17655, "Y2": 0.455, "X3": 0.17655, "Y3": 0.4678, "X4": 0.08356, "Y4": 0.4688, "page": 0}, {"Word": "in Category", "Confidence": 0.995, "X1": 0.32075, "Y1": 0.4582, "X2": 0.41644, "Y2": 0.458, "X3": 0.41509, "Y3": 0.4708, "X4": 0.32075, "Y4": 0.4688, "page": 0}, {"Word": "Population", "Confidence": 0.994, "X1": 0.43935, "Y1": 0.4572, "X2": 0.531, "Y2": 0.457, "X3": 0.531, "Y3": 0.4698, "X4": 0.43801, "Y4": 0.4688, "page": 0}, {"Word": "Daily", "Confidence": 0.66, "X1": 0.57547, "Y1": 0.4582, "X2": 0.6186, "Y2": 0.458, "X3": 0.6186, "Y3": 0.4698, "X4": 0.57547, "Y4": 0.4688, "page": 0}, {"Word": "6-Day", "Confidence": 0.991, "X1": 0.65903, "Y1": 0.4572, "X2": 0.70889, "Y2": 0.457, "X3": 0.71024, "Y3": 0.4688, "X4": 0.65903, "Y4": 0.4698, "page": 0}, {"Word": "Sunday", "Confidence": 0.994, "X1": 0.73585, "Y1": 0.4572, "X2": 0.80728, "Y2": 0.457, "X3": 0.80728, "Y3": 0.4688, "X4": 0.73585, "Y4": 0.4688, "page": 0}, {"Word": "4-Week", "Confidence": 0.981, "X1": 0.81671, "Y1": 0.4572, "X2": 0.88679, "Y2": 0.457, "X3": 0.88679, "Y3": 0.4688, "X4": 0.81671, "Y4": 0.4688, "page": 0}, {"Word": "Sex", "Confidence": 0.998, "X1": 0.08491, "Y1": 0.4752, "X2": 0.1159, "Y2": 0.475, "X3": 0.11456, "Y3": 0.4868, "X4": 0.08356, "Y4": 0.4868, "page": 0}, {"Word": "334,000", "Confidence": 0.995, "X1": 0.34367, "Y1": 0.4872, "X2": 0.39892, "Y2": 0.487, "X3": 0.39892, "Y3": 0.4978, "X4": 0.34367, "Y4": 0.4978, "page": 0}, {"Word": "87%", "Confidence": 0.971, "X1": 0.84097, "Y1": 0.4862, "X2": 0.88005, "Y2": 0.486, "X3": 0.88005, "Y3": 0.4978, "X4": 0.84097, "Y4": 0.4978, "page": 0}, {"Word": "Male", "Confidence": 0.648, "X1": 0.11051, "Y1": 0.4882, "X2": 0.1469, "Y2": 0.488, "X3": 0.14555, "Y3": 0.4988, "X4": 0.10916, "Y4": 0.4988, "page": 0}, {"Word": "47%", "Confidence": 0.971, "X1": 0.47439, "Y1": 0.4862, "X2": 0.51078, "Y2": 0.486, "X3": 0.50943, "Y3": 0.4988, "X4": 0.47439, "Y4": 0.4998, "page": 0}, {"Word": "57 %", "Confidence": 0.965, "X1": 0.58895, "Y1": 0.4872, "X2": 0.62264, "Y2": 0.487, "X3": 0.62129, "Y3": 0.4988, "X4": 0.5876, "Y4": 0.5008, "page": 0}, {"Word": "72 %", "Confidence": 0.997, "X1": 0.6752, "Y1": 0.4862, "X2": 0.70755, "Y2": 0.486, "X3": 0.70755, "Y3": 0.4988, "X4": 0.6752, "Y4": 0.4988, "page": 0}, {"Word": "77%", "Confidence": 0.957, "X1": 0.75606, "Y1": 0.4872, "X2": 0.7965, "Y2": 0.487, "X3": 0.7965, "Y3": 0.4988, "X4": 0.75741, "Y4": 0.4988, "page": 0}, {"Word": "Female", "Confidence": 0.696, "X1": 0.11456, "Y1": 0.5002, "X2": 0.16173, "Y2": 0.5, "X3": 0.16038, "Y3": 0.5118, "X4": 0.11456, "Y4": 0.5108, "page": 0}, {"Word": "381,000", "Confidence": 0.961, "X1": 0.34367, "Y1": 0.4992, "X2": 0.39892, "Y2": 0.499, "X3": 0.39757, "Y3": 0.5118, "X4": 0.34367, "Y4": 0.5108, "page": 0}, {"Word": "53", "Confidence": 0.809, "X1": 0.47305, "Y1": 0.4972, "X2": 0.49596, "Y2": 0.497, "X3": 0.49596, "Y3": 0.5108, "X4": 0.4717, "Y4": 0.5108, "page": 0}, {"Word": "SS", "Confidence": 0.652, "X1": 0.58895, "Y1": 0.4972, "X2": 0.61186, "Y2": 0.497, "X3": 0.61051, "Y3": 0.5108, "X4": 0.5876, "Y4": 0.5098, "page": 0}, {"Word": "70", "Confidence": 0.991, "X1": 0.67251, "Y1": 0.4972, "X2": 0.69811, "Y2": 0.497, "X3": 0.69811, "Y3": 0.5108, "X4": 0.67251, "Y4": 0.5098, "page": 0}, {"Word": "76", "Confidence": 0.996, "X1": 0.75741, "Y1": 0.4982, "X2": 0.78302, "Y2": 0.498, "X3": 0.78167, "Y3": 0.5108, "X4": 0.75606, "Y4": 0.5108, "page": 0}, {"Word": "88", "Confidence": 0.97, "X1": 0.83962, "Y1": 0.4982, "X2": 0.86658, "Y2": 0.498, "X3": 0.86658, "Y3": 0.5108, "X4": 0.83962, "Y4": 0.5098, "page": 0}, {"Word": "Race", "Confidence": 0.983, "X1": 0.08625, "Y1": 0.5192, "X2": 0.12399, "Y2": 0.519, "X3": 0.12264, "Y3": 0.5268, "X4": 0.08491, "Y4": 0.5268, "page": 0}, {"Word": "White", "Confidence": 0.963, "X1": 0.1159, "Y1": 0.5302, "X2": 0.15229, "Y2": 0.53, "X3": 0.15094, "Y3": 0.5398, "X4": 0.11456, "Y4": 0.5398, "page": 0}, {"Word": "490,000", "Confidence": 0.993, "X1": 0.34501, "Y1": 0.5292, "X2": 0.39892, "Y2": 0.529, "X3": 0.39892, "Y3": 0.5408, "X4": 0.34501, "Y4": 0.5408, "page": 0}, {"Word": "69%", "Confidence": 0.908, "X1": 0.47439, "Y1": 0.5292, "X2": 0.51078, "Y2": 0.529, "X3": 0.51078, "Y3": 0.5408, "X4": 0.47439, "Y4": 0.5408, "page": 0}, {"Word": "61 %", "Confidence": 0.994, "X1": 0.5876, "Y1": 0.5282, "X2": 0.62399, "Y2": 0.528, "X3": 0.62264, "Y3": 0.5398, "X4": 0.5876, "Y4": 0.5408, "page": 0}, {"Word": "75%", "Confidence": 0.994, "X1": 0.67385, "Y1": 0.5292, "X2": 0.71159, "Y2": 0.529, "X3": 0.70889, "Y3": 0.5428, "X4": 0.67385, "Y4": 0.5428, "page": 0}, {"Word": "78 %", "Confidence": 0.9925, "X1": 0.75472, "Y1": 0.5282, "X2": 0.7938, "Y2": 0.528, "X3": 0.7938, "Y3": 0.5438, "X4": 0.75606, "Y4": 0.5438, "page": 0}, {"Word": "89 %", "Confidence": 0.973, "X1": 0.84097, "Y1": 0.5292, "X2": 0.88005, "Y2": 0.529, "X3": 0.87871, "Y3": 0.5388, "X4": 0.84097, "Y4": 0.5398, "page": 0}, {"Word": "Non-White", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.5432, "X2": 0.18598, "Y2": 0.543, "X3": 0.18598, "Y3": 0.5558, "X4": 0.11321, "Y4": 0.5538, "page": 0}, {"Word": "219,000", "Confidence": 0.992, "X1": 0.34367, "Y1": 0.5422, "X2": 0.39892, "Y2": 0.542, "X3": 0.39892, "Y3": 0.5548, "X4": 0.34367, "Y4": 0.5548, "page": 0}, {"Word": "31", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.5422, "X2": 0.49326, "Y2": 0.542, "X3": 0.49326, "Y3": 0.5538, "X4": 0.47439, "Y4": 0.5538, "page": 0}, {"Word": "45", "Confidence": 0.998, "X1": 0.5876, "Y1": 0.5422, "X2": 0.60782, "Y2": 0.542, "X3": 0.60916, "Y3": 0.5538, "X4": 0.58895, "Y4": 0.5548, "page": 0}, {"Word": "63", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.5402, "X2": 0.69407, "Y2": 0.54, "X3": 0.69407, "Y3": 0.5538, "X4": 0.67385, "Y4": 0.5548, "page": 0}, {"Word": "73", "Confidence": 0.981, "X1": 0.75606, "Y1": 0.5392, "X2": 0.78302, "Y2": 0.539, "X3": 0.78302, "Y3": 0.5538, "X4": 0.75606, "Y4": 0.5538, "page": 0}, {"Word": "83", "Confidence": 0.989, "X1": 0.84367, "Y1": 0.5412, "X2": 0.86119, "Y2": 0.541, "X3": 0.85984, "Y3": 0.5548, "X4": 0.84367, "Y4": 0.5538, "page": 0}, {"Word": "Age", "Confidence": 0.998, "X1": 0.08625, "Y1": 0.5602, "X2": 0.1159, "Y2": 0.56, "X3": 0.11456, "Y3": 0.5718, "X4": 0.08625, "Y4": 0.5708, "page": 0}, {"Word": "18-34", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.5722, "X2": 0.15229, "Y2": 0.572, "X3": 0.15229, "Y3": 0.5828, "X4": 0.11186, "Y4": 0.5828, "page": 0}, {"Word": "228,000", "Confidence": 0.993, "X1": 0.34501, "Y1": 0.5722, "X2": 0.39623, "Y2": 0.572, "X3": 0.39623, "Y3": 0.5828, "X4": 0.34501, "Y4": 0.5838, "page": 0}, {"Word": "32%", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.5722, "X2": 0.51078, "Y2": 0.572, "X3": 0.51078, "Y3": 0.5838, "X4": 0.47305, "Y4": 0.5838, "page": 0}, {"Word": "35%", "Confidence": 0.853, "X1": 0.58895, "Y1": 0.5722, "X2": 0.62129, "Y2": 0.572, "X3": 0.62129, "Y3": 0.5828, "X4": 0.58895, "Y4": 0.5848, "page": 0}, {"Word": "56 %", "Confidence": 0.9895, "X1": 0.6752, "Y1": 0.5722, "X2": 0.7062, "Y2": 0.572, "X3": 0.7062, "Y3": 0.5828, "X4": 0.6752, "Y4": 0.5838, "page": 0}, {"Word": "66%", "Confidence": 0.97, "X1": 0.76011, "Y1": 0.5732, "X2": 0.79245, "Y2": 0.573, "X3": 0.79111, "Y3": 0.5828, "X4": 0.76011, "Y4": 0.5838, "page": 0}, {"Word": "83 %", "Confidence": 0.9765, "X1": 0.84367, "Y1": 0.5722, "X2": 0.87466, "Y2": 0.572, "X3": 0.87466, "Y3": 0.5838, "X4": 0.84501, "Y4": 0.5838, "page": 0}, {"Word": "35-44", "Confidence": 0.997, "X1": 0.11321, "Y1": 0.5852, "X2": 0.15229, "Y2": 0.585, "X3": 0.15229, "Y3": 0.5958, "X4": 0.11321, "Y4": 0.5958, "page": 0}, {"Word": "168,000", "Confidence": 0.955, "X1": 0.34501, "Y1": 0.5852, "X2": 0.39757, "Y2": 0.585, "X3": 0.39757, "Y3": 0.5958, "X4": 0.34501, "Y4": 0.5968, "page": 0}, {"Word": "24", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.5852, "X2": 0.49461, "Y2": 0.585, "X3": 0.49461, "Y3": 0.5978, "X4": 0.47305, "Y4": 0.5978, "page": 0}, {"Word": "60", "Confidence": 0.748, "X1": 0.58895, "Y1": 0.5852, "X2": 0.60916, "Y2": 0.585, "X3": 0.60916, "Y3": 0.5978, "X4": 0.5903, "Y4": 0.5988, "page": 0}, {"Word": "75", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.5852, "X2": 0.69137, "Y2": 0.585, "X3": 0.69137, "Y3": 0.5968, "X4": 0.6752, "Y4": 0.5978, "page": 0}, {"Word": "82", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.5852, "X2": 0.77763, "Y2": 0.585, "X3": 0.77628, "Y3": 0.5978, "X4": 0.75606, "Y4": 0.5978, "page": 0}, {"Word": "90", "Confidence": 0.955, "X1": 0.84232, "Y1": 0.5842, "X2": 0.86388, "Y2": 0.584, "X3": 0.86388, "Y3": 0.5958, "X4": 0.84367, "Y4": 0.5968, "page": 0}, {"Word": "45-54", "Confidence": 0.997, "X1": 0.11186, "Y1": 0.5982, "X2": 0.15094, "Y2": 0.598, "X3": 0.15094, "Y3": 0.6068, "X4": 0.11186, "Y4": 0.6078, "page": 0}, {"Word": "126,000", "Confidence": 0.94, "X1": 0.34367, "Y1": 0.5982, "X2": 0.39623, "Y2": 0.598, "X3": 0.39623, "Y3": 0.6088, "X4": 0.34367, "Y4": 0.6088, "page": 0}, {"Word": "18", "Confidence": 0.99, "X1": 0.47305, "Y1": 0.5962, "X2": 0.49596, "Y2": 0.596, "X3": 0.49596, "Y3": 0.6088, "X4": 0.47305, "Y4": 0.6088, "page": 0}, {"Word": "64", "Confidence": 0.985, "X1": 0.58491, "Y1": 0.5962, "X2": 0.60916, "Y2": 0.596, "X3": 0.61051, "Y3": 0.6088, "X4": 0.58625, "Y4": 0.6088, "page": 0}, {"Word": "79", "Confidence": 0.976, "X1": 0.67116, "Y1": 0.5962, "X2": 0.69542, "Y2": 0.596, "X3": 0.69542, "Y3": 0.6088, "X4": 0.67116, "Y4": 0.6098, "page": 0}, {"Word": "83", "Confidence": 0.994, "X1": 0.75337, "Y1": 0.5962, "X2": 0.77898, "Y2": 0.596, "X3": 0.77898, "Y3": 0.6098, "X4": 0.75337, "Y4": 0.6098, "page": 0}, {"Word": "91", "Confidence": 0.961, "X1": 0.83827, "Y1": 0.5962, "X2": 0.86253, "Y2": 0.596, "X3": 0.86253, "Y3": 0.6088, "X4": 0.83962, "Y4": 0.6078, "page": 0}, {"Word": "55-64", "Confidence": 0.745, "X1": 0.11186, "Y1": 0.6102, "X2": 0.15229, "Y2": 0.61, "X3": 0.15094, "Y3": 0.6208, "X4": 0.11186, "Y4": 0.6208, "page": 0}, {"Word": "79,000", "Confidence": 0.924, "X1": 0.35175, "Y1": 0.6102, "X2": 0.40027, "Y2": 0.61, "X3": 0.40027, "Y3": 0.6218, "X4": 0.35175, "Y4": 0.6218, "page": 0}, {"Word": "11", "Confidence": 0.853, "X1": 0.47305, "Y1": 0.6102, "X2": 0.4973, "Y2": 0.61, "X3": 0.49596, "Y3": 0.6238, "X4": 0.47305, "Y4": 0.6228, "page": 0}, {"Word": "71", "Confidence": 0.971, "X1": 0.66981, "Y1": 0.6092, "X2": 0.69542, "Y2": 0.609, "X3": 0.69542, "Y3": 0.6238, "X4": 0.67116, "Y4": 0.6238, "page": 0}, {"Word": "69", "Confidence": 0.996, "X1": 0.75202, "Y1": 0.6092, "X2": 0.77763, "Y2": 0.609, "X3": 0.77763, "Y3": 0.6228, "X4": 0.75337, "Y4": 0.6228, "page": 0}, {"Word": "83", "Confidence": 0.995, "X1": 0.83827, "Y1": 0.6102, "X2": 0.86253, "Y2": 0.61, "X3": 0.86388, "Y3": 0.6218, "X4": 0.83962, "Y4": 0.6218, "page": 0}, {"Word": "65+", "Confidence": 0.922, "X1": 0.11051, "Y1": 0.6232, "X2": 0.1496, "Y2": 0.623, "X3": 0.1496, "Y3": 0.6318, "X4": 0.11051, "Y4": 0.6338, "page": 0}, {"Word": "115,000", "Confidence": 0.877, "X1": 0.34232, "Y1": 0.6232, "X2": 0.39757, "Y2": 0.623, "X3": 0.39757, "Y3": 0.6338, "X4": 0.34232, "Y4": 0.6348, "page": 0}, {"Word": "16", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.6232, "X2": 0.49326, "Y2": 0.623, "X3": 0.49191, "Y3": 0.6338, "X4": 0.47305, "Y4": 0.6338, "page": 0}, {"Word": "87", "Confidence": 0.953, "X1": 0.67116, "Y1": 0.6232, "X2": 0.69137, "Y2": 0.623, "X3": 0.69137, "Y3": 0.6338, "X4": 0.67116, "Y4": 0.6348, "page": 0}, {"Word": "88", "Confidence": 0.887, "X1": 0.75606, "Y1": 0.6222, "X2": 0.77628, "Y2": 0.622, "X3": 0.77628, "Y3": 0.6328, "X4": 0.75606, "Y4": 0.6338, "page": 0}, {"Word": "Education", "Confidence": 0.856, "X1": 0.08491, "Y1": 0.6402, "X2": 0.15633, "Y2": 0.64, "X3": 0.15633, "Y3": 0.6508, "X4": 0.08491, "Y4": 0.6518, "page": 0}, {"Word": "Some College/More", "Confidence": 0.8745, "X1": 0.11321, "Y1": 0.6542, "X2": 0.24259, "Y2": 0.654, "X3": 0.24259, "Y3": 0.6658, "X4": 0.11186, "Y4": 0.6648, "page": 0}, {"Word": "405,000", "Confidence": 0.994, "X1": 0.34367, "Y1": 0.6532, "X2": 0.39623, "Y2": 0.653, "X3": 0.39757, "Y3": 0.6638, "X4": 0.34367, "Y4": 0.6648, "page": 0}, {"Word": "57%", "Confidence": 0.993, "X1": 0.4717, "Y1": 0.6522, "X2": 0.51078, "Y2": 0.652, "X3": 0.51078, "Y3": 0.6648, "X4": 0.47305, "Y4": 0.6648, "page": 0}, {"Word": "59 %", "Confidence": 0.9815, "X1": 0.58625, "Y1": 0.6522, "X2": 0.62399, "Y2": 0.652, "X3": 0.62399, "Y3": 0.6638, "X4": 0.5876, "Y4": 0.6648, "page": 0}, {"Word": "76%", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.6522, "X2": 0.70889, "Y2": 0.652, "X3": 0.70755, "Y3": 0.6638, "X4": 0.67251, "Y4": 0.6648, "page": 0}, {"Word": "80%", "Confidence": 0.952, "X1": 0.75606, "Y1": 0.6532, "X2": 0.79515, "Y2": 0.653, "X3": 0.7938, "Y3": 0.6638, "X4": 0.75606, "Y4": 0.6648, "page": 0}, {"Word": "91 %", "Confidence": 0.948, "X1": 0.84097, "Y1": 0.6522, "X2": 0.87871, "Y2": 0.652, "X3": 0.87871, "Y3": 0.6638, "X4": 0.84232, "Y4": 0.6638, "page": 0}, {"Word": "High School/Technical", "Confidence": 0.8675, "X1": 0.11321, "Y1": 0.6652, "X2": 0.25741, "Y2": 0.665, "X3": 0.25741, "Y3": 0.6778, "X4": 0.11321, "Y4": 0.6778, "page": 0}, {"Word": "239,000", "Confidence": 0.809, "X1": 0.34367, "Y1": 0.6662, "X2": 0.39623, "Y2": 0.666, "X3": 0.39623, "Y3": 0.6778, "X4": 0.34367, "Y4": 0.6768, "page": 0}, {"Word": "72", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.6652, "X2": 0.77628, "Y2": 0.665, "X3": 0.77628, "Y3": 0.6778, "X4": 0.75741, "Y4": 0.6788, "page": 0}, {"Word": "33", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.6652, "X2": 0.49461, "Y2": 0.665, "X3": 0.49461, "Y3": 0.6788, "X4": 0.47305, "Y4": 0.6778, "page": 0}, {"Word": "53", "Confidence": 0.994, "X1": 0.5876, "Y1": 0.6652, "X2": 0.61051, "Y2": 0.665, "X3": 0.61051, "Y3": 0.6788, "X4": 0.58895, "Y4": 0.6788, "page": 0}, {"Word": "62", "Confidence": 0.992, "X1": 0.6752, "Y1": 0.6652, "X2": 0.69272, "Y2": 0.665, "X3": 0.69272, "Y3": 0.6788, "X4": 0.67385, "Y4": 0.6788, "page": 0}, {"Word": ",85", "Confidence": 0.596, "X1": 0.83154, "Y1": 0.6652, "X2": 0.86253, "Y2": 0.665, "X3": 0.86253, "Y3": 0.6808, "X4": 0.83019, "Y4": 0.6808, "page": 0}, {"Word": "78", "Confidence": 0.941, "X1": 0.83962, "Y1": 0.6742, "X2": 0.86119, "Y2": 0.674, "X3": 0.86253, "Y3": 0.6878, "X4": 0.84097, "Y4": 0.6888, "page": 0}, {"Word": "Some High School/Less", "Confidence": 0.92567, "X1": 0.11051, "Y1": 0.6782, "X2": 0.2655, "Y2": 0.678, "X3": 0.2655, "Y3": 0.6908, "X4": 0.11051, "Y4": 0.6898, "page": 0}, {"Word": "69,000", "Confidence": 0.992, "X1": 0.3504, "Y1": 0.6782, "X2": 0.40027, "Y2": 0.678, "X3": 0.40027, "Y3": 0.6898, "X4": 0.3504, "Y4": 0.6898, "page": 0}, {"Word": "10", "Confidence": 0.902, "X1": 0.47305, "Y1": 0.6752, "X2": 0.49461, "Y2": 0.675, "X3": 0.49461, "Y3": 0.6888, "X4": 0.47305, "Y4": 0.6888, "page": 0}, {"Word": "75", "Confidence": 0.998, "X1": 0.67385, "Y1": 0.6762, "X2": 0.69272, "Y2": 0.676, "X3": 0.69272, "Y3": 0.6898, "X4": 0.67385, "Y4": 0.6898, "page": 0}, {"Word": "72", "Confidence": 0.998, "X1": 0.75472, "Y1": 0.6762, "X2": 0.78032, "Y2": 0.676, "X3": 0.77898, "Y3": 0.6898, "X4": 0.75606, "Y4": 0.6898, "page": 0}, {"Word": "Occupation", "Confidence": 0.96, "X1": 0.08491, "Y1": 0.6962, "X2": 0.16712, "Y2": 0.696, "X3": 0.16712, "Y3": 0.7068, "X4": 0.08491, "Y4": 0.7068, "page": 0}, {"Word": "Professional, Proprietor, Manager", "Confidence": 0.86733, "X1": 0.10647, "Y1": 0.7082, "X2": 0.33019, "Y2": 0.708, "X3": 0.33019, "Y3": 0.7218, "X4": 0.10512, "Y4": 0.7198, "page": 0}, {"Word": "169,000", "Confidence": 0.924, "X1": 0.34367, "Y1": 0.7072, "X2": 0.39623, "Y2": 0.707, "X3": 0.39623, "Y3": 0.7188, "X4": 0.34367, "Y4": 0.7198, "page": 0}, {"Word": "24%", "Confidence": 0.975, "X1": 0.4717, "Y1": 0.7082, "X2": 0.50943, "Y2": 0.708, "X3": 0.50943, "Y3": 0.7198, "X4": 0.47035, "Y4": 0.7188, "page": 0}, {"Word": "56%", "Confidence": 0.925, "X1": 0.58491, "Y1": 0.7082, "X2": 0.62264, "Y2": 0.708, "X3": 0.62264, "Y3": 0.7188, "X4": 0.58491, "Y4": 0.7198, "page": 0}, {"Word": "75%", "Confidence": 0.941, "X1": 0.66981, "Y1": 0.7082, "X2": 0.70889, "Y2": 0.708, "X3": 0.70889, "Y3": 0.7198, "X4": 0.66981, "Y4": 0.7198, "page": 0}, {"Word": "81%", "Confidence": 0.929, "X1": 0.75741, "Y1": 0.7082, "X2": 0.79111, "Y2": 0.708, "X3": 0.79111, "Y3": 0.7188, "X4": 0.75741, "Y4": 0.7198, "page": 0}, {"Word": "88 %", "Confidence": 0.5565, "X1": 0.84636, "Y1": 0.7092, "X2": 0.87601, "Y2": 0.709, "X3": 0.87601, "Y3": 0.7198, "X4": 0.84636, "Y4": 0.7198, "page": 0}, {"Word": "Other White Collar", "Confidence": 0.94633, "X1": 0.11186, "Y1": 0.7202, "X2": 0.23315, "Y2": 0.72, "X3": 0.23315, "Y3": 0.7328, "X4": 0.11186, "Y4": 0.7318, "page": 0}, {"Word": "159,000", "Confidence": 0.958, "X1": 0.34636, "Y1": 0.7212, "X2": 0.39757, "Y2": 0.721, "X3": 0.39757, "Y3": 0.7318, "X4": 0.34636, "Y4": 0.7318, "page": 0}, {"Word": "22", "Confidence": 0.997, "X1": 0.469, "Y1": 0.7222, "X2": 0.49596, "Y2": 0.722, "X3": 0.49596, "Y3": 0.7358, "X4": 0.469, "Y4": 0.7348, "page": 0}, {"Word": "50", "Confidence": 0.996, "X1": 0.58625, "Y1": 0.7202, "X2": 0.60647, "Y2": 0.72, "X3": 0.60782, "Y3": 0.7318, "X4": 0.58625, "Y4": 0.7328, "page": 0}, {"Word": "63", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.7202, "X2": 0.69272, "Y2": 0.72, "X3": 0.69272, "Y3": 0.7318, "X4": 0.67385, "Y4": 0.7328, "page": 0}, {"Word": "74", "Confidence": 0.91, "X1": 0.75606, "Y1": 0.7182, "X2": 0.77898, "Y2": 0.718, "X3": 0.77898, "Y3": 0.7318, "X4": 0.75606, "Y4": 0.7308, "page": 0}, {"Word": "91", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.7202, "X2": 0.86119, "Y2": 0.72, "X3": 0.86253, "Y3": 0.7318, "X4": 0.84367, "Y4": 0.7318, "page": 0}, {"Word": "Blue Collar", "Confidence": 0.8035, "X1": 0.11051, "Y1": 0.7332, "X2": 0.19407, "Y2": 0.733, "X3": 0.19407, "Y3": 0.7448, "X4": 0.11051, "Y4": 0.7438, "page": 0}, {"Word": "156,000", "Confidence": 0.952, "X1": 0.34232, "Y1": 0.7332, "X2": 0.39623, "Y2": 0.733, "X3": 0.39623, "Y3": 0.7438, "X4": 0.34232, "Y4": 0.7438, "page": 0}, {"Word": "22", "Confidence": 0.997, "X1": 0.47035, "Y1": 0.7312, "X2": 0.50135, "Y2": 0.731, "X3": 0.5, "Y3": 0.7468, "X4": 0.47035, "Y4": 0.7458, "page": 0}, {"Word": "69", "Confidence": 0.992, "X1": 0.67251, "Y1": 0.7322, "X2": 0.69542, "Y2": 0.732, "X3": 0.69407, "Y3": 0.7448, "X4": 0.67251, "Y4": 0.7458, "page": 0}, {"Word": "75", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.7312, "X2": 0.77898, "Y2": 0.731, "X3": 0.77898, "Y3": 0.7448, "X4": 0.75741, "Y4": 0.7448, "page": 0}, {"Word": "84", "Confidence": 0.92, "X1": 0.83827, "Y1": 0.7322, "X2": 0.86388, "Y2": 0.732, "X3": 0.86658, "Y3": 0.7448, "X4": 0.83962, "Y4": 0.7448, "page": 0}, {"Word": "Other, Not in Labor Force", "Confidence": 0.8346, "X1": 0.10916, "Y1": 0.7452, "X2": 0.27763, "Y2": 0.745, "X3": 0.27763, "Y3": 0.7568, "X4": 0.10916, "Y4": 0.7568, "page": 0}, {"Word": "91,000", "Confidence": 0.993, "X1": 0.3504, "Y1": 0.7452, "X2": 0.39757, "Y2": 0.745, "X3": 0.39757, "Y3": 0.7568, "X4": 0.3504, "Y4": 0.7568, "page": 0}, {"Word": "13", "Confidence": 0.997, "X1": 0.47035, "Y1": 0.7442, "X2": 0.5, "Y2": 0.744, "X3": 0.49865, "Y3": 0.7578, "X4": 0.47035, "Y4": 0.7578, "page": 0}, {"Word": "55", "Confidence": 0.804, "X1": 0.58356, "Y1": 0.7452, "X2": 0.60782, "Y2": 0.745, "X3": 0.60916, "Y3": 0.7568, "X4": 0.58491, "Y4": 0.7558, "page": 0}, {"Word": "74", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.7452, "X2": 0.69272, "Y2": 0.745, "X3": 0.69272, "Y3": 0.7568, "X4": 0.67116, "Y4": 0.7568, "page": 0}, {"Word": "69", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.7442, "X2": 0.77763, "Y2": 0.744, "X3": 0.77763, "Y3": 0.7568, "X4": 0.75741, "Y4": 0.7578, "page": 0}, {"Word": "RO", "Confidence": 0.386, "X1": 0.83693, "Y1": 0.7452, "X2": 0.86253, "Y2": 0.745, "X3": 0.86388, "Y3": 0.7578, "X4": 0.83962, "Y4": 0.7578, "page": 0}, {"Word": "76", "Confidence": 0.955, "X1": 0.5876, "Y1": 0.7552, "X2": 0.60916, "Y2": 0.755, "X3": 0.60916, "Y3": 0.7678, "X4": 0.5876, "Y4": 0.7678, "page": 0}, {"Word": "94", "Confidence": 0.914, "X1": 0.84232, "Y1": 0.7552, "X2": 0.86119, "Y2": 0.755, "X3": 0.86119, "Y3": 0.7678, "X4": 0.84232, "Y4": 0.7678, "page": 0}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.11186, "Y1": 0.7592, "X2": 0.16173, "Y2": 0.759, "X3": 0.16038, "Y3": 0.7708, "X4": 0.11186, "Y4": 0.7688, "page": 0}, {"Word": "112,000", "Confidence": 0.955, "X1": 0.34636, "Y1": 0.7582, "X2": 0.39623, "Y2": 0.758, "X3": 0.39623, "Y3": 0.7698, "X4": 0.34636, "Y4": 0.7698, "page": 0}, {"Word": "18", "Confidence": 0.445, "X1": 0.47305, "Y1": 0.7572, "X2": 0.4973, "Y2": 0.757, "X3": 0.49596, "Y3": 0.7698, "X4": 0.47305, "Y4": 0.7688, "page": 0}, {"Word": "82", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.7572, "X2": 0.69137, "Y2": 0.757, "X3": 0.69137, "Y3": 0.7688, "X4": 0.67116, "Y4": 0.7688, "page": 0}, {"Word": "83", "Confidence": 0.996, "X1": 0.75741, "Y1": 0.7562, "X2": 0.77628, "Y2": 0.756, "X3": 0.77628, "Y3": 0.7698, "X4": 0.75741, "Y4": 0.7698, "page": 0}, {"Word": "Annual Household Gross Income", "Confidence": 0.82825, "X1": 0.08356, "Y1": 0.7762, "X2": 0.30863, "Y2": 0.776, "X3": 0.30728, "Y3": 0.7898, "X4": 0.08356, "Y4": 0.7878, "page": 0}, {"Word": "47%", "Confidence": 0.981, "X1": 0.58625, "Y1": 0.7902, "X2": 0.62129, "Y2": 0.79, "X3": 0.62129, "Y3": 0.7978, "X4": 0.5876, "Y4": 0.7988, "page": 0}, {"Word": "Under $25,000", "Confidence": 0.989, "X1": 0.10916, "Y1": 0.7872, "X2": 0.2062, "Y2": 0.787, "X3": 0.2062, "Y3": 0.7998, "X4": 0.10916, "Y4": 0.7998, "page": 0}, {"Word": "121,000", "Confidence": 0.669, "X1": 0.34367, "Y1": 0.7892, "X2": 0.40027, "Y2": 0.789, "X3": 0.40027, "Y3": 0.8008, "X4": 0.34367, "Y4": 0.8008, "page": 0}, {"Word": "-17%", "Confidence": 0.486, "X1": 0.469, "Y1": 0.7882, "X2": 0.51213, "Y2": 0.788, "X3": 0.51078, "Y3": 0.7988, "X4": 0.469, "Y4": 0.7988, "page": 0}, {"Word": "64 %", "Confidence": 0.994, "X1": 0.66981, "Y1": 0.7892, "X2": 0.71024, "Y2": 0.789, "X3": 0.71024, "Y3": 0.7998, "X4": 0.66981, "Y4": 0.7998, "page": 0}, {"Word": "65%", "Confidence": 0.911, "X1": 0.75606, "Y1": 0.7892, "X2": 0.79245, "Y2": 0.789, "X3": 0.79245, "Y3": 0.7998, "X4": 0.75606, "Y4": 0.7998, "page": 0}, {"Word": "80 %", "Confidence": 0.9955, "X1": 0.84501, "Y1": 0.7892, "X2": 0.87736, "Y2": 0.789, "X3": 0.87736, "Y3": 0.8008, "X4": 0.84501, "Y4": 0.8008, "page": 0}, {"Word": "$25,000-34,999", "Confidence": 0.733, "X1": 0.11186, "Y1": 0.8002, "X2": 0.21024, "Y2": 0.8, "X3": 0.21024, "Y3": 0.8118, "X4": 0.11051, "Y4": 0.8118, "page": 0}, {"Word": "93,000", "Confidence": 0.9, "X1": 0.34906, "Y1": 0.8002, "X2": 0.39488, "Y2": 0.8, "X3": 0.39488, "Y3": 0.8118, "X4": 0.34906, "Y4": 0.8128, "page": 0}, {"Word": "13", "Confidence": 0.977, "X1": 0.4717, "Y1": 0.8012, "X2": 0.49461, "Y2": 0.801, "X3": 0.49326, "Y3": 0.8148, "X4": 0.4717, "Y4": 0.8138, "page": 0}, {"Word": "54", "Confidence": 0.996, "X1": 0.5876, "Y1": 0.8012, "X2": 0.61051, "Y2": 0.801, "X3": 0.61051, "Y3": 0.8118, "X4": 0.5876, "Y4": 0.8128, "page": 0}, {"Word": "70", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.8002, "X2": 0.69407, "Y2": 0.8, "X3": 0.69407, "Y3": 0.8128, "X4": 0.67251, "Y4": 0.8138, "page": 0}, {"Word": "74", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8002, "X2": 0.77628, "Y2": 0.8, "X3": 0.77628, "Y3": 0.8118, "X4": 0.75876, "Y4": 0.8128, "page": 0}, {"Word": "84", "Confidence": 0.997, "X1": 0.83962, "Y1": 0.8002, "X2": 0.86253, "Y2": 0.8, "X3": 0.86253, "Y3": 0.8138, "X4": 0.83962, "Y4": 0.8138, "page": 0}, {"Word": "$35,000-49,999", "Confidence": 0.704, "X1": 0.11051, "Y1": 0.8132, "X2": 0.21159, "Y2": 0.813, "X3": 0.21159, "Y3": 0.8248, "X4": 0.11051, "Y4": 0.8248, "page": 0}, {"Word": "157,000", "Confidence": 0.885, "X1": 0.34501, "Y1": 0.8132, "X2": 0.39623, "Y2": 0.813, "X3": 0.39623, "Y3": 0.8248, "X4": 0.34636, "Y4": 0.8258, "page": 0}, {"Word": "53", "Confidence": 0.983, "X1": 0.58491, "Y1": 0.8142, "X2": 0.60647, "Y2": 0.814, "X3": 0.60647, "Y3": 0.8238, "X4": 0.58625, "Y4": 0.8238, "page": 0}, {"Word": "69", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.8142, "X2": 0.69677, "Y2": 0.814, "X3": 0.69677, "Y3": 0.8268, "X4": 0.67116, "Y4": 0.8258, "page": 0}, {"Word": "80", "Confidence": 0.663, "X1": 0.75741, "Y1": 0.8142, "X2": 0.77763, "Y2": 0.814, "X3": 0.77763, "Y3": 0.8258, "X4": 0.75741, "Y4": 0.8248, "page": 0}, {"Word": "90", "Confidence": 0.994, "X1": 0.83962, "Y1": 0.8122, "X2": 0.86253, "Y2": 0.812, "X3": 0.86253, "Y3": 0.8258, "X4": 0.83962, "Y4": 0.8248, "page": 0}, {"Word": "$50,000-74,999", "Confidence": 0.622, "X1": 0.11051, "Y1": 0.8252, "X2": 0.21159, "Y2": 0.825, "X3": 0.21159, "Y3": 0.8378, "X4": 0.11051, "Y4": 0.8368, "page": 0}, {"Word": "200,000", "Confidence": 0.996, "X1": 0.34367, "Y1": 0.8262, "X2": 0.39623, "Y2": 0.826, "X3": 0.39623, "Y3": 0.8368, "X4": 0.34367, "Y4": 0.8378, "page": 0}, {"Word": "22", "Confidence": 0.985, "X1": 0.47035, "Y1": 0.8162, "X2": 0.49865, "Y2": 0.816, "X3": 0.49865, "Y3": 0.8308, "X4": 0.46765, "Y4": 0.8268, "page": 0}, {"Word": "54", "Confidence": 0.963, "X1": 0.58221, "Y1": 0.8262, "X2": 0.61051, "Y2": 0.826, "X3": 0.61051, "Y3": 0.8358, "X4": 0.58356, "Y4": 0.8358, "page": 0}, {"Word": "74", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.8252, "X2": 0.77763, "Y2": 0.825, "X3": 0.77763, "Y3": 0.8378, "X4": 0.75606, "Y4": 0.8368, "page": 0}, {"Word": "28", "Confidence": 0.796, "X1": 0.469, "Y1": 0.8232, "X2": 0.5, "Y2": 0.823, "X3": 0.49865, "Y3": 0.8388, "X4": 0.469, "Y4": 0.8378, "page": 0}, {"Word": "72", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.8382, "X2": 0.60782, "Y2": 0.838, "X3": 0.60647, "Y3": 0.8478, "X4": 0.5903, "Y4": 0.8488, "page": 0}, {"Word": "68", "Confidence": 0.997, "X1": 0.67116, "Y1": 0.8252, "X2": 0.69407, "Y2": 0.825, "X3": 0.69407, "Y3": 0.8388, "X4": 0.67116, "Y4": 0.8378, "page": 0}, {"Word": "87", "Confidence": 0.997, "X1": 0.84097, "Y1": 0.8252, "X2": 0.85984, "Y2": 0.825, "X3": 0.85984, "Y3": 0.8388, "X4": 0.84097, "Y4": 0.8378, "page": 0}, {"Word": "$75,000+", "Confidence": 0.781, "X1": 0.10916, "Y1": 0.8392, "X2": 0.1752, "Y2": 0.839, "X3": 0.1752, "Y3": 0.8498, "X4": 0.10916, "Y4": 0.8498, "page": 0}, {"Word": "145,000", "Confidence": 0.993, "X1": 0.34232, "Y1": 0.8392, "X2": 0.39757, "Y2": 0.839, "X3": 0.39892, "Y3": 0.8498, "X4": 0.34232, "Y4": 0.8508, "page": 0}, {"Word": "20", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.8382, "X2": 0.49596, "Y2": 0.838, "X3": 0.49326, "Y3": 0.8498, "X4": 0.4717, "Y4": 0.8498, "page": 0}, {"Word": "84", "Confidence": 0.967, "X1": 0.67251, "Y1": 0.8382, "X2": 0.69137, "Y2": 0.838, "X3": 0.69137, "Y3": 0.8488, "X4": 0.67251, "Y4": 0.8498, "page": 0}, {"Word": "88", "Confidence": 0.603, "X1": 0.75876, "Y1": 0.8392, "X2": 0.77628, "Y2": 0.839, "X3": 0.77493, "Y3": 0.8498, "X4": 0.75741, "Y4": 0.8508, "page": 0}, {"Word": "93", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.8382, "X2": 0.85984, "Y2": 0.838, "X3": 0.85984, "Y3": 0.8498, "X4": 0.84232, "Y4": 0.8498, "page": 0}, {"Word": "Home", "Confidence": 0.95, "X1": 0.08491, "Y1": 0.8562, "X2": 0.14286, "Y2": 0.856, "X3": 0.14286, "Y3": 0.8678, "X4": 0.08491, "Y4": 0.8678, "page": 0}, {"Word": "Owned", "Confidence": 0.627, "X1": 0.10512, "Y1": 0.8682, "X2": 0.15633, "Y2": 0.868, "X3": 0.15633, "Y3": 0.8788, "X4": 0.10647, "Y4": 0.8798, "page": 0}, {"Word": "533,000", "Confidence": 0.995, "X1": 0.34232, "Y1": 0.8692, "X2": 0.39623, "Y2": 0.869, "X3": 0.39623, "Y3": 0.8798, "X4": 0.34232, "Y4": 0.8798, "page": 0}, {"Word": "75%", "Confidence": 0.881, "X1": 0.4717, "Y1": 0.8692, "X2": 0.50943, "Y2": 0.869, "X3": 0.50943, "Y3": 0.8798, "X4": 0.47035, "Y4": 0.8788, "page": 0}, {"Word": "60%", "Confidence": 0.993, "X1": 0.58491, "Y1": 0.8692, "X2": 0.62129, "Y2": 0.869, "X3": 0.62129, "Y3": 0.8798, "X4": 0.58491, "Y4": 0.8788, "page": 0}, {"Word": "73 %", "Confidence": 0.9965, "X1": 0.66981, "Y1": 0.8692, "X2": 0.7062, "Y2": 0.869, "X3": 0.7062, "Y3": 0.8798, "X4": 0.66981, "Y4": 0.8798, "page": 0}, {"Word": "78%", "Confidence": 0.94, "X1": 0.75741, "Y1": 0.8692, "X2": 0.78841, "Y2": 0.869, "X3": 0.78706, "Y3": 0.8798, "X4": 0.75606, "Y4": 0.8798, "page": 0}, {"Word": "87%", "Confidence": 0.981, "X1": 0.84232, "Y1": 0.8692, "X2": 0.87871, "Y2": 0.869, "X3": 0.87736, "Y3": 0.8798, "X4": 0.84097, "Y4": 0.8798, "page": 0}, {"Word": "Rented", "Confidence": 0.994, "X1": 0.11051, "Y1": 0.8822, "X2": 0.16038, "Y2": 0.882, "X3": 0.16038, "Y3": 0.8928, "X4": 0.11051, "Y4": 0.8928, "page": 0}, {"Word": "174,000", "Confidence": 0.971, "X1": 0.34501, "Y1": 0.8812, "X2": 0.39757, "Y2": 0.881, "X3": 0.39757, "Y3": 0.8918, "X4": 0.34501, "Y4": 0.8938, "page": 0}, {"Word": "24", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.8802, "X2": 0.49596, "Y2": 0.88, "X3": 0.49461, "Y3": 0.8928, "X4": 0.4717, "Y4": 0.8918, "page": 0}, {"Word": "44", "Confidence": 0.996, "X1": 0.58625, "Y1": 0.8812, "X2": 0.60916, "Y2": 0.881, "X3": 0.60916, "Y3": 0.8918, "X4": 0.58491, "Y4": 0.8918, "page": 0}, {"Word": "63", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.8812, "X2": 0.69137, "Y2": 0.881, "X3": 0.69137, "Y3": 0.8928, "X4": 0.67116, "Y4": 0.8918, "page": 0}, {"Word": "74", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8812, "X2": 0.77763, "Y2": 0.881, "X3": 0.77763, "Y3": 0.8918, "X4": 0.75606, "Y4": 0.8918, "page": 0}, {"Word": "89", "Confidence": 0.885, "X1": 0.84367, "Y1": 0.8822, "X2": 0.86388, "Y2": 0.882, "X3": 0.86388, "Y3": 0.8918, "X4": 0.84367, "Y4": 0.8908, "page": 0}, {"Word": "Note: Because \"No Answers\" have not been included and because of rounding and/or multiple respor ses, numbers may add to more or less than the lotal.", "Confidence": 0.75865, "X1": 0.08221, "Y1": 0.9062, "X2": 0.88005, "Y2": 0.906, "X3": 0.88005, "Y3": 0.9188, "X4": 0.08221, "Y4": 0.9178, "page": 0}, {"Word": "2084107667.", "Confidence": 0.891, "X1": 0.94744, "Y1": 0.9252, "X2": 0.94474, "Y2": 0.925, "X3": 0.91914, "Y3": 0.9238, "X4": 0.92318, "Y4": 0.8288, "page": 0}], "words_data": [{"Word": "Richmond-Petersburg", "Confidence": 0.981, "X1": 0.16442, "Y1": 0.1312, "X2": 0.40701, "Y2": 0.131, "X3": 0.40701, "Y3": 0.1498, "X4": 0.16577, "Y4": 0.1488, "page": 0, "Index": 0}, {"Word": "MSA", "Confidence": 0.998, "X1": 0.4124, "Y1": 0.1312, "X2": 0.46361, "Y2": 0.131, "X3": 0.46361, "Y3": 0.1498, "X4": 0.4124, "Y4": 0.1498, "page": 0, "Index": 1}, {"Word": "(Metropolitan", "Confidence": 0.993, "X1": 0.47035, "Y1": 0.1322, "X2": 0.6186, "Y2": 0.132, "X3": 0.61995, "Y3": 0.1498, "X4": 0.47035, "Y4": 0.1498, "page": 0, "Index": 2}, {"Word": "Statistical", "Confidence": 0.994, "X1": 0.62399, "Y1": 0.1322, "X2": 0.73854, "Y2": 0.132, "X3": 0.73989, "Y3": 0.1498, "X4": 0.62399, "Y4": 0.1498, "page": 0, "Index": 3}, {"Word": "Area)", "Confidence": 0.998, "X1": 0.74394, "Y1": 0.1322, "X2": 0.80593, "Y2": 0.132, "X3": 0.80593, "Y3": 0.1488, "X4": 0.74394, "Y4": 0.1498, "page": 0, "Index": 4}, {"Word": "Cities", "Confidence": 0.991, "X1": 0.1469, "Y1": 0.1522, "X2": 0.18464, "Y2": 0.152, "X3": 0.18329, "Y3": 0.1658, "X4": 0.14555, "Y4": 0.1658, "page": 0, "Index": 5}, {"Word": "of", "Confidence": 0.996, "X1": 0.18868, "Y1": 0.1522, "X2": 0.20216, "Y2": 0.152, "X3": 0.20081, "Y3": 0.1658, "X4": 0.18733, "Y4": 0.1658, "page": 0, "Index": 6}, {"Word": "Richmond.", "Confidence": 0.768, "X1": 0.2062, "Y1": 0.1522, "X2": 0.28302, "Y2": 0.152, "X3": 0.28167, "Y3": 0.1658, "X4": 0.20485, "Y4": 0.1658, "page": 0, "Index": 7}, {"Word": "Petersburg,", "Confidence": 0.934, "X1": 0.28706, "Y1": 0.1512, "X2": 0.36927, "Y2": 0.151, "X3": 0.36792, "Y3": 0.1658, "X4": 0.28571, "Y4": 0.1658, "page": 0, "Index": 8}, {"Word": "Hopewell", "Confidence": 0.67, "X1": 0.37332, "Y1": 0.1512, "X2": 0.4407, "Y2": 0.151, "X3": 0.43935, "Y3": 0.1658, "X4": 0.37197, "Y4": 0.1658, "page": 0, "Index": 9}, {"Word": "and", "Confidence": 0.998, "X1": 0.44474, "Y1": 0.1512, "X2": 0.4717, "Y2": 0.151, "X3": 0.47035, "Y3": 0.1658, "X4": 0.4434, "Y4": 0.1658, "page": 0, "Index": 10}, {"Word": "Colonial", "Confidence": 0.955, "X1": 0.47574, "Y1": 0.1522, "X2": 0.53369, "Y2": 0.152, "X3": 0.53369, "Y3": 0.1658, "X4": 0.47439, "Y4": 0.1658, "page": 0, "Index": 11}, {"Word": "Heights;", "Confidence": 0.941, "X1": 0.53774, "Y1": 0.1522, "X2": 0.59704, "Y2": 0.152, "X3": 0.59569, "Y3": 0.1658, "X4": 0.53639, "Y4": 0.1658, "page": 0, "Index": 12}, {"Word": "Counties", "Confidence": 0.877, "X1": 0.59973, "Y1": 0.1522, "X2": 0.66442, "Y2": 0.152, "X3": 0.66307, "Y3": 0.1658, "X4": 0.59973, "Y4": 0.1658, "page": 0, "Index": 13}, {"Word": "of", "Confidence": 0.996, "X1": 0.66846, "Y1": 0.1522, "X2": 0.68194, "Y2": 0.152, "X3": 0.68194, "Y3": 0.1658, "X4": 0.66712, "Y4": 0.1658, "page": 0, "Index": 14}, {"Word": "Chesterfield,", "Confidence": 0.689, "X1": 0.68598, "Y1": 0.1522, "X2": 0.77493, "Y2": 0.152, "X3": 0.77493, "Y3": 0.1658, "X4": 0.68464, "Y4": 0.1658, "page": 0, "Index": 15}, {"Word": "Hanover,", "Confidence": 0.857, "X1": 0.77898, "Y1": 0.1522, "X2": 0.84501, "Y2": 0.152, "X3": 0.84501, "Y3": 0.1658, "X4": 0.77898, "Y4": 0.1658, "page": 0, "Index": 16}, {"Word": "Henrico,", "Confidence": 0.659, "X1": 0.18868, "Y1": 0.1662, "X2": 0.24394, "Y2": 0.166, "X3": 0.24259, "Y3": 0.1788, "X4": 0.18733, "Y4": 0.1798, "page": 0, "Index": 17}, {"Word": "Dinwiddie,", "Confidence": 0.796, "X1": 0.24663, "Y1": 0.1662, "X2": 0.3221, "Y2": 0.166, "X3": 0.3221, "Y3": 0.1788, "X4": 0.24663, "Y4": 0.1788, "page": 0, "Index": 18}, {"Word": "Prince", "Confidence": 0.995, "X1": 0.32615, "Y1": 0.1662, "X2": 0.37197, "Y2": 0.166, "X3": 0.37197, "Y3": 0.1788, "X4": 0.32615, "Y4": 0.1788, "page": 0, "Index": 19}, {"Word": "George,", "Confidence": 0.935, "X1": 0.37601, "Y1": 0.1662, "X2": 0.43396, "Y2": 0.166, "X3": 0.43261, "Y3": 0.1788, "X4": 0.37466, "Y4": 0.1788, "page": 0, "Index": 20}, {"Word": "Goochland,", "Confidence": 0.856, "X1": 0.43666, "Y1": 0.1662, "X2": 0.52022, "Y2": 0.166, "X3": 0.52022, "Y3": 0.1798, "X4": 0.43666, "Y4": 0.1788, "page": 0, "Index": 21}, {"Word": "Powhatan,", "Confidence": 0.944, "X1": 0.52291, "Y1": 0.1662, "X2": 0.59838, "Y2": 0.166, "X3": 0.59838, "Y3": 0.1798, "X4": 0.52291, "Y4": 0.1798, "page": 0, "Index": 22}, {"Word": "New", "Confidence": 0.941, "X1": 0.60243, "Y1": 0.1662, "X2": 0.63477, "Y2": 0.166, "X3": 0.63477, "Y3": 0.1798, "X4": 0.60243, "Y4": 0.1798, "page": 0, "Index": 23}, {"Word": "Kent,", "Confidence": 0.991, "X1": 0.63881, "Y1": 0.1662, "X2": 0.6779, "Y2": 0.166, "X3": 0.6779, "Y3": 0.1798, "X4": 0.63747, "Y4": 0.1798, "page": 0, "Index": 24}, {"Word": "and", "Confidence": 0.998, "X1": 0.68194, "Y1": 0.1662, "X2": 0.70889, "Y2": 0.166, "X3": 0.70889, "Y3": 0.1798, "X4": 0.68194, "Y4": 0.1798, "page": 0, "Index": 25}, {"Word": "Charles", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.1662, "X2": 0.7655, "Y2": 0.166, "X3": 0.7655, "Y3": 0.1808, "X4": 0.71159, "Y4": 0.1798, "page": 0, "Index": 26}, {"Word": "City.", "Confidence": 0.884, "X1": 0.76954, "Y1": 0.1662, "X2": 0.80323, "Y2": 0.166, "X3": 0.80323, "Y3": 0.1808, "X4": 0.76954, "Y4": 0.1808, "page": 0, "Index": 27}, {"Word": "Adult", "Confidence": 0.826, "X1": 0.33558, "Y1": 0.1802, "X2": 0.37197, "Y2": 0.18, "X3": 0.37062, "Y3": 0.1928, "X4": 0.33423, "Y4": 0.1928, "page": 0, "Index": 28}, {"Word": "Population", "Confidence": 0.615, "X1": 0.37466, "Y1": 0.1802, "X2": 0.45418, "Y2": 0.18, "X3": 0.45283, "Y3": 0.1928, "X4": 0.37466, "Y4": 0.1928, "page": 0, "Index": 29}, {"Word": "(age", "Confidence": 0.993, "X1": 0.45687, "Y1": 0.1792, "X2": 0.48922, "Y2": 0.179, "X3": 0.48787, "Y3": 0.1928, "X4": 0.45687, "Y4": 0.1928, "page": 0, "Index": 30}, {"Word": "18", "Confidence": 0.997, "X1": 0.49191, "Y1": 0.1792, "X2": 0.50943, "Y2": 0.179, "X3": 0.50943, "Y3": 0.1928, "X4": 0.49191, "Y4": 0.1928, "page": 0, "Index": 31}, {"Word": "and", "Confidence": 0.997, "X1": 0.51348, "Y1": 0.1792, "X2": 0.54178, "Y2": 0.179, "X3": 0.54043, "Y3": 0.1928, "X4": 0.51213, "Y4": 0.1928, "page": 0, "Index": 32}, {"Word": "oven)", "Confidence": 0.625, "X1": 0.54447, "Y1": 0.1792, "X2": 0.58086, "Y2": 0.179, "X3": 0.57951, "Y3": 0.1928, "X4": 0.54447, "Y4": 0.1928, "page": 0, "Index": 33}, {"Word": "-", "Confidence": 0.994, "X1": 0.58356, "Y1": 0.1792, "X2": 0.5903, "Y2": 0.179, "X3": 0.5903, "Y3": 0.1928, "X4": 0.58356, "Y4": 0.1928, "page": 0, "Index": 34}, {"Word": "715,000", "Confidence": 0.981, "X1": 0.59434, "Y1": 0.1792, "X2": 0.65229, "Y2": 0.179, "X3": 0.65229, "Y3": 0.1918, "X4": 0.59434, "Y4": 0.1928, "page": 0, "Index": 35}, {"Word": "Total", "Confidence": 0.997, "X1": 0.32615, "Y1": 0.1932, "X2": 0.35849, "Y2": 0.193, "X3": 0.35849, "Y3": 0.2058, "X4": 0.3248, "Y4": 0.2058, "page": 0, "Index": 36}, {"Word": "Populationr", "Confidence": 0.272, "X1": 0.36253, "Y1": 0.1922, "X2": 0.43935, "Y2": 0.192, "X3": 0.43801, "Y3": 0.2058, "X4": 0.36119, "Y4": 0.2058, "page": 0, "Index": 37}, {"Word": "$44", "Confidence": 0.649, "X1": 0.4434, "Y1": 0.1922, "X2": 0.47035, "Y2": 0.192, "X3": 0.47035, "Y3": 0.2058, "X4": 0.44205, "Y4": 0.2058, "page": 0, "Index": 38}, {"Word": "900", "Confidence": 0.931, "X1": 0.47439, "Y1": 0.1922, "X2": 0.50135, "Y2": 0.192, "X3": 0.5, "Y3": 0.2058, "X4": 0.47305, "Y4": 0.2058, "page": 0, "Index": 39}, {"Word": "-", "Confidence": 0.995, "X1": 0.50539, "Y1": 0.1922, "X2": 0.51078, "Y2": 0.192, "X3": 0.51078, "Y3": 0.2058, "X4": 0.50404, "Y4": 0.2058, "page": 0, "Index": 40}, {"Word": "Households", "Confidence": 0.961, "X1": 0.51482, "Y1": 0.1932, "X2": 0.59973, "Y2": 0.193, "X3": 0.59838, "Y3": 0.2058, "X4": 0.51348, "Y4": 0.2058, "page": 0, "Index": 41}, {"Word": "366,800", "Confidence": 0.689, "X1": 0.60377, "Y1": 0.1932, "X2": 0.66442, "Y2": 0.193, "X3": 0.66307, "Y3": 0.2068, "X4": 0.60243, "Y4": 0.2058, "page": 0, "Index": 42}, {"Word": "Survey", "Confidence": 0.994, "X1": 0.36119, "Y1": 0.2132, "X2": 0.4097, "Y2": 0.213, "X3": 0.4097, "Y3": 0.2258, "X4": 0.36119, "Y4": 0.2258, "page": 0, "Index": 43}, {"Word": "PERCENT", "Confidence": 0.991, "X1": 0.58895, "Y1": 0.2102, "X2": 0.64016, "Y2": 0.21, "X3": 0.64016, "Y3": 0.2218, "X4": 0.5876, "Y4": 0.2228, "page": 0, "Index": 44}, {"Word": "OF", "Confidence": 0.993, "X1": 0.6442, "Y1": 0.2102, "X2": 0.66038, "Y2": 0.21, "X3": 0.65903, "Y3": 0.2218, "X4": 0.64286, "Y4": 0.2218, "page": 0, "Index": 45}, {"Word": "ADULTS", "Confidence": 0.991, "X1": 0.66307, "Y1": 0.2102, "X2": 0.70485, "Y2": 0.21, "X3": 0.70485, "Y3": 0.2218, "X4": 0.66173, "Y4": 0.2218, "page": 0, "Index": 46}, {"Word": "READING", "Confidence": 0.981, "X1": 0.70889, "Y1": 0.2102, "X2": 0.75876, "Y2": 0.21, "X3": 0.75876, "Y3": 0.2218, "X4": 0.70755, "Y4": 0.2218, "page": 0, "Index": 47}, {"Word": "THE", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.2102, "X2": 0.78437, "Y2": 0.21, "X3": 0.78437, "Y3": 0.2218, "X4": 0.76146, "Y4": 0.2218, "page": 0, "Index": 48}, {"Word": "NEWSPAPER", "Confidence": 0.965, "X1": 0.78706, "Y1": 0.2092, "X2": 0.86119, "Y2": 0.209, "X3": 0.86119, "Y3": 0.2218, "X4": 0.78706, "Y4": 0.2218, "page": 0, "Index": 49}, {"Word": "by", "Confidence": 0.997, "X1": 0.36119, "Y1": 0.2262, "X2": 0.37871, "Y2": 0.226, "X3": 0.37871, "Y3": 0.2378, "X4": 0.36119, "Y4": 0.2388, "page": 0, "Index": 50}, {"Word": "conducted)", "Confidence": 0.646, "X1": 0.41375, "Y1": 0.2132, "X2": 0.50539, "Y2": 0.213, "X3": 0.50539, "Y3": 0.2288, "X4": 0.4124, "Y4": 0.2258, "page": 0, "Index": 51}, {"Word": "IN", "Confidence": 0.996, "X1": 0.6186, "Y1": 0.2212, "X2": 0.63073, "Y2": 0.221, "X3": 0.63073, "Y3": 0.2328, "X4": 0.6186, "Y4": 0.2328, "page": 0, "Index": 52}, {"Word": "THE", "Confidence": 0.991, "X1": 0.63342, "Y1": 0.2212, "X2": 0.65499, "Y2": 0.221, "X3": 0.65499, "Y3": 0.2318, "X4": 0.63342, "Y4": 0.2328, "page": 0, "Index": 53}, {"Word": "RICHMOND-PETERSBURG", "Confidence": 0.87, "X1": 0.65768, "Y1": 0.2212, "X2": 0.80054, "Y2": 0.221, "X3": 0.79919, "Y3": 0.2318, "X4": 0.65768, "Y4": 0.2318, "page": 0, "Index": 54}, {"Word": "MSA", "Confidence": 0.942, "X1": 0.80323, "Y1": 0.2212, "X2": 0.83019, "Y2": 0.221, "X3": 0.82884, "Y3": 0.2318, "X4": 0.80189, "Y4": 0.2318, "page": 0, "Index": 55}, {"Word": "Belden", "Confidence": 0.849, "X1": 0.3814, "Y1": 0.2262, "X2": 0.43396, "Y2": 0.226, "X3": 0.43531, "Y3": 0.2388, "X4": 0.3814, "Y4": 0.2378, "page": 0, "Index": 56}, {"Word": "715,000", "Confidence": 0.771, "X1": 0.53369, "Y1": 0.2312, "X2": 0.57682, "Y2": 0.231, "X3": 0.57547, "Y3": 0.2428, "X4": 0.53235, "Y4": 0.2418, "page": 0, "Index": 57}, {"Word": "Associates,", "Confidence": 0.969, "X1": 0.36119, "Y1": 0.2382, "X2": 0.4434, "Y2": 0.238, "X3": 0.4434, "Y3": 0.2518, "X4": 0.36119, "Y4": 0.2528, "page": 0, "Index": 58}, {"Word": "Dallas.", "Confidence": 0.656, "X1": 0.44744, "Y1": 0.2392, "X2": 0.49865, "Y2": 0.239, "X3": 0.49865, "Y3": 0.2528, "X4": 0.44744, "Y4": 0.2518, "page": 0, "Index": 59}, {"Word": "625,000", "Confidence": 0.783, "X1": 0.82345, "Y1": 0.2482, "X2": 0.86523, "Y2": 0.248, "X3": 0.86523, "Y3": 0.2578, "X4": 0.8248, "Y4": 0.2578, "page": 0, "Index": 60}, {"Word": "Texas,", "Confidence": 0.611, "X1": 0.36253, "Y1": 0.2522, "X2": 0.40566, "Y2": 0.252, "X3": 0.40566, "Y3": 0.2648, "X4": 0.36253, "Y4": 0.2648, "page": 0, "Index": 61}, {"Word": "by", "Confidence": 0.998, "X1": 0.4097, "Y1": 0.2512, "X2": 0.42857, "Y2": 0.251, "X3": 0.42857, "Y3": 0.2638, "X4": 0.4097, "Y4": 0.2648, "page": 0, "Index": 62}, {"Word": "self-", "Confidence": 0.612, "X1": 0.43261, "Y1": 0.2512, "X2": 0.469, "Y2": 0.251, "X3": 0.469, "Y3": 0.2638, "X4": 0.43127, "Y4": 0.2638, "page": 0, "Index": 63}, {"Word": "administered", "Confidence": 0.837, "X1": 0.36253, "Y1": 0.2642, "X2": 0.45418, "Y2": 0.264, "X3": 0.45418, "Y3": 0.2758, "X4": 0.36253, "Y4": 0.2768, "page": 0, "Index": 64}, {"Word": "uni-", "Confidence": 0.881, "X1": 0.45822, "Y1": 0.2642, "X2": 0.48787, "Y2": 0.264, "X3": 0.48652, "Y3": 0.2768, "X4": 0.45687, "Y4": 0.2758, "page": 0, "Index": 65}, {"Word": "508.000", "Confidence": 0.806, "X1": 0.68059, "Y1": 0.2672, "X2": 0.72237, "Y2": 0.267, "X3": 0.72237, "Y3": 0.2778, "X4": 0.68059, "Y4": 0.2778, "page": 0, "Index": 66}, {"Word": "547,000", "Confidence": 0.638, "X1": 0.75067, "Y1": 0.2632, "X2": 0.79245, "Y2": 0.263, "X3": 0.79245, "Y3": 0.2748, "X4": 0.75067, "Y4": 0.2738, "page": 0, "Index": 67}, {"Word": "FOWNAIRN", "Confidence": 0.191, "X1": 0.10512, "Y1": 0.2762, "X2": 0.15094, "Y2": 0.276, "X3": 0.15229, "Y3": 0.2848, "X4": 0.10647, "Y4": 0.2838, "page": 0, "Index": 68}, {"Word": "form", "Confidence": 0.993, "X1": 0.36253, "Y1": 0.2772, "X2": 0.38949, "Y2": 0.277, "X3": 0.38949, "Y3": 0.2888, "X4": 0.36253, "Y4": 0.2898, "page": 0, "Index": 69}, {"Word": "questionnaires", "Confidence": 0.543, "X1": 0.39757, "Y1": 0.2782, "X2": 0.50404, "Y2": 0.278, "X3": 0.50404, "Y3": 0.2898, "X4": 0.39892, "Y4": 0.2888, "page": 0, "Index": 70}, {"Word": "sent", "Confidence": 0.987, "X1": 0.35984, "Y1": 0.2902, "X2": 0.39218, "Y2": 0.29, "X3": 0.39218, "Y3": 0.3008, "X4": 0.36119, "Y4": 0.3008, "page": 0, "Index": 71}, {"Word": "to", "Confidence": 0.997, "X1": 0.39488, "Y1": 0.2902, "X2": 0.4097, "Y2": 0.29, "X3": 0.4097, "Y3": 0.3018, "X4": 0.39488, "Y4": 0.3008, "page": 0, "Index": 72}, {"Word": "homes", "Confidence": 0.997, "X1": 0.41375, "Y1": 0.2902, "X2": 0.46361, "Y2": 0.29, "X3": 0.46361, "Y3": 0.3018, "X4": 0.41375, "Y4": 0.3018, "page": 0, "Index": 73}, {"Word": "in", "Confidence": 0.998, "X1": 0.46631, "Y1": 0.2902, "X2": 0.47978, "Y2": 0.29, "X3": 0.47978, "Y3": 0.3018, "X4": 0.46631, "Y4": 0.3018, "page": 0, "Index": 74}, {"Word": "the", "Confidence": 0.998, "X1": 0.48248, "Y1": 0.2912, "X2": 0.50674, "Y2": 0.291, "X3": 0.50674, "Y3": 0.3018, "X4": 0.48248, "Y4": 0.3018, "page": 0, "Index": 75}, {"Word": "400,000", "Confidence": 0.669, "X1": 0.60377, "Y1": 0.2922, "X2": 0.6469, "Y2": 0.292, "X3": 0.64555, "Y3": 0.3028, "X4": 0.60243, "Y4": 0.3018, "page": 0, "Index": 76}, {"Word": "CHESTERFIELD", "Confidence": 0.291, "X1": 0.1496, "Y1": 0.3072, "X2": 0.21024, "Y2": 0.307, "X3": 0.21024, "Y3": 0.3158, "X4": 0.1496, "Y4": 0.3158, "page": 0, "Index": 77}, {"Word": "Richmond-", "Confidence": 0.291, "X1": 0.36253, "Y1": 0.3032, "X2": 0.4407, "Y2": 0.303, "X3": 0.43935, "Y3": 0.3148, "X4": 0.36253, "Y4": 0.3138, "page": 0, "Index": 78}, {"Word": "CHARLES", "Confidence": 0.246, "X1": 0.26146, "Y1": 0.3172, "X2": 0.29919, "Y2": 0.317, "X3": 0.29919, "Y3": 0.3268, "X4": 0.26146, "Y4": 0.3268, "page": 0, "Index": 79}, {"Word": "CITY", "Confidence": 0.118, "X1": 0.30189, "Y1": 0.3172, "X2": 0.32075, "Y2": 0.317, "X3": 0.32075, "Y3": 0.3268, "X4": 0.30189, "Y4": 0.3268, "page": 0, "Index": 80}, {"Word": "Petersburg", "Confidence": 0.994, "X1": 0.35984, "Y1": 0.3152, "X2": 0.43935, "Y2": 0.315, "X3": 0.43935, "Y3": 0.3278, "X4": 0.35984, "Y4": 0.3268, "page": 0, "Index": 81}, {"Word": "MSA,", "Confidence": 0.707, "X1": 0.4434, "Y1": 0.3162, "X2": 0.48518, "Y2": 0.316, "X3": 0.48383, "Y3": 0.3288, "X4": 0.44205, "Y4": 0.3278, "page": 0, "Index": 82}, {"Word": "and", "Confidence": 0.994, "X1": 0.36253, "Y1": 0.3292, "X2": 0.38814, "Y2": 0.329, "X3": 0.38814, "Y3": 0.3408, "X4": 0.36119, "Y4": 0.3408, "page": 0, "Index": 83}, {"Word": "by", "Confidence": 0.998, "X1": 0.39218, "Y1": 0.3292, "X2": 0.41105, "Y2": 0.329, "X3": 0.4097, "Y3": 0.3408, "X4": 0.39084, "Y4": 0.3408, "page": 0, "Index": 84}, {"Word": "telephone", "Confidence": 0.949, "X1": 0.41375, "Y1": 0.3302, "X2": 0.48787, "Y2": 0.33, "X3": 0.48652, "Y3": 0.3428, "X4": 0.41375, "Y4": 0.3408, "page": 0, "Index": 85}, {"Word": "Interviews", "Confidence": 0.887, "X1": 0.36253, "Y1": 0.3422, "X2": 0.43261, "Y2": 0.342, "X3": 0.43261, "Y3": 0.3538, "X4": 0.36253, "Y4": 0.3528, "page": 0, "Index": 86}, {"Word": "in", "Confidence": 0.997, "X1": 0.43666, "Y1": 0.3422, "X2": 0.45013, "Y2": 0.342, "X3": 0.44879, "Y3": 0.3538, "X4": 0.43531, "Y4": 0.3538, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.998, "X1": 0.45283, "Y1": 0.3422, "X2": 0.47709, "Y2": 0.342, "X3": 0.47574, "Y3": 0.3538, "X4": 0.45283, "Y4": 0.3538, "page": 0, "Index": 88}, {"Word": "sur-", "Confidence": 0.967, "X1": 0.47978, "Y1": 0.3422, "X2": 0.50943, "Y2": 0.342, "X3": 0.50809, "Y3": 0.3538, "X4": 0.47978, "Y4": 0.3538, "page": 0, "Index": 89}, {"Word": "56%", "Confidence": 0.971, "X1": 0.60647, "Y1": 0.3422, "X2": 0.64016, "Y2": 0.342, "X3": 0.64016, "Y3": 0.3538, "X4": 0.60647, "Y4": 0.3528, "page": 0, "Index": 90}, {"Word": "71%", "Confidence": 0.995, "X1": 0.68194, "Y1": 0.3412, "X2": 0.71429, "Y2": 0.341, "X3": 0.71429, "Y3": 0.3538, "X4": 0.68194, "Y4": 0.3528, "page": 0, "Index": 91}, {"Word": "77%", "Confidence": 0.998, "X1": 0.75202, "Y1": 0.3402, "X2": 0.78571, "Y2": 0.34, "X3": 0.78571, "Y3": 0.3518, "X4": 0.75202, "Y4": 0.3518, "page": 0, "Index": 92}, {"Word": "87%", "Confidence": 0.97, "X1": 0.82345, "Y1": 0.3422, "X2": 0.85849, "Y2": 0.342, "X3": 0.85849, "Y3": 0.3528, "X4": 0.8248, "Y4": 0.3538, "page": 0, "Index": 93}, {"Word": "PRIVDE", "Confidence": 0.463, "X1": 0.23046, "Y1": 0.3512, "X2": 0.26146, "Y2": 0.351, "X3": 0.26146, "Y3": 0.3588, "X4": 0.23046, "Y4": 0.3588, "page": 0, "Index": 94}, {"Word": "rounding", "Confidence": 0.992, "X1": 0.36253, "Y1": 0.3552, "X2": 0.42453, "Y2": 0.355, "X3": 0.42453, "Y3": 0.3668, "X4": 0.36119, "Y4": 0.3668, "page": 0, "Index": 95}, {"Word": "area,", "Confidence": 0.993, "X1": 0.42857, "Y1": 0.3552, "X2": 0.46361, "Y2": 0.355, "X3": 0.46361, "Y3": 0.3668, "X4": 0.42722, "Y4": 0.3668, "page": 0, "Index": 96}, {"Word": "with", "Confidence": 0.991, "X1": 0.46765, "Y1": 0.3552, "X2": 0.49865, "Y2": 0.355, "X3": 0.49865, "Y3": 0.3668, "X4": 0.46631, "Y4": 0.3668, "page": 0, "Index": 97}, {"Word": "ALLADULTS", "Confidence": 0.907, "X1": 0.52561, "Y1": 0.3672, "X2": 0.58356, "Y2": 0.367, "X3": 0.58221, "Y3": 0.3778, "X4": 0.52426, "Y4": 0.3768, "page": 0, "Index": 98}, {"Word": "READ", "Confidence": 0.984, "X1": 0.59973, "Y1": 0.3682, "X2": 0.62668, "Y2": 0.368, "X3": 0.62534, "Y3": 0.3778, "X4": 0.59973, "Y4": 0.3778, "page": 0, "Index": 99}, {"Word": "DAILY", "Confidence": 0.791, "X1": 0.62938, "Y1": 0.3682, "X2": 0.65903, "Y2": 0.368, "X3": 0.65903, "Y3": 0.3778, "X4": 0.62803, "Y4": 0.3778, "page": 0, "Index": 100}, {"Word": "READ", "Confidence": 0.982, "X1": 0.74798, "Y1": 0.3692, "X2": 0.77358, "Y2": 0.369, "X3": 0.77358, "Y3": 0.3778, "X4": 0.74798, "Y4": 0.3778, "page": 0, "Index": 101}, {"Word": "LAST", "Confidence": 0.991, "X1": 0.77628, "Y1": 0.3692, "X2": 0.80323, "Y2": 0.369, "X3": 0.80323, "Y3": 0.3778, "X4": 0.77628, "Y4": 0.3778, "page": 0, "Index": 102}, {"Word": "4-SUNDAY", "Confidence": 0.754, "X1": 0.81941, "Y1": 0.3682, "X2": 0.87062, "Y2": 0.368, "X3": 0.86927, "Y3": 0.3778, "X4": 0.81806, "Y4": 0.3768, "page": 0, "Index": 103}, {"Word": "adults", "Confidence": 0.908, "X1": 0.36388, "Y1": 0.3682, "X2": 0.40566, "Y2": 0.368, "X3": 0.40566, "Y3": 0.3798, "X4": 0.36388, "Y4": 0.3798, "page": 0, "Index": 104}, {"Word": "18", "Confidence": 0.998, "X1": 0.4097, "Y1": 0.3682, "X2": 0.42588, "Y2": 0.368, "X3": 0.42588, "Y3": 0.3798, "X4": 0.4097, "Y4": 0.3798, "page": 0, "Index": 105}, {"Word": "and", "Confidence": 0.998, "X1": 0.42992, "Y1": 0.3692, "X2": 0.45822, "Y2": 0.369, "X3": 0.45822, "Y3": 0.3808, "X4": 0.42992, "Y4": 0.3798, "page": 0, "Index": 106}, {"Word": "grok.", "Confidence": 0.042, "X1": 0.46226, "Y1": 0.3712, "X2": 0.49865, "Y2": 0.371, "X3": 0.49865, "Y3": 0.3828, "X4": 0.46226, "Y4": 0.3808, "page": 0, "Index": 107}, {"Word": "B-DAY", "Confidence": 0.618, "X1": 0.68733, "Y1": 0.3682, "X2": 0.71563, "Y2": 0.368, "X3": 0.71563, "Y3": 0.3798, "X4": 0.68598, "Y4": 0.3788, "page": 0, "Index": 108}, {"Word": "March-May.", "Confidence": 0.887, "X1": 0.36119, "Y1": 0.3812, "X2": 0.44744, "Y2": 0.381, "X3": 0.44744, "Y3": 0.3938, "X4": 0.36119, "Y4": 0.3918, "page": 0, "Index": 109}, {"Word": "1998", "Confidence": 0.368, "X1": 0.45148, "Y1": 0.3812, "X2": 0.48652, "Y2": 0.381, "X3": 0.48652, "Y3": 0.3938, "X4": 0.45013, "Y4": 0.3938, "page": 0, "Index": 110}, {"Word": "(18-)", "Confidence": 0.206, "X1": 0.54043, "Y1": 0.3782, "X2": 0.56873, "Y2": 0.378, "X3": 0.56873, "Y3": 0.3888, "X4": 0.54043, "Y4": 0.3888, "page": 0, "Index": 111}, {"Word": "YESTERDAY", "Confidence": 0.776, "X1": 0.59973, "Y1": 0.3792, "X2": 0.66038, "Y2": 0.379, "X3": 0.65903, "Y3": 0.3888, "X4": 0.59973, "Y4": 0.3888, "page": 0, "Index": 112}, {"Word": "SUNDAY", "Confidence": 0.991, "X1": 0.75337, "Y1": 0.3792, "X2": 0.79515, "Y2": 0.379, "X3": 0.79515, "Y3": 0.3888, "X4": 0.75337, "Y4": 0.3888, "page": 0, "Index": 113}, {"Word": "CUME", "Confidence": 0.637, "X1": 0.82884, "Y1": 0.3782, "X2": 0.86119, "Y2": 0.378, "X3": 0.85984, "Y3": 0.3888, "X4": 0.82884, "Y4": 0.3878, "page": 0, "Index": 114}, {"Word": "\"Yesterday\"", "Confidence": 0.955, "X1": 0.34906, "Y1": 0.4042, "X2": 0.4407, "Y2": 0.404, "X3": 0.43935, "Y3": 0.4188, "X4": 0.34771, "Y4": 0.4178, "page": 0, "Index": 115}, {"Word": "and", "Confidence": 0.998, "X1": 0.44474, "Y1": 0.4042, "X2": 0.47574, "Y2": 0.404, "X3": 0.47439, "Y3": 0.4188, "X4": 0.4434, "Y4": 0.4188, "page": 0, "Index": 116}, {"Word": "\"Last", "Confidence": 0.97, "X1": 0.47978, "Y1": 0.4042, "X2": 0.52156, "Y2": 0.404, "X3": 0.52156, "Y3": 0.4188, "X4": 0.47844, "Y4": 0.4188, "page": 0, "Index": 117}, {"Word": "Sunday\"", "Confidence": 0.991, "X1": 0.52561, "Y1": 0.4042, "X2": 0.59299, "Y2": 0.404, "X3": 0.59164, "Y3": 0.4198, "X4": 0.52426, "Y4": 0.4188, "page": 0, "Index": 118}, {"Word": "Readership", "Confidence": 0.96, "X1": 0.59704, "Y1": 0.4042, "X2": 0.68868, "Y2": 0.404, "X3": 0.68733, "Y3": 0.4198, "X4": 0.59569, "Y4": 0.4198, "page": 0, "Index": 119}, {"Word": "by", "Confidence": 0.997, "X1": 0.69272, "Y1": 0.4042, "X2": 0.71159, "Y2": 0.404, "X3": 0.71159, "Y3": 0.4198, "X4": 0.69137, "Y4": 0.4198, "page": 0, "Index": 120}, {"Word": "Specific", "Confidence": 0.942, "X1": 0.71563, "Y1": 0.4042, "X2": 0.78032, "Y2": 0.404, "X3": 0.77898, "Y3": 0.4198, "X4": 0.71563, "Y4": 0.4198, "page": 0, "Index": 121}, {"Word": "Categories", "Confidence": 0.991, "X1": 0.78437, "Y1": 0.4042, "X2": 0.87601, "Y2": 0.404, "X3": 0.87601, "Y3": 0.4198, "X4": 0.78302, "Y4": 0.4198, "page": 0, "Index": 122}, {"Word": "%", "Confidence": 0.994, "X1": 0.46496, "Y1": 0.4282, "X2": 0.47978, "Y2": 0.428, "X3": 0.47978, "Y3": 0.4398, "X4": 0.46496, "Y4": 0.4398, "page": 0, "Index": 123}, {"Word": "of", "Confidence": 0.97, "X1": 0.48787, "Y1": 0.4282, "X2": 0.5027, "Y2": 0.428, "X3": 0.5027, "Y3": 0.4398, "X4": 0.48787, "Y4": 0.4398, "page": 0, "Index": 124}, {"Word": "%", "Confidence": 0.991, "X1": 0.60377, "Y1": 0.4282, "X2": 0.6159, "Y2": 0.428, "X3": 0.6159, "Y3": 0.4418, "X4": 0.60377, "Y4": 0.4418, "page": 0, "Index": 125}, {"Word": "Readership", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.4282, "X2": 0.71294, "Y2": 0.428, "X3": 0.71159, "Y3": 0.4418, "X4": 0.62129, "Y4": 0.4418, "page": 0, "Index": 126}, {"Word": "in", "Confidence": 0.998, "X1": 0.71563, "Y1": 0.4282, "X2": 0.73181, "Y2": 0.428, "X3": 0.73181, "Y3": 0.4418, "X4": 0.71563, "Y4": 0.4418, "page": 0, "Index": 127}, {"Word": "Each", "Confidence": 0.991, "X1": 0.73585, "Y1": 0.4292, "X2": 0.77628, "Y2": 0.429, "X3": 0.77628, "Y3": 0.4418, "X4": 0.7345, "Y4": 0.4418, "page": 0, "Index": 128}, {"Word": "Category", "Confidence": 0.995, "X1": 0.78032, "Y1": 0.4302, "X2": 0.8558, "Y2": 0.43, "X3": 0.85445, "Y3": 0.4428, "X4": 0.78032, "Y4": 0.4418, "page": 0, "Index": 129}, {"Word": "#", "Confidence": 0.973, "X1": 0.3248, "Y1": 0.4422, "X2": 0.33558, "Y2": 0.442, "X3": 0.33423, "Y3": 0.4558, "X4": 0.3248, "Y4": 0.4558, "page": 0, "Index": 130}, {"Word": "of", "Confidence": 0.998, "X1": 0.33962, "Y1": 0.4422, "X2": 0.3558, "Y2": 0.442, "X3": 0.35445, "Y3": 0.4558, "X4": 0.33827, "Y4": 0.4558, "page": 0, "Index": 131}, {"Word": "Adults", "Confidence": 0.848, "X1": 0.35984, "Y1": 0.4432, "X2": 0.41375, "Y2": 0.443, "X3": 0.4124, "Y3": 0.4568, "X4": 0.35849, "Y4": 0.4558, "page": 0, "Index": 132}, {"Word": "Total", "Confidence": 0.994, "X1": 0.4434, "Y1": 0.4432, "X2": 0.48113, "Y2": 0.443, "X3": 0.48113, "Y3": 0.4548, "X4": 0.44205, "Y4": 0.4548, "page": 0, "Index": 133}, {"Word": "Adult", "Confidence": 0.993, "X1": 0.48518, "Y1": 0.4432, "X2": 0.52965, "Y2": 0.443, "X3": 0.52965, "Y3": 0.4548, "X4": 0.48383, "Y4": 0.4548, "page": 0, "Index": 134}, {"Word": "CATEGORY", "Confidence": 0.995, "X1": 0.08625, "Y1": 0.4552, "X2": 0.17385, "Y2": 0.455, "X3": 0.17385, "Y3": 0.4688, "X4": 0.08491, "Y4": 0.4688, "page": 0, "Index": 135}, {"Word": "in", "Confidence": 0.994, "X1": 0.3221, "Y1": 0.4572, "X2": 0.33693, "Y2": 0.457, "X3": 0.33693, "Y3": 0.4688, "X4": 0.3221, "Y4": 0.4688, "page": 0, "Index": 136}, {"Word": "Category", "Confidence": 0.996, "X1": 0.34232, "Y1": 0.4592, "X2": 0.41644, "Y2": 0.459, "X3": 0.41509, "Y3": 0.4708, "X4": 0.34097, "Y4": 0.4688, "page": 0, "Index": 137}, {"Word": "Population", "Confidence": 0.994, "X1": 0.4407, "Y1": 0.4572, "X2": 0.5283, "Y2": 0.457, "X3": 0.52695, "Y3": 0.4708, "X4": 0.4407, "Y4": 0.4698, "page": 0, "Index": 138}, {"Word": "Daily", "Confidence": 0.66, "X1": 0.57682, "Y1": 0.4582, "X2": 0.6186, "Y2": 0.458, "X3": 0.61725, "Y3": 0.4698, "X4": 0.57547, "Y4": 0.4688, "page": 0, "Index": 139}, {"Word": "6-Day", "Confidence": 0.991, "X1": 0.65903, "Y1": 0.4572, "X2": 0.7062, "Y2": 0.457, "X3": 0.70485, "Y3": 0.4698, "X4": 0.66038, "Y4": 0.4698, "page": 0, "Index": 140}, {"Word": "Sunday", "Confidence": 0.994, "X1": 0.7372, "Y1": 0.4572, "X2": 0.79784, "Y2": 0.457, "X3": 0.79515, "Y3": 0.4698, "X4": 0.73585, "Y4": 0.4698, "page": 0, "Index": 141}, {"Word": "4-Week", "Confidence": 0.981, "X1": 0.8221, "Y1": 0.4572, "X2": 0.88275, "Y2": 0.457, "X3": 0.8814, "Y3": 0.4688, "X4": 0.82075, "Y4": 0.4688, "page": 0, "Index": 142}, {"Word": "Sex", "Confidence": 0.998, "X1": 0.08491, "Y1": 0.4752, "X2": 0.11186, "Y2": 0.475, "X3": 0.11186, "Y3": 0.4868, "X4": 0.08491, "Y4": 0.4868, "page": 0, "Index": 143}, {"Word": "87%", "Confidence": 0.971, "X1": 0.84367, "Y1": 0.4862, "X2": 0.87466, "Y2": 0.486, "X3": 0.87466, "Y3": 0.4978, "X4": 0.84367, "Y4": 0.4978, "page": 0, "Index": 144}, {"Word": "Male", "Confidence": 0.648, "X1": 0.11186, "Y1": 0.4882, "X2": 0.1469, "Y2": 0.488, "X3": 0.1469, "Y3": 0.4988, "X4": 0.11186, "Y4": 0.4988, "page": 0, "Index": 145}, {"Word": "334,000", "Confidence": 0.995, "X1": 0.34501, "Y1": 0.4872, "X2": 0.39757, "Y2": 0.487, "X3": 0.39623, "Y3": 0.4988, "X4": 0.34501, "Y4": 0.4978, "page": 0, "Index": 146}, {"Word": "47%", "Confidence": 0.971, "X1": 0.47439, "Y1": 0.4862, "X2": 0.50539, "Y2": 0.486, "X3": 0.50539, "Y3": 0.4998, "X4": 0.47574, "Y4": 0.4998, "page": 0, "Index": 147}, {"Word": "57", "Confidence": 0.943, "X1": 0.5876, "Y1": 0.4872, "X2": 0.59838, "Y2": 0.487, "X3": 0.59973, "Y3": 0.5008, "X4": 0.5876, "Y4": 0.5008, "page": 0, "Index": 148}, {"Word": "%", "Confidence": 0.987, "X1": 0.60243, "Y1": 0.4872, "X2": 0.61995, "Y2": 0.487, "X3": 0.61995, "Y3": 0.4998, "X4": 0.60243, "Y4": 0.5008, "page": 0, "Index": 149}, {"Word": "72", "Confidence": 0.998, "X1": 0.6752, "Y1": 0.4862, "X2": 0.69003, "Y2": 0.486, "X3": 0.69003, "Y3": 0.4988, "X4": 0.6752, "Y4": 0.4988, "page": 0, "Index": 150}, {"Word": "%", "Confidence": 0.996, "X1": 0.69407, "Y1": 0.4862, "X2": 0.7035, "Y2": 0.486, "X3": 0.7035, "Y3": 0.4988, "X4": 0.69407, "Y4": 0.4988, "page": 0, "Index": 151}, {"Word": "77%", "Confidence": 0.957, "X1": 0.75876, "Y1": 0.4872, "X2": 0.78841, "Y2": 0.487, "X3": 0.78841, "Y3": 0.4988, "X4": 0.75876, "Y4": 0.4988, "page": 0, "Index": 152}, {"Word": "Female", "Confidence": 0.696, "X1": 0.11456, "Y1": 0.5012, "X2": 0.16173, "Y2": 0.501, "X3": 0.16038, "Y3": 0.5118, "X4": 0.11456, "Y4": 0.5108, "page": 0, "Index": 153}, {"Word": "381,000", "Confidence": 0.961, "X1": 0.34636, "Y1": 0.5002, "X2": 0.39892, "Y2": 0.5, "X3": 0.39757, "Y3": 0.5128, "X4": 0.34636, "Y4": 0.5108, "page": 0, "Index": 154}, {"Word": "53", "Confidence": 0.809, "X1": 0.47439, "Y1": 0.4972, "X2": 0.49326, "Y2": 0.497, "X3": 0.49326, "Y3": 0.5108, "X4": 0.47439, "Y4": 0.5108, "page": 0, "Index": 155}, {"Word": "SS", "Confidence": 0.652, "X1": 0.5876, "Y1": 0.4972, "X2": 0.61051, "Y2": 0.497, "X3": 0.60916, "Y3": 0.5108, "X4": 0.5876, "Y4": 0.5098, "page": 0, "Index": 156}, {"Word": "70", "Confidence": 0.991, "X1": 0.6752, "Y1": 0.4972, "X2": 0.69272, "Y2": 0.497, "X3": 0.69272, "Y3": 0.5108, "X4": 0.67385, "Y4": 0.5098, "page": 0, "Index": 157}, {"Word": "76", "Confidence": 0.996, "X1": 0.75876, "Y1": 0.4982, "X2": 0.77628, "Y2": 0.498, "X3": 0.77628, "Y3": 0.5108, "X4": 0.75876, "Y4": 0.5108, "page": 0, "Index": 158}, {"Word": "88", "Confidence": 0.97, "X1": 0.84367, "Y1": 0.4982, "X2": 0.86388, "Y2": 0.498, "X3": 0.86253, "Y3": 0.5108, "X4": 0.84367, "Y4": 0.5098, "page": 0, "Index": 159}, {"Word": "Race", "Confidence": 0.983, "X1": 0.08625, "Y1": 0.5182, "X2": 0.11995, "Y2": 0.518, "X3": 0.11995, "Y3": 0.5268, "X4": 0.08625, "Y4": 0.5258, "page": 0, "Index": 160}, {"Word": "White", "Confidence": 0.963, "X1": 0.11456, "Y1": 0.5292, "X2": 0.15229, "Y2": 0.529, "X3": 0.15229, "Y3": 0.5398, "X4": 0.11456, "Y4": 0.5388, "page": 0, "Index": 161}, {"Word": "490,000", "Confidence": 0.993, "X1": 0.34636, "Y1": 0.5292, "X2": 0.39757, "Y2": 0.529, "X3": 0.39757, "Y3": 0.5408, "X4": 0.34501, "Y4": 0.5408, "page": 0, "Index": 162}, {"Word": "69%", "Confidence": 0.908, "X1": 0.47439, "Y1": 0.5292, "X2": 0.50404, "Y2": 0.529, "X3": 0.50404, "Y3": 0.5408, "X4": 0.47439, "Y4": 0.5408, "page": 0, "Index": 163}, {"Word": "61", "Confidence": 0.992, "X1": 0.5876, "Y1": 0.5292, "X2": 0.60377, "Y2": 0.529, "X3": 0.60512, "Y3": 0.5408, "X4": 0.5876, "Y4": 0.5408, "page": 0, "Index": 164}, {"Word": "%", "Confidence": 0.996, "X1": 0.60647, "Y1": 0.5282, "X2": 0.6159, "Y2": 0.528, "X3": 0.61725, "Y3": 0.5398, "X4": 0.60782, "Y4": 0.5398, "page": 0, "Index": 165}, {"Word": "75%", "Confidence": 0.994, "X1": 0.67385, "Y1": 0.5292, "X2": 0.70485, "Y2": 0.529, "X3": 0.70485, "Y3": 0.5428, "X4": 0.6752, "Y4": 0.5428, "page": 0, "Index": 166}, {"Word": "78", "Confidence": 0.998, "X1": 0.75472, "Y1": 0.5282, "X2": 0.76819, "Y2": 0.528, "X3": 0.76819, "Y3": 0.5438, "X4": 0.75472, "Y4": 0.5438, "page": 0, "Index": 167}, {"Word": "%", "Confidence": 0.987, "X1": 0.77224, "Y1": 0.5282, "X2": 0.79111, "Y2": 0.528, "X3": 0.79245, "Y3": 0.5438, "X4": 0.77224, "Y4": 0.5438, "page": 0, "Index": 168}, {"Word": "89", "Confidence": 0.955, "X1": 0.84367, "Y1": 0.5292, "X2": 0.86119, "Y2": 0.529, "X3": 0.86119, "Y3": 0.5398, "X4": 0.84367, "Y4": 0.5398, "page": 0, "Index": 169}, {"Word": "%", "Confidence": 0.991, "X1": 0.86792, "Y1": 0.5292, "X2": 0.87736, "Y2": 0.529, "X3": 0.87736, "Y3": 0.5398, "X4": 0.86792, "Y4": 0.5398, "page": 0, "Index": 170}, {"Word": "Non-White", "Confidence": 0.994, "X1": 0.11456, "Y1": 0.5442, "X2": 0.18464, "Y2": 0.544, "X3": 0.18598, "Y3": 0.5558, "X4": 0.11321, "Y4": 0.5538, "page": 0, "Index": 171}, {"Word": "219,000", "Confidence": 0.992, "X1": 0.34501, "Y1": 0.5432, "X2": 0.39757, "Y2": 0.543, "X3": 0.39757, "Y3": 0.5558, "X4": 0.34501, "Y4": 0.5558, "page": 0, "Index": 172}, {"Word": "31", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5422, "X2": 0.49191, "Y2": 0.542, "X3": 0.49191, "Y3": 0.5538, "X4": 0.47574, "Y4": 0.5538, "page": 0, "Index": 173}, {"Word": "45", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.5422, "X2": 0.60782, "Y2": 0.542, "X3": 0.60916, "Y3": 0.5538, "X4": 0.5903, "Y4": 0.5548, "page": 0, "Index": 174}, {"Word": "63", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.5402, "X2": 0.69137, "Y2": 0.54, "X3": 0.69272, "Y3": 0.5528, "X4": 0.67385, "Y4": 0.5538, "page": 0, "Index": 175}, {"Word": "73", "Confidence": 0.981, "X1": 0.75876, "Y1": 0.5392, "X2": 0.77898, "Y2": 0.539, "X3": 0.77898, "Y3": 0.5538, "X4": 0.75876, "Y4": 0.5538, "page": 0, "Index": 176}, {"Word": "83", "Confidence": 0.989, "X1": 0.84367, "Y1": 0.5412, "X2": 0.85849, "Y2": 0.541, "X3": 0.85714, "Y3": 0.5548, "X4": 0.84367, "Y4": 0.5538, "page": 0, "Index": 177}, {"Word": "Age", "Confidence": 0.998, "X1": 0.08625, "Y1": 0.5602, "X2": 0.11456, "Y2": 0.56, "X3": 0.11456, "Y3": 0.5718, "X4": 0.08625, "Y4": 0.5708, "page": 0, "Index": 178}, {"Word": "18-34", "Confidence": 0.991, "X1": 0.11186, "Y1": 0.5722, "X2": 0.15094, "Y2": 0.572, "X3": 0.15094, "Y3": 0.5828, "X4": 0.11321, "Y4": 0.5828, "page": 0, "Index": 179}, {"Word": "228,000", "Confidence": 0.993, "X1": 0.34636, "Y1": 0.5722, "X2": 0.39623, "Y2": 0.572, "X3": 0.39623, "Y3": 0.5838, "X4": 0.34636, "Y4": 0.5838, "page": 0, "Index": 180}, {"Word": "32%", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.5722, "X2": 0.50404, "Y2": 0.572, "X3": 0.50404, "Y3": 0.5838, "X4": 0.47439, "Y4": 0.5838, "page": 0, "Index": 181}, {"Word": "35%", "Confidence": 0.853, "X1": 0.58895, "Y1": 0.5722, "X2": 0.61725, "Y2": 0.572, "X3": 0.61725, "Y3": 0.5838, "X4": 0.58895, "Y4": 0.5848, "page": 0, "Index": 182}, {"Word": "56", "Confidence": 0.997, "X1": 0.6752, "Y1": 0.5722, "X2": 0.68868, "Y2": 0.572, "X3": 0.68868, "Y3": 0.5838, "X4": 0.6752, "Y4": 0.5838, "page": 0, "Index": 183}, {"Word": "%", "Confidence": 0.982, "X1": 0.69137, "Y1": 0.5722, "X2": 0.70216, "Y2": 0.572, "X3": 0.70216, "Y3": 0.5838, "X4": 0.69272, "Y4": 0.5838, "page": 0, "Index": 184}, {"Word": "66%", "Confidence": 0.97, "X1": 0.76011, "Y1": 0.5732, "X2": 0.78571, "Y2": 0.573, "X3": 0.78571, "Y3": 0.5838, "X4": 0.76011, "Y4": 0.5838, "page": 0, "Index": 185}, {"Word": "83", "Confidence": 0.996, "X1": 0.84367, "Y1": 0.5722, "X2": 0.85984, "Y2": 0.572, "X3": 0.85984, "Y3": 0.5838, "X4": 0.84501, "Y4": 0.5838, "page": 0, "Index": 186}, {"Word": "%", "Confidence": 0.957, "X1": 0.86253, "Y1": 0.5722, "X2": 0.87197, "Y2": 0.572, "X3": 0.87197, "Y3": 0.5838, "X4": 0.86253, "Y4": 0.5838, "page": 0, "Index": 187}, {"Word": "35-44", "Confidence": 0.997, "X1": 0.11456, "Y1": 0.5852, "X2": 0.15094, "Y2": 0.585, "X3": 0.15094, "Y3": 0.5958, "X4": 0.11456, "Y4": 0.5958, "page": 0, "Index": 188}, {"Word": "168,000", "Confidence": 0.955, "X1": 0.34636, "Y1": 0.5852, "X2": 0.39623, "Y2": 0.585, "X3": 0.39623, "Y3": 0.5958, "X4": 0.34636, "Y4": 0.5968, "page": 0, "Index": 189}, {"Word": "24", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.5852, "X2": 0.49326, "Y2": 0.585, "X3": 0.49326, "Y3": 0.5978, "X4": 0.47439, "Y4": 0.5978, "page": 0, "Index": 190}, {"Word": "60", "Confidence": 0.748, "X1": 0.58895, "Y1": 0.5852, "X2": 0.60916, "Y2": 0.585, "X3": 0.60916, "Y3": 0.5978, "X4": 0.58895, "Y4": 0.5988, "page": 0, "Index": 191}, {"Word": "75", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.5852, "X2": 0.69003, "Y2": 0.585, "X3": 0.69003, "Y3": 0.5968, "X4": 0.6752, "Y4": 0.5978, "page": 0, "Index": 192}, {"Word": "82", "Confidence": 0.997, "X1": 0.75741, "Y1": 0.5852, "X2": 0.77628, "Y2": 0.585, "X3": 0.77628, "Y3": 0.5978, "X4": 0.75741, "Y4": 0.5978, "page": 0, "Index": 193}, {"Word": "90", "Confidence": 0.955, "X1": 0.84367, "Y1": 0.5842, "X2": 0.86253, "Y2": 0.584, "X3": 0.86253, "Y3": 0.5958, "X4": 0.84367, "Y4": 0.5968, "page": 0, "Index": 194}, {"Word": "45-54", "Confidence": 0.997, "X1": 0.11456, "Y1": 0.5972, "X2": 0.1496, "Y2": 0.597, "X3": 0.1496, "Y3": 0.6078, "X4": 0.11456, "Y4": 0.6078, "page": 0, "Index": 195}, {"Word": "126,000", "Confidence": 0.94, "X1": 0.34501, "Y1": 0.5982, "X2": 0.39623, "Y2": 0.598, "X3": 0.39623, "Y3": 0.6088, "X4": 0.34501, "Y4": 0.6088, "page": 0, "Index": 196}, {"Word": "18", "Confidence": 0.99, "X1": 0.47305, "Y1": 0.5962, "X2": 0.49461, "Y2": 0.596, "X3": 0.49461, "Y3": 0.6088, "X4": 0.47305, "Y4": 0.6088, "page": 0, "Index": 197}, {"Word": "64", "Confidence": 0.985, "X1": 0.5876, "Y1": 0.5962, "X2": 0.60647, "Y2": 0.596, "X3": 0.60647, "Y3": 0.6088, "X4": 0.5876, "Y4": 0.6088, "page": 0, "Index": 198}, {"Word": "79", "Confidence": 0.976, "X1": 0.67116, "Y1": 0.5962, "X2": 0.69272, "Y2": 0.596, "X3": 0.69407, "Y3": 0.6098, "X4": 0.67116, "Y4": 0.6098, "page": 0, "Index": 199}, {"Word": "83", "Confidence": 0.994, "X1": 0.75741, "Y1": 0.5952, "X2": 0.77763, "Y2": 0.595, "X3": 0.77763, "Y3": 0.6098, "X4": 0.75606, "Y4": 0.6098, "page": 0, "Index": 200}, {"Word": "91", "Confidence": 0.961, "X1": 0.84232, "Y1": 0.5962, "X2": 0.86119, "Y2": 0.596, "X3": 0.86119, "Y3": 0.6088, "X4": 0.84232, "Y4": 0.6088, "page": 0, "Index": 201}, {"Word": "55-64", "Confidence": 0.745, "X1": 0.11321, "Y1": 0.6102, "X2": 0.15094, "Y2": 0.61, "X3": 0.15094, "Y3": 0.6208, "X4": 0.11321, "Y4": 0.6208, "page": 0, "Index": 202}, {"Word": "79,000", "Confidence": 0.924, "X1": 0.3531, "Y1": 0.6112, "X2": 0.39623, "Y2": 0.611, "X3": 0.39623, "Y3": 0.6218, "X4": 0.3531, "Y4": 0.6218, "page": 0, "Index": 203}, {"Word": "11", "Confidence": 0.853, "X1": 0.47439, "Y1": 0.6102, "X2": 0.49326, "Y2": 0.61, "X3": 0.49326, "Y3": 0.6238, "X4": 0.47305, "Y4": 0.6228, "page": 0, "Index": 204}, {"Word": "71", "Confidence": 0.971, "X1": 0.67385, "Y1": 0.6092, "X2": 0.69272, "Y2": 0.609, "X3": 0.69272, "Y3": 0.6238, "X4": 0.67385, "Y4": 0.6238, "page": 0, "Index": 205}, {"Word": "69", "Confidence": 0.996, "X1": 0.75876, "Y1": 0.6082, "X2": 0.77763, "Y2": 0.608, "X3": 0.77763, "Y3": 0.6228, "X4": 0.75741, "Y4": 0.6228, "page": 0, "Index": 206}, {"Word": "83", "Confidence": 0.995, "X1": 0.84367, "Y1": 0.6102, "X2": 0.86119, "Y2": 0.61, "X3": 0.86119, "Y3": 0.6218, "X4": 0.84367, "Y4": 0.6218, "page": 0, "Index": 207}, {"Word": "65+", "Confidence": 0.922, "X1": 0.11186, "Y1": 0.6242, "X2": 0.13747, "Y2": 0.624, "X3": 0.13747, "Y3": 0.6328, "X4": 0.11186, "Y4": 0.6338, "page": 0, "Index": 208}, {"Word": "115,000", "Confidence": 0.877, "X1": 0.34367, "Y1": 0.6232, "X2": 0.39623, "Y2": 0.623, "X3": 0.39623, "Y3": 0.6338, "X4": 0.34367, "Y4": 0.6348, "page": 0, "Index": 209}, {"Word": "16", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.6232, "X2": 0.49057, "Y2": 0.623, "X3": 0.49057, "Y3": 0.6338, "X4": 0.47439, "Y4": 0.6338, "page": 0, "Index": 210}, {"Word": "87", "Confidence": 0.953, "X1": 0.67251, "Y1": 0.6232, "X2": 0.69003, "Y2": 0.623, "X3": 0.69003, "Y3": 0.6348, "X4": 0.67251, "Y4": 0.6348, "page": 0, "Index": 211}, {"Word": "88", "Confidence": 0.887, "X1": 0.75606, "Y1": 0.6222, "X2": 0.77358, "Y2": 0.622, "X3": 0.77493, "Y3": 0.6328, "X4": 0.75606, "Y4": 0.6338, "page": 0, "Index": 212}, {"Word": "Education", "Confidence": 0.856, "X1": 0.08625, "Y1": 0.6412, "X2": 0.15499, "Y2": 0.641, "X3": 0.15499, "Y3": 0.6518, "X4": 0.08625, "Y4": 0.6518, "page": 0, "Index": 213}, {"Word": "Some", "Confidence": 0.936, "X1": 0.11456, "Y1": 0.6542, "X2": 0.1469, "Y2": 0.654, "X3": 0.1469, "Y3": 0.6648, "X4": 0.11321, "Y4": 0.6648, "page": 0, "Index": 214}, {"Word": "College/More", "Confidence": 0.813, "X1": 0.15094, "Y1": 0.6542, "X2": 0.23989, "Y2": 0.654, "X3": 0.23989, "Y3": 0.6668, "X4": 0.1496, "Y4": 0.6648, "page": 0, "Index": 215}, {"Word": "405,000", "Confidence": 0.994, "X1": 0.34501, "Y1": 0.6532, "X2": 0.39623, "Y2": 0.653, "X3": 0.39623, "Y3": 0.6638, "X4": 0.34501, "Y4": 0.6648, "page": 0, "Index": 216}, {"Word": "57%", "Confidence": 0.993, "X1": 0.4717, "Y1": 0.6522, "X2": 0.5027, "Y2": 0.652, "X3": 0.5027, "Y3": 0.6648, "X4": 0.47305, "Y4": 0.6648, "page": 0, "Index": 217}, {"Word": "59", "Confidence": 0.967, "X1": 0.58625, "Y1": 0.6532, "X2": 0.60243, "Y2": 0.653, "X3": 0.60377, "Y3": 0.6648, "X4": 0.5876, "Y4": 0.6648, "page": 0, "Index": 218}, {"Word": "%", "Confidence": 0.996, "X1": 0.60512, "Y1": 0.6522, "X2": 0.61456, "Y2": 0.652, "X3": 0.6159, "Y3": 0.6638, "X4": 0.60647, "Y4": 0.6638, "page": 0, "Index": 219}, {"Word": "76%", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.6522, "X2": 0.7035, "Y2": 0.652, "X3": 0.7035, "Y3": 0.6648, "X4": 0.67385, "Y4": 0.6648, "page": 0, "Index": 220}, {"Word": "80%", "Confidence": 0.952, "X1": 0.75741, "Y1": 0.6522, "X2": 0.78706, "Y2": 0.652, "X3": 0.78706, "Y3": 0.6648, "X4": 0.75741, "Y4": 0.6648, "page": 0, "Index": 221}, {"Word": "91", "Confidence": 0.9, "X1": 0.84232, "Y1": 0.6522, "X2": 0.85849, "Y2": 0.652, "X3": 0.85849, "Y3": 0.6638, "X4": 0.84232, "Y4": 0.6638, "page": 0, "Index": 222}, {"Word": "%", "Confidence": 0.996, "X1": 0.86253, "Y1": 0.6522, "X2": 0.87197, "Y2": 0.652, "X3": 0.87197, "Y3": 0.6638, "X4": 0.86253, "Y4": 0.6638, "page": 0, "Index": 223}, {"Word": "High", "Confidence": 0.988, "X1": 0.11456, "Y1": 0.6662, "X2": 0.1442, "Y2": 0.666, "X3": 0.14286, "Y3": 0.6778, "X4": 0.11321, "Y4": 0.6778, "page": 0, "Index": 224}, {"Word": "239,000", "Confidence": 0.809, "X1": 0.34501, "Y1": 0.6662, "X2": 0.39623, "Y2": 0.666, "X3": 0.39757, "Y3": 0.6778, "X4": 0.34501, "Y4": 0.6778, "page": 0, "Index": 225}, {"Word": "62", "Confidence": 0.992, "X1": 0.67385, "Y1": 0.6652, "X2": 0.69137, "Y2": 0.665, "X3": 0.69272, "Y3": 0.6778, "X4": 0.67385, "Y4": 0.6788, "page": 0, "Index": 226}, {"Word": "72", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.6652, "X2": 0.77493, "Y2": 0.665, "X3": 0.77628, "Y3": 0.6778, "X4": 0.75876, "Y4": 0.6788, "page": 0, "Index": 227}, {"Word": "School/Technical", "Confidence": 0.747, "X1": 0.1469, "Y1": 0.6662, "X2": 0.25876, "Y2": 0.666, "X3": 0.25876, "Y3": 0.6788, "X4": 0.1469, "Y4": 0.6778, "page": 0, "Index": 228}, {"Word": "33", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.6652, "X2": 0.49326, "Y2": 0.665, "X3": 0.49191, "Y3": 0.6788, "X4": 0.47305, "Y4": 0.6778, "page": 0, "Index": 229}, {"Word": "53", "Confidence": 0.994, "X1": 0.5876, "Y1": 0.6652, "X2": 0.60647, "Y2": 0.665, "X3": 0.60647, "Y3": 0.6788, "X4": 0.5876, "Y4": 0.6788, "page": 0, "Index": 230}, {"Word": ",85", "Confidence": 0.596, "X1": 0.83019, "Y1": 0.6652, "X2": 0.86119, "Y2": 0.665, "X3": 0.86119, "Y3": 0.6798, "X4": 0.83019, "Y4": 0.6808, "page": 0, "Index": 231}, {"Word": "78", "Confidence": 0.941, "X1": 0.84367, "Y1": 0.6742, "X2": 0.86119, "Y2": 0.674, "X3": 0.86253, "Y3": 0.6878, "X4": 0.84501, "Y4": 0.6888, "page": 0, "Index": 232}, {"Word": "Some", "Confidence": 0.887, "X1": 0.11186, "Y1": 0.6792, "X2": 0.1469, "Y2": 0.679, "X3": 0.1469, "Y3": 0.6898, "X4": 0.11186, "Y4": 0.6898, "page": 0, "Index": 233}, {"Word": "High", "Confidence": 0.988, "X1": 0.15094, "Y1": 0.6782, "X2": 0.18194, "Y2": 0.678, "X3": 0.18194, "Y3": 0.6908, "X4": 0.15094, "Y4": 0.6898, "page": 0, "Index": 234}, {"Word": "School/Less", "Confidence": 0.902, "X1": 0.18598, "Y1": 0.6782, "X2": 0.2655, "Y2": 0.678, "X3": 0.2655, "Y3": 0.6908, "X4": 0.18464, "Y4": 0.6908, "page": 0, "Index": 235}, {"Word": "69,000", "Confidence": 0.992, "X1": 0.3504, "Y1": 0.6782, "X2": 0.39488, "Y2": 0.678, "X3": 0.39623, "Y3": 0.6898, "X4": 0.35175, "Y4": 0.6898, "page": 0, "Index": 236}, {"Word": "10", "Confidence": 0.902, "X1": 0.47439, "Y1": 0.6752, "X2": 0.49191, "Y2": 0.675, "X3": 0.49191, "Y3": 0.6888, "X4": 0.47439, "Y4": 0.6888, "page": 0, "Index": 237}, {"Word": "75", "Confidence": 0.998, "X1": 0.67385, "Y1": 0.6762, "X2": 0.69272, "Y2": 0.676, "X3": 0.69272, "Y3": 0.6898, "X4": 0.67385, "Y4": 0.6898, "page": 0, "Index": 238}, {"Word": "72", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.6762, "X2": 0.77628, "Y2": 0.676, "X3": 0.77628, "Y3": 0.6898, "X4": 0.75741, "Y4": 0.6898, "page": 0, "Index": 239}, {"Word": "Occupation", "Confidence": 0.96, "X1": 0.08625, "Y1": 0.6962, "X2": 0.16307, "Y2": 0.696, "X3": 0.16307, "Y3": 0.7078, "X4": 0.08625, "Y4": 0.7078, "page": 0, "Index": 240}, {"Word": "Professional,", "Confidence": 0.777, "X1": 0.11051, "Y1": 0.7082, "X2": 0.19272, "Y2": 0.708, "X3": 0.19137, "Y3": 0.7208, "X4": 0.10916, "Y4": 0.7198, "page": 0, "Index": 241}, {"Word": "Proprietor,", "Confidence": 0.83, "X1": 0.19542, "Y1": 0.7082, "X2": 0.26146, "Y2": 0.708, "X3": 0.26146, "Y3": 0.7218, "X4": 0.19542, "Y4": 0.7208, "page": 0, "Index": 242}, {"Word": "Manager", "Confidence": 0.995, "X1": 0.2655, "Y1": 0.7082, "X2": 0.32749, "Y2": 0.708, "X3": 0.32749, "Y3": 0.7218, "X4": 0.2655, "Y4": 0.7218, "page": 0, "Index": 243}, {"Word": "169,000", "Confidence": 0.924, "X1": 0.34367, "Y1": 0.7082, "X2": 0.39488, "Y2": 0.708, "X3": 0.39623, "Y3": 0.7198, "X4": 0.34501, "Y4": 0.7198, "page": 0, "Index": 244}, {"Word": "24%", "Confidence": 0.975, "X1": 0.47305, "Y1": 0.7072, "X2": 0.50539, "Y2": 0.707, "X3": 0.50404, "Y3": 0.7198, "X4": 0.4717, "Y4": 0.7178, "page": 0, "Index": 245}, {"Word": "56%", "Confidence": 0.925, "X1": 0.58625, "Y1": 0.7082, "X2": 0.6159, "Y2": 0.708, "X3": 0.6159, "Y3": 0.7198, "X4": 0.58625, "Y4": 0.7198, "page": 0, "Index": 246}, {"Word": "75%", "Confidence": 0.941, "X1": 0.67251, "Y1": 0.7082, "X2": 0.7035, "Y2": 0.708, "X3": 0.7035, "Y3": 0.7198, "X4": 0.67251, "Y4": 0.7198, "page": 0, "Index": 247}, {"Word": "81%", "Confidence": 0.929, "X1": 0.75741, "Y1": 0.7082, "X2": 0.78437, "Y2": 0.708, "X3": 0.78437, "Y3": 0.7188, "X4": 0.75741, "Y4": 0.7198, "page": 0, "Index": 248}, {"Word": "88", "Confidence": 0.118, "X1": 0.84636, "Y1": 0.7092, "X2": 0.85984, "Y2": 0.709, "X3": 0.85984, "Y3": 0.7198, "X4": 0.84636, "Y4": 0.7198, "page": 0, "Index": 249}, {"Word": "%", "Confidence": 0.995, "X1": 0.86253, "Y1": 0.7092, "X2": 0.87197, "Y2": 0.709, "X3": 0.87197, "Y3": 0.7198, "X4": 0.86253, "Y4": 0.7198, "page": 0, "Index": 250}, {"Word": "Other", "Confidence": 0.955, "X1": 0.11321, "Y1": 0.7202, "X2": 0.14825, "Y2": 0.72, "X3": 0.14825, "Y3": 0.7318, "X4": 0.11186, "Y4": 0.7318, "page": 0, "Index": 251}, {"Word": "White", "Confidence": 0.934, "X1": 0.15229, "Y1": 0.7202, "X2": 0.19003, "Y2": 0.72, "X3": 0.18868, "Y3": 0.7328, "X4": 0.15094, "Y4": 0.7318, "page": 0, "Index": 252}, {"Word": "Collar", "Confidence": 0.95, "X1": 0.19272, "Y1": 0.7212, "X2": 0.23315, "Y2": 0.721, "X3": 0.23315, "Y3": 0.7338, "X4": 0.19137, "Y4": 0.7328, "page": 0, "Index": 253}, {"Word": "159,000", "Confidence": 0.958, "X1": 0.34771, "Y1": 0.7212, "X2": 0.39623, "Y2": 0.721, "X3": 0.39623, "Y3": 0.7328, "X4": 0.34771, "Y4": 0.7318, "page": 0, "Index": 254}, {"Word": "22", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.7212, "X2": 0.49326, "Y2": 0.721, "X3": 0.49191, "Y3": 0.7358, "X4": 0.47305, "Y4": 0.7348, "page": 0, "Index": 255}, {"Word": "50", "Confidence": 0.996, "X1": 0.58625, "Y1": 0.7202, "X2": 0.60377, "Y2": 0.72, "X3": 0.60377, "Y3": 0.7328, "X4": 0.5876, "Y4": 0.7328, "page": 0, "Index": 256}, {"Word": "63", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.7202, "X2": 0.69003, "Y2": 0.72, "X3": 0.69137, "Y3": 0.7318, "X4": 0.67385, "Y4": 0.7328, "page": 0, "Index": 257}, {"Word": "74", "Confidence": 0.91, "X1": 0.75876, "Y1": 0.7182, "X2": 0.77898, "Y2": 0.718, "X3": 0.77763, "Y3": 0.7318, "X4": 0.75876, "Y4": 0.7318, "page": 0, "Index": 258}, {"Word": "91", "Confidence": 0.997, "X1": 0.84367, "Y1": 0.7202, "X2": 0.86119, "Y2": 0.72, "X3": 0.86119, "Y3": 0.7318, "X4": 0.84367, "Y4": 0.7318, "page": 0, "Index": 259}, {"Word": "Blue", "Confidence": 0.615, "X1": 0.11186, "Y1": 0.7342, "X2": 0.14151, "Y2": 0.734, "X3": 0.14016, "Y3": 0.7448, "X4": 0.11186, "Y4": 0.7448, "page": 0, "Index": 260}, {"Word": "Collar", "Confidence": 0.992, "X1": 0.1442, "Y1": 0.7342, "X2": 0.18868, "Y2": 0.734, "X3": 0.18868, "Y3": 0.7448, "X4": 0.1442, "Y4": 0.7448, "page": 0, "Index": 261}, {"Word": "156,000", "Confidence": 0.952, "X1": 0.34367, "Y1": 0.7332, "X2": 0.39623, "Y2": 0.733, "X3": 0.39623, "Y3": 0.7438, "X4": 0.34367, "Y4": 0.7438, "page": 0, "Index": 262}, {"Word": "22", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.7312, "X2": 0.49461, "Y2": 0.731, "X3": 0.49326, "Y3": 0.7468, "X4": 0.47305, "Y4": 0.7458, "page": 0, "Index": 263}, {"Word": "69", "Confidence": 0.992, "X1": 0.67251, "Y1": 0.7322, "X2": 0.69272, "Y2": 0.732, "X3": 0.69272, "Y3": 0.7458, "X4": 0.67385, "Y4": 0.7458, "page": 0, "Index": 264}, {"Word": "75", "Confidence": 0.997, "X1": 0.75741, "Y1": 0.7312, "X2": 0.77628, "Y2": 0.731, "X3": 0.77628, "Y3": 0.7448, "X4": 0.75741, "Y4": 0.7448, "page": 0, "Index": 265}, {"Word": "84", "Confidence": 0.92, "X1": 0.84097, "Y1": 0.7312, "X2": 0.86388, "Y2": 0.731, "X3": 0.86253, "Y3": 0.7448, "X4": 0.84097, "Y4": 0.7438, "page": 0, "Index": 266}, {"Word": "Other,", "Confidence": 0.911, "X1": 0.11186, "Y1": 0.7462, "X2": 0.15094, "Y2": 0.746, "X3": 0.1496, "Y3": 0.7578, "X4": 0.11051, "Y4": 0.7568, "page": 0, "Index": 267}, {"Word": "Not", "Confidence": 0.998, "X1": 0.15499, "Y1": 0.7462, "X2": 0.1779, "Y2": 0.746, "X3": 0.17655, "Y3": 0.7578, "X4": 0.15364, "Y4": 0.7578, "page": 0, "Index": 268}, {"Word": "in", "Confidence": 0.997, "X1": 0.18059, "Y1": 0.7462, "X2": 0.19407, "Y2": 0.746, "X3": 0.19272, "Y3": 0.7578, "X4": 0.18059, "Y4": 0.7578, "page": 0, "Index": 269}, {"Word": "Labor", "Confidence": 0.591, "X1": 0.19677, "Y1": 0.7462, "X2": 0.2345, "Y2": 0.746, "X3": 0.23315, "Y3": 0.7578, "X4": 0.19677, "Y4": 0.7578, "page": 0, "Index": 270}, {"Word": "Force", "Confidence": 0.676, "X1": 0.2372, "Y1": 0.7452, "X2": 0.27493, "Y2": 0.745, "X3": 0.27493, "Y3": 0.7578, "X4": 0.2372, "Y4": 0.7578, "page": 0, "Index": 271}, {"Word": "91,000", "Confidence": 0.993, "X1": 0.35175, "Y1": 0.7462, "X2": 0.39623, "Y2": 0.746, "X3": 0.39623, "Y3": 0.7568, "X4": 0.35175, "Y4": 0.7568, "page": 0, "Index": 272}, {"Word": "13", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.7442, "X2": 0.49191, "Y2": 0.744, "X3": 0.49191, "Y3": 0.7578, "X4": 0.47305, "Y4": 0.7578, "page": 0, "Index": 273}, {"Word": "55", "Confidence": 0.804, "X1": 0.58625, "Y1": 0.7452, "X2": 0.60512, "Y2": 0.745, "X3": 0.60377, "Y3": 0.7568, "X4": 0.58625, "Y4": 0.7558, "page": 0, "Index": 274}, {"Word": "74", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.7452, "X2": 0.69137, "Y2": 0.745, "X3": 0.69137, "Y3": 0.7568, "X4": 0.67251, "Y4": 0.7568, "page": 0, "Index": 275}, {"Word": "69", "Confidence": 0.998, "X1": 0.75606, "Y1": 0.7442, "X2": 0.77493, "Y2": 0.744, "X3": 0.77628, "Y3": 0.7568, "X4": 0.75606, "Y4": 0.7578, "page": 0, "Index": 276}, {"Word": "RO", "Confidence": 0.386, "X1": 0.84232, "Y1": 0.7442, "X2": 0.86119, "Y2": 0.744, "X3": 0.86119, "Y3": 0.7578, "X4": 0.84232, "Y4": 0.7578, "page": 0, "Index": 277}, {"Word": "76", "Confidence": 0.955, "X1": 0.58895, "Y1": 0.7552, "X2": 0.60512, "Y2": 0.755, "X3": 0.60512, "Y3": 0.7678, "X4": 0.58895, "Y4": 0.7678, "page": 0, "Index": 278}, {"Word": "94", "Confidence": 0.914, "X1": 0.84232, "Y1": 0.7552, "X2": 0.86119, "Y2": 0.755, "X3": 0.86119, "Y3": 0.7678, "X4": 0.84232, "Y4": 0.7678, "page": 0, "Index": 279}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.11321, "Y1": 0.7592, "X2": 0.15903, "Y2": 0.759, "X3": 0.15903, "Y3": 0.7708, "X4": 0.11186, "Y4": 0.7698, "page": 0, "Index": 280}, {"Word": "112,000", "Confidence": 0.955, "X1": 0.34771, "Y1": 0.7582, "X2": 0.39623, "Y2": 0.758, "X3": 0.39623, "Y3": 0.7708, "X4": 0.34636, "Y4": 0.7698, "page": 0, "Index": 281}, {"Word": "18", "Confidence": 0.445, "X1": 0.47574, "Y1": 0.7572, "X2": 0.49596, "Y2": 0.757, "X3": 0.49596, "Y3": 0.7698, "X4": 0.47574, "Y4": 0.7688, "page": 0, "Index": 282}, {"Word": "82", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.7572, "X2": 0.69137, "Y2": 0.757, "X3": 0.69137, "Y3": 0.7688, "X4": 0.67116, "Y4": 0.7688, "page": 0, "Index": 283}, {"Word": "83", "Confidence": 0.996, "X1": 0.75741, "Y1": 0.7562, "X2": 0.77628, "Y2": 0.756, "X3": 0.77628, "Y3": 0.7698, "X4": 0.75741, "Y4": 0.7698, "page": 0, "Index": 284}, {"Word": "Annual", "Confidence": 0.993, "X1": 0.08625, "Y1": 0.7762, "X2": 0.13477, "Y2": 0.776, "X3": 0.13342, "Y3": 0.7878, "X4": 0.08491, "Y4": 0.7868, "page": 0, "Index": 285}, {"Word": "Household", "Confidence": 0.332, "X1": 0.13747, "Y1": 0.7762, "X2": 0.20889, "Y2": 0.776, "X3": 0.20755, "Y3": 0.7888, "X4": 0.13612, "Y4": 0.7878, "page": 0, "Index": 286}, {"Word": "Gross", "Confidence": 0.997, "X1": 0.21159, "Y1": 0.7762, "X2": 0.25067, "Y2": 0.776, "X3": 0.24933, "Y3": 0.7898, "X4": 0.21159, "Y4": 0.7888, "page": 0, "Index": 287}, {"Word": "Income", "Confidence": 0.991, "X1": 0.25337, "Y1": 0.7762, "X2": 0.30863, "Y2": 0.776, "X3": 0.30863, "Y3": 0.7908, "X4": 0.25337, "Y4": 0.7898, "page": 0, "Index": 288}, {"Word": "Under", "Confidence": 0.997, "X1": 0.11186, "Y1": 0.7892, "X2": 0.15094, "Y2": 0.789, "X3": 0.1496, "Y3": 0.8008, "X4": 0.11051, "Y4": 0.7998, "page": 0, "Index": 289}, {"Word": "$25,000", "Confidence": 0.981, "X1": 0.15364, "Y1": 0.7882, "X2": 0.2062, "Y2": 0.788, "X3": 0.2062, "Y3": 0.8008, "X4": 0.15229, "Y4": 0.8008, "page": 0, "Index": 290}, {"Word": "121,000", "Confidence": 0.669, "X1": 0.34501, "Y1": 0.7892, "X2": 0.39623, "Y2": 0.789, "X3": 0.39623, "Y3": 0.8008, "X4": 0.34501, "Y4": 0.8008, "page": 0, "Index": 291}, {"Word": "-17%", "Confidence": 0.486, "X1": 0.469, "Y1": 0.7872, "X2": 0.50674, "Y2": 0.787, "X3": 0.50674, "Y3": 0.7988, "X4": 0.469, "Y4": 0.7978, "page": 0, "Index": 292}, {"Word": "47%", "Confidence": 0.981, "X1": 0.58625, "Y1": 0.7902, "X2": 0.61725, "Y2": 0.79, "X3": 0.61725, "Y3": 0.7988, "X4": 0.58625, "Y4": 0.7988, "page": 0, "Index": 293}, {"Word": "64", "Confidence": 0.997, "X1": 0.67116, "Y1": 0.7892, "X2": 0.69003, "Y2": 0.789, "X3": 0.69003, "Y3": 0.7998, "X4": 0.67116, "Y4": 0.7998, "page": 0, "Index": 294}, {"Word": "%", "Confidence": 0.991, "X1": 0.69272, "Y1": 0.7892, "X2": 0.7035, "Y2": 0.789, "X3": 0.7035, "Y3": 0.7998, "X4": 0.69272, "Y4": 0.7998, "page": 0, "Index": 295}, {"Word": "65%", "Confidence": 0.911, "X1": 0.75606, "Y1": 0.7892, "X2": 0.78571, "Y2": 0.789, "X3": 0.78571, "Y3": 0.7998, "X4": 0.75741, "Y4": 0.7998, "page": 0, "Index": 296}, {"Word": "80", "Confidence": 0.995, "X1": 0.84501, "Y1": 0.7892, "X2": 0.85984, "Y2": 0.789, "X3": 0.86119, "Y3": 0.8008, "X4": 0.84501, "Y4": 0.8008, "page": 0, "Index": 297}, {"Word": "%", "Confidence": 0.996, "X1": 0.86658, "Y1": 0.7892, "X2": 0.87601, "Y2": 0.789, "X3": 0.87736, "Y3": 0.8008, "X4": 0.86792, "Y4": 0.8008, "page": 0, "Index": 298}, {"Word": "$25,000-34,999", "Confidence": 0.733, "X1": 0.11186, "Y1": 0.8002, "X2": 0.21024, "Y2": 0.8, "X3": 0.21024, "Y3": 0.8128, "X4": 0.11186, "Y4": 0.8118, "page": 0, "Index": 299}, {"Word": "93,000", "Confidence": 0.9, "X1": 0.3504, "Y1": 0.8012, "X2": 0.39488, "Y2": 0.801, "X3": 0.39488, "Y3": 0.8118, "X4": 0.3504, "Y4": 0.8128, "page": 0, "Index": 300}, {"Word": "13", "Confidence": 0.977, "X1": 0.47439, "Y1": 0.8012, "X2": 0.49461, "Y2": 0.801, "X3": 0.49326, "Y3": 0.8148, "X4": 0.47305, "Y4": 0.8138, "page": 0, "Index": 301}, {"Word": "54", "Confidence": 0.996, "X1": 0.5876, "Y1": 0.8012, "X2": 0.60512, "Y2": 0.801, "X3": 0.60512, "Y3": 0.8128, "X4": 0.5876, "Y4": 0.8128, "page": 0, "Index": 302}, {"Word": "70", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.8002, "X2": 0.69137, "Y2": 0.8, "X3": 0.69137, "Y3": 0.8138, "X4": 0.67385, "Y4": 0.8138, "page": 0, "Index": 303}, {"Word": "74", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8002, "X2": 0.77493, "Y2": 0.8, "X3": 0.77493, "Y3": 0.8118, "X4": 0.75876, "Y4": 0.8128, "page": 0, "Index": 304}, {"Word": "84", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.8002, "X2": 0.86119, "Y2": 0.8, "X3": 0.86119, "Y3": 0.8138, "X4": 0.84232, "Y4": 0.8138, "page": 0, "Index": 305}, {"Word": "$35,000-49,999", "Confidence": 0.704, "X1": 0.11186, "Y1": 0.8142, "X2": 0.21159, "Y2": 0.814, "X3": 0.21159, "Y3": 0.8258, "X4": 0.11186, "Y4": 0.8248, "page": 0, "Index": 306}, {"Word": "157,000", "Confidence": 0.885, "X1": 0.34636, "Y1": 0.8142, "X2": 0.39488, "Y2": 0.814, "X3": 0.39488, "Y3": 0.8258, "X4": 0.34636, "Y4": 0.8268, "page": 0, "Index": 307}, {"Word": "53", "Confidence": 0.983, "X1": 0.58625, "Y1": 0.8142, "X2": 0.60377, "Y2": 0.814, "X3": 0.60377, "Y3": 0.8238, "X4": 0.58625, "Y4": 0.8238, "page": 0, "Index": 308}, {"Word": "69", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.8142, "X2": 0.69003, "Y2": 0.814, "X3": 0.69003, "Y3": 0.8268, "X4": 0.67116, "Y4": 0.8258, "page": 0, "Index": 309}, {"Word": "80", "Confidence": 0.663, "X1": 0.75741, "Y1": 0.8142, "X2": 0.77358, "Y2": 0.814, "X3": 0.77358, "Y3": 0.8258, "X4": 0.75741, "Y4": 0.8248, "page": 0, "Index": 310}, {"Word": "90", "Confidence": 0.994, "X1": 0.84232, "Y1": 0.8122, "X2": 0.86119, "Y2": 0.812, "X3": 0.86119, "Y3": 0.8258, "X4": 0.84097, "Y4": 0.8248, "page": 0, "Index": 311}, {"Word": "200,000", "Confidence": 0.996, "X1": 0.34367, "Y1": 0.8262, "X2": 0.39488, "Y2": 0.826, "X3": 0.39623, "Y3": 0.8378, "X4": 0.34367, "Y4": 0.8388, "page": 0, "Index": 312}, {"Word": "22", "Confidence": 0.985, "X1": 0.4717, "Y1": 0.8162, "X2": 0.49596, "Y2": 0.816, "X3": 0.49326, "Y3": 0.8298, "X4": 0.469, "Y4": 0.8278, "page": 0, "Index": 313}, {"Word": "54", "Confidence": 0.963, "X1": 0.5876, "Y1": 0.8262, "X2": 0.60243, "Y2": 0.826, "X3": 0.60377, "Y3": 0.8358, "X4": 0.5876, "Y4": 0.8358, "page": 0, "Index": 314}, {"Word": "74", "Confidence": 0.997, "X1": 0.75741, "Y1": 0.8252, "X2": 0.77628, "Y2": 0.825, "X3": 0.77493, "Y3": 0.8378, "X4": 0.75741, "Y4": 0.8368, "page": 0, "Index": 315}, {"Word": "$50,000-74,999", "Confidence": 0.622, "X1": 0.11186, "Y1": 0.8252, "X2": 0.21159, "Y2": 0.825, "X3": 0.21159, "Y3": 0.8388, "X4": 0.11186, "Y4": 0.8368, "page": 0, "Index": 316}, {"Word": "28", "Confidence": 0.796, "X1": 0.47305, "Y1": 0.8232, "X2": 0.49461, "Y2": 0.823, "X3": 0.49326, "Y3": 0.8388, "X4": 0.4717, "Y4": 0.8378, "page": 0, "Index": 317}, {"Word": "68", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.8252, "X2": 0.69137, "Y2": 0.825, "X3": 0.69137, "Y3": 0.8388, "X4": 0.67116, "Y4": 0.8378, "page": 0, "Index": 318}, {"Word": "87", "Confidence": 0.997, "X1": 0.84367, "Y1": 0.8252, "X2": 0.86119, "Y2": 0.825, "X3": 0.85984, "Y3": 0.8388, "X4": 0.84232, "Y4": 0.8378, "page": 0, "Index": 319}, {"Word": "$75,000+", "Confidence": 0.781, "X1": 0.11051, "Y1": 0.8402, "X2": 0.17116, "Y2": 0.84, "X3": 0.17116, "Y3": 0.8498, "X4": 0.11051, "Y4": 0.8508, "page": 0, "Index": 320}, {"Word": "145,000", "Confidence": 0.993, "X1": 0.34367, "Y1": 0.8402, "X2": 0.39488, "Y2": 0.84, "X3": 0.39623, "Y3": 0.8508, "X4": 0.34367, "Y4": 0.8518, "page": 0, "Index": 321}, {"Word": "20", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.8372, "X2": 0.49057, "Y2": 0.837, "X3": 0.49057, "Y3": 0.8498, "X4": 0.47305, "Y4": 0.8488, "page": 0, "Index": 322}, {"Word": "72", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.8382, "X2": 0.60377, "Y2": 0.838, "X3": 0.60512, "Y3": 0.8488, "X4": 0.5903, "Y4": 0.8488, "page": 0, "Index": 323}, {"Word": "84", "Confidence": 0.967, "X1": 0.67251, "Y1": 0.8382, "X2": 0.68868, "Y2": 0.838, "X3": 0.69003, "Y3": 0.8498, "X4": 0.67251, "Y4": 0.8498, "page": 0, "Index": 324}, {"Word": "88", "Confidence": 0.603, "X1": 0.75741, "Y1": 0.8392, "X2": 0.77358, "Y2": 0.839, "X3": 0.77358, "Y3": 0.8508, "X4": 0.75741, "Y4": 0.8508, "page": 0, "Index": 325}, {"Word": "93", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.8382, "X2": 0.85984, "Y2": 0.838, "X3": 0.85984, "Y3": 0.8498, "X4": 0.84232, "Y4": 0.8498, "page": 0, "Index": 326}, {"Word": "Home", "Confidence": 0.95, "X1": 0.08491, "Y1": 0.8572, "X2": 0.12803, "Y2": 0.857, "X3": 0.12668, "Y3": 0.8688, "X4": 0.08491, "Y4": 0.8678, "page": 0, "Index": 327}, {"Word": "Owned", "Confidence": 0.627, "X1": 0.10916, "Y1": 0.8682, "X2": 0.15633, "Y2": 0.868, "X3": 0.15768, "Y3": 0.8798, "X4": 0.10916, "Y4": 0.8798, "page": 0, "Index": 328}, {"Word": "533,000", "Confidence": 0.995, "X1": 0.34367, "Y1": 0.8692, "X2": 0.39488, "Y2": 0.869, "X3": 0.39488, "Y3": 0.8798, "X4": 0.34367, "Y4": 0.8798, "page": 0, "Index": 329}, {"Word": "75%", "Confidence": 0.881, "X1": 0.47305, "Y1": 0.8682, "X2": 0.5027, "Y2": 0.868, "X3": 0.5027, "Y3": 0.8798, "X4": 0.47305, "Y4": 0.8778, "page": 0, "Index": 330}, {"Word": "60%", "Confidence": 0.993, "X1": 0.58625, "Y1": 0.8692, "X2": 0.6186, "Y2": 0.869, "X3": 0.6186, "Y3": 0.8798, "X4": 0.58491, "Y4": 0.8788, "page": 0, "Index": 331}, {"Word": "73", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.8682, "X2": 0.69137, "Y2": 0.868, "X3": 0.69003, "Y3": 0.8798, "X4": 0.67385, "Y4": 0.8798, "page": 0, "Index": 332}, {"Word": "%", "Confidence": 0.996, "X1": 0.69407, "Y1": 0.8682, "X2": 0.7035, "Y2": 0.868, "X3": 0.7035, "Y3": 0.8798, "X4": 0.69407, "Y4": 0.8798, "page": 0, "Index": 333}, {"Word": "78%", "Confidence": 0.94, "X1": 0.75741, "Y1": 0.8692, "X2": 0.78706, "Y2": 0.869, "X3": 0.78706, "Y3": 0.8798, "X4": 0.75741, "Y4": 0.8798, "page": 0, "Index": 334}, {"Word": "87%", "Confidence": 0.981, "X1": 0.84232, "Y1": 0.8682, "X2": 0.87197, "Y2": 0.868, "X3": 0.87197, "Y3": 0.8798, "X4": 0.84097, "Y4": 0.8788, "page": 0, "Index": 335}, {"Word": "Rented", "Confidence": 0.994, "X1": 0.11186, "Y1": 0.8822, "X2": 0.15633, "Y2": 0.882, "X3": 0.15633, "Y3": 0.8928, "X4": 0.11186, "Y4": 0.8928, "page": 0, "Index": 336}, {"Word": "174,000", "Confidence": 0.971, "X1": 0.34636, "Y1": 0.8822, "X2": 0.39623, "Y2": 0.882, "X3": 0.39623, "Y3": 0.8928, "X4": 0.34636, "Y4": 0.8938, "page": 0, "Index": 337}, {"Word": "24", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.8802, "X2": 0.49191, "Y2": 0.88, "X3": 0.49057, "Y3": 0.8928, "X4": 0.47305, "Y4": 0.8918, "page": 0, "Index": 338}, {"Word": "44", "Confidence": 0.996, "X1": 0.58625, "Y1": 0.8802, "X2": 0.60512, "Y2": 0.88, "X3": 0.60377, "Y3": 0.8918, "X4": 0.58625, "Y4": 0.8908, "page": 0, "Index": 339}, {"Word": "63", "Confidence": 0.998, "X1": 0.67251, "Y1": 0.8812, "X2": 0.69003, "Y2": 0.881, "X3": 0.69003, "Y3": 0.8928, "X4": 0.67116, "Y4": 0.8918, "page": 0, "Index": 340}, {"Word": "74", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8812, "X2": 0.77358, "Y2": 0.881, "X3": 0.77358, "Y3": 0.8918, "X4": 0.75741, "Y4": 0.8918, "page": 0, "Index": 341}, {"Word": "89", "Confidence": 0.885, "X1": 0.84367, "Y1": 0.8822, "X2": 0.85984, "Y2": 0.882, "X3": 0.85849, "Y3": 0.8918, "X4": 0.84367, "Y4": 0.8908, "page": 0, "Index": 342}, {"Word": "Note:", "Confidence": 0.608, "X1": 0.08356, "Y1": 0.9062, "X2": 0.11051, "Y2": 0.906, "X3": 0.11051, "Y3": 0.9178, "X4": 0.08356, "Y4": 0.9178, "page": 0, "Index": 343}, {"Word": "Because", "Confidence": 0.932, "X1": 0.11321, "Y1": 0.9062, "X2": 0.15903, "Y2": 0.906, "X3": 0.15903, "Y3": 0.9188, "X4": 0.11321, "Y4": 0.9178, "page": 0, "Index": 344}, {"Word": "\"No", "Confidence": 0.617, "X1": 0.16307, "Y1": 0.9062, "X2": 0.18059, "Y2": 0.906, "X3": 0.18059, "Y3": 0.9188, "X4": 0.16307, "Y4": 0.9188, "page": 0, "Index": 345}, {"Word": "Answers\"", "Confidence": 0.797, "X1": 0.18329, "Y1": 0.9062, "X2": 0.22911, "Y2": 0.906, "X3": 0.22911, "Y3": 0.9188, "X4": 0.18329, "Y4": 0.9188, "page": 0, "Index": 346}, {"Word": "have", "Confidence": 0.981, "X1": 0.23315, "Y1": 0.9062, "X2": 0.25876, "Y2": 0.906, "X3": 0.25876, "Y3": 0.9188, "X4": 0.23315, "Y4": 0.9188, "page": 0, "Index": 347}, {"Word": "not", "Confidence": 0.612, "X1": 0.26146, "Y1": 0.9062, "X2": 0.27763, "Y2": 0.906, "X3": 0.27763, "Y3": 0.9188, "X4": 0.26146, "Y4": 0.9188, "page": 0, "Index": 348}, {"Word": "been", "Confidence": 0.737, "X1": 0.28032, "Y1": 0.9062, "X2": 0.30728, "Y2": 0.906, "X3": 0.30728, "Y3": 0.9188, "X4": 0.28032, "Y4": 0.9188, "page": 0, "Index": 349}, {"Word": "included", "Confidence": 0.793, "X1": 0.31132, "Y1": 0.9062, "X2": 0.35445, "Y2": 0.906, "X3": 0.35445, "Y3": 0.9188, "X4": 0.31132, "Y4": 0.9188, "page": 0, "Index": 350}, {"Word": "and", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.9062, "X2": 0.37736, "Y2": 0.906, "X3": 0.37736, "Y3": 0.9188, "X4": 0.35849, "Y4": 0.9188, "page": 0, "Index": 351}, {"Word": "because", "Confidence": 0.991, "X1": 0.38005, "Y1": 0.9062, "X2": 0.42453, "Y2": 0.906, "X3": 0.42453, "Y3": 0.9198, "X4": 0.38005, "Y4": 0.9188, "page": 0, "Index": 352}, {"Word": "of", "Confidence": 0.241, "X1": 0.42857, "Y1": 0.9062, "X2": 0.43666, "Y2": 0.906, "X3": 0.43666, "Y3": 0.9198, "X4": 0.42857, "Y4": 0.9198, "page": 0, "Index": 353}, {"Word": "rounding", "Confidence": 0.851, "X1": 0.4407, "Y1": 0.9062, "X2": 0.48652, "Y2": 0.906, "X3": 0.48652, "Y3": 0.9198, "X4": 0.4407, "Y4": 0.9198, "page": 0, "Index": 354}, {"Word": "and/or", "Confidence": 0.636, "X1": 0.49057, "Y1": 0.9072, "X2": 0.52291, "Y2": 0.907, "X3": 0.52291, "Y3": 0.9198, "X4": 0.49057, "Y4": 0.9198, "page": 0, "Index": 355}, {"Word": "multiple", "Confidence": 0.259, "X1": 0.52561, "Y1": 0.9072, "X2": 0.56604, "Y2": 0.907, "X3": 0.56604, "Y3": 0.9198, "X4": 0.52561, "Y4": 0.9198, "page": 0, "Index": 356}, {"Word": "respor", "Confidence": 0.853, "X1": 0.57008, "Y1": 0.9072, "X2": 0.60243, "Y2": 0.907, "X3": 0.60243, "Y3": 0.9198, "X4": 0.57008, "Y4": 0.9198, "page": 0, "Index": 357}, {"Word": "ses,", "Confidence": 0.848, "X1": 0.60512, "Y1": 0.9072, "X2": 0.62668, "Y2": 0.907, "X3": 0.62668, "Y3": 0.9198, "X4": 0.60512, "Y4": 0.9198, "page": 0, "Index": 358}, {"Word": "numbers", "Confidence": 0.775, "X1": 0.62938, "Y1": 0.9072, "X2": 0.67385, "Y2": 0.907, "X3": 0.67385, "Y3": 0.9198, "X4": 0.62938, "Y4": 0.9198, "page": 0, "Index": 359}, {"Word": "may", "Confidence": 0.993, "X1": 0.6779, "Y1": 0.9072, "X2": 0.69946, "Y2": 0.907, "X3": 0.69946, "Y3": 0.9198, "X4": 0.6779, "Y4": 0.9198, "page": 0, "Index": 360}, {"Word": "add", "Confidence": 0.958, "X1": 0.7035, "Y1": 0.9072, "X2": 0.72237, "Y2": 0.907, "X3": 0.72237, "Y3": 0.9198, "X4": 0.7035, "Y4": 0.9198, "page": 0, "Index": 361}, {"Word": "to", "Confidence": 0.878, "X1": 0.72507, "Y1": 0.9072, "X2": 0.7345, "Y2": 0.907, "X3": 0.7345, "Y3": 0.9198, "X4": 0.72507, "Y4": 0.9198, "page": 0, "Index": 362}, {"Word": "more", "Confidence": 0.67, "X1": 0.73854, "Y1": 0.9072, "X2": 0.76415, "Y2": 0.907, "X3": 0.76415, "Y3": 0.9198, "X4": 0.73854, "Y4": 0.9198, "page": 0, "Index": 363}, {"Word": "or", "Confidence": 0.693, "X1": 0.76819, "Y1": 0.9072, "X2": 0.77763, "Y2": 0.907, "X3": 0.77763, "Y3": 0.9198, "X4": 0.76819, "Y4": 0.9198, "page": 0, "Index": 364}, {"Word": "less", "Confidence": 0.968, "X1": 0.78167, "Y1": 0.9072, "X2": 0.80323, "Y2": 0.907, "X3": 0.80323, "Y3": 0.9188, "X4": 0.78167, "Y4": 0.9188, "page": 0, "Index": 365}, {"Word": "than", "Confidence": 0.684, "X1": 0.80593, "Y1": 0.9072, "X2": 0.82884, "Y2": 0.907, "X3": 0.82884, "Y3": 0.9188, "X4": 0.80593, "Y4": 0.9188, "page": 0, "Index": 366}, {"Word": "the", "Confidence": 0.957, "X1": 0.83288, "Y1": 0.9072, "X2": 0.84771, "Y2": 0.907, "X3": 0.84771, "Y3": 0.9188, "X4": 0.83288, "Y4": 0.9188, "page": 0, "Index": 367}, {"Word": "lotal.", "Confidence": 0.395, "X1": 0.85175, "Y1": 0.9082, "X2": 0.8814, "Y2": 0.908, "X3": 0.8814, "Y3": 0.9188, "X4": 0.85175, "Y4": 0.9188, "page": 0, "Index": 368}, {"Word": "2084107667.", "Confidence": 0.891, "X1": 0.94744, "Y1": 0.9242, "X2": 0.94474, "Y2": 0.924, "X3": 0.91914, "Y3": 0.9248, "X4": 0.92453, "Y4": 0.8298, "page": 0, "Index": 369}]}
"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"
ffyh0074
3
{"lines_data": [{"Word": "TOTAL MARKET AREA* (TMA)", "Confidence": 0.995, "X1": 0.34367, "Y1": 0.1272, "X2": 0.67116, "Y2": 0.127, "X3": 0.67116, "Y3": 0.1458, "X4": 0.34367, "Y4": 0.1448, "page": 0}, {"Word": "Of the Richmond Times-Dispatch . 27 Counties and 5 Cities In Central Virginia", "Confidence": 0.96769, "X1": 0.22237, "Y1": 0.1482, "X2": 0.77628, "Y2": 0.148, "X3": 0.77628, "Y3": 0.1618, "X4": 0.22237, "Y4": 0.1618, "page": 0}, {"Word": "Adult Population (age 18 and over) - 910,000", "Confidence": 0.95713, "X1": 0.33827, "Y1": 0.1612, "X2": 0.65633, "Y2": 0.161, "X3": 0.65633, "Y3": 0.1738, "X4": 0.33827, "Y4": 0.1748, "page": 0}, {"Word": "Total Population 1,191,900 - Households 458,600", "Confidence": 0.92667, "X1": 0.32345, "Y1": 0.1742, "X2": 0.67116, "Y2": 0.174, "X3": 0.67116, "Y3": 0.1868, "X4": 0.32345, "Y4": 0.1868, "page": 0}, {"Word": "Survey conducted by Belden Associates, Dallas, Texas, by self-administered uniform questionnaires sent to", "Confidence": 0.89046, "X1": 0.1159, "Y1": 0.1932, "X2": 0.7345, "Y2": 0.193, "X3": 0.7345, "Y3": 0.2058, "X4": 0.1159, "Y4": 0.2058, "page": 0}, {"Word": "homes in the Richmond-Petersburg MSA, and by telephone interviews in the surrounding area. with", "Confidence": 0.79314, "X1": 0.11456, "Y1": 0.2062, "X2": 0.69137, "Y2": 0.206, "X3": 0.69137, "Y3": 0.2178, "X4": 0.11456, "Y4": 0.2178, "page": 0}, {"Word": "couts 18 yours and over, March-May, 1998.", "Confidence": 0.77729, "X1": 0.11321, "Y1": 0.2162, "X2": 0.37332, "Y2": 0.216, "X3": 0.37332, "Y3": 0.2288, "X4": 0.11321, "Y4": 0.2298, "page": 0}, {"Word": "The Richmond Times-Dispatch TMA consists of the Independent cities of Richmond, Petersburg,", "Confidence": 0.77658, "X1": 0.11321, "Y1": 0.2302, "X2": 0.68194, "Y2": 0.23, "X3": 0.68194, "Y3": 0.2428, "X4": 0.11321, "Y4": 0.2428, "page": 0}, {"Word": "Hopewell, Colonial Heights and Emporia and the counties of Amelia, Brunswick, Caroline,", "Confidence": 0.68767, "X1": 0.1159, "Y1": 0.2422, "X2": 0.63208, "Y2": 0.242, "X3": 0.63208, "Y3": 0.2538, "X4": 0.1159, "Y4": 0.2548, "page": 0}, {"Word": "Charlas City, Charlotte, Chesterfield, Dinwiddie, Essex, Goochland, Groenaville, Harover,", "Confidence": 0.69911, "X1": 0.11725, "Y1": 0.2532, "X2": 0.62668, "Y2": 0.253, "X3": 0.62668, "Y3": 0.2658, "X4": 0.11725, "Y4": 0.2648, "page": 0}, {"Word": "Henrico, King and Queen, King William, Lancaster, Louisa, Lunenburg, Mecklenburg.", "Confidence": 0.6566, "X1": 0.11456, "Y1": 0.2652, "X2": 0.60512, "Y2": 0.265, "X3": 0.60512, "Y3": 0.2768, "X4": 0.11456, "Y4": 0.2758, "page": 0}, {"Word": "Middlesex, New Kert. Northumberland, Nottoway, Powhatan, Prince", "Confidence": 0.84429, "X1": 0.11321, "Y1": 0.2762, "X2": 0.51348, "Y2": 0.276, "X3": 0.51348, "Y3": 0.2868, "X4": 0.11321, "Y4": 0.2868, "page": 0}, {"Word": "Edward, Prince George, Richmond and Sussex.", "Confidence": 0.88317, "X1": 0.11456, "Y1": 0.2872, "X2": 0.39488, "Y2": 0.287, "X3": 0.39488, "Y3": 0.2988, "X4": 0.11456, "Y4": 0.2988, "page": 0}, {"Word": "\"Pohmond-Petersourg MSA and/or at least 20% cne-day average household cov-", "Confidence": 0.6921, "X1": 0.11186, "Y1": 0.2992, "X2": 0.52561, "Y2": 0.299, "X3": 0.52561, "Y3": 0.3118, "X4": 0.11186, "Y4": 0.3118, "page": 0}, {"Word": "orage by either the daily or Sunday Richmond Times-Diqpatch.", "Confidence": 0.62156, "X1": 0.11186, "Y1": 0.3092, "X2": 0.43127, "Y2": 0.309, "X3": 0.43127, "Y3": 0.3228, "X4": 0.11186, "Y4": 0.3228, "page": 0}, {"Word": "Number / Percent of Adults Reading \"Yesterday\" and \"Last Sunday\" in the TMA", "Confidence": 0.97431, "X1": 0.17925, "Y1": 0.3392, "X2": 0.83423, "Y2": 0.339, "X3": 0.83423, "Y3": 0.3548, "X4": 0.17925, "Y4": 0.3548, "page": 0}, {"Word": "Daily", "Confidence": 0.994, "X1": 0.2655, "Y1": 0.3572, "X2": 0.31267, "Y2": 0.357, "X3": 0.31267, "Y3": 0.3698, "X4": 0.2655, "Y4": 0.3708, "page": 0}, {"Word": "6-Day Gume", "Confidence": 0.8845, "X1": 0.37332, "Y1": 0.3572, "X2": 0.48518, "Y2": 0.357, "X3": 0.48518, "Y3": 0.3708, "X4": 0.37332, "Y4": 0.3708, "page": 0}, {"Word": "Sunday", "Confidence": 0.997, "X1": 0.56604, "Y1": 0.3582, "X2": 0.63208, "Y2": 0.358, "X3": 0.63208, "Y3": 0.3708, "X4": 0.56604, "Y4": 0.3698, "page": 0}, {"Word": "4-Week Cume", "Confidence": 0.8945, "X1": 0.67925, "Y1": 0.3582, "X2": 0.79784, "Y2": 0.358, "X3": 0.79784, "Y3": 0.3708, "X4": 0.67925, "Y4": 0.3698, "page": 0}, {"Word": "467,000 (51%)", "Confidence": 0.9935, "X1": 0.22911, "Y1": 0.3702, "X2": 0.34636, "Y2": 0.37, "X3": 0.34636, "Y3": 0.3858, "X4": 0.22911, "Y4": 0.3848, "page": 0}, {"Word": "585,000 (64%)", "Confidence": 0.991, "X1": 0.36523, "Y1": 0.3712, "X2": 0.48652, "Y2": 0.371, "X3": 0.48652, "Y3": 0.3848, "X4": 0.36523, "Y4": 0.3848, "page": 0}, {"Word": "615,000 (68%)", "Confidence": 0.992, "X1": 0.54043, "Y1": 0.3712, "X2": 0.66173, "Y2": 0.371, "X3": 0.66173, "Y3": 0.3848, "X4": 0.54043, "Y4": 0.3848, "page": 0}, {"Word": "722,000 (79%)", "Confidence": 0.993, "X1": 0.68059, "Y1": 0.3722, "X2": 0.7965, "Y2": 0.372, "X3": 0.7965, "Y3": 0.3848, "X4": 0.68059, "Y4": 0.3838, "page": 0}, {"Word": "\"Yesterday\" and \"Last Sunday\" Readership by Specific Categories", "Confidence": 0.91925, "X1": 0.36523, "Y1": 0.3992, "X2": 0.88814, "Y2": 0.399, "X3": 0.88679, "Y3": 0.4148, "X4": 0.36523, "Y4": 0.4138, "page": 0}, {"Word": "% of", "Confidence": 0.9965, "X1": 0.46631, "Y1": 0.4222, "X2": 0.50943, "Y2": 0.422, "X3": 0.50943, "Y3": 0.4328, "X4": 0.46496, "Y4": 0.4318, "page": 0}, {"Word": "Number of Readers in Category", "Confidence": 0.9892, "X1": 0.60243, "Y1": 0.4212, "X2": 0.8531, "Y2": 0.421, "X3": 0.8531, "Y3": 0.4338, "X4": 0.60243, "Y4": 0.4328, "page": 0}, {"Word": "# of Adults Total Adult", "Confidence": 0.98, "X1": 0.33962, "Y1": 0.4342, "X2": 0.53639, "Y2": 0.434, "X3": 0.53639, "Y3": 0.4488, "X4": 0.33962, "Y4": 0.4488, "page": 0}, {"Word": "CATEGORY", "Confidence": 0.995, "X1": 0.11321, "Y1": 0.4482, "X2": 0.20889, "Y2": 0.448, "X3": 0.20889, "Y3": 0.4608, "X4": 0.11321, "Y4": 0.4608, "page": 0}, {"Word": "in Category Population", "Confidence": 0.97533, "X1": 0.33693, "Y1": 0.4502, "X2": 0.53774, "Y2": 0.45, "X3": 0.53774, "Y3": 0.4628, "X4": 0.33693, "Y4": 0.4618, "page": 0}, {"Word": "Daily", "Confidence": 0.849, "X1": 0.54313, "Y1": 0.4512, "X2": 0.59164, "Y2": 0.451, "X3": 0.5903, "Y3": 0.4628, "X4": 0.54178, "Y4": 0.4618, "page": 0}, {"Word": "6-day %", "Confidence": 0.975, "X1": 0.60512, "Y1": 0.4492, "X2": 0.70755, "Y2": 0.449, "X3": 0.70755, "Y3": 0.4638, "X4": 0.60512, "Y4": 0.4628, "page": 0}, {"Word": "Sunday 4-week", "Confidence": 0.712, "X1": 0.73585, "Y1": 0.4492, "X2": 0.89488, "Y2": 0.449, "X3": 0.89488, "Y3": 0.4618, "X4": 0.73585, "Y4": 0.4618, "page": 0}, {"Word": "Sex", "Confidence": 0.998, "X1": 0.1159, "Y1": 0.4732, "X2": 0.1442, "Y2": 0.473, "X3": 0.14286, "Y3": 0.4828, "X4": 0.11456, "Y4": 0.4818, "page": 0}, {"Word": "Male", "Confidence": 0.926, "X1": 0.13881, "Y1": 0.4852, "X2": 0.17385, "Y2": 0.485, "X3": 0.17251, "Y3": 0.4958, "X4": 0.13747, "Y4": 0.4948, "page": 0}, {"Word": "427,000", "Confidence": 0.991, "X1": 0.36253, "Y1": 0.4852, "X2": 0.41644, "Y2": 0.485, "X3": 0.41644, "Y3": 0.4968, "X4": 0.36253, "Y4": 0.4958, "page": 0}, {"Word": "17%", "Confidence": 0.656, "X1": 0.48248, "Y1": 0.4852, "X2": 0.51078, "Y2": 0.485, "X3": 0.50943, "Y3": 0.4968, "X4": 0.48113, "Y4": 0.4958, "page": 0}, {"Word": "228,000", "Confidence": 0.983, "X1": 0.53774, "Y1": 0.4842, "X2": 0.59569, "Y2": 0.484, "X3": 0.59569, "Y3": 0.4968, "X4": 0.53774, "Y4": 0.4968, "page": 0}, {"Word": "283,000", "Confidence": 0.941, "X1": 0.60916, "Y1": 0.4842, "X2": 0.66712, "Y2": 0.484, "X3": 0.66712, "Y3": 0.4968, "X4": 0.60916, "Y4": 0.4958, "page": 0}, {"Word": "66%", "Confidence": 0.969, "X1": 0.68868, "Y1": 0.4852, "X2": 0.71968, "Y2": 0.485, "X3": 0.71968, "Y3": 0.4958, "X4": 0.68868, "Y4": 0.4958, "page": 0}, {"Word": "294,000", "Confidence": 0.847, "X1": 0.73315, "Y1": 0.4842, "X2": 0.80323, "Y2": 0.484, "X3": 0.80323, "Y3": 0.4958, "X4": 0.73315, "Y4": 0.4958, "page": 0}, {"Word": "338,000", "Confidence": 0.883, "X1": 0.81132, "Y1": 0.4842, "X2": 0.86388, "Y2": 0.484, "X3": 0.86388, "Y3": 0.4948, "X4": 0.81132, "Y4": 0.4948, "page": 0}, {"Word": "79%", "Confidence": 0.958, "X1": 0.88679, "Y1": 0.4852, "X2": 0.91779, "Y2": 0.485, "X3": 0.91644, "Y3": 0.4958, "X4": 0.88544, "Y4": 0.4958, "page": 0}, {"Word": "80", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.4982, "X2": 0.90836, "Y2": 0.498, "X3": 0.90701, "Y3": 0.5078, "X4": 0.8841, "Y4": 0.5088, "page": 0}, {"Word": "Female", "Confidence": 0.9, "X1": 0.14555, "Y1": 0.4982, "X2": 0.19137, "Y2": 0.498, "X3": 0.19137, "Y3": 0.5088, "X4": 0.14555, "Y4": 0.5078, "page": 0}, {"Word": "483,000", "Confidence": 0.981, "X1": 0.36388, "Y1": 0.4972, "X2": 0.41779, "Y2": 0.497, "X3": 0.41779, "Y3": 0.5088, "X4": 0.36388, "Y4": 0.5088, "page": 0}, {"Word": "53", "Confidence": 0.992, "X1": 0.47709, "Y1": 0.4972, "X2": 0.49865, "Y2": 0.497, "X3": 0.4973, "Y3": 0.5088, "X4": 0.47709, "Y4": 0.5088, "page": 0}, {"Word": "238,000", "Confidence": 0.891, "X1": 0.54178, "Y1": 0.4972, "X2": 0.59838, "Y2": 0.497, "X3": 0.59704, "Y3": 0.5088, "X4": 0.54178, "Y4": 0.5078, "page": 0}, {"Word": "301,000", "Confidence": 0.993, "X1": 0.61186, "Y1": 0.4972, "X2": 0.66712, "Y2": 0.497, "X3": 0.66712, "Y3": 0.5088, "X4": 0.61186, "Y4": 0.5078, "page": 0}, {"Word": "62", "Confidence": 0.998, "X1": 0.68868, "Y1": 0.4992, "X2": 0.70755, "Y2": 0.499, "X3": 0.7062, "Y3": 0.5088, "X4": 0.68733, "Y4": 0.5088, "page": 0}, {"Word": "321,000", "Confidence": 0.95, "X1": 0.7372, "Y1": 0.4982, "X2": 0.7965, "Y2": 0.498, "X3": 0.79515, "Y3": 0.5088, "X4": 0.7372, "Y4": 0.5078, "page": 0}, {"Word": "384,000", "Confidence": 0.954, "X1": 0.80997, "Y1": 0.4972, "X2": 0.86658, "Y2": 0.497, "X3": 0.86523, "Y3": 0.5088, "X4": 0.80997, "Y4": 0.5078, "page": 0}, {"Word": "Race", "Confidence": 0.981, "X1": 0.11456, "Y1": 0.5162, "X2": 0.15633, "Y2": 0.516, "X3": 0.15633, "Y3": 0.5258, "X4": 0.11456, "Y4": 0.5238, "page": 0}, {"Word": "White", "Confidence": 0.739, "X1": 0.14151, "Y1": 0.5282, "X2": 0.18059, "Y2": 0.528, "X3": 0.17925, "Y3": 0.5378, "X4": 0.14151, "Y4": 0.5368, "page": 0}, {"Word": "605,000", "Confidence": 0.991, "X1": 0.36119, "Y1": 0.5272, "X2": 0.41509, "Y2": 0.527, "X3": 0.41509, "Y3": 0.5388, "X4": 0.36119, "Y4": 0.5388, "page": 0}, {"Word": "57%", "Confidence": 0.407, "X1": 0.48248, "Y1": 0.5282, "X2": 0.50943, "Y2": 0.528, "X3": 0.50943, "Y3": 0.5398, "X4": 0.48248, "Y4": 0.5398, "page": 0}, {"Word": "338,000", "Confidence": 0.994, "X1": 0.54043, "Y1": 0.5282, "X2": 0.59569, "Y2": 0.528, "X3": 0.59434, "Y3": 0.5398, "X4": 0.53908, "Y4": 0.5388, "page": 0}, {"Word": "414,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.5282, "X2": 0.66577, "Y2": 0.528, "X3": 0.66577, "Y3": 0.5398, "X4": 0.61321, "Y4": 0.5388, "page": 0}, {"Word": "68%", "Confidence": 0.988, "X1": 0.68733, "Y1": 0.5272, "X2": 0.72237, "Y2": 0.527, "X3": 0.72237, "Y3": 0.5388, "X4": 0.68733, "Y4": 0.5388, "page": 0}, {"Word": "427,000", "Confidence": 0.994, "X1": 0.73854, "Y1": 0.5272, "X2": 0.79919, "Y2": 0.527, "X3": 0.79919, "Y3": 0.5388, "X4": 0.73854, "Y4": 0.5388, "page": 0}, {"Word": "499,000", "Confidence": 0.994, "X1": 0.80593, "Y1": 0.5272, "X2": 0.86388, "Y2": 0.527, "X3": 0.86388, "Y3": 0.5388, "X4": 0.80593, "Y4": 0.5388, "page": 0}, {"Word": "82%", "Confidence": 0.981, "X1": 0.88275, "Y1": 0.5272, "X2": 0.92049, "Y2": 0.527, "X3": 0.92049, "Y3": 0.5388, "X4": 0.88275, "Y4": 0.5388, "page": 0}, {"Word": "Non-White", "Confidence": 0.982, "X1": 0.14286, "Y1": 0.5412, "X2": 0.21698, "Y2": 0.541, "X3": 0.21698, "Y3": 0.5518, "X4": 0.14286, "Y4": 0.5508, "page": 0}, {"Word": "295,000", "Confidence": 0.884, "X1": 0.36119, "Y1": 0.5402, "X2": 0.41779, "Y2": 0.54, "X3": 0.41779, "Y3": 0.5518, "X4": 0.36119, "Y4": 0.5518, "page": 0}, {"Word": "32", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.5402, "X2": 0.49596, "Y2": 0.54, "X3": 0.49596, "Y3": 0.5518, "X4": 0.47709, "Y4": 0.5518, "page": 0}, {"Word": "123,000", "Confidence": 0.991, "X1": 0.54447, "Y1": 0.5402, "X2": 0.59704, "Y2": 0.54, "X3": 0.59838, "Y3": 0.5518, "X4": 0.54447, "Y4": 0.5518, "page": 0}, {"Word": "164,000", "Confidence": 0.969, "X1": 0.61186, "Y1": 0.5402, "X2": 0.66981, "Y2": 0.54, "X3": 0.66981, "Y3": 0.5518, "X4": 0.61186, "Y4": 0.5518, "page": 0}, {"Word": "56", "Confidence": 0.996, "X1": 0.68598, "Y1": 0.5402, "X2": 0.7062, "Y2": 0.54, "X3": 0.7062, "Y3": 0.5518, "X4": 0.68598, "Y4": 0.5518, "page": 0}, {"Word": "180,000", "Confidence": 0.95, "X1": 0.74124, "Y1": 0.5412, "X2": 0.79784, "Y2": 0.541, "X3": 0.79784, "Y3": 0.5518, "X4": 0.74124, "Y4": 0.5508, "page": 0}, {"Word": "215,000", "Confidence": 0.958, "X1": 0.80189, "Y1": 0.5402, "X2": 0.86388, "Y2": 0.54, "X3": 0.86388, "Y3": 0.5518, "X4": 0.80189, "Y4": 0.5518, "page": 0}, {"Word": "73", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.5392, "X2": 0.90431, "Y2": 0.539, "X3": 0.90296, "Y3": 0.5508, "X4": 0.8841, "Y4": 0.5508, "page": 0}, {"Word": "Age", "Confidence": 0.641, "X1": 0.1159, "Y1": 0.5602, "X2": 0.14286, "Y2": 0.56, "X3": 0.14016, "Y3": 0.5698, "X4": 0.11456, "Y4": 0.5678, "page": 0}, {"Word": "18-34", "Confidence": 0.809, "X1": 0.1442, "Y1": 0.5702, "X2": 0.18194, "Y2": 0.57, "X3": 0.18329, "Y3": 0.5798, "X4": 0.14555, "Y4": 0.5798, "page": 0}, {"Word": "285,000", "Confidence": 0.948, "X1": 0.35984, "Y1": 0.5692, "X2": 0.41644, "Y2": 0.569, "X3": 0.41644, "Y3": 0.5808, "X4": 0.35984, "Y4": 0.5818, "page": 0}, {"Word": "31%", "Confidence": 0.789, "X1": 0.48113, "Y1": 0.5702, "X2": 0.50943, "Y2": 0.57, "X3": 0.50943, "Y3": 0.5818, "X4": 0.48113, "Y4": 0.5808, "page": 0}, {"Word": "95,000", "Confidence": 0.955, "X1": 0.54852, "Y1": 0.5702, "X2": 0.59704, "Y2": 0.57, "X3": 0.59704, "Y3": 0.5808, "X4": 0.54852, "Y4": 0.5798, "page": 0}, {"Word": "145,000", "Confidence": 0.993, "X1": 0.61321, "Y1": 0.5692, "X2": 0.66577, "Y2": 0.569, "X3": 0.66577, "Y3": 0.5808, "X4": 0.61321, "Y4": 0.5808, "page": 0}, {"Word": "51%", "Confidence": 0.802, "X1": 0.69137, "Y1": 0.5702, "X2": 0.71968, "Y2": 0.57, "X3": 0.71833, "Y3": 0.5798, "X4": 0.69137, "Y4": 0.5798, "page": 0}, {"Word": "173,000", "Confidence": 0.94, "X1": 0.73585, "Y1": 0.5692, "X2": 0.7965, "Y2": 0.569, "X3": 0.79784, "Y3": 0.5798, "X4": 0.73585, "Y4": 0.5818, "page": 0}, {"Word": "222,000", "Confidence": 0.901, "X1": 0.80863, "Y1": 0.5692, "X2": 0.86523, "Y2": 0.569, "X3": 0.86523, "Y3": 0.5798, "X4": 0.80863, "Y4": 0.5808, "page": 0}, {"Word": "78", "Confidence": 0.997, "X1": 0.88544, "Y1": 0.5702, "X2": 0.9097, "Y2": 0.57, "X3": 0.9097, "Y3": 0.5818, "X4": 0.88544, "Y4": 0.5828, "page": 0}, {"Word": "35-44", "Confidence": 0.943, "X1": 0.14286, "Y1": 0.5822, "X2": 0.18194, "Y2": 0.582, "X3": 0.18194, "Y3": 0.5918, "X4": 0.14286, "Y4": 0.5928, "page": 0}, {"Word": "203,000", "Confidence": 0.853, "X1": 0.36253, "Y1": 0.5822, "X2": 0.41779, "Y2": 0.582, "X3": 0.41779, "Y3": 0.5928, "X4": 0.36253, "Y4": 0.5938, "page": 0}, {"Word": "22", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.5832, "X2": 0.49596, "Y2": 0.583, "X3": 0.49596, "Y3": 0.5948, "X4": 0.47844, "Y4": 0.5948, "page": 0}, {"Word": "113,000", "Confidence": 0.945, "X1": 0.54447, "Y1": 0.5822, "X2": 0.59434, "Y2": 0.582, "X3": 0.59434, "Y3": 0.5928, "X4": 0.54447, "Y4": 0.5928, "page": 0}, {"Word": "141,000", "Confidence": 0.994, "X1": 0.61321, "Y1": 0.5822, "X2": 0.66577, "Y2": 0.582, "X3": 0.66577, "Y3": 0.5928, "X4": 0.61321, "Y4": 0.5938, "page": 0}, {"Word": "69", "Confidence": 0.997, "X1": 0.68733, "Y1": 0.5832, "X2": 0.7062, "Y2": 0.583, "X3": 0.7062, "Y3": 0.5928, "X4": 0.68733, "Y4": 0.5938, "page": 0}, {"Word": "145,000", "Confidence": 0.972, "X1": 0.74124, "Y1": 0.5822, "X2": 0.79515, "Y2": 0.582, "X3": 0.79515, "Y3": 0.5938, "X4": 0.74124, "Y4": 0.5938, "page": 0}, {"Word": "165,000", "Confidence": 0.846, "X1": 0.81132, "Y1": 0.5832, "X2": 0.86253, "Y2": 0.583, "X3": 0.86253, "Y3": 0.5918, "X4": 0.81132, "Y4": 0.5928, "page": 0}, {"Word": "81", "Confidence": 0.991, "X1": 0.8841, "Y1": 0.5822, "X2": 0.90296, "Y2": 0.582, "X3": 0.90296, "Y3": 0.5938, "X4": 0.8841, "Y4": 0.5938, "page": 0}, {"Word": "45-54", "Confidence": 0.961, "X1": 0.14286, "Y1": 0.5952, "X2": 0.1779, "Y2": 0.595, "X3": 0.17655, "Y3": 0.6058, "X4": 0.14286, "Y4": 0.6058, "page": 0}, {"Word": "157,000", "Confidence": 0.962, "X1": 0.36253, "Y1": 0.5952, "X2": 0.41509, "Y2": 0.595, "X3": 0.41509, "Y3": 0.6058, "X4": 0.36253, "Y4": 0.6068, "page": 0}, {"Word": "17", "Confidence": 0.946, "X1": 0.47439, "Y1": 0.5942, "X2": 0.49596, "Y2": 0.594, "X3": 0.49596, "Y3": 0.6058, "X4": 0.47439, "Y4": 0.6058, "page": 0}, {"Word": "89,000", "Confidence": 0.661, "X1": 0.54852, "Y1": 0.5962, "X2": 0.59434, "Y2": 0.596, "X3": 0.59434, "Y3": 0.6068, "X4": 0.54852, "Y4": 0.6058, "page": 0}, {"Word": "109,000", "Confidence": 0.986, "X1": 0.6159, "Y1": 0.5952, "X2": 0.66577, "Y2": 0.595, "X3": 0.66442, "Y3": 0.6058, "X4": 0.6159, "Y4": 0.6058, "page": 0}, {"Word": "69", "Confidence": 0.992, "X1": 0.68598, "Y1": 0.5952, "X2": 0.7062, "Y2": 0.595, "X3": 0.7062, "Y3": 0.6058, "X4": 0.68868, "Y4": 0.6058, "page": 0}, {"Word": "123,000", "Confidence": 0.66, "X1": 0.73854, "Y1": 0.5962, "X2": 0.7938, "Y2": 0.596, "X3": 0.7938, "Y3": 0.6068, "X4": 0.73854, "Y4": 0.6048, "page": 0}, {"Word": "126,000", "Confidence": 0.957, "X1": 0.81267, "Y1": 0.5962, "X2": 0.86253, "Y2": 0.596, "X3": 0.86253, "Y3": 0.6058, "X4": 0.81267, "Y4": 0.6048, "page": 0}, {"Word": "80", "Confidence": 0.996, "X1": 0.88275, "Y1": 0.5942, "X2": 0.90296, "Y2": 0.594, "X3": 0.90431, "Y3": 0.6058, "X4": 0.88275, "Y4": 0.6058, "page": 0}, {"Word": "105,000", "Confidence": 0.947, "X1": 0.36253, "Y1": 0.6072, "X2": 0.41644, "Y2": 0.607, "X3": 0.41644, "Y3": 0.6178, "X4": 0.36388, "Y4": 0.6198, "page": 0}, {"Word": "63,000", "Confidence": 0.929, "X1": 0.74663, "Y1": 0.6072, "X2": 0.79111, "Y2": 0.607, "X3": 0.79245, "Y3": 0.6178, "X4": 0.74663, "Y4": 0.6188, "page": 0}, {"Word": "78,000", "Confidence": 0.921, "X1": 0.81536, "Y1": 0.6082, "X2": 0.86253, "Y2": 0.608, "X3": 0.86388, "Y3": 0.6168, "X4": 0.81536, "Y4": 0.6188, "page": 0}, {"Word": "55-64", "Confidence": 0.939, "X1": 0.14151, "Y1": 0.6092, "X2": 0.18194, "Y2": 0.609, "X3": 0.17925, "Y3": 0.6188, "X4": 0.14151, "Y4": 0.6198, "page": 0}, {"Word": "12", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.6092, "X2": 0.4973, "Y2": 0.609, "X3": 0.4973, "Y3": 0.6218, "X4": 0.47574, "Y4": 0.6208, "page": 0}, {"Word": "55,000", "Confidence": 0.856, "X1": 0.54852, "Y1": 0.6082, "X2": 0.59569, "Y2": 0.608, "X3": 0.59569, "Y3": 0.6188, "X4": 0.54852, "Y4": 0.6188, "page": 0}, {"Word": "67,000", "Confidence": 0.991, "X1": 0.6159, "Y1": 0.6082, "X2": 0.66442, "Y2": 0.608, "X3": 0.66577, "Y3": 0.6188, "X4": 0.6159, "Y4": 0.6188, "page": 0}, {"Word": "04", "Confidence": 0.506, "X1": 0.68733, "Y1": 0.6092, "X2": 0.7062, "Y2": 0.609, "X3": 0.7062, "Y3": 0.6198, "X4": 0.68733, "Y4": 0.6198, "page": 0}, {"Word": "75", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.6082, "X2": 0.90566, "Y2": 0.608, "X3": 0.90431, "Y3": 0.6188, "X4": 0.88544, "Y4": 0.6208, "page": 0}, {"Word": "65-", "Confidence": 0.954, "X1": 0.14555, "Y1": 0.6202, "X2": 0.17385, "Y2": 0.62, "X3": 0.17251, "Y3": 0.6298, "X4": 0.1442, "Y4": 0.6298, "page": 0}, {"Word": "158,000", "Confidence": 0.941, "X1": 0.36388, "Y1": 0.6192, "X2": 0.41509, "Y2": 0.619, "X3": 0.41509, "Y3": 0.6318, "X4": 0.36388, "Y4": 0.6328, "page": 0}, {"Word": "17", "Confidence": 0.466, "X1": 0.47978, "Y1": 0.6182, "X2": 0.49461, "Y2": 0.618, "X3": 0.49326, "Y3": 0.6288, "X4": 0.47844, "Y4": 0.6288, "page": 0}, {"Word": "[14,000++ 122,000", "Confidence": 0.581, "X1": 0.54447, "Y1": 0.6202, "X2": 0.66442, "Y2": 0.62, "X3": 0.66442, "Y3": 0.6318, "X4": 0.54447, "Y4": 0.6308, "page": 0}, {"Word": "77", "Confidence": 0.405, "X1": 0.68868, "Y1": 0.6182, "X2": 0.70485, "Y2": 0.618, "X3": 0.70485, "Y3": 0.6298, "X4": 0.68868, "Y4": 0.6298, "page": 0}, {"Word": "120,000", "Confidence": 0.97, "X1": 0.74394, "Y1": 0.6212, "X2": 0.7965, "Y2": 0.621, "X3": 0.7965, "Y3": 0.6318, "X4": 0.74394, "Y4": 0.6318, "page": 0}, {"Word": "130,000", "Confidence": 0.934, "X1": 0.81132, "Y1": 0.6212, "X2": 0.85984, "Y2": 0.621, "X3": 0.86119, "Y3": 0.6308, "X4": 0.81132, "Y4": 0.6308, "page": 0}, {"Word": "87", "Confidence": 0.323, "X1": 0.88544, "Y1": 0.6192, "X2": 0.90162, "Y2": 0.619, "X3": 0.90162, "Y3": 0.6288, "X4": 0.88544, "Y4": 0.6288, "page": 0}, {"Word": "Education", "Confidence": 0.188, "X1": 0.11321, "Y1": 0.6382, "X2": 0.18598, "Y2": 0.638, "X3": 0.18598, "Y3": 0.6488, "X4": 0.11321, "Y4": 0.6478, "page": 0}, {"Word": "Some College/More", "Confidence": 0.8655, "X1": 0.14286, "Y1": 0.6502, "X2": 0.27493, "Y2": 0.65, "X3": 0.27358, "Y3": 0.6618, "X4": 0.14286, "Y4": 0.6608, "page": 0}, {"Word": "467,000", "Confidence": 0.985, "X1": 0.36253, "Y1": 0.6492, "X2": 0.41644, "Y2": 0.649, "X3": 0.41644, "Y3": 0.6598, "X4": 0.36253, "Y4": 0.6598, "page": 0}, {"Word": "51 %", "Confidence": 0.9945, "X1": 0.47574, "Y1": 0.6502, "X2": 0.50943, "Y2": 0.65, "X3": 0.50809, "Y3": 0.6608, "X4": 0.47574, "Y4": 0.6608, "page": 0}, {"Word": "266,000", "Confidence": 0.991, "X1": 0.54178, "Y1": 0.6502, "X2": 0.59838, "Y2": 0.65, "X3": 0.59838, "Y3": 0.6608, "X4": 0.54178, "Y4": 0.6608, "page": 0}, {"Word": "338,000", "Confidence": 0.991, "X1": 0.61186, "Y1": 0.6492, "X2": 0.66577, "Y2": 0.649, "X3": 0.66577, "Y3": 0.6598, "X4": 0.61186, "Y4": 0.6598, "page": 0}, {"Word": "72 %", "Confidence": 0.994, "X1": 0.68733, "Y1": 0.6502, "X2": 0.72507, "Y2": 0.65, "X3": 0.72372, "Y3": 0.6598, "X4": 0.68733, "Y4": 0.6598, "page": 0}, {"Word": "350,000", "Confidence": 0.949, "X1": 0.73181, "Y1": 0.6492, "X2": 0.79515, "Y2": 0.649, "X3": 0.79515, "Y3": 0.6598, "X4": 0.73181, "Y4": 0.6598, "page": 0}, {"Word": "402,000", "Confidence": 0.991, "X1": 0.80323, "Y1": 0.6492, "X2": 0.86388, "Y2": 0.649, "X3": 0.86388, "Y3": 0.6598, "X4": 0.80323, "Y4": 0.6598, "page": 0}, {"Word": "86 %", "Confidence": 0.983, "X1": 0.88275, "Y1": 0.6492, "X2": 0.92183, "Y2": 0.649, "X3": 0.92049, "Y3": 0.6608, "X4": 0.8814, "Y4": 0.6608, "page": 0}, {"Word": "High School/ Technical", "Confidence": 0.96567, "X1": 0.14016, "Y1": 0.6622, "X2": 0.28841, "Y2": 0.662, "X3": 0.28841, "Y3": 0.6748, "X4": 0.14016, "Y4": 0.6738, "page": 0}, {"Word": "330,000", "Confidence": 0.994, "X1": 0.36119, "Y1": 0.6622, "X2": 0.41509, "Y2": 0.662, "X3": 0.41509, "Y3": 0.6728, "X4": 0.36253, "Y4": 0.6738, "page": 0}, {"Word": "36", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.6632, "X2": 0.49596, "Y2": 0.663, "X3": 0.49461, "Y3": 0.6738, "X4": 0.47574, "Y4": 0.6738, "page": 0}, {"Word": "159,000", "Confidence": 0.992, "X1": 0.54313, "Y1": 0.6622, "X2": 0.59704, "Y2": 0.662, "X3": 0.59704, "Y3": 0.6738, "X4": 0.54313, "Y4": 0.6738, "page": 0}, {"Word": "187,000", "Confidence": 0.97, "X1": 0.61321, "Y1": 0.6622, "X2": 0.66712, "Y2": 0.662, "X3": 0.66712, "Y3": 0.6738, "X4": 0.61321, "Y4": 0.6728, "page": 0}, {"Word": "57", "Confidence": 0.992, "X1": 0.68598, "Y1": 0.6632, "X2": 0.70755, "Y2": 0.663, "X3": 0.70755, "Y3": 0.6758, "X4": 0.68733, "Y4": 0.6748, "page": 0}, {"Word": "207,000", "Confidence": 0.991, "X1": 0.7372, "Y1": 0.6632, "X2": 0.7938, "Y2": 0.663, "X3": 0.7938, "Y3": 0.6738, "X4": 0.7372, "Y4": 0.6728, "page": 0}, {"Word": "253,000", "Confidence": 0.991, "X1": 0.80728, "Y1": 0.6622, "X2": 0.86253, "Y2": 0.662, "X3": 0.86253, "Y3": 0.6728, "X4": 0.80728, "Y4": 0.6738, "page": 0}, {"Word": "Some High School Less", "Confidence": 0.948, "X1": 0.14016, "Y1": 0.6742, "X2": 0.2965, "Y2": 0.674, "X3": 0.2965, "Y3": 0.6878, "X4": 0.14016, "Y4": 0.6878, "page": 0}, {"Word": "108,000", "Confidence": 0.994, "X1": 0.36253, "Y1": 0.6752, "X2": 0.41779, "Y2": 0.675, "X3": 0.41644, "Y3": 0.6868, "X4": 0.36253, "Y4": 0.6858, "page": 0}, {"Word": "12", "Confidence": 0.995, "X1": 0.47709, "Y1": 0.6732, "X2": 0.49596, "Y2": 0.673, "X3": 0.49461, "Y3": 0.6858, "X4": 0.47574, "Y4": 0.6858, "page": 0}, {"Word": "40,000", "Confidence": 0.983, "X1": 0.55121, "Y1": 0.6752, "X2": 0.59704, "Y2": 0.675, "X3": 0.59569, "Y3": 0.6858, "X4": 0.55121, "Y4": 0.6858, "page": 0}, {"Word": "56,000", "Confidence": 0.995, "X1": 0.6186, "Y1": 0.6752, "X2": 0.66577, "Y2": 0.675, "X3": 0.66577, "Y3": 0.6858, "X4": 0.6186, "Y4": 0.6848, "page": 0}, {"Word": "52", "Confidence": 0.955, "X1": 0.68464, "Y1": 0.6732, "X2": 0.7062, "Y2": 0.673, "X3": 0.70755, "Y3": 0.6848, "X4": 0.68598, "Y4": 0.6848, "page": 0}, {"Word": "55,000", "Confidence": 0.982, "X1": 0.74528, "Y1": 0.6752, "X2": 0.79515, "Y2": 0.675, "X3": 0.79515, "Y3": 0.6858, "X4": 0.74528, "Y4": 0.6858, "page": 0}, {"Word": "65,000", "Confidence": 0.783, "X1": 0.81671, "Y1": 0.6752, "X2": 0.86523, "Y2": 0.675, "X3": 0.86523, "Y3": 0.6858, "X4": 0.81671, "Y4": 0.6858, "page": 0}, {"Word": "60", "Confidence": 0.911, "X1": 0.88275, "Y1": 0.6722, "X2": 0.90431, "Y2": 0.672, "X3": 0.90431, "Y3": 0.6858, "X4": 0.88275, "Y4": 0.6848, "page": 0}, {"Word": "Occupation", "Confidence": 0.962, "X1": 0.1159, "Y1": 0.6922, "X2": 0.19946, "Y2": 0.692, "X3": 0.19946, "Y3": 0.7038, "X4": 0.1159, "Y4": 0.7038, "page": 0}, {"Word": "Professional, Proprietor, Manager 194,000", "Confidence": 0.9365, "X1": 0.14016, "Y1": 0.7042, "X2": 0.41509, "Y2": 0.704, "X3": 0.41509, "Y3": 0.7178, "X4": 0.14016, "Y4": 0.7178, "page": 0}, {"Word": "21%", "Confidence": 0.941, "X1": 0.47574, "Y1": 0.7052, "X2": 0.50943, "Y2": 0.705, "X3": 0.50943, "Y3": 0.7168, "X4": 0.47439, "Y4": 0.7168, "page": 0}, {"Word": "103.000", "Confidence": 0.667, "X1": 0.54447, "Y1": 0.7042, "X2": 0.59973, "Y2": 0.704, "X3": 0.59973, "Y3": 0.7158, "X4": 0.54447, "Y4": 0.7158, "page": 0}, {"Word": "135,000", "Confidence": 0.952, "X1": 0.61321, "Y1": 0.7052, "X2": 0.66577, "Y2": 0.705, "X3": 0.66577, "Y3": 0.7158, "X4": 0.61321, "Y4": 0.7158, "page": 0}, {"Word": "70%", "Confidence": 0.793, "X1": 0.68598, "Y1": 0.7052, "X2": 0.72507, "Y2": 0.705, "X3": 0.72372, "Y3": 0.7168, "X4": 0.68598, "Y4": 0.7158, "page": 0}, {"Word": "143,000", "Confidence": 0.976, "X1": 0.73315, "Y1": 0.7052, "X2": 0.79784, "Y2": 0.705, "X3": 0.79784, "Y3": 0.7158, "X4": 0.73315, "Y4": 0.7158, "page": 0}, {"Word": "160,000", "Confidence": 0.953, "X1": 0.81132, "Y1": 0.7052, "X2": 0.86388, "Y2": 0.705, "X3": 0.86388, "Y3": 0.7158, "X4": 0.81132, "Y4": 0.7158, "page": 0}, {"Word": "82%", "Confidence": 0.998, "X1": 0.8841, "Y1": 0.7042, "X2": 0.91779, "Y2": 0.704, "X3": 0.91644, "Y3": 0.7158, "X4": 0.88275, "Y4": 0.7168, "page": 0}, {"Word": "186,000", "Confidence": 0.993, "X1": 0.36388, "Y1": 0.7172, "X2": 0.41644, "Y2": 0.717, "X3": 0.41644, "Y3": 0.7278, "X4": 0.36388, "Y4": 0.7278, "page": 0}, {"Word": "90,000", "Confidence": 0.878, "X1": 0.54852, "Y1": 0.7182, "X2": 0.59434, "Y2": 0.718, "X3": 0.59434, "Y3": 0.7278, "X4": 0.54852, "Y4": 0.7278, "page": 0}, {"Word": "114,000", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.7172, "X2": 0.66577, "Y2": 0.717, "X3": 0.66577, "Y3": 0.7278, "X4": 0.61456, "Y4": 0.7278, "page": 0}, {"Word": "6L", "Confidence": 0.857, "X1": 0.68733, "Y1": 0.7182, "X2": 0.7062, "Y2": 0.718, "X3": 0.7062, "Y3": 0.7278, "X4": 0.68733, "Y4": 0.7278, "page": 0}, {"Word": "127,000", "Confidence": 0.957, "X1": 0.74259, "Y1": 0.7172, "X2": 0.7938, "Y2": 0.717, "X3": 0.7938, "Y3": 0.7268, "X4": 0.74259, "Y4": 0.7268, "page": 0}, {"Word": "164,000", "Confidence": 0.993, "X1": 0.80997, "Y1": 0.7182, "X2": 0.86253, "Y2": 0.718, "X3": 0.86253, "Y3": 0.7278, "X4": 0.80997, "Y4": 0.7278, "page": 0}, {"Word": "Other White Collar", "Confidence": 0.946, "X1": 0.14151, "Y1": 0.7172, "X2": 0.2655, "Y2": 0.717, "X3": 0.2655, "Y3": 0.7288, "X4": 0.14151, "Y4": 0.7278, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.7172, "X2": 0.4973, "Y2": 0.717, "X3": 0.49596, "Y3": 0.7298, "X4": 0.47709, "Y4": 0.7288, "page": 0}, {"Word": "88", "Confidence": 0.996, "X1": 0.88275, "Y1": 0.7152, "X2": 0.90431, "Y2": 0.715, "X3": 0.90431, "Y3": 0.7298, "X4": 0.88275, "Y4": 0.7298, "page": 0}, {"Word": "Blue Collar", "Confidence": 0.9925, "X1": 0.14151, "Y1": 0.7302, "X2": 0.21698, "Y2": 0.73, "X3": 0.21698, "Y3": 0.7418, "X4": 0.14151, "Y4": 0.7418, "page": 0}, {"Word": "218,000", "Confidence": 0.992, "X1": 0.36253, "Y1": 0.7302, "X2": 0.41509, "Y2": 0.73, "X3": 0.41509, "Y3": 0.7408, "X4": 0.36253, "Y4": 0.7418, "page": 0}, {"Word": "24", "Confidence": 0.997, "X1": 0.47709, "Y1": 0.7302, "X2": 0.49461, "Y2": 0.73, "X3": 0.49461, "Y3": 0.7408, "X4": 0.47709, "Y4": 0.7408, "page": 0}, {"Word": "102,000", "Confidence": 0.9, "X1": 0.54447, "Y1": 0.7302, "X2": 0.59569, "Y2": 0.73, "X3": 0.59569, "Y3": 0.7408, "X4": 0.54447, "Y4": 0.7408, "page": 0}, {"Word": "131,000", "Confidence": 0.956, "X1": 0.61321, "Y1": 0.7302, "X2": 0.66712, "Y2": 0.73, "X3": 0.66577, "Y3": 0.7408, "X4": 0.61321, "Y4": 0.7398, "page": 0}, {"Word": "60", "Confidence": 0.961, "X1": 0.68598, "Y1": 0.7312, "X2": 0.70485, "Y2": 0.731, "X3": 0.7062, "Y3": 0.7408, "X4": 0.68598, "Y4": 0.7398, "page": 0}, {"Word": "142,000", "Confidence": 0.958, "X1": 0.73989, "Y1": 0.7302, "X2": 0.79245, "Y2": 0.73, "X3": 0.79245, "Y3": 0.7398, "X4": 0.73989, "Y4": 0.7408, "page": 0}, {"Word": "163,000", "Confidence": 0.971, "X1": 0.81132, "Y1": 0.7302, "X2": 0.86253, "Y2": 0.73, "X3": 0.86253, "Y3": 0.7408, "X4": 0.81132, "Y4": 0.7408, "page": 0}, {"Word": "75", "Confidence": 0.998, "X1": 0.8841, "Y1": 0.7292, "X2": 0.90566, "Y2": 0.729, "X3": 0.90431, "Y3": 0.7408, "X4": 0.8841, "Y4": 0.7418, "page": 0}, {"Word": "Other, Not in Labor Force", "Confidence": 0.9584, "X1": 0.14016, "Y1": 0.7432, "X2": 0.30997, "Y2": 0.743, "X3": 0.30997, "Y3": 0.7558, "X4": 0.14016, "Y4": 0.7548, "page": 0}, {"Word": "124,000", "Confidence": 0.991, "X1": 0.36253, "Y1": 0.7422, "X2": 0.41509, "Y2": 0.742, "X3": 0.41509, "Y3": 0.7548, "X4": 0.36253, "Y4": 0.7548, "page": 0}, {"Word": "14", "Confidence": 0.996, "X1": 0.47709, "Y1": 0.7432, "X2": 0.49596, "Y2": 0.743, "X3": 0.49596, "Y3": 0.7548, "X4": 0.47709, "Y4": 0.7538, "page": 0}, {"Word": "55,000", "Confidence": 0.845, "X1": 0.54987, "Y1": 0.7432, "X2": 0.59434, "Y2": 0.743, "X3": 0.59299, "Y3": 0.7548, "X4": 0.54987, "Y4": 0.7538, "page": 0}, {"Word": "73.000", "Confidence": 0.658, "X1": 0.6186, "Y1": 0.7432, "X2": 0.66307, "Y2": 0.743, "X3": 0.66173, "Y3": 0.7538, "X4": 0.6186, "Y4": 0.7538, "page": 0}, {"Word": "59", "Confidence": 0.666, "X1": 0.68598, "Y1": 0.7432, "X2": 0.7062, "Y2": 0.743, "X3": 0.70755, "Y3": 0.7528, "X4": 0.68733, "Y4": 0.7528, "page": 0}, {"Word": "67,000", "Confidence": 0.955, "X1": 0.74663, "Y1": 0.7432, "X2": 0.79111, "Y2": 0.743, "X3": 0.79111, "Y3": 0.7538, "X4": 0.74663, "Y4": 0.7538, "page": 0}, {"Word": "83,000", "Confidence": 0.957, "X1": 0.81671, "Y1": 0.7432, "X2": 0.86119, "Y2": 0.743, "X3": 0.85984, "Y3": 0.7548, "X4": 0.81671, "Y4": 0.7538, "page": 0}, {"Word": "67", "Confidence": 0.996, "X1": 0.8841, "Y1": 0.7432, "X2": 0.90296, "Y2": 0.743, "X3": 0.90296, "Y3": 0.7528, "X4": 0.8841, "Y4": 0.7538, "page": 0}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.14151, "Y1": 0.7562, "X2": 0.19003, "Y2": 0.756, "X3": 0.19003, "Y3": 0.7678, "X4": 0.14151, "Y4": 0.7668, "page": 0}, {"Word": "155,000", "Confidence": 0.798, "X1": 0.36119, "Y1": 0.7552, "X2": 0.41644, "Y2": 0.755, "X3": 0.41644, "Y3": 0.7668, "X4": 0.36119, "Y4": 0.7658, "page": 0}, {"Word": "17", "Confidence": 0.849, "X1": 0.47844, "Y1": 0.7542, "X2": 0.49461, "Y2": 0.754, "X3": 0.49326, "Y3": 0.7648, "X4": 0.47844, "Y4": 0.7658, "page": 0}, {"Word": "106,000", "Confidence": 0.976, "X1": 0.54313, "Y1": 0.7562, "X2": 0.59569, "Y2": 0.756, "X3": 0.59569, "Y3": 0.7678, "X4": 0.54313, "Y4": 0.7668, "page": 0}, {"Word": "115,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.7562, "X2": 0.66442, "Y2": 0.756, "X3": 0.66442, "Y3": 0.7668, "X4": 0.61186, "Y4": 0.7668, "page": 0}, {"Word": "74", "Confidence": 0.906, "X1": 0.69003, "Y1": 0.7542, "X2": 0.70485, "Y2": 0.754, "X3": 0.7035, "Y3": 0.7648, "X4": 0.69003, "Y4": 0.7658, "page": 0}, {"Word": "113,000", "Confidence": 0.994, "X1": 0.74124, "Y1": 0.7562, "X2": 0.7938, "Y2": 0.756, "X3": 0.7938, "Y3": 0.7668, "X4": 0.74124, "Y4": 0.7668, "page": 0}, {"Word": "128,000", "Confidence": 0.995, "X1": 0.80997, "Y1": 0.7562, "X2": 0.86253, "Y2": 0.756, "X3": 0.86253, "Y3": 0.7668, "X4": 0.80997, "Y4": 0.7668, "page": 0}, {"Word": "83", "Confidence": 0.998, "X1": 0.88679, "Y1": 0.7552, "X2": 0.90162, "Y2": 0.755, "X3": 0.90027, "Y3": 0.7648, "X4": 0.88544, "Y4": 0.7658, "page": 0}, {"Word": "Annual Household Gross Income", "Confidence": 0.83975, "X1": 0.11321, "Y1": 0.7722, "X2": 0.33827, "Y2": 0.772, "X3": 0.33827, "Y3": 0.7858, "X4": 0.11321, "Y4": 0.7858, "page": 0}, {"Word": "Under $25,000", "Confidence": 0.989, "X1": 0.13612, "Y1": 0.7852, "X2": 0.2372, "Y2": 0.785, "X3": 0.2372, "Y3": 0.7968, "X4": 0.13612, "Y4": 0.7968, "page": 0}, {"Word": "193,000", "Confidence": 0.993, "X1": 0.36253, "Y1": 0.7852, "X2": 0.41375, "Y2": 0.785, "X3": 0.41375, "Y3": 0.7958, "X4": 0.36253, "Y4": 0.7958, "page": 0}, {"Word": "21 %", "Confidence": 0.9405, "X1": 0.47709, "Y1": 0.7862, "X2": 0.50809, "Y2": 0.786, "X3": 0.50809, "Y3": 0.7968, "X4": 0.47709, "Y4": 0.7968, "page": 0}, {"Word": "73,000", "Confidence": 0.991, "X1": 0.54852, "Y1": 0.7852, "X2": 0.59434, "Y2": 0.785, "X3": 0.59434, "Y3": 0.7968, "X4": 0.54852, "Y4": 0.7968, "page": 0}, {"Word": "96,000", "Confidence": 0.952, "X1": 0.62129, "Y1": 0.7852, "X2": 0.66577, "Y2": 0.785, "X3": 0.66577, "Y3": 0.7958, "X4": 0.62129, "Y4": 0.7958, "page": 0}, {"Word": "49%", "Confidence": 0.988, "X1": 0.68598, "Y1": 0.7862, "X2": 0.71968, "Y2": 0.786, "X3": 0.71968, "Y3": 0.7968, "X4": 0.68733, "Y4": 0.7968, "page": 0}, {"Word": "94,000", "Confidence": 0.995, "X1": 0.74798, "Y1": 0.7852, "X2": 0.79245, "Y2": 0.785, "X3": 0.79245, "Y3": 0.7958, "X4": 0.74798, "Y4": 0.7958, "page": 0}, {"Word": "121,000", "Confidence": 0.93, "X1": 0.80997, "Y1": 0.7852, "X2": 0.86388, "Y2": 0.785, "X3": 0.86388, "Y3": 0.7958, "X4": 0.80997, "Y4": 0.7958, "page": 0}, {"Word": "63%", "Confidence": 0.991, "X1": 0.88544, "Y1": 0.7852, "X2": 0.91914, "Y2": 0.785, "X3": 0.91779, "Y3": 0.7968, "X4": 0.8841, "Y4": 0.7968, "page": 0}, {"Word": "121,000", "Confidence": 0.955, "X1": 0.36388, "Y1": 0.7972, "X2": 0.41644, "Y2": 0.797, "X3": 0.41644, "Y3": 0.8078, "X4": 0.36388, "Y4": 0.8098, "page": 0}, {"Word": "60,000", "Confidence": 0.941, "X1": 0.54987, "Y1": 0.7982, "X2": 0.59569, "Y2": 0.798, "X3": 0.59704, "Y3": 0.8078, "X4": 0.54987, "Y4": 0.8098, "page": 0}, {"Word": "$25,000-34,999", "Confidence": 0.658, "X1": 0.14016, "Y1": 0.7972, "X2": 0.24394, "Y2": 0.797, "X3": 0.24528, "Y3": 0.8098, "X4": 0.14016, "Y4": 0.8098, "page": 0}, {"Word": "13", "Confidence": 0.997, "X1": 0.47709, "Y1": 0.7982, "X2": 0.49461, "Y2": 0.798, "X3": 0.49326, "Y3": 0.8098, "X4": 0.47574, "Y4": 0.8098, "page": 0}, {"Word": "76,000", "Confidence": 0.991, "X1": 0.62129, "Y1": 0.7982, "X2": 0.66577, "Y2": 0.798, "X3": 0.66577, "Y3": 0.8088, "X4": 0.62129, "Y4": 0.8088, "page": 0}, {"Word": "63", "Confidence": 0.997, "X1": 0.68598, "Y1": 0.7972, "X2": 0.70485, "Y2": 0.797, "X3": 0.7062, "Y3": 0.8088, "X4": 0.68598, "Y4": 0.8098, "page": 0}, {"Word": "78,000", "Confidence": 0.994, "X1": 0.74798, "Y1": 0.7982, "X2": 0.79515, "Y2": 0.798, "X3": 0.79515, "Y3": 0.8088, "X4": 0.74798, "Y4": 0.8088, "page": 0}, {"Word": "90,000", "Confidence": 0.982, "X1": 0.81402, "Y1": 0.7982, "X2": 0.86253, "Y2": 0.798, "X3": 0.86253, "Y3": 0.8088, "X4": 0.81402, "Y4": 0.8088, "page": 0}, {"Word": "74", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.7972, "X2": 0.90701, "Y2": 0.797, "X3": 0.90566, "Y3": 0.8088, "X4": 0.88544, "Y4": 0.8098, "page": 0}, {"Word": "$35,000-49,999", "Confidence": 0.888, "X1": 0.13881, "Y1": 0.8112, "X2": 0.24394, "Y2": 0.811, "X3": 0.24394, "Y3": 0.8218, "X4": 0.13881, "Y4": 0.8228, "page": 0}, {"Word": "195,000", "Confidence": 0.849, "X1": 0.36253, "Y1": 0.8102, "X2": 0.41644, "Y2": 0.81, "X3": 0.41779, "Y3": 0.8218, "X4": 0.36253, "Y4": 0.8228, "page": 0}, {"Word": "22", "Confidence": 0.996, "X1": 0.47439, "Y1": 0.8112, "X2": 0.49596, "Y2": 0.811, "X3": 0.49596, "Y3": 0.8218, "X4": 0.47439, "Y4": 0.8218, "page": 0}, {"Word": "98.000", "Confidence": 0.659, "X1": 0.54987, "Y1": 0.8102, "X2": 0.59704, "Y2": 0.81, "X3": 0.59704, "Y3": 0.8218, "X4": 0.54987, "Y4": 0.8218, "page": 0}, {"Word": "129.000", "Confidence": 0.672, "X1": 0.61456, "Y1": 0.8102, "X2": 0.66442, "Y2": 0.81, "X3": 0.66442, "Y3": 0.8218, "X4": 0.61456, "Y4": 0.8218, "page": 0}, {"Word": "66", "Confidence": 0.986, "X1": 0.68598, "Y1": 0.8102, "X2": 0.70755, "Y2": 0.81, "X3": 0.70755, "Y3": 0.8218, "X4": 0.68598, "Y4": 0.8218, "page": 0}, {"Word": "141,000", "Confidence": 0.685, "X1": 0.73989, "Y1": 0.8102, "X2": 0.7965, "Y2": 0.81, "X3": 0.7965, "Y3": 0.8228, "X4": 0.73989, "Y4": 0.8218, "page": 0}, {"Word": "164,000", "Confidence": 0.808, "X1": 0.80997, "Y1": 0.8102, "X2": 0.86388, "Y2": 0.81, "X3": 0.86388, "Y3": 0.8218, "X4": 0.80997, "Y4": 0.8218, "page": 0}, {"Word": "84", "Confidence": 0.997, "X1": 0.88275, "Y1": 0.8092, "X2": 0.90566, "Y2": 0.809, "X3": 0.90566, "Y3": 0.8208, "X4": 0.8841, "Y4": 0.8208, "page": 0}, {"Word": "$50,000-74,999", "Confidence": 0.929, "X1": 0.14286, "Y1": 0.8232, "X2": 0.24394, "Y2": 0.823, "X3": 0.24394, "Y3": 0.8348, "X4": 0.14286, "Y4": 0.8348, "page": 0}, {"Word": "231,000", "Confidence": 0.994, "X1": 0.35984, "Y1": 0.8232, "X2": 0.41509, "Y2": 0.823, "X3": 0.41509, "Y3": 0.8348, "X4": 0.36119, "Y4": 0.8358, "page": 0}, {"Word": "25", "Confidence": 0.956, "X1": 0.47574, "Y1": 0.8242, "X2": 0.49596, "Y2": 0.824, "X3": 0.49596, "Y3": 0.8338, "X4": 0.47574, "Y4": 0.8338, "page": 0}, {"Word": "120,000", "Confidence": 0.901, "X1": 0.54178, "Y1": 0.8232, "X2": 0.59704, "Y2": 0.823, "X3": 0.59704, "Y3": 0.8338, "X4": 0.54178, "Y4": 0.8338, "page": 0}, {"Word": "150,000", "Confidence": 0.971, "X1": 0.61456, "Y1": 0.8242, "X2": 0.66577, "Y2": 0.824, "X3": 0.66577, "Y3": 0.8348, "X4": 0.61456, "Y4": 0.8338, "page": 0}, {"Word": "65", "Confidence": 0.996, "X1": 0.68464, "Y1": 0.8242, "X2": 0.7062, "Y2": 0.824, "X3": 0.70755, "Y3": 0.8358, "X4": 0.68598, "Y4": 0.8358, "page": 0}, {"Word": "161,000", "Confidence": 0.981, "X1": 0.74259, "Y1": 0.8232, "X2": 0.79245, "Y2": 0.823, "X3": 0.79245, "Y3": 0.8338, "X4": 0.74259, "Y4": 0.8338, "page": 0}, {"Word": "193,000", "Confidence": 0.966, "X1": 0.80863, "Y1": 0.8232, "X2": 0.86119, "Y2": 0.823, "X3": 0.86119, "Y3": 0.8338, "X4": 0.80863, "Y4": 0.8338, "page": 0}, {"Word": "84", "Confidence": 0.995, "X1": 0.88275, "Y1": 0.8212, "X2": 0.90701, "Y2": 0.821, "X3": 0.90701, "Y3": 0.8328, "X4": 0.88275, "Y4": 0.8328, "page": 0}, {"Word": "$75,000+", "Confidence": 0.932, "X1": 0.14016, "Y1": 0.8362, "X2": 0.20216, "Y2": 0.836, "X3": 0.2035, "Y3": 0.8468, "X4": 0.14016, "Y4": 0.8468, "page": 0}, {"Word": "170,000", "Confidence": 0.748, "X1": 0.36253, "Y1": 0.8362, "X2": 0.41509, "Y2": 0.836, "X3": 0.41509, "Y3": 0.8468, "X4": 0.36253, "Y4": 0.8478, "page": 0}, {"Word": "19", "Confidence": 0.606, "X1": 0.47844, "Y1": 0.8342, "X2": 0.49461, "Y2": 0.834, "X3": 0.49326, "Y3": 0.8448, "X4": 0.47709, "Y4": 0.8448, "page": 0}, {"Word": "115,000", "Confidence": 0.866, "X1": 0.54447, "Y1": 0.8362, "X2": 0.59569, "Y2": 0.836, "X3": 0.59569, "Y3": 0.8468, "X4": 0.54447, "Y4": 0.8468, "page": 0}, {"Word": "134,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.8362, "X2": 0.66577, "Y2": 0.836, "X3": 0.66577, "Y3": 0.8468, "X4": 0.61321, "Y4": 0.8468, "page": 0}, {"Word": "70", "Confidence": 0.87, "X1": 0.69003, "Y1": 0.8332, "X2": 0.7062, "Y2": 0.833, "X3": 0.7062, "Y3": 0.8448, "X4": 0.69003, "Y4": 0.8458, "page": 0}, {"Word": "140,000", "Confidence": 0.993, "X1": 0.74124, "Y1": 0.8362, "X2": 0.79111, "Y2": 0.836, "X3": 0.79111, "Y3": 0.8478, "X4": 0.74124, "Y4": 0.8478, "page": 0}, {"Word": "154,000", "Confidence": 0.812, "X1": 0.81132, "Y1": 0.8362, "X2": 0.86253, "Y2": 0.836, "X3": 0.86253, "Y3": 0.8468, "X4": 0.81132, "Y4": 0.8458, "page": 0}, {"Word": "91", "Confidence": 0.797, "X1": 0.88544, "Y1": 0.8352, "X2": 0.90162, "Y2": 0.835, "X3": 0.90027, "Y3": 0.8448, "X4": 0.8841, "Y4": 0.8448, "page": 0}, {"Word": "Home", "Confidence": 0.981, "X1": 0.11186, "Y1": 0.8542, "X2": 0.15903, "Y2": 0.854, "X3": 0.15903, "Y3": 0.8648, "X4": 0.11186, "Y4": 0.8638, "page": 0}, {"Word": "4Owned", "Confidence": 0.617, "X1": 0.12399, "Y1": 0.8662, "X2": 0.19003, "Y2": 0.866, "X3": 0.18868, "Y3": 0.8778, "X4": 0.12399, "Y4": 0.8748, "page": 0}, {"Word": "697,000", "Confidence": 0.972, "X1": 0.36119, "Y1": 0.8652, "X2": 0.41375, "Y2": 0.865, "X3": 0.41375, "Y3": 0.8768, "X4": 0.36119, "Y4": 0.8778, "page": 0}, {"Word": "377,000", "Confidence": 0.941, "X1": 0.54043, "Y1": 0.8652, "X2": 0.59704, "Y2": 0.865, "X3": 0.59704, "Y3": 0.8768, "X4": 0.54043, "Y4": 0.8768, "page": 0}, {"Word": "458.000", "Confidence": 0.666, "X1": 0.60916, "Y1": 0.8662, "X2": 0.66442, "Y2": 0.866, "X3": 0.66442, "Y3": 0.8768, "X4": 0.60916, "Y4": 0.8758, "page": 0}, {"Word": "66%", "Confidence": 0.889, "X1": 0.68868, "Y1": 0.8652, "X2": 0.71833, "Y2": 0.865, "X3": 0.71698, "Y3": 0.8778, "X4": 0.68733, "Y4": 0.8778, "page": 0}, {"Word": "474,000", "Confidence": 0.991, "X1": 0.73989, "Y1": 0.8652, "X2": 0.79245, "Y2": 0.865, "X3": 0.79245, "Y3": 0.8758, "X4": 0.73989, "Y4": 0.8758, "page": 0}, {"Word": "548,000", "Confidence": 0.991, "X1": 0.81132, "Y1": 0.8652, "X2": 0.86253, "Y2": 0.865, "X3": 0.86253, "Y3": 0.8758, "X4": 0.81132, "Y4": 0.8758, "page": 0}, {"Word": "79%", "Confidence": 0.955, "X1": 0.88275, "Y1": 0.8642, "X2": 0.91914, "Y2": 0.864, "X3": 0.91779, "Y3": 0.8768, "X4": 0.8814, "Y4": 0.8758, "page": 0}, {"Word": "7%", "Confidence": 0.931, "X1": 0.48383, "Y1": 0.8662, "X2": 0.50943, "Y2": 0.866, "X3": 0.50809, "Y3": 0.8798, "X4": 0.48248, "Y4": 0.8798, "page": 0}, {"Word": "59", "Confidence": 0.823, "X1": 0.68733, "Y1": 0.8772, "X2": 0.7062, "Y2": 0.877, "X3": 0.70485, "Y3": 0.8878, "X4": 0.68733, "Y4": 0.8878, "page": 0}, {"Word": "82", "Confidence": 0.992, "X1": 0.8841, "Y1": 0.8772, "X2": 0.90431, "Y2": 0.877, "X3": 0.90296, "Y3": 0.8878, "X4": 0.8841, "Y4": 0.8878, "page": 0}, {"Word": "Rented", "Confidence": 0.996, "X1": 0.14286, "Y1": 0.8792, "X2": 0.19003, "Y2": 0.879, "X3": 0.19003, "Y3": 0.8898, "X4": 0.14286, "Y4": 0.8898, "page": 0}, {"Word": "204,000", "Confidence": 0.901, "X1": 0.36253, "Y1": 0.8782, "X2": 0.41509, "Y2": 0.878, "X3": 0.41509, "Y3": 0.8898, "X4": 0.36253, "Y4": 0.8898, "page": 0}, {"Word": "22", "Confidence": 0.984, "X1": 0.47709, "Y1": 0.8752, "X2": 0.50135, "Y2": 0.875, "X3": 0.5, "Y3": 0.8888, "X4": 0.47574, "Y4": 0.8878, "page": 0}, {"Word": "84,000", "Confidence": 0.793, "X1": 0.54852, "Y1": 0.8772, "X2": 0.59973, "Y2": 0.877, "X3": 0.59973, "Y3": 0.8888, "X4": 0.54852, "Y4": 0.8878, "page": 0}, {"Word": "119,000", "Confidence": 0.955, "X1": 0.61321, "Y1": 0.8772, "X2": 0.66577, "Y2": 0.877, "X3": 0.66577, "Y3": 0.8888, "X4": 0.61321, "Y4": 0.8888, "page": 0}, {"Word": "135,000", "Confidence": 0.982, "X1": 0.74124, "Y1": 0.8772, "X2": 0.79515, "Y2": 0.877, "X3": 0.79515, "Y3": 0.8888, "X4": 0.74124, "Y4": 0.8888, "page": 0}, {"Word": "167,000", "Confidence": 0.991, "X1": 0.81132, "Y1": 0.8772, "X2": 0.86119, "Y2": 0.877, "X3": 0.86119, "Y3": 0.8888, "X4": 0.81132, "Y4": 0.8878, "page": 0}, {"Word": "Nolle: Because \"No Answers\" have not beer included and because of rounding andfor multiple responses, numbers may add to more or less than the total.", "Confidence": 0.8354, "X1": 0.11186, "Y1": 0.9032, "X2": 0.9097, "Y2": 0.903, "X3": 0.9097, "Y3": 0.9158, "X4": 0.11186, "Y4": 0.9168, "page": 0}, {"Word": "2084107668", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.9332, "X2": 0.83693, "Y2": 0.933, "X3": 0.83693, "Y3": 0.9518, "X4": 0.71294, "Y4": 0.9528, "page": 0}], "words_data": [{"Word": "TOTAL", "Confidence": 0.993, "X1": 0.34501, "Y1": 0.1272, "X2": 0.41509, "Y2": 0.127, "X3": 0.41509, "Y3": 0.1448, "X4": 0.34367, "Y4": 0.1448, "page": 0, "Index": 0}, {"Word": "MARKET", "Confidence": 0.997, "X1": 0.42049, "Y1": 0.1272, "X2": 0.52022, "Y2": 0.127, "X3": 0.52022, "Y3": 0.1458, "X4": 0.42049, "Y4": 0.1448, "page": 0, "Index": 1}, {"Word": "AREA*", "Confidence": 0.997, "X1": 0.52561, "Y1": 0.1272, "X2": 0.59838, "Y2": 0.127, "X3": 0.59838, "Y3": 0.1458, "X4": 0.52561, "Y4": 0.1458, "page": 0, "Index": 2}, {"Word": "(TMA)", "Confidence": 0.993, "X1": 0.60377, "Y1": 0.1282, "X2": 0.67116, "Y2": 0.128, "X3": 0.67116, "Y3": 0.1458, "X4": 0.60377, "Y4": 0.1458, "page": 0, "Index": 3}, {"Word": "Of", "Confidence": 0.993, "X1": 0.22372, "Y1": 0.1482, "X2": 0.23854, "Y2": 0.148, "X3": 0.23989, "Y3": 0.1618, "X4": 0.22372, "Y4": 0.1618, "page": 0, "Index": 4}, {"Word": "the", "Confidence": 0.998, "X1": 0.24259, "Y1": 0.1482, "X2": 0.26415, "Y2": 0.148, "X3": 0.2655, "Y3": 0.1618, "X4": 0.24259, "Y4": 0.1618, "page": 0, "Index": 5}, {"Word": "Richmond", "Confidence": 0.942, "X1": 0.26819, "Y1": 0.1482, "X2": 0.34232, "Y2": 0.148, "X3": 0.34232, "Y3": 0.1618, "X4": 0.26954, "Y4": 0.1618, "page": 0, "Index": 6}, {"Word": "Times-Dispatch", "Confidence": 0.955, "X1": 0.34636, "Y1": 0.1482, "X2": 0.45822, "Y2": 0.148, "X3": 0.45822, "Y3": 0.1618, "X4": 0.34636, "Y4": 0.1618, "page": 0, "Index": 7}, {"Word": ".", "Confidence": 0.908, "X1": 0.46226, "Y1": 0.1482, "X2": 0.47035, "Y2": 0.148, "X3": 0.47035, "Y3": 0.1618, "X4": 0.46226, "Y4": 0.1618, "page": 0, "Index": 8}, {"Word": "27", "Confidence": 0.994, "X1": 0.47305, "Y1": 0.1482, "X2": 0.49057, "Y2": 0.148, "X3": 0.49057, "Y3": 0.1618, "X4": 0.47305, "Y4": 0.1618, "page": 0, "Index": 9}, {"Word": "Counties", "Confidence": 0.991, "X1": 0.49461, "Y1": 0.1482, "X2": 0.55795, "Y2": 0.148, "X3": 0.55795, "Y3": 0.1618, "X4": 0.49461, "Y4": 0.1618, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.998, "X1": 0.56065, "Y1": 0.1482, "X2": 0.58895, "Y2": 0.148, "X3": 0.5876, "Y3": 0.1618, "X4": 0.56065, "Y4": 0.1618, "page": 0, "Index": 11}, {"Word": "5", "Confidence": 0.997, "X1": 0.59164, "Y1": 0.1482, "X2": 0.60243, "Y2": 0.148, "X3": 0.60243, "Y3": 0.1618, "X4": 0.59164, "Y4": 0.1618, "page": 0, "Index": 12}, {"Word": "Cities", "Confidence": 0.955, "X1": 0.60512, "Y1": 0.1482, "X2": 0.64555, "Y2": 0.148, "X3": 0.64555, "Y3": 0.1618, "X4": 0.60512, "Y4": 0.1618, "page": 0, "Index": 13}, {"Word": "In", "Confidence": 0.961, "X1": 0.6496, "Y1": 0.1482, "X2": 0.66307, "Y2": 0.148, "X3": 0.66173, "Y3": 0.1618, "X4": 0.64825, "Y4": 0.1618, "page": 0, "Index": 14}, {"Word": "Central", "Confidence": 0.991, "X1": 0.66577, "Y1": 0.1482, "X2": 0.71833, "Y2": 0.148, "X3": 0.71833, "Y3": 0.1628, "X4": 0.66577, "Y4": 0.1618, "page": 0, "Index": 15}, {"Word": "Virginia", "Confidence": 0.897, "X1": 0.72237, "Y1": 0.1492, "X2": 0.77628, "Y2": 0.149, "X3": 0.77493, "Y3": 0.1628, "X4": 0.72102, "Y4": 0.1628, "page": 0, "Index": 16}, {"Word": "Adult", "Confidence": 0.971, "X1": 0.34097, "Y1": 0.1632, "X2": 0.37871, "Y2": 0.163, "X3": 0.37736, "Y3": 0.1748, "X4": 0.33962, "Y4": 0.1738, "page": 0, "Index": 17}, {"Word": "Population", "Confidence": 0.91, "X1": 0.3814, "Y1": 0.1632, "X2": 0.45822, "Y2": 0.163, "X3": 0.45822, "Y3": 0.1748, "X4": 0.38005, "Y4": 0.1748, "page": 0, "Index": 18}, {"Word": "(age", "Confidence": 0.989, "X1": 0.46226, "Y1": 0.1632, "X2": 0.49326, "Y2": 0.163, "X3": 0.49326, "Y3": 0.1748, "X4": 0.46092, "Y4": 0.1748, "page": 0, "Index": 19}, {"Word": "18", "Confidence": 0.97, "X1": 0.4973, "Y1": 0.1632, "X2": 0.51348, "Y2": 0.163, "X3": 0.51348, "Y3": 0.1748, "X4": 0.49596, "Y4": 0.1748, "page": 0, "Index": 20}, {"Word": "and", "Confidence": 0.998, "X1": 0.51752, "Y1": 0.1632, "X2": 0.54447, "Y2": 0.163, "X3": 0.54447, "Y3": 0.1748, "X4": 0.51617, "Y4": 0.1748, "page": 0, "Index": 21}, {"Word": "over)", "Confidence": 0.995, "X1": 0.54852, "Y1": 0.1622, "X2": 0.58356, "Y2": 0.162, "X3": 0.58356, "Y3": 0.1748, "X4": 0.54717, "Y4": 0.1748, "page": 0, "Index": 22}, {"Word": "-", "Confidence": 0.883, "X1": 0.5876, "Y1": 0.1622, "X2": 0.59434, "Y2": 0.162, "X3": 0.59434, "Y3": 0.1748, "X4": 0.58625, "Y4": 0.1748, "page": 0, "Index": 23}, {"Word": "910,000", "Confidence": 0.941, "X1": 0.59838, "Y1": 0.1622, "X2": 0.65633, "Y2": 0.162, "X3": 0.65499, "Y3": 0.1728, "X4": 0.59704, "Y4": 0.1748, "page": 0, "Index": 24}, {"Word": "Total", "Confidence": 0.993, "X1": 0.32615, "Y1": 0.1742, "X2": 0.35849, "Y2": 0.174, "X3": 0.35714, "Y3": 0.1878, "X4": 0.3248, "Y4": 0.1878, "page": 0, "Index": 25}, {"Word": "Population", "Confidence": 0.885, "X1": 0.36119, "Y1": 0.1742, "X2": 0.43801, "Y2": 0.174, "X3": 0.43801, "Y3": 0.1878, "X4": 0.36119, "Y4": 0.1878, "page": 0, "Index": 26}, {"Word": "1,191,900", "Confidence": 0.849, "X1": 0.44205, "Y1": 0.1742, "X2": 0.51213, "Y2": 0.174, "X3": 0.51213, "Y3": 0.1878, "X4": 0.44205, "Y4": 0.1878, "page": 0, "Index": 27}, {"Word": "-", "Confidence": 0.995, "X1": 0.51617, "Y1": 0.1742, "X2": 0.52156, "Y2": 0.174, "X3": 0.52156, "Y3": 0.1878, "X4": 0.51617, "Y4": 0.1878, "page": 0, "Index": 28}, {"Word": "Households", "Confidence": 0.955, "X1": 0.52561, "Y1": 0.1742, "X2": 0.61051, "Y2": 0.174, "X3": 0.61051, "Y3": 0.1878, "X4": 0.52561, "Y4": 0.1878, "page": 0, "Index": 29}, {"Word": "458,600", "Confidence": 0.883, "X1": 0.61456, "Y1": 0.1742, "X2": 0.67116, "Y2": 0.174, "X3": 0.67116, "Y3": 0.1878, "X4": 0.61321, "Y4": 0.1878, "page": 0, "Index": 30}, {"Word": "Survey", "Confidence": 0.773, "X1": 0.11725, "Y1": 0.1952, "X2": 0.15499, "Y2": 0.195, "X3": 0.15499, "Y3": 0.2068, "X4": 0.11725, "Y4": 0.2068, "page": 0, "Index": 31}, {"Word": "conducted", "Confidence": 0.902, "X1": 0.15768, "Y1": 0.1942, "X2": 0.22237, "Y2": 0.194, "X3": 0.22237, "Y3": 0.2068, "X4": 0.15768, "Y4": 0.2068, "page": 0, "Index": 32}, {"Word": "by", "Confidence": 0.994, "X1": 0.22507, "Y1": 0.1942, "X2": 0.23989, "Y2": 0.194, "X3": 0.23989, "Y3": 0.2068, "X4": 0.22507, "Y4": 0.2068, "page": 0, "Index": 33}, {"Word": "Belden", "Confidence": 0.805, "X1": 0.24259, "Y1": 0.1942, "X2": 0.28302, "Y2": 0.194, "X3": 0.28302, "Y3": 0.2068, "X4": 0.24259, "Y4": 0.2068, "page": 0, "Index": 34}, {"Word": "Associates,", "Confidence": 0.881, "X1": 0.28706, "Y1": 0.1942, "X2": 0.3531, "Y2": 0.194, "X3": 0.3531, "Y3": 0.2068, "X4": 0.28706, "Y4": 0.2068, "page": 0, "Index": 35}, {"Word": "Dallas,", "Confidence": 0.702, "X1": 0.3558, "Y1": 0.1942, "X2": 0.39623, "Y2": 0.194, "X3": 0.39488, "Y3": 0.2068, "X4": 0.3558, "Y4": 0.2068, "page": 0, "Index": 36}, {"Word": "Texas,", "Confidence": 0.878, "X1": 0.39892, "Y1": 0.1942, "X2": 0.43531, "Y2": 0.194, "X3": 0.43531, "Y3": 0.2068, "X4": 0.39892, "Y4": 0.2068, "page": 0, "Index": 37}, {"Word": "by", "Confidence": 0.995, "X1": 0.43935, "Y1": 0.1942, "X2": 0.45283, "Y2": 0.194, "X3": 0.45283, "Y3": 0.2068, "X4": 0.43801, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "self-administered", "Confidence": 0.885, "X1": 0.45687, "Y1": 0.1942, "X2": 0.55391, "Y2": 0.194, "X3": 0.55391, "Y3": 0.2068, "X4": 0.45553, "Y4": 0.2068, "page": 0, "Index": 39}, {"Word": "uniform", "Confidence": 0.983, "X1": 0.55795, "Y1": 0.1942, "X2": 0.59973, "Y2": 0.194, "X3": 0.59973, "Y3": 0.2068, "X4": 0.5566, "Y4": 0.2068, "page": 0, "Index": 40}, {"Word": "questionnaires", "Confidence": 0.849, "X1": 0.60512, "Y1": 0.1942, "X2": 0.68733, "Y2": 0.194, "X3": 0.68598, "Y3": 0.2068, "X4": 0.60377, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "sent", "Confidence": 0.958, "X1": 0.69137, "Y1": 0.1952, "X2": 0.71563, "Y2": 0.195, "X3": 0.71429, "Y3": 0.2058, "X4": 0.69003, "Y4": 0.2058, "page": 0, "Index": 42}, {"Word": "to", "Confidence": 0.971, "X1": 0.71968, "Y1": 0.1952, "X2": 0.7345, "Y2": 0.195, "X3": 0.73315, "Y3": 0.2058, "X4": 0.71833, "Y4": 0.2058, "page": 0, "Index": 43}, {"Word": "homes", "Confidence": 0.611, "X1": 0.1159, "Y1": 0.2062, "X2": 0.15499, "Y2": 0.206, "X3": 0.15499, "Y3": 0.2168, "X4": 0.1159, "Y4": 0.2168, "page": 0, "Index": 44}, {"Word": "in", "Confidence": 0.97, "X1": 0.15768, "Y1": 0.2062, "X2": 0.16846, "Y2": 0.206, "X3": 0.16981, "Y3": 0.2168, "X4": 0.15903, "Y4": 0.2168, "page": 0, "Index": 45}, {"Word": "the", "Confidence": 0.955, "X1": 0.17251, "Y1": 0.2062, "X2": 0.19003, "Y2": 0.206, "X3": 0.19003, "Y3": 0.2178, "X4": 0.17251, "Y4": 0.2178, "page": 0, "Index": 46}, {"Word": "Richmond-Petersburg", "Confidence": 0.199, "X1": 0.19407, "Y1": 0.2062, "X2": 0.32345, "Y2": 0.206, "X3": 0.3221, "Y3": 0.2178, "X4": 0.19407, "Y4": 0.2178, "page": 0, "Index": 47}, {"Word": "surrounding", "Confidence": 0.789, "X1": 0.56065, "Y1": 0.2072, "X2": 0.62938, "Y2": 0.207, "X3": 0.62803, "Y3": 0.2178, "X4": 0.5593, "Y4": 0.2178, "page": 0, "Index": 48}, {"Word": "area.", "Confidence": 0.801, "X1": 0.63208, "Y1": 0.2072, "X2": 0.66173, "Y2": 0.207, "X3": 0.65903, "Y3": 0.2178, "X4": 0.63073, "Y4": 0.2178, "page": 0, "Index": 49}, {"Word": "with", "Confidence": 0.884, "X1": 0.66442, "Y1": 0.2072, "X2": 0.69137, "Y2": 0.207, "X3": 0.68868, "Y3": 0.2178, "X4": 0.66307, "Y4": 0.2178, "page": 0, "Index": 50}, {"Word": "MSA,", "Confidence": 0.788, "X1": 0.32615, "Y1": 0.2062, "X2": 0.35849, "Y2": 0.206, "X3": 0.35714, "Y3": 0.2188, "X4": 0.3248, "Y4": 0.2178, "page": 0, "Index": 51}, {"Word": "and", "Confidence": 0.998, "X1": 0.36119, "Y1": 0.2062, "X2": 0.3841, "Y2": 0.206, "X3": 0.38275, "Y3": 0.2188, "X4": 0.36119, "Y4": 0.2188, "page": 0, "Index": 52}, {"Word": "by", "Confidence": 0.621, "X1": 0.38679, "Y1": 0.2062, "X2": 0.40162, "Y2": 0.206, "X3": 0.40162, "Y3": 0.2188, "X4": 0.38544, "Y4": 0.2188, "page": 0, "Index": 53}, {"Word": "telephone", "Confidence": 0.89, "X1": 0.40566, "Y1": 0.2062, "X2": 0.46226, "Y2": 0.206, "X3": 0.46092, "Y3": 0.2188, "X4": 0.40431, "Y4": 0.2188, "page": 0, "Index": 54}, {"Word": "interviews", "Confidence": 0.606, "X1": 0.46631, "Y1": 0.2062, "X2": 0.52156, "Y2": 0.206, "X3": 0.52022, "Y3": 0.2188, "X4": 0.46496, "Y4": 0.2188, "page": 0, "Index": 55}, {"Word": "in", "Confidence": 0.998, "X1": 0.52426, "Y1": 0.2062, "X2": 0.53504, "Y2": 0.206, "X3": 0.53369, "Y3": 0.2188, "X4": 0.52291, "Y4": 0.2188, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.994, "X1": 0.53908, "Y1": 0.2062, "X2": 0.55795, "Y2": 0.206, "X3": 0.5566, "Y3": 0.2188, "X4": 0.53639, "Y4": 0.2188, "page": 0, "Index": 57}, {"Word": "couts", "Confidence": 0.775, "X1": 0.1159, "Y1": 0.2182, "X2": 0.15229, "Y2": 0.218, "X3": 0.15094, "Y3": 0.2298, "X4": 0.1159, "Y4": 0.2298, "page": 0, "Index": 58}, {"Word": "18", "Confidence": 0.905, "X1": 0.15499, "Y1": 0.2182, "X2": 0.16981, "Y2": 0.218, "X3": 0.16846, "Y3": 0.2298, "X4": 0.15499, "Y4": 0.2298, "page": 0, "Index": 59}, {"Word": "yours", "Confidence": 0.622, "X1": 0.17251, "Y1": 0.2172, "X2": 0.20485, "Y2": 0.217, "X3": 0.20485, "Y3": 0.2288, "X4": 0.17251, "Y4": 0.2298, "page": 0, "Index": 60}, {"Word": "and", "Confidence": 0.961, "X1": 0.20755, "Y1": 0.2172, "X2": 0.23046, "Y2": 0.217, "X3": 0.23046, "Y3": 0.2288, "X4": 0.20755, "Y4": 0.2288, "page": 0, "Index": 61}, {"Word": "over,", "Confidence": 0.692, "X1": 0.2345, "Y1": 0.2172, "X2": 0.26146, "Y2": 0.217, "X3": 0.26146, "Y3": 0.2298, "X4": 0.2345, "Y4": 0.2288, "page": 0, "Index": 62}, {"Word": "March-May,", "Confidence": 0.859, "X1": 0.26415, "Y1": 0.2172, "X2": 0.33558, "Y2": 0.217, "X3": 0.33423, "Y3": 0.2298, "X4": 0.26415, "Y4": 0.2298, "page": 0, "Index": 63}, {"Word": "1998.", "Confidence": 0.627, "X1": 0.33827, "Y1": 0.2172, "X2": 0.37466, "Y2": 0.217, "X3": 0.37466, "Y3": 0.2298, "X4": 0.33827, "Y4": 0.2298, "page": 0, "Index": 64}, {"Word": "The", "Confidence": 0.913, "X1": 0.1159, "Y1": 0.2312, "X2": 0.13747, "Y2": 0.231, "X3": 0.13612, "Y3": 0.2428, "X4": 0.1159, "Y4": 0.2428, "page": 0, "Index": 65}, {"Word": "Richmond", "Confidence": 0.801, "X1": 0.14016, "Y1": 0.2312, "X2": 0.20216, "Y2": 0.231, "X3": 0.20081, "Y3": 0.2428, "X4": 0.14016, "Y4": 0.2428, "page": 0, "Index": 66}, {"Word": "Times-Dispatch", "Confidence": 0.774, "X1": 0.20485, "Y1": 0.2302, "X2": 0.29515, "Y2": 0.23, "X3": 0.2938, "Y3": 0.2438, "X4": 0.20485, "Y4": 0.2428, "page": 0, "Index": 67}, {"Word": "TMA", "Confidence": 0.777, "X1": 0.29919, "Y1": 0.2302, "X2": 0.32615, "Y2": 0.23, "X3": 0.3248, "Y3": 0.2438, "X4": 0.29784, "Y4": 0.2438, "page": 0, "Index": 68}, {"Word": "consists", "Confidence": 0.659, "X1": 0.32884, "Y1": 0.2302, "X2": 0.37736, "Y2": 0.23, "X3": 0.37601, "Y3": 0.2438, "X4": 0.32749, "Y4": 0.2438, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.3814, "Y1": 0.2302, "X2": 0.39218, "Y2": 0.23, "X3": 0.39084, "Y3": 0.2438, "X4": 0.38005, "Y4": 0.2438, "page": 0, "Index": 70}, {"Word": "the", "Confidence": 0.994, "X1": 0.39623, "Y1": 0.2302, "X2": 0.41375, "Y2": 0.23, "X3": 0.4124, "Y3": 0.2438, "X4": 0.39488, "Y4": 0.2438, "page": 0, "Index": 71}, {"Word": "Independent", "Confidence": 0.766, "X1": 0.41644, "Y1": 0.2302, "X2": 0.48922, "Y2": 0.23, "X3": 0.48787, "Y3": 0.2438, "X4": 0.41509, "Y4": 0.2438, "page": 0, "Index": 72}, {"Word": "cities", "Confidence": 0.218, "X1": 0.49326, "Y1": 0.2302, "X2": 0.52156, "Y2": 0.23, "X3": 0.52022, "Y3": 0.2438, "X4": 0.49057, "Y4": 0.2438, "page": 0, "Index": 73}, {"Word": "of", "Confidence": 0.991, "X1": 0.52561, "Y1": 0.2302, "X2": 0.53774, "Y2": 0.23, "X3": 0.53504, "Y3": 0.2438, "X4": 0.52291, "Y4": 0.2438, "page": 0, "Index": 74}, {"Word": "Richmond,", "Confidence": 0.805, "X1": 0.54043, "Y1": 0.2302, "X2": 0.60243, "Y2": 0.23, "X3": 0.60108, "Y3": 0.2428, "X4": 0.53774, "Y4": 0.2438, "page": 0, "Index": 75}, {"Word": "Petersburg,", "Confidence": 0.623, "X1": 0.60647, "Y1": 0.2302, "X2": 0.68194, "Y2": 0.23, "X3": 0.67925, "Y3": 0.2428, "X4": 0.60377, "Y4": 0.2428, "page": 0, "Index": 76}, {"Word": "Hopewell,", "Confidence": 0.29, "X1": 0.11725, "Y1": 0.2432, "X2": 0.17251, "Y2": 0.243, "X3": 0.17385, "Y3": 0.2548, "X4": 0.11725, "Y4": 0.2548, "page": 0, "Index": 77}, {"Word": "Colonial", "Confidence": 0.955, "X1": 0.17655, "Y1": 0.2432, "X2": 0.22237, "Y2": 0.243, "X3": 0.22237, "Y3": 0.2548, "X4": 0.17655, "Y4": 0.2548, "page": 0, "Index": 78}, {"Word": "Heights", "Confidence": 0.531, "X1": 0.22642, "Y1": 0.2432, "X2": 0.27089, "Y2": 0.243, "X3": 0.27089, "Y3": 0.2548, "X4": 0.22642, "Y4": 0.2548, "page": 0, "Index": 79}, {"Word": "and", "Confidence": 0.998, "X1": 0.27358, "Y1": 0.2432, "X2": 0.2965, "Y2": 0.243, "X3": 0.29515, "Y3": 0.2548, "X4": 0.27358, "Y4": 0.2548, "page": 0, "Index": 80}, {"Word": "Emporia", "Confidence": 0.659, "X1": 0.29919, "Y1": 0.2432, "X2": 0.34771, "Y2": 0.243, "X3": 0.34771, "Y3": 0.2548, "X4": 0.29919, "Y4": 0.2548, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.996, "X1": 0.35175, "Y1": 0.2432, "X2": 0.37332, "Y2": 0.243, "X3": 0.37332, "Y3": 0.2548, "X4": 0.3504, "Y4": 0.2548, "page": 0, "Index": 82}, {"Word": "the", "Confidence": 0.32, "X1": 0.37736, "Y1": 0.2432, "X2": 0.39623, "Y2": 0.243, "X3": 0.39488, "Y3": 0.2548, "X4": 0.37601, "Y4": 0.2548, "page": 0, "Index": 83}, {"Word": "counties", "Confidence": 0.939, "X1": 0.39892, "Y1": 0.2432, "X2": 0.44879, "Y2": 0.243, "X3": 0.44744, "Y3": 0.2548, "X4": 0.39892, "Y4": 0.2548, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.998, "X1": 0.45283, "Y1": 0.2432, "X2": 0.46361, "Y2": 0.243, "X3": 0.46226, "Y3": 0.2548, "X4": 0.45148, "Y4": 0.2548, "page": 0, "Index": 85}, {"Word": "Amelia,", "Confidence": 0.294, "X1": 0.46765, "Y1": 0.2432, "X2": 0.50809, "Y2": 0.243, "X3": 0.50674, "Y3": 0.2548, "X4": 0.46631, "Y4": 0.2548, "page": 0, "Index": 86}, {"Word": "Brunswick,", "Confidence": 0.913, "X1": 0.51213, "Y1": 0.2432, "X2": 0.57682, "Y2": 0.243, "X3": 0.57412, "Y3": 0.2548, "X4": 0.51078, "Y4": 0.2548, "page": 0, "Index": 87}, {"Word": "Caroline,", "Confidence": 0.359, "X1": 0.57951, "Y1": 0.2432, "X2": 0.63208, "Y2": 0.243, "X3": 0.62938, "Y3": 0.2548, "X4": 0.57817, "Y4": 0.2548, "page": 0, "Index": 88}, {"Word": "Charlas", "Confidence": 0.621, "X1": 0.11725, "Y1": 0.2542, "X2": 0.15903, "Y2": 0.254, "X3": 0.16038, "Y3": 0.2658, "X4": 0.11725, "Y4": 0.2658, "page": 0, "Index": 89}, {"Word": "City,", "Confidence": 0.779, "X1": 0.16307, "Y1": 0.2542, "X2": 0.18733, "Y2": 0.254, "X3": 0.18733, "Y3": 0.2658, "X4": 0.16307, "Y4": 0.2658, "page": 0, "Index": 90}, {"Word": "Charlotte,", "Confidence": 0.808, "X1": 0.19003, "Y1": 0.2542, "X2": 0.24933, "Y2": 0.254, "X3": 0.24933, "Y3": 0.2658, "X4": 0.19003, "Y4": 0.2658, "page": 0, "Index": 91}, {"Word": "Chesterfield,", "Confidence": 0.589, "X1": 0.25202, "Y1": 0.2542, "X2": 0.32345, "Y2": 0.254, "X3": 0.32345, "Y3": 0.2658, "X4": 0.25202, "Y4": 0.2658, "page": 0, "Index": 92}, {"Word": "Dinwiddie,", "Confidence": 0.768, "X1": 0.32615, "Y1": 0.2542, "X2": 0.38814, "Y2": 0.254, "X3": 0.38814, "Y3": 0.2658, "X4": 0.32615, "Y4": 0.2658, "page": 0, "Index": 93}, {"Word": "Essex,", "Confidence": 0.77, "X1": 0.39218, "Y1": 0.2542, "X2": 0.42857, "Y2": 0.254, "X3": 0.42857, "Y3": 0.2658, "X4": 0.39218, "Y4": 0.2658, "page": 0, "Index": 94}, {"Word": "Goochland,", "Confidence": 0.739, "X1": 0.43261, "Y1": 0.2542, "X2": 0.5, "Y2": 0.254, "X3": 0.5, "Y3": 0.2658, "X4": 0.43127, "Y4": 0.2658, "page": 0, "Index": 95}, {"Word": "Groenaville,", "Confidence": 0.292, "X1": 0.50404, "Y1": 0.2542, "X2": 0.56873, "Y2": 0.254, "X3": 0.56873, "Y3": 0.2658, "X4": 0.5027, "Y4": 0.2658, "page": 0, "Index": 96}, {"Word": "Harover,", "Confidence": 0.926, "X1": 0.57278, "Y1": 0.2552, "X2": 0.62803, "Y2": 0.255, "X3": 0.62668, "Y3": 0.2658, "X4": 0.57143, "Y4": 0.2658, "page": 0, "Index": 97}, {"Word": "Henrico,", "Confidence": 0.628, "X1": 0.1159, "Y1": 0.2652, "X2": 0.16307, "Y2": 0.265, "X3": 0.16442, "Y3": 0.2768, "X4": 0.11725, "Y4": 0.2768, "page": 0, "Index": 98}, {"Word": "King", "Confidence": 0.473, "X1": 0.16712, "Y1": 0.2652, "X2": 0.19407, "Y2": 0.265, "X3": 0.19542, "Y3": 0.2768, "X4": 0.16712, "Y4": 0.2768, "page": 0, "Index": 99}, {"Word": "and", "Confidence": 0.982, "X1": 0.19811, "Y1": 0.2652, "X2": 0.22102, "Y2": 0.265, "X3": 0.22102, "Y3": 0.2768, "X4": 0.19811, "Y4": 0.2768, "page": 0, "Index": 100}, {"Word": "Queen,", "Confidence": 0.851, "X1": 0.22372, "Y1": 0.2652, "X2": 0.2655, "Y2": 0.265, "X3": 0.2655, "Y3": 0.2768, "X4": 0.22372, "Y4": 0.2768, "page": 0, "Index": 101}, {"Word": "King", "Confidence": 0.985, "X1": 0.26954, "Y1": 0.2652, "X2": 0.29515, "Y2": 0.265, "X3": 0.29515, "Y3": 0.2768, "X4": 0.26954, "Y4": 0.2768, "page": 0, "Index": 102}, {"Word": "William,", "Confidence": 0.252, "X1": 0.29784, "Y1": 0.2652, "X2": 0.34367, "Y2": 0.265, "X3": 0.34367, "Y3": 0.2768, "X4": 0.29784, "Y4": 0.2768, "page": 0, "Index": 103}, {"Word": "Lancaster,", "Confidence": 0.91, "X1": 0.34636, "Y1": 0.2652, "X2": 0.40701, "Y2": 0.265, "X3": 0.40566, "Y3": 0.2768, "X4": 0.34636, "Y4": 0.2768, "page": 0, "Index": 104}, {"Word": "Louisa,", "Confidence": 0.625, "X1": 0.4097, "Y1": 0.2662, "X2": 0.45283, "Y2": 0.266, "X3": 0.45148, "Y3": 0.2768, "X4": 0.4097, "Y4": 0.2768, "page": 0, "Index": 105}, {"Word": "Lunenburg,", "Confidence": 0.361, "X1": 0.45553, "Y1": 0.2662, "X2": 0.52156, "Y2": 0.266, "X3": 0.52022, "Y3": 0.2768, "X4": 0.45418, "Y4": 0.2768, "page": 0, "Index": 106}, {"Word": "Mecklenburg.", "Confidence": 0.499, "X1": 0.52426, "Y1": 0.2662, "X2": 0.60512, "Y2": 0.266, "X3": 0.60377, "Y3": 0.2768, "X4": 0.52291, "Y4": 0.2768, "page": 0, "Index": 107}, {"Word": "Middlesex,", "Confidence": 0.783, "X1": 0.11456, "Y1": 0.2762, "X2": 0.1779, "Y2": 0.276, "X3": 0.1779, "Y3": 0.2878, "X4": 0.11456, "Y4": 0.2878, "page": 0, "Index": 108}, {"Word": "New", "Confidence": 0.997, "X1": 0.18059, "Y1": 0.2762, "X2": 0.20755, "Y2": 0.276, "X3": 0.20755, "Y3": 0.2878, "X4": 0.18059, "Y4": 0.2878, "page": 0, "Index": 109}, {"Word": "Kert.", "Confidence": 0.677, "X1": 0.21159, "Y1": 0.2762, "X2": 0.24259, "Y2": 0.276, "X3": 0.24259, "Y3": 0.2878, "X4": 0.21159, "Y4": 0.2878, "page": 0, "Index": 110}, {"Word": "Northumberland,", "Confidence": 0.619, "X1": 0.24528, "Y1": 0.2762, "X2": 0.34367, "Y2": 0.276, "X3": 0.34367, "Y3": 0.2878, "X4": 0.24663, "Y4": 0.2878, "page": 0, "Index": 111}, {"Word": "Nottoway,", "Confidence": 0.876, "X1": 0.34636, "Y1": 0.2762, "X2": 0.40566, "Y2": 0.276, "X3": 0.40566, "Y3": 0.2878, "X4": 0.34636, "Y4": 0.2878, "page": 0, "Index": 112}, {"Word": "Powhatan,", "Confidence": 0.964, "X1": 0.40836, "Y1": 0.2762, "X2": 0.4717, "Y2": 0.276, "X3": 0.4717, "Y3": 0.2878, "X4": 0.40836, "Y4": 0.2878, "page": 0, "Index": 113}, {"Word": "Prince", "Confidence": 0.994, "X1": 0.47439, "Y1": 0.2772, "X2": 0.51348, "Y2": 0.277, "X3": 0.51348, "Y3": 0.2878, "X4": 0.47439, "Y4": 0.2878, "page": 0, "Index": 114}, {"Word": "Edward,", "Confidence": 0.747, "X1": 0.11725, "Y1": 0.2872, "X2": 0.16307, "Y2": 0.287, "X3": 0.16307, "Y3": 0.2988, "X4": 0.1159, "Y4": 0.2988, "page": 0, "Index": 115}, {"Word": "Prince", "Confidence": 0.994, "X1": 0.16712, "Y1": 0.2872, "X2": 0.20485, "Y2": 0.287, "X3": 0.2035, "Y3": 0.2988, "X4": 0.16577, "Y4": 0.2988, "page": 0, "Index": 116}, {"Word": "George,", "Confidence": 0.617, "X1": 0.20755, "Y1": 0.2872, "X2": 0.25606, "Y2": 0.287, "X3": 0.25472, "Y3": 0.2988, "X4": 0.20755, "Y4": 0.2988, "page": 0, "Index": 117}, {"Word": "Richmond", "Confidence": 0.991, "X1": 0.25876, "Y1": 0.2872, "X2": 0.31671, "Y2": 0.287, "X3": 0.31671, "Y3": 0.2988, "X4": 0.25741, "Y4": 0.2988, "page": 0, "Index": 118}, {"Word": "and", "Confidence": 0.998, "X1": 0.32075, "Y1": 0.2872, "X2": 0.34367, "Y2": 0.287, "X3": 0.34232, "Y3": 0.2988, "X4": 0.31941, "Y4": 0.2988, "page": 0, "Index": 119}, {"Word": "Sussex.", "Confidence": 0.952, "X1": 0.34636, "Y1": 0.2882, "X2": 0.39488, "Y2": 0.288, "X3": 0.39353, "Y3": 0.2998, "X4": 0.34636, "Y4": 0.2988, "page": 0, "Index": 120}, {"Word": "\"Pohmond-Petersourg", "Confidence": 0.162, "X1": 0.1159, "Y1": 0.3002, "X2": 0.23046, "Y2": 0.3, "X3": 0.22911, "Y3": 0.3118, "X4": 0.11456, "Y4": 0.3118, "page": 0, "Index": 121}, {"Word": "MSA", "Confidence": 0.913, "X1": 0.23315, "Y1": 0.3002, "X2": 0.25876, "Y2": 0.3, "X3": 0.25741, "Y3": 0.3118, "X4": 0.23181, "Y4": 0.3118, "page": 0, "Index": 122}, {"Word": "and/or", "Confidence": 0.393, "X1": 0.26146, "Y1": 0.3002, "X2": 0.29245, "Y2": 0.3, "X3": 0.29245, "Y3": 0.3128, "X4": 0.26011, "Y4": 0.3118, "page": 0, "Index": 123}, {"Word": "at", "Confidence": 0.948, "X1": 0.2965, "Y1": 0.3002, "X2": 0.30458, "Y2": 0.3, "X3": 0.30323, "Y3": 0.3128, "X4": 0.29515, "Y4": 0.3128, "page": 0, "Index": 124}, {"Word": "least", "Confidence": 0.95, "X1": 0.30728, "Y1": 0.3002, "X2": 0.33288, "Y2": 0.3, "X3": 0.33154, "Y3": 0.3128, "X4": 0.30593, "Y4": 0.3128, "page": 0, "Index": 125}, {"Word": "20%", "Confidence": 0.993, "X1": 0.33558, "Y1": 0.3002, "X2": 0.35849, "Y2": 0.3, "X3": 0.35714, "Y3": 0.3128, "X4": 0.33423, "Y4": 0.3128, "page": 0, "Index": 126}, {"Word": "cne-day", "Confidence": 0.777, "X1": 0.36119, "Y1": 0.3002, "X2": 0.40296, "Y2": 0.3, "X3": 0.40162, "Y3": 0.3128, "X4": 0.36119, "Y4": 0.3128, "page": 0, "Index": 127}, {"Word": "average", "Confidence": 0.781, "X1": 0.40566, "Y1": 0.3002, "X2": 0.4434, "Y2": 0.3, "X3": 0.4434, "Y3": 0.3128, "X4": 0.40431, "Y4": 0.3128, "page": 0, "Index": 128}, {"Word": "household", "Confidence": 0.535, "X1": 0.44744, "Y1": 0.3002, "X2": 0.49865, "Y2": 0.3, "X3": 0.49865, "Y3": 0.3118, "X4": 0.44609, "Y4": 0.3128, "page": 0, "Index": 129}, {"Word": "cov-", "Confidence": 0.469, "X1": 0.5027, "Y1": 0.3002, "X2": 0.52695, "Y2": 0.3, "X3": 0.52561, "Y3": 0.3118, "X4": 0.50135, "Y4": 0.3118, "page": 0, "Index": 130}, {"Word": "orage", "Confidence": 0.76, "X1": 0.1159, "Y1": 0.3102, "X2": 0.1442, "Y2": 0.31, "X3": 0.14286, "Y3": 0.3228, "X4": 0.11456, "Y4": 0.3228, "page": 0, "Index": 131}, {"Word": "by", "Confidence": 0.997, "X1": 0.14825, "Y1": 0.3102, "X2": 0.15903, "Y2": 0.31, "X3": 0.15768, "Y3": 0.3228, "X4": 0.1469, "Y4": 0.3228, "page": 0, "Index": 132}, {"Word": "either", "Confidence": 0.52, "X1": 0.16173, "Y1": 0.3102, "X2": 0.19003, "Y2": 0.31, "X3": 0.18868, "Y3": 0.3228, "X4": 0.16173, "Y4": 0.3228, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.994, "X1": 0.19272, "Y1": 0.3112, "X2": 0.20889, "Y2": 0.311, "X3": 0.20755, "Y3": 0.3228, "X4": 0.19137, "Y4": 0.3228, "page": 0, "Index": 134}, {"Word": "daily", "Confidence": 0.254, "X1": 0.21159, "Y1": 0.3112, "X2": 0.2345, "Y2": 0.311, "X3": 0.2345, "Y3": 0.3228, "X4": 0.21024, "Y4": 0.3228, "page": 0, "Index": 135}, {"Word": "or", "Confidence": 0.886, "X1": 0.2372, "Y1": 0.3112, "X2": 0.24663, "Y2": 0.311, "X3": 0.24663, "Y3": 0.3218, "X4": 0.2372, "Y4": 0.3218, "page": 0, "Index": 136}, {"Word": "Sunday", "Confidence": 0.384, "X1": 0.25067, "Y1": 0.3112, "X2": 0.28706, "Y2": 0.311, "X3": 0.28706, "Y3": 0.3218, "X4": 0.24933, "Y4": 0.3218, "page": 0, "Index": 137}, {"Word": "Richmond", "Confidence": 0.66, "X1": 0.28976, "Y1": 0.3112, "X2": 0.34232, "Y2": 0.311, "X3": 0.34232, "Y3": 0.3218, "X4": 0.28976, "Y4": 0.3218, "page": 0, "Index": 138}, {"Word": "Times-Diqpatch.", "Confidence": 0.139, "X1": 0.34636, "Y1": 0.3112, "X2": 0.43127, "Y2": 0.311, "X3": 0.43127, "Y3": 0.3218, "X4": 0.34501, "Y4": 0.3218, "page": 0, "Index": 139}, {"Word": "Number", "Confidence": 0.994, "X1": 0.18059, "Y1": 0.3402, "X2": 0.24663, "Y2": 0.34, "X3": 0.24663, "Y3": 0.3558, "X4": 0.18194, "Y4": 0.3558, "page": 0, "Index": 140}, {"Word": "/", "Confidence": 0.995, "X1": 0.25067, "Y1": 0.3402, "X2": 0.25606, "Y2": 0.34, "X3": 0.25741, "Y3": 0.3558, "X4": 0.25202, "Y4": 0.3558, "page": 0, "Index": 141}, {"Word": "Percent", "Confidence": 0.994, "X1": 0.26011, "Y1": 0.3402, "X2": 0.32615, "Y2": 0.34, "X3": 0.32749, "Y3": 0.3558, "X4": 0.26146, "Y4": 0.3558, "page": 0, "Index": 142}, {"Word": "of", "Confidence": 0.998, "X1": 0.33154, "Y1": 0.3402, "X2": 0.34771, "Y2": 0.34, "X3": 0.34906, "Y3": 0.3558, "X4": 0.33154, "Y4": 0.3558, "page": 0, "Index": 143}, {"Word": "Adults", "Confidence": 0.994, "X1": 0.3531, "Y1": 0.3402, "X2": 0.40431, "Y2": 0.34, "X3": 0.40566, "Y3": 0.3558, "X4": 0.3531, "Y4": 0.3558, "page": 0, "Index": 144}, {"Word": "Reading", "Confidence": 0.996, "X1": 0.40836, "Y1": 0.3402, "X2": 0.47978, "Y2": 0.34, "X3": 0.47978, "Y3": 0.3558, "X4": 0.4097, "Y4": 0.3558, "page": 0, "Index": 145}, {"Word": "\"Yesterday\"", "Confidence": 0.771, "X1": 0.48383, "Y1": 0.3402, "X2": 0.57951, "Y2": 0.34, "X3": 0.58086, "Y3": 0.3558, "X4": 0.48383, "Y4": 0.3558, "page": 0, "Index": 146}, {"Word": "and", "Confidence": 0.998, "X1": 0.58356, "Y1": 0.3402, "X2": 0.6159, "Y2": 0.34, "X3": 0.61725, "Y3": 0.3558, "X4": 0.58491, "Y4": 0.3558, "page": 0, "Index": 147}, {"Word": "\"Last", "Confidence": 0.963, "X1": 0.61995, "Y1": 0.3402, "X2": 0.66307, "Y2": 0.34, "X3": 0.66442, "Y3": 0.3558, "X4": 0.62129, "Y4": 0.3558, "page": 0, "Index": 148}, {"Word": "Sunday\"", "Confidence": 0.969, "X1": 0.66712, "Y1": 0.3402, "X2": 0.73854, "Y2": 0.34, "X3": 0.73854, "Y3": 0.3558, "X4": 0.66846, "Y4": 0.3558, "page": 0, "Index": 149}, {"Word": "in", "Confidence": 0.998, "X1": 0.74259, "Y1": 0.3402, "X2": 0.75606, "Y2": 0.34, "X3": 0.75741, "Y3": 0.3558, "X4": 0.74259, "Y4": 0.3558, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.3402, "X2": 0.78841, "Y2": 0.34, "X3": 0.78976, "Y3": 0.3548, "X4": 0.76146, "Y4": 0.3558, "page": 0, "Index": 151}, {"Word": "TMA", "Confidence": 0.998, "X1": 0.79245, "Y1": 0.3402, "X2": 0.83288, "Y2": 0.34, "X3": 0.83288, "Y3": 0.3548, "X4": 0.7938, "Y4": 0.3548, "page": 0, "Index": 152}, {"Word": "Daily", "Confidence": 0.994, "X1": 0.2655, "Y1": 0.3572, "X2": 0.30863, "Y2": 0.357, "X3": 0.30863, "Y3": 0.3698, "X4": 0.2655, "Y4": 0.3708, "page": 0, "Index": 153}, {"Word": "6-Day", "Confidence": 0.997, "X1": 0.37601, "Y1": 0.3582, "X2": 0.42588, "Y2": 0.358, "X3": 0.42588, "Y3": 0.3708, "X4": 0.37601, "Y4": 0.3708, "page": 0, "Index": 154}, {"Word": "Gume", "Confidence": 0.772, "X1": 0.42992, "Y1": 0.3582, "X2": 0.48113, "Y2": 0.358, "X3": 0.47978, "Y3": 0.3708, "X4": 0.42857, "Y4": 0.3708, "page": 0, "Index": 155}, {"Word": "Sunday", "Confidence": 0.997, "X1": 0.56739, "Y1": 0.3582, "X2": 0.62938, "Y2": 0.358, "X3": 0.62938, "Y3": 0.3708, "X4": 0.56739, "Y4": 0.3698, "page": 0, "Index": 156}, {"Word": "4-Week", "Confidence": 0.893, "X1": 0.68059, "Y1": 0.3582, "X2": 0.74259, "Y2": 0.358, "X3": 0.74259, "Y3": 0.3708, "X4": 0.68059, "Y4": 0.3698, "page": 0, "Index": 157}, {"Word": "Cume", "Confidence": 0.896, "X1": 0.74663, "Y1": 0.3592, "X2": 0.79515, "Y2": 0.359, "X3": 0.79515, "Y3": 0.3708, "X4": 0.74663, "Y4": 0.3708, "page": 0, "Index": 158}, {"Word": "467,000", "Confidence": 0.994, "X1": 0.23046, "Y1": 0.3712, "X2": 0.29111, "Y2": 0.371, "X3": 0.29111, "Y3": 0.3858, "X4": 0.22911, "Y4": 0.3848, "page": 0, "Index": 159}, {"Word": "(51%)", "Confidence": 0.993, "X1": 0.29515, "Y1": 0.3712, "X2": 0.34771, "Y2": 0.371, "X3": 0.34636, "Y3": 0.3858, "X4": 0.29515, "Y4": 0.3858, "page": 0, "Index": 160}, {"Word": "585,000", "Confidence": 0.991, "X1": 0.37062, "Y1": 0.3712, "X2": 0.43396, "Y2": 0.371, "X3": 0.43261, "Y3": 0.3848, "X4": 0.37062, "Y4": 0.3848, "page": 0, "Index": 161}, {"Word": "(64%)", "Confidence": 0.991, "X1": 0.43666, "Y1": 0.3722, "X2": 0.48652, "Y2": 0.372, "X3": 0.48652, "Y3": 0.3858, "X4": 0.43666, "Y4": 0.3848, "page": 0, "Index": 162}, {"Word": "615,000", "Confidence": 0.993, "X1": 0.54178, "Y1": 0.3722, "X2": 0.60243, "Y2": 0.372, "X3": 0.60243, "Y3": 0.3848, "X4": 0.54178, "Y4": 0.3848, "page": 0, "Index": 163}, {"Word": "(68%)", "Confidence": 0.991, "X1": 0.60647, "Y1": 0.3712, "X2": 0.65903, "Y2": 0.371, "X3": 0.65903, "Y3": 0.3848, "X4": 0.60647, "Y4": 0.3848, "page": 0, "Index": 164}, {"Word": "722,000", "Confidence": 0.993, "X1": 0.68194, "Y1": 0.3722, "X2": 0.74394, "Y2": 0.372, "X3": 0.74394, "Y3": 0.3848, "X4": 0.68194, "Y4": 0.3838, "page": 0, "Index": 165}, {"Word": "(79%)", "Confidence": 0.993, "X1": 0.74663, "Y1": 0.3722, "X2": 0.7965, "Y2": 0.372, "X3": 0.7965, "Y3": 0.3848, "X4": 0.74663, "Y4": 0.3848, "page": 0, "Index": 166}, {"Word": "\"Yesterday\"", "Confidence": 0.981, "X1": 0.36658, "Y1": 0.3992, "X2": 0.45822, "Y2": 0.399, "X3": 0.45687, "Y3": 0.4148, "X4": 0.36523, "Y4": 0.4148, "page": 0, "Index": 167}, {"Word": "and", "Confidence": 0.998, "X1": 0.46226, "Y1": 0.3992, "X2": 0.48922, "Y2": 0.399, "X3": 0.48922, "Y3": 0.4148, "X4": 0.46092, "Y4": 0.4148, "page": 0, "Index": 168}, {"Word": "\"Last", "Confidence": 0.92, "X1": 0.49326, "Y1": 0.3992, "X2": 0.53639, "Y2": 0.399, "X3": 0.53639, "Y3": 0.4148, "X4": 0.49326, "Y4": 0.4148, "page": 0, "Index": 169}, {"Word": "Sunday\"", "Confidence": 0.995, "X1": 0.54043, "Y1": 0.4002, "X2": 0.60782, "Y2": 0.4, "X3": 0.60782, "Y3": 0.4148, "X4": 0.54043, "Y4": 0.4148, "page": 0, "Index": 170}, {"Word": "Readership", "Confidence": 0.968, "X1": 0.61186, "Y1": 0.4002, "X2": 0.70216, "Y2": 0.4, "X3": 0.70216, "Y3": 0.4148, "X4": 0.61186, "Y4": 0.4148, "page": 0, "Index": 171}, {"Word": "by", "Confidence": 0.998, "X1": 0.7062, "Y1": 0.4002, "X2": 0.72507, "Y2": 0.4, "X3": 0.72507, "Y3": 0.4148, "X4": 0.7062, "Y4": 0.4148, "page": 0, "Index": 172}, {"Word": "Specific", "Confidence": 0.644, "X1": 0.72911, "Y1": 0.4002, "X2": 0.7938, "Y2": 0.4, "X3": 0.7938, "Y3": 0.4148, "X4": 0.72911, "Y4": 0.4148, "page": 0, "Index": 173}, {"Word": "Categories", "Confidence": 0.85, "X1": 0.79784, "Y1": 0.4002, "X2": 0.88814, "Y2": 0.4, "X3": 0.88814, "Y3": 0.4158, "X4": 0.79784, "Y4": 0.4148, "page": 0, "Index": 174}, {"Word": "%", "Confidence": 0.995, "X1": 0.47035, "Y1": 0.4222, "X2": 0.47844, "Y2": 0.422, "X3": 0.47709, "Y3": 0.4328, "X4": 0.469, "Y4": 0.4318, "page": 0, "Index": 175}, {"Word": "of", "Confidence": 0.998, "X1": 0.48787, "Y1": 0.4222, "X2": 0.50539, "Y2": 0.422, "X3": 0.50539, "Y3": 0.4328, "X4": 0.48652, "Y4": 0.4328, "page": 0, "Index": 176}, {"Word": "Number", "Confidence": 0.995, "X1": 0.60377, "Y1": 0.4212, "X2": 0.66577, "Y2": 0.421, "X3": 0.66577, "Y3": 0.4338, "X4": 0.60243, "Y4": 0.4338, "page": 0, "Index": 177}, {"Word": "of", "Confidence": 0.998, "X1": 0.66981, "Y1": 0.4212, "X2": 0.68598, "Y2": 0.421, "X3": 0.68598, "Y3": 0.4338, "X4": 0.66846, "Y4": 0.4338, "page": 0, "Index": 178}, {"Word": "Readers", "Confidence": 0.995, "X1": 0.69003, "Y1": 0.4222, "X2": 0.75606, "Y2": 0.422, "X3": 0.75606, "Y3": 0.4338, "X4": 0.68868, "Y4": 0.4338, "page": 0, "Index": 179}, {"Word": "in", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.4222, "X2": 0.77628, "Y2": 0.422, "X3": 0.77628, "Y3": 0.4338, "X4": 0.75876, "Y4": 0.4338, "page": 0, "Index": 180}, {"Word": "Category", "Confidence": 0.96, "X1": 0.78032, "Y1": 0.4222, "X2": 0.8531, "Y2": 0.422, "X3": 0.8531, "Y3": 0.4348, "X4": 0.77898, "Y4": 0.4338, "page": 0, "Index": 181}, {"Word": "Total", "Confidence": 0.997, "X1": 0.44609, "Y1": 0.4362, "X2": 0.48518, "Y2": 0.436, "X3": 0.48383, "Y3": 0.4478, "X4": 0.44474, "Y4": 0.4488, "page": 0, "Index": 182}, {"Word": "Adult", "Confidence": 0.994, "X1": 0.48922, "Y1": 0.4362, "X2": 0.53504, "Y2": 0.436, "X3": 0.53369, "Y3": 0.4478, "X4": 0.48787, "Y4": 0.4478, "page": 0, "Index": 183}, {"Word": "#", "Confidence": 0.981, "X1": 0.34232, "Y1": 0.4352, "X2": 0.3531, "Y2": 0.435, "X3": 0.35175, "Y3": 0.4488, "X4": 0.34097, "Y4": 0.4498, "page": 0, "Index": 184}, {"Word": "of", "Confidence": 0.998, "X1": 0.3558, "Y1": 0.4352, "X2": 0.37466, "Y2": 0.435, "X3": 0.37332, "Y3": 0.4488, "X4": 0.3558, "Y4": 0.4488, "page": 0, "Index": 185}, {"Word": "Adults", "Confidence": 0.93, "X1": 0.37736, "Y1": 0.4352, "X2": 0.43127, "Y2": 0.435, "X3": 0.42992, "Y3": 0.4488, "X4": 0.37736, "Y4": 0.4488, "page": 0, "Index": 186}, {"Word": "CATEGORY", "Confidence": 0.995, "X1": 0.11456, "Y1": 0.4482, "X2": 0.2062, "Y2": 0.448, "X3": 0.20485, "Y3": 0.4608, "X4": 0.11456, "Y4": 0.4618, "page": 0, "Index": 187}, {"Word": "in", "Confidence": 0.997, "X1": 0.33962, "Y1": 0.4502, "X2": 0.35445, "Y2": 0.45, "X3": 0.35445, "Y3": 0.4628, "X4": 0.33962, "Y4": 0.4628, "page": 0, "Index": 188}, {"Word": "Category", "Confidence": 0.935, "X1": 0.35849, "Y1": 0.4502, "X2": 0.43261, "Y2": 0.45, "X3": 0.43261, "Y3": 0.4628, "X4": 0.35849, "Y4": 0.4628, "page": 0, "Index": 189}, {"Word": "Population", "Confidence": 0.994, "X1": 0.44474, "Y1": 0.4512, "X2": 0.531, "Y2": 0.451, "X3": 0.52965, "Y3": 0.4628, "X4": 0.4434, "Y4": 0.4628, "page": 0, "Index": 190}, {"Word": "Daily", "Confidence": 0.849, "X1": 0.54852, "Y1": 0.4502, "X2": 0.5903, "Y2": 0.45, "X3": 0.5903, "Y3": 0.4628, "X4": 0.54717, "Y4": 0.4618, "page": 0, "Index": 191}, {"Word": "6-day", "Confidence": 0.955, "X1": 0.61725, "Y1": 0.4502, "X2": 0.66307, "Y2": 0.45, "X3": 0.66173, "Y3": 0.4638, "X4": 0.6159, "Y4": 0.4628, "page": 0, "Index": 192}, {"Word": "%", "Confidence": 0.995, "X1": 0.69003, "Y1": 0.4502, "X2": 0.70081, "Y2": 0.45, "X3": 0.70081, "Y3": 0.4628, "X4": 0.69003, "Y4": 0.4638, "page": 0, "Index": 193}, {"Word": "Sunday", "Confidence": 0.993, "X1": 0.73585, "Y1": 0.4502, "X2": 0.7965, "Y2": 0.45, "X3": 0.7965, "Y3": 0.4628, "X4": 0.73585, "Y4": 0.4618, "page": 0, "Index": 194}, {"Word": "4-week", "Confidence": 0.431, "X1": 0.80593, "Y1": 0.4492, "X2": 0.86523, "Y2": 0.449, "X3": 0.86523, "Y3": 0.4628, "X4": 0.80728, "Y4": 0.4628, "page": 0, "Index": 195}, {"Word": "Sex", "Confidence": 0.998, "X1": 0.11456, "Y1": 0.4732, "X2": 0.14151, "Y2": 0.473, "X3": 0.14016, "Y3": 0.4828, "X4": 0.11456, "Y4": 0.4818, "page": 0, "Index": 196}, {"Word": "Male", "Confidence": 0.926, "X1": 0.13881, "Y1": 0.4852, "X2": 0.17251, "Y2": 0.485, "X3": 0.17251, "Y3": 0.4958, "X4": 0.13747, "Y4": 0.4948, "page": 0, "Index": 197}, {"Word": "427,000", "Confidence": 0.991, "X1": 0.36388, "Y1": 0.4852, "X2": 0.41509, "Y2": 0.485, "X3": 0.41509, "Y3": 0.4978, "X4": 0.36253, "Y4": 0.4968, "page": 0, "Index": 198}, {"Word": "17%", "Confidence": 0.656, "X1": 0.48113, "Y1": 0.4852, "X2": 0.50674, "Y2": 0.485, "X3": 0.50539, "Y3": 0.4968, "X4": 0.48113, "Y4": 0.4958, "page": 0, "Index": 199}, {"Word": "228,000", "Confidence": 0.983, "X1": 0.54313, "Y1": 0.4852, "X2": 0.59569, "Y2": 0.485, "X3": 0.59569, "Y3": 0.4968, "X4": 0.54043, "Y4": 0.4978, "page": 0, "Index": 200}, {"Word": "283,000", "Confidence": 0.941, "X1": 0.61321, "Y1": 0.4852, "X2": 0.66577, "Y2": 0.485, "X3": 0.66577, "Y3": 0.4968, "X4": 0.61321, "Y4": 0.4968, "page": 0, "Index": 201}, {"Word": "66%", "Confidence": 0.969, "X1": 0.68868, "Y1": 0.4852, "X2": 0.71563, "Y2": 0.485, "X3": 0.71563, "Y3": 0.4958, "X4": 0.68868, "Y4": 0.4958, "page": 0, "Index": 202}, {"Word": "294,000", "Confidence": 0.847, "X1": 0.73989, "Y1": 0.4852, "X2": 0.79245, "Y2": 0.485, "X3": 0.79245, "Y3": 0.4968, "X4": 0.73854, "Y4": 0.4958, "page": 0, "Index": 203}, {"Word": "338,000", "Confidence": 0.883, "X1": 0.81132, "Y1": 0.4852, "X2": 0.86119, "Y2": 0.485, "X3": 0.86119, "Y3": 0.4958, "X4": 0.81132, "Y4": 0.4958, "page": 0, "Index": 204}, {"Word": "79%", "Confidence": 0.958, "X1": 0.88679, "Y1": 0.4852, "X2": 0.91509, "Y2": 0.485, "X3": 0.91509, "Y3": 0.4958, "X4": 0.88679, "Y4": 0.4958, "page": 0, "Index": 205}, {"Word": "Female", "Confidence": 0.9, "X1": 0.14555, "Y1": 0.4992, "X2": 0.19003, "Y2": 0.499, "X3": 0.19003, "Y3": 0.5088, "X4": 0.1469, "Y4": 0.5078, "page": 0, "Index": 206}, {"Word": "483,000", "Confidence": 0.981, "X1": 0.36523, "Y1": 0.4982, "X2": 0.41375, "Y2": 0.498, "X3": 0.41509, "Y3": 0.5098, "X4": 0.36523, "Y4": 0.5088, "page": 0, "Index": 207}, {"Word": "53", "Confidence": 0.992, "X1": 0.47844, "Y1": 0.4962, "X2": 0.49596, "Y2": 0.496, "X3": 0.49596, "Y3": 0.5088, "X4": 0.47709, "Y4": 0.5078, "page": 0, "Index": 208}, {"Word": "238,000", "Confidence": 0.891, "X1": 0.54313, "Y1": 0.4982, "X2": 0.59569, "Y2": 0.498, "X3": 0.59569, "Y3": 0.5098, "X4": 0.54313, "Y4": 0.5078, "page": 0, "Index": 209}, {"Word": "301,000", "Confidence": 0.993, "X1": 0.61321, "Y1": 0.4982, "X2": 0.66577, "Y2": 0.498, "X3": 0.66577, "Y3": 0.5088, "X4": 0.61321, "Y4": 0.5078, "page": 0, "Index": 210}, {"Word": "62", "Confidence": 0.998, "X1": 0.68733, "Y1": 0.4992, "X2": 0.70485, "Y2": 0.499, "X3": 0.70485, "Y3": 0.5088, "X4": 0.68733, "Y4": 0.5088, "page": 0, "Index": 211}, {"Word": "321,000", "Confidence": 0.95, "X1": 0.73989, "Y1": 0.4982, "X2": 0.79245, "Y2": 0.498, "X3": 0.79111, "Y3": 0.5088, "X4": 0.73989, "Y4": 0.5078, "page": 0, "Index": 212}, {"Word": "384,000", "Confidence": 0.954, "X1": 0.80997, "Y1": 0.4982, "X2": 0.86119, "Y2": 0.498, "X3": 0.86119, "Y3": 0.5088, "X4": 0.81132, "Y4": 0.5078, "page": 0, "Index": 213}, {"Word": "80", "Confidence": 0.998, "X1": 0.8841, "Y1": 0.4982, "X2": 0.90162, "Y2": 0.498, "X3": 0.90296, "Y3": 0.5088, "X4": 0.88544, "Y4": 0.5088, "page": 0, "Index": 214}, {"Word": "Race", "Confidence": 0.981, "X1": 0.1159, "Y1": 0.5162, "X2": 0.15094, "Y2": 0.516, "X3": 0.1496, "Y3": 0.5258, "X4": 0.1159, "Y4": 0.5248, "page": 0, "Index": 215}, {"Word": "White", "Confidence": 0.739, "X1": 0.14151, "Y1": 0.5282, "X2": 0.18059, "Y2": 0.528, "X3": 0.17925, "Y3": 0.5378, "X4": 0.14151, "Y4": 0.5368, "page": 0, "Index": 216}, {"Word": "605,000", "Confidence": 0.991, "X1": 0.36253, "Y1": 0.5282, "X2": 0.41509, "Y2": 0.528, "X3": 0.41509, "Y3": 0.5398, "X4": 0.36253, "Y4": 0.5398, "page": 0, "Index": 217}, {"Word": "57%", "Confidence": 0.407, "X1": 0.48248, "Y1": 0.5282, "X2": 0.50539, "Y2": 0.528, "X3": 0.50539, "Y3": 0.5398, "X4": 0.48248, "Y4": 0.5398, "page": 0, "Index": 218}, {"Word": "338,000", "Confidence": 0.994, "X1": 0.54178, "Y1": 0.5282, "X2": 0.59569, "Y2": 0.528, "X3": 0.59434, "Y3": 0.5408, "X4": 0.54043, "Y4": 0.5398, "page": 0, "Index": 219}, {"Word": "414,000", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.5282, "X2": 0.66577, "Y2": 0.528, "X3": 0.66577, "Y3": 0.5408, "X4": 0.61456, "Y4": 0.5398, "page": 0, "Index": 220}, {"Word": "68%", "Confidence": 0.988, "X1": 0.68868, "Y1": 0.5272, "X2": 0.71968, "Y2": 0.527, "X3": 0.71968, "Y3": 0.5388, "X4": 0.68868, "Y4": 0.5388, "page": 0, "Index": 221}, {"Word": "427,000", "Confidence": 0.994, "X1": 0.73989, "Y1": 0.5282, "X2": 0.79245, "Y2": 0.528, "X3": 0.79245, "Y3": 0.5398, "X4": 0.73989, "Y4": 0.5388, "page": 0, "Index": 222}, {"Word": "499,000", "Confidence": 0.994, "X1": 0.80997, "Y1": 0.5272, "X2": 0.86253, "Y2": 0.527, "X3": 0.86253, "Y3": 0.5388, "X4": 0.80863, "Y4": 0.5388, "page": 0, "Index": 223}, {"Word": "82%", "Confidence": 0.981, "X1": 0.8841, "Y1": 0.5272, "X2": 0.91509, "Y2": 0.527, "X3": 0.91509, "Y3": 0.5388, "X4": 0.8841, "Y4": 0.5388, "page": 0, "Index": 224}, {"Word": "Non-White", "Confidence": 0.982, "X1": 0.1442, "Y1": 0.5422, "X2": 0.21563, "Y2": 0.542, "X3": 0.21563, "Y3": 0.5528, "X4": 0.1442, "Y4": 0.5518, "page": 0, "Index": 225}, {"Word": "295,000", "Confidence": 0.884, "X1": 0.36253, "Y1": 0.5412, "X2": 0.41509, "Y2": 0.541, "X3": 0.41509, "Y3": 0.5528, "X4": 0.36253, "Y4": 0.5528, "page": 0, "Index": 226}, {"Word": "32", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.5402, "X2": 0.49461, "Y2": 0.54, "X3": 0.49461, "Y3": 0.5518, "X4": 0.47709, "Y4": 0.5518, "page": 0, "Index": 227}, {"Word": "123,000", "Confidence": 0.991, "X1": 0.54582, "Y1": 0.5412, "X2": 0.59434, "Y2": 0.541, "X3": 0.59434, "Y3": 0.5528, "X4": 0.54447, "Y4": 0.5518, "page": 0, "Index": 228}, {"Word": "164,000", "Confidence": 0.969, "X1": 0.61321, "Y1": 0.5412, "X2": 0.66442, "Y2": 0.541, "X3": 0.66442, "Y3": 0.5528, "X4": 0.61186, "Y4": 0.5518, "page": 0, "Index": 229}, {"Word": "56", "Confidence": 0.996, "X1": 0.68733, "Y1": 0.5402, "X2": 0.70485, "Y2": 0.54, "X3": 0.70485, "Y3": 0.5518, "X4": 0.68733, "Y4": 0.5518, "page": 0, "Index": 230}, {"Word": "180,000", "Confidence": 0.95, "X1": 0.74259, "Y1": 0.5412, "X2": 0.79245, "Y2": 0.541, "X3": 0.79111, "Y3": 0.5528, "X4": 0.74124, "Y4": 0.5518, "page": 0, "Index": 231}, {"Word": "215,000", "Confidence": 0.958, "X1": 0.80997, "Y1": 0.5412, "X2": 0.86119, "Y2": 0.541, "X3": 0.86119, "Y3": 0.5528, "X4": 0.80863, "Y4": 0.5518, "page": 0, "Index": 232}, {"Word": "73", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.5392, "X2": 0.90296, "Y2": 0.539, "X3": 0.90296, "Y3": 0.5508, "X4": 0.88544, "Y4": 0.5508, "page": 0, "Index": 233}, {"Word": "Age", "Confidence": 0.641, "X1": 0.11725, "Y1": 0.5602, "X2": 0.14286, "Y2": 0.56, "X3": 0.14151, "Y3": 0.5698, "X4": 0.1159, "Y4": 0.5678, "page": 0, "Index": 234}, {"Word": "18-34", "Confidence": 0.809, "X1": 0.1442, "Y1": 0.5702, "X2": 0.18194, "Y2": 0.57, "X3": 0.18194, "Y3": 0.5798, "X4": 0.1442, "Y4": 0.5798, "page": 0, "Index": 235}, {"Word": "285,000", "Confidence": 0.948, "X1": 0.36253, "Y1": 0.5702, "X2": 0.41375, "Y2": 0.57, "X3": 0.41509, "Y3": 0.5808, "X4": 0.36388, "Y4": 0.5818, "page": 0, "Index": 236}, {"Word": "31%", "Confidence": 0.789, "X1": 0.48113, "Y1": 0.5702, "X2": 0.50674, "Y2": 0.57, "X3": 0.50674, "Y3": 0.5818, "X4": 0.48113, "Y4": 0.5808, "page": 0, "Index": 237}, {"Word": "95,000", "Confidence": 0.955, "X1": 0.54987, "Y1": 0.5702, "X2": 0.59434, "Y2": 0.57, "X3": 0.59434, "Y3": 0.5808, "X4": 0.54987, "Y4": 0.5808, "page": 0, "Index": 238}, {"Word": "145,000", "Confidence": 0.993, "X1": 0.61456, "Y1": 0.5702, "X2": 0.66442, "Y2": 0.57, "X3": 0.66442, "Y3": 0.5808, "X4": 0.61456, "Y4": 0.5808, "page": 0, "Index": 239}, {"Word": "51%", "Confidence": 0.802, "X1": 0.69137, "Y1": 0.5702, "X2": 0.71833, "Y2": 0.57, "X3": 0.71833, "Y3": 0.5798, "X4": 0.69137, "Y4": 0.5798, "page": 0, "Index": 240}, {"Word": "173,000", "Confidence": 0.94, "X1": 0.73854, "Y1": 0.5692, "X2": 0.79111, "Y2": 0.569, "X3": 0.79111, "Y3": 0.5808, "X4": 0.73854, "Y4": 0.5818, "page": 0, "Index": 241}, {"Word": "222,000", "Confidence": 0.901, "X1": 0.80997, "Y1": 0.5692, "X2": 0.86119, "Y2": 0.569, "X3": 0.86119, "Y3": 0.5808, "X4": 0.80997, "Y4": 0.5808, "page": 0, "Index": 242}, {"Word": "78", "Confidence": 0.997, "X1": 0.88679, "Y1": 0.5702, "X2": 0.90296, "Y2": 0.57, "X3": 0.90431, "Y3": 0.5818, "X4": 0.88679, "Y4": 0.5828, "page": 0, "Index": 243}, {"Word": "35-44", "Confidence": 0.943, "X1": 0.1442, "Y1": 0.5822, "X2": 0.18059, "Y2": 0.582, "X3": 0.18059, "Y3": 0.5918, "X4": 0.1442, "Y4": 0.5928, "page": 0, "Index": 244}, {"Word": "203,000", "Confidence": 0.853, "X1": 0.36253, "Y1": 0.5822, "X2": 0.41375, "Y2": 0.582, "X3": 0.41375, "Y3": 0.5928, "X4": 0.36253, "Y4": 0.5938, "page": 0, "Index": 245}, {"Word": "22", "Confidence": 0.998, "X1": 0.47844, "Y1": 0.5832, "X2": 0.49461, "Y2": 0.583, "X3": 0.49461, "Y3": 0.5948, "X4": 0.47844, "Y4": 0.5948, "page": 0, "Index": 246}, {"Word": "113,000", "Confidence": 0.945, "X1": 0.54447, "Y1": 0.5832, "X2": 0.59299, "Y2": 0.583, "X3": 0.59299, "Y3": 0.5938, "X4": 0.54447, "Y4": 0.5938, "page": 0, "Index": 247}, {"Word": "141,000", "Confidence": 0.994, "X1": 0.61456, "Y1": 0.5832, "X2": 0.66577, "Y2": 0.583, "X3": 0.66442, "Y3": 0.5938, "X4": 0.61456, "Y4": 0.5938, "page": 0, "Index": 248}, {"Word": "69", "Confidence": 0.997, "X1": 0.68733, "Y1": 0.5832, "X2": 0.7035, "Y2": 0.583, "X3": 0.70485, "Y3": 0.5938, "X4": 0.68733, "Y4": 0.5938, "page": 0, "Index": 249}, {"Word": "145,000", "Confidence": 0.972, "X1": 0.74124, "Y1": 0.5832, "X2": 0.79245, "Y2": 0.583, "X3": 0.79111, "Y3": 0.5938, "X4": 0.74124, "Y4": 0.5938, "page": 0, "Index": 250}, {"Word": "165,000", "Confidence": 0.846, "X1": 0.81267, "Y1": 0.5832, "X2": 0.86119, "Y2": 0.583, "X3": 0.86119, "Y3": 0.5928, "X4": 0.81267, "Y4": 0.5938, "page": 0, "Index": 251}, {"Word": "81", "Confidence": 0.991, "X1": 0.88544, "Y1": 0.5822, "X2": 0.90296, "Y2": 0.582, "X3": 0.90296, "Y3": 0.5938, "X4": 0.88544, "Y4": 0.5938, "page": 0, "Index": 252}, {"Word": "45-54", "Confidence": 0.961, "X1": 0.14286, "Y1": 0.5952, "X2": 0.17655, "Y2": 0.595, "X3": 0.1779, "Y3": 0.6048, "X4": 0.14286, "Y4": 0.6058, "page": 0, "Index": 253}, {"Word": "157,000", "Confidence": 0.962, "X1": 0.36253, "Y1": 0.5962, "X2": 0.41509, "Y2": 0.596, "X3": 0.41509, "Y3": 0.6068, "X4": 0.36388, "Y4": 0.6068, "page": 0, "Index": 254}, {"Word": "17", "Confidence": 0.946, "X1": 0.47709, "Y1": 0.5932, "X2": 0.49596, "Y2": 0.593, "X3": 0.49461, "Y3": 0.6058, "X4": 0.47709, "Y4": 0.6058, "page": 0, "Index": 255}, {"Word": "89,000", "Confidence": 0.661, "X1": 0.54987, "Y1": 0.5972, "X2": 0.59434, "Y2": 0.597, "X3": 0.59434, "Y3": 0.6068, "X4": 0.54987, "Y4": 0.6068, "page": 0, "Index": 256}, {"Word": "109,000", "Confidence": 0.986, "X1": 0.6159, "Y1": 0.5962, "X2": 0.66577, "Y2": 0.596, "X3": 0.66577, "Y3": 0.6068, "X4": 0.61725, "Y4": 0.6058, "page": 0, "Index": 257}, {"Word": "69", "Confidence": 0.992, "X1": 0.68733, "Y1": 0.5952, "X2": 0.70485, "Y2": 0.595, "X3": 0.70485, "Y3": 0.6058, "X4": 0.68733, "Y4": 0.6058, "page": 0, "Index": 258}, {"Word": "123,000", "Confidence": 0.66, "X1": 0.73989, "Y1": 0.5962, "X2": 0.79111, "Y2": 0.596, "X3": 0.79111, "Y3": 0.6068, "X4": 0.73989, "Y4": 0.6058, "page": 0, "Index": 259}, {"Word": "126,000", "Confidence": 0.957, "X1": 0.81267, "Y1": 0.5962, "X2": 0.86119, "Y2": 0.596, "X3": 0.86119, "Y3": 0.6058, "X4": 0.81267, "Y4": 0.6058, "page": 0, "Index": 260}, {"Word": "80", "Confidence": 0.996, "X1": 0.8841, "Y1": 0.5942, "X2": 0.90296, "Y2": 0.594, "X3": 0.90431, "Y3": 0.6048, "X4": 0.8841, "Y4": 0.6058, "page": 0, "Index": 261}, {"Word": "63,000", "Confidence": 0.929, "X1": 0.74798, "Y1": 0.6082, "X2": 0.79111, "Y2": 0.608, "X3": 0.79111, "Y3": 0.6178, "X4": 0.74798, "Y4": 0.6198, "page": 0, "Index": 262}, {"Word": "78,000", "Confidence": 0.921, "X1": 0.81806, "Y1": 0.6082, "X2": 0.86119, "Y2": 0.608, "X3": 0.85984, "Y3": 0.6178, "X4": 0.81806, "Y4": 0.6188, "page": 0, "Index": 263}, {"Word": "55-64", "Confidence": 0.939, "X1": 0.14286, "Y1": 0.6082, "X2": 0.18059, "Y2": 0.608, "X3": 0.18059, "Y3": 0.6198, "X4": 0.14286, "Y4": 0.6198, "page": 0, "Index": 264}, {"Word": "105,000", "Confidence": 0.947, "X1": 0.36388, "Y1": 0.6082, "X2": 0.41509, "Y2": 0.608, "X3": 0.41375, "Y3": 0.6188, "X4": 0.36388, "Y4": 0.6198, "page": 0, "Index": 265}, {"Word": "12", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.6092, "X2": 0.49461, "Y2": 0.609, "X3": 0.49326, "Y3": 0.6218, "X4": 0.47574, "Y4": 0.6208, "page": 0, "Index": 266}, {"Word": "55,000", "Confidence": 0.856, "X1": 0.54987, "Y1": 0.6082, "X2": 0.59434, "Y2": 0.608, "X3": 0.59299, "Y3": 0.6188, "X4": 0.54987, "Y4": 0.6188, "page": 0, "Index": 267}, {"Word": "67,000", "Confidence": 0.991, "X1": 0.61995, "Y1": 0.6082, "X2": 0.66577, "Y2": 0.608, "X3": 0.66442, "Y3": 0.6188, "X4": 0.61995, "Y4": 0.6198, "page": 0, "Index": 268}, {"Word": "04", "Confidence": 0.506, "X1": 0.68733, "Y1": 0.6092, "X2": 0.7062, "Y2": 0.609, "X3": 0.7062, "Y3": 0.6198, "X4": 0.68733, "Y4": 0.6198, "page": 0, "Index": 269}, {"Word": "75", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.6082, "X2": 0.90162, "Y2": 0.608, "X3": 0.90296, "Y3": 0.6188, "X4": 0.88679, "Y4": 0.6198, "page": 0, "Index": 270}, {"Word": "65-", "Confidence": 0.954, "X1": 0.1442, "Y1": 0.6202, "X2": 0.16981, "Y2": 0.62, "X3": 0.16981, "Y3": 0.6298, "X4": 0.1442, "Y4": 0.6298, "page": 0, "Index": 271}, {"Word": "158,000", "Confidence": 0.941, "X1": 0.36523, "Y1": 0.6192, "X2": 0.41509, "Y2": 0.619, "X3": 0.41375, "Y3": 0.6328, "X4": 0.36523, "Y4": 0.6318, "page": 0, "Index": 272}, {"Word": "17", "Confidence": 0.466, "X1": 0.47844, "Y1": 0.6172, "X2": 0.49326, "Y2": 0.617, "X3": 0.49326, "Y3": 0.6288, "X4": 0.47844, "Y4": 0.6278, "page": 0, "Index": 273}, {"Word": "[14,000++", "Confidence": 0.258, "X1": 0.54582, "Y1": 0.6202, "X2": 0.60782, "Y2": 0.62, "X3": 0.60782, "Y3": 0.6318, "X4": 0.54582, "Y4": 0.6318, "page": 0, "Index": 274}, {"Word": "122,000", "Confidence": 0.904, "X1": 0.61321, "Y1": 0.6212, "X2": 0.66442, "Y2": 0.621, "X3": 0.66442, "Y3": 0.6318, "X4": 0.61186, "Y4": 0.6318, "page": 0, "Index": 275}, {"Word": "77", "Confidence": 0.405, "X1": 0.69003, "Y1": 0.6182, "X2": 0.70485, "Y2": 0.618, "X3": 0.70485, "Y3": 0.6298, "X4": 0.69003, "Y4": 0.6298, "page": 0, "Index": 276}, {"Word": "120,000", "Confidence": 0.97, "X1": 0.74394, "Y1": 0.6212, "X2": 0.79245, "Y2": 0.621, "X3": 0.79245, "Y3": 0.6328, "X4": 0.74394, "Y4": 0.6318, "page": 0, "Index": 277}, {"Word": "130,000", "Confidence": 0.934, "X1": 0.81132, "Y1": 0.6212, "X2": 0.86119, "Y2": 0.621, "X3": 0.85984, "Y3": 0.6318, "X4": 0.81132, "Y4": 0.6318, "page": 0, "Index": 278}, {"Word": "87", "Confidence": 0.323, "X1": 0.88679, "Y1": 0.6192, "X2": 0.90162, "Y2": 0.619, "X3": 0.90162, "Y3": 0.6288, "X4": 0.88679, "Y4": 0.6288, "page": 0, "Index": 279}, {"Word": "Education", "Confidence": 0.188, "X1": 0.1159, "Y1": 0.6382, "X2": 0.18464, "Y2": 0.638, "X3": 0.18464, "Y3": 0.6498, "X4": 0.11456, "Y4": 0.6478, "page": 0, "Index": 280}, {"Word": "Some", "Confidence": 0.981, "X1": 0.1442, "Y1": 0.6502, "X2": 0.1779, "Y2": 0.65, "X3": 0.17655, "Y3": 0.6608, "X4": 0.14286, "Y4": 0.6608, "page": 0, "Index": 281}, {"Word": "College/More", "Confidence": 0.75, "X1": 0.18059, "Y1": 0.6512, "X2": 0.27224, "Y2": 0.651, "X3": 0.27224, "Y3": 0.6618, "X4": 0.17925, "Y4": 0.6608, "page": 0, "Index": 282}, {"Word": "467,000", "Confidence": 0.985, "X1": 0.36253, "Y1": 0.6492, "X2": 0.41375, "Y2": 0.649, "X3": 0.41509, "Y3": 0.6608, "X4": 0.36388, "Y4": 0.6608, "page": 0, "Index": 283}, {"Word": "51", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.6502, "X2": 0.49461, "Y2": 0.65, "X3": 0.49461, "Y3": 0.6608, "X4": 0.47709, "Y4": 0.6608, "page": 0, "Index": 284}, {"Word": "%", "Confidence": 0.991, "X1": 0.4973, "Y1": 0.6502, "X2": 0.50674, "Y2": 0.65, "X3": 0.50674, "Y3": 0.6608, "X4": 0.4973, "Y4": 0.6608, "page": 0, "Index": 285}, {"Word": "266,000", "Confidence": 0.991, "X1": 0.54313, "Y1": 0.6502, "X2": 0.59299, "Y2": 0.65, "X3": 0.59299, "Y3": 0.6618, "X4": 0.54313, "Y4": 0.6608, "page": 0, "Index": 286}, {"Word": "338,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.6502, "X2": 0.66442, "Y2": 0.65, "X3": 0.66442, "Y3": 0.6608, "X4": 0.61321, "Y4": 0.6608, "page": 0, "Index": 287}, {"Word": "72", "Confidence": 0.993, "X1": 0.68868, "Y1": 0.6492, "X2": 0.7035, "Y2": 0.649, "X3": 0.7035, "Y3": 0.6598, "X4": 0.68868, "Y4": 0.6588, "page": 0, "Index": 288}, {"Word": "%", "Confidence": 0.995, "X1": 0.7062, "Y1": 0.6492, "X2": 0.71698, "Y2": 0.649, "X3": 0.71563, "Y3": 0.6598, "X4": 0.7062, "Y4": 0.6598, "page": 0, "Index": 289}, {"Word": "350,000", "Confidence": 0.949, "X1": 0.73854, "Y1": 0.6502, "X2": 0.79111, "Y2": 0.65, "X3": 0.79111, "Y3": 0.6608, "X4": 0.73854, "Y4": 0.6608, "page": 0, "Index": 290}, {"Word": "402,000", "Confidence": 0.991, "X1": 0.80863, "Y1": 0.6502, "X2": 0.86119, "Y2": 0.65, "X3": 0.86119, "Y3": 0.6608, "X4": 0.80863, "Y4": 0.6608, "page": 0, "Index": 291}, {"Word": "86", "Confidence": 0.971, "X1": 0.8841, "Y1": 0.6492, "X2": 0.90296, "Y2": 0.649, "X3": 0.90296, "Y3": 0.6608, "X4": 0.8841, "Y4": 0.6608, "page": 0, "Index": 292}, {"Word": "%", "Confidence": 0.995, "X1": 0.90701, "Y1": 0.6492, "X2": 0.91644, "Y2": 0.649, "X3": 0.91644, "Y3": 0.6608, "X4": 0.90701, "Y4": 0.6608, "page": 0, "Index": 293}, {"Word": "High", "Confidence": 0.987, "X1": 0.14151, "Y1": 0.6622, "X2": 0.17385, "Y2": 0.662, "X3": 0.17251, "Y3": 0.6748, "X4": 0.14016, "Y4": 0.6748, "page": 0, "Index": 294}, {"Word": "School/", "Confidence": 0.919, "X1": 0.17655, "Y1": 0.6632, "X2": 0.22372, "Y2": 0.663, "X3": 0.22372, "Y3": 0.6748, "X4": 0.17655, "Y4": 0.6748, "page": 0, "Index": 295}, {"Word": "Technical", "Confidence": 0.991, "X1": 0.22776, "Y1": 0.6632, "X2": 0.28976, "Y2": 0.663, "X3": 0.28976, "Y3": 0.6748, "X4": 0.22776, "Y4": 0.6748, "page": 0, "Index": 296}, {"Word": "330,000", "Confidence": 0.994, "X1": 0.36253, "Y1": 0.6622, "X2": 0.41375, "Y2": 0.662, "X3": 0.41375, "Y3": 0.6738, "X4": 0.36388, "Y4": 0.6738, "page": 0, "Index": 297}, {"Word": "36", "Confidence": 0.998, "X1": 0.47709, "Y1": 0.6622, "X2": 0.49326, "Y2": 0.662, "X3": 0.49326, "Y3": 0.6738, "X4": 0.47574, "Y4": 0.6728, "page": 0, "Index": 298}, {"Word": "159,000", "Confidence": 0.992, "X1": 0.54447, "Y1": 0.6632, "X2": 0.59434, "Y2": 0.663, "X3": 0.59434, "Y3": 0.6738, "X4": 0.54313, "Y4": 0.6738, "page": 0, "Index": 299}, {"Word": "187,000", "Confidence": 0.97, "X1": 0.61321, "Y1": 0.6632, "X2": 0.66442, "Y2": 0.663, "X3": 0.66442, "Y3": 0.6748, "X4": 0.61456, "Y4": 0.6738, "page": 0, "Index": 300}, {"Word": "57", "Confidence": 0.992, "X1": 0.68733, "Y1": 0.6632, "X2": 0.7062, "Y2": 0.663, "X3": 0.70485, "Y3": 0.6758, "X4": 0.68598, "Y4": 0.6748, "page": 0, "Index": 301}, {"Word": "207,000", "Confidence": 0.991, "X1": 0.73989, "Y1": 0.6632, "X2": 0.79111, "Y2": 0.663, "X3": 0.79111, "Y3": 0.6738, "X4": 0.73989, "Y4": 0.6728, "page": 0, "Index": 302}, {"Word": "253,000", "Confidence": 0.991, "X1": 0.80863, "Y1": 0.6632, "X2": 0.86119, "Y2": 0.663, "X3": 0.86119, "Y3": 0.6738, "X4": 0.80863, "Y4": 0.6738, "page": 0, "Index": 303}, {"Word": "Some", "Confidence": 0.988, "X1": 0.14151, "Y1": 0.6752, "X2": 0.1779, "Y2": 0.675, "X3": 0.17655, "Y3": 0.6868, "X4": 0.14151, "Y4": 0.6868, "page": 0, "Index": 304}, {"Word": "High", "Confidence": 0.989, "X1": 0.18059, "Y1": 0.6752, "X2": 0.21294, "Y2": 0.675, "X3": 0.21294, "Y3": 0.6868, "X4": 0.18059, "Y4": 0.6868, "page": 0, "Index": 305}, {"Word": "School", "Confidence": 0.991, "X1": 0.21698, "Y1": 0.6752, "X2": 0.2628, "Y2": 0.675, "X3": 0.2628, "Y3": 0.6878, "X4": 0.21563, "Y4": 0.6868, "page": 0, "Index": 306}, {"Word": "108,000", "Confidence": 0.994, "X1": 0.36388, "Y1": 0.6762, "X2": 0.41375, "Y2": 0.676, "X3": 0.41375, "Y3": 0.6868, "X4": 0.36388, "Y4": 0.6868, "page": 0, "Index": 307}, {"Word": "12", "Confidence": 0.995, "X1": 0.47709, "Y1": 0.6722, "X2": 0.49596, "Y2": 0.672, "X3": 0.49461, "Y3": 0.6858, "X4": 0.47574, "Y4": 0.6848, "page": 0, "Index": 308}, {"Word": "40,000", "Confidence": 0.983, "X1": 0.55121, "Y1": 0.6762, "X2": 0.59434, "Y2": 0.676, "X3": 0.59434, "Y3": 0.6868, "X4": 0.55121, "Y4": 0.6858, "page": 0, "Index": 309}, {"Word": "56,000", "Confidence": 0.995, "X1": 0.61995, "Y1": 0.6762, "X2": 0.66442, "Y2": 0.676, "X3": 0.66307, "Y3": 0.6868, "X4": 0.61995, "Y4": 0.6858, "page": 0, "Index": 310}, {"Word": "52", "Confidence": 0.955, "X1": 0.68733, "Y1": 0.6722, "X2": 0.7062, "Y2": 0.672, "X3": 0.7062, "Y3": 0.6848, "X4": 0.68733, "Y4": 0.6838, "page": 0, "Index": 311}, {"Word": "55,000", "Confidence": 0.982, "X1": 0.74798, "Y1": 0.6752, "X2": 0.79111, "Y2": 0.675, "X3": 0.79111, "Y3": 0.6868, "X4": 0.74798, "Y4": 0.6858, "page": 0, "Index": 312}, {"Word": "65,000", "Confidence": 0.783, "X1": 0.81806, "Y1": 0.6762, "X2": 0.86119, "Y2": 0.676, "X3": 0.85984, "Y3": 0.6858, "X4": 0.81806, "Y4": 0.6858, "page": 0, "Index": 313}, {"Word": "60", "Confidence": 0.911, "X1": 0.88544, "Y1": 0.6722, "X2": 0.90296, "Y2": 0.672, "X3": 0.90162, "Y3": 0.6858, "X4": 0.8841, "Y4": 0.6848, "page": 0, "Index": 314}, {"Word": "Less", "Confidence": 0.824, "X1": 0.26685, "Y1": 0.6752, "X2": 0.2965, "Y2": 0.675, "X3": 0.2965, "Y3": 0.6888, "X4": 0.26685, "Y4": 0.6878, "page": 0, "Index": 315}, {"Word": "Occupation", "Confidence": 0.962, "X1": 0.11725, "Y1": 0.6932, "X2": 0.19407, "Y2": 0.693, "X3": 0.19272, "Y3": 0.7038, "X4": 0.11725, "Y4": 0.7048, "page": 0, "Index": 316}, {"Word": "Professional,", "Confidence": 0.847, "X1": 0.14016, "Y1": 0.7052, "X2": 0.22237, "Y2": 0.705, "X3": 0.22237, "Y3": 0.7178, "X4": 0.14016, "Y4": 0.7158, "page": 0, "Index": 317}, {"Word": "Manager", "Confidence": 0.991, "X1": 0.2965, "Y1": 0.7052, "X2": 0.35849, "Y2": 0.705, "X3": 0.35849, "Y3": 0.7178, "X4": 0.2965, "Y4": 0.7188, "page": 0, "Index": 318}, {"Word": "194,000", "Confidence": 0.953, "X1": 0.36253, "Y1": 0.7042, "X2": 0.41509, "Y2": 0.704, "X3": 0.41509, "Y3": 0.7168, "X4": 0.36253, "Y4": 0.7178, "page": 0, "Index": 319}, {"Word": "21%", "Confidence": 0.941, "X1": 0.47574, "Y1": 0.7052, "X2": 0.50539, "Y2": 0.705, "X3": 0.50539, "Y3": 0.7168, "X4": 0.47574, "Y4": 0.7168, "page": 0, "Index": 320}, {"Word": "103.000", "Confidence": 0.667, "X1": 0.54582, "Y1": 0.7052, "X2": 0.59434, "Y2": 0.705, "X3": 0.59299, "Y3": 0.7168, "X4": 0.54582, "Y4": 0.7158, "page": 0, "Index": 321}, {"Word": "135,000", "Confidence": 0.952, "X1": 0.61456, "Y1": 0.7052, "X2": 0.66442, "Y2": 0.705, "X3": 0.66442, "Y3": 0.7168, "X4": 0.61456, "Y4": 0.7168, "page": 0, "Index": 322}, {"Word": "70%", "Confidence": 0.793, "X1": 0.68868, "Y1": 0.7052, "X2": 0.71698, "Y2": 0.705, "X3": 0.71563, "Y3": 0.7168, "X4": 0.68868, "Y4": 0.7158, "page": 0, "Index": 323}, {"Word": "143,000", "Confidence": 0.976, "X1": 0.73989, "Y1": 0.7052, "X2": 0.79245, "Y2": 0.705, "X3": 0.79111, "Y3": 0.7168, "X4": 0.73854, "Y4": 0.7168, "page": 0, "Index": 324}, {"Word": "160,000", "Confidence": 0.953, "X1": 0.81132, "Y1": 0.7062, "X2": 0.86119, "Y2": 0.706, "X3": 0.85984, "Y3": 0.7158, "X4": 0.81132, "Y4": 0.7158, "page": 0, "Index": 325}, {"Word": "82%", "Confidence": 0.998, "X1": 0.88275, "Y1": 0.7042, "X2": 0.91105, "Y2": 0.704, "X3": 0.9124, "Y3": 0.7158, "X4": 0.8841, "Y4": 0.7168, "page": 0, "Index": 326}, {"Word": "Proprietor,", "Confidence": 0.955, "X1": 0.22642, "Y1": 0.7052, "X2": 0.2938, "Y2": 0.705, "X3": 0.29245, "Y3": 0.7188, "X4": 0.22642, "Y4": 0.7178, "page": 0, "Index": 327}, {"Word": "90,000", "Confidence": 0.878, "X1": 0.55121, "Y1": 0.7182, "X2": 0.59434, "Y2": 0.718, "X3": 0.59299, "Y3": 0.7278, "X4": 0.54987, "Y4": 0.7278, "page": 0, "Index": 328}, {"Word": "6L", "Confidence": 0.857, "X1": 0.68733, "Y1": 0.7182, "X2": 0.70485, "Y2": 0.718, "X3": 0.70485, "Y3": 0.7278, "X4": 0.68733, "Y4": 0.7278, "page": 0, "Index": 329}, {"Word": "127,000", "Confidence": 0.957, "X1": 0.74259, "Y1": 0.7172, "X2": 0.79111, "Y2": 0.717, "X3": 0.78976, "Y3": 0.7278, "X4": 0.74259, "Y4": 0.7278, "page": 0, "Index": 330}, {"Word": "164,000", "Confidence": 0.993, "X1": 0.81132, "Y1": 0.7182, "X2": 0.85984, "Y2": 0.718, "X3": 0.85984, "Y3": 0.7278, "X4": 0.81132, "Y4": 0.7278, "page": 0, "Index": 331}, {"Word": "Other", "Confidence": 0.853, "X1": 0.14151, "Y1": 0.7172, "X2": 0.1779, "Y2": 0.717, "X3": 0.1779, "Y3": 0.7288, "X4": 0.14151, "Y4": 0.7288, "page": 0, "Index": 332}, {"Word": "White", "Confidence": 0.994, "X1": 0.18059, "Y1": 0.7182, "X2": 0.21968, "Y2": 0.718, "X3": 0.21968, "Y3": 0.7288, "X4": 0.18059, "Y4": 0.7288, "page": 0, "Index": 333}, {"Word": "Collar", "Confidence": 0.991, "X1": 0.22372, "Y1": 0.7182, "X2": 0.26685, "Y2": 0.718, "X3": 0.2655, "Y3": 0.7298, "X4": 0.22372, "Y4": 0.7288, "page": 0, "Index": 334}, {"Word": "186,000", "Confidence": 0.993, "X1": 0.36523, "Y1": 0.7182, "X2": 0.41509, "Y2": 0.718, "X3": 0.41375, "Y3": 0.7288, "X4": 0.36523, "Y4": 0.7288, "page": 0, "Index": 335}, {"Word": "20", "Confidence": 0.998, "X1": 0.47844, "Y1": 0.7172, "X2": 0.49461, "Y2": 0.717, "X3": 0.49461, "Y3": 0.7298, "X4": 0.47709, "Y4": 0.7288, "page": 0, "Index": 336}, {"Word": "114,000", "Confidence": 0.991, "X1": 0.61456, "Y1": 0.7172, "X2": 0.66442, "Y2": 0.717, "X3": 0.66442, "Y3": 0.7288, "X4": 0.6159, "Y4": 0.7288, "page": 0, "Index": 337}, {"Word": "88", "Confidence": 0.996, "X1": 0.88275, "Y1": 0.7152, "X2": 0.90296, "Y2": 0.715, "X3": 0.90431, "Y3": 0.7288, "X4": 0.8841, "Y4": 0.7298, "page": 0, "Index": 338}, {"Word": "Blue", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.7312, "X2": 0.17116, "Y2": 0.731, "X3": 0.17116, "Y3": 0.7418, "X4": 0.14286, "Y4": 0.7418, "page": 0, "Index": 339}, {"Word": "Collar", "Confidence": 0.991, "X1": 0.1752, "Y1": 0.7312, "X2": 0.21698, "Y2": 0.731, "X3": 0.21563, "Y3": 0.7418, "X4": 0.17385, "Y4": 0.7418, "page": 0, "Index": 340}, {"Word": "218,000", "Confidence": 0.992, "X1": 0.36253, "Y1": 0.7302, "X2": 0.41375, "Y2": 0.73, "X3": 0.41375, "Y3": 0.7418, "X4": 0.36253, "Y4": 0.7418, "page": 0, "Index": 341}, {"Word": "24", "Confidence": 0.997, "X1": 0.47844, "Y1": 0.7292, "X2": 0.49461, "Y2": 0.729, "X3": 0.49326, "Y3": 0.7408, "X4": 0.47709, "Y4": 0.7398, "page": 0, "Index": 342}, {"Word": "102,000", "Confidence": 0.9, "X1": 0.54582, "Y1": 0.7302, "X2": 0.59434, "Y2": 0.73, "X3": 0.59299, "Y3": 0.7408, "X4": 0.54582, "Y4": 0.7408, "page": 0, "Index": 343}, {"Word": "131,000", "Confidence": 0.956, "X1": 0.61456, "Y1": 0.7312, "X2": 0.66442, "Y2": 0.731, "X3": 0.66307, "Y3": 0.7408, "X4": 0.61321, "Y4": 0.7408, "page": 0, "Index": 344}, {"Word": "60", "Confidence": 0.961, "X1": 0.69003, "Y1": 0.7312, "X2": 0.7062, "Y2": 0.731, "X3": 0.70485, "Y3": 0.7408, "X4": 0.68868, "Y4": 0.7398, "page": 0, "Index": 345}, {"Word": "142,000", "Confidence": 0.958, "X1": 0.74124, "Y1": 0.7312, "X2": 0.79111, "Y2": 0.731, "X3": 0.78976, "Y3": 0.7408, "X4": 0.74124, "Y4": 0.7408, "page": 0, "Index": 346}, {"Word": "163,000", "Confidence": 0.971, "X1": 0.81132, "Y1": 0.7302, "X2": 0.86119, "Y2": 0.73, "X3": 0.86119, "Y3": 0.7418, "X4": 0.81267, "Y4": 0.7418, "page": 0, "Index": 347}, {"Word": "75", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.7292, "X2": 0.90296, "Y2": 0.729, "X3": 0.90431, "Y3": 0.7408, "X4": 0.88544, "Y4": 0.7418, "page": 0, "Index": 348}, {"Word": "Other,", "Confidence": 0.884, "X1": 0.14151, "Y1": 0.7432, "X2": 0.18059, "Y2": 0.743, "X3": 0.18059, "Y3": 0.7558, "X4": 0.14151, "Y4": 0.7548, "page": 0, "Index": 349}, {"Word": "Not", "Confidence": 0.964, "X1": 0.18464, "Y1": 0.7432, "X2": 0.20755, "Y2": 0.743, "X3": 0.20755, "Y3": 0.7558, "X4": 0.18329, "Y4": 0.7558, "page": 0, "Index": 350}, {"Word": "in", "Confidence": 0.998, "X1": 0.21159, "Y1": 0.7432, "X2": 0.22372, "Y2": 0.743, "X3": 0.22372, "Y3": 0.7558, "X4": 0.21159, "Y4": 0.7558, "page": 0, "Index": 351}, {"Word": "Labor", "Confidence": 0.955, "X1": 0.22776, "Y1": 0.7432, "X2": 0.2655, "Y2": 0.743, "X3": 0.2655, "Y3": 0.7568, "X4": 0.22776, "Y4": 0.7558, "page": 0, "Index": 352}, {"Word": "Force", "Confidence": 0.991, "X1": 0.26819, "Y1": 0.7432, "X2": 0.30728, "Y2": 0.743, "X3": 0.30728, "Y3": 0.7568, "X4": 0.26954, "Y4": 0.7568, "page": 0, "Index": 353}, {"Word": "124,000", "Confidence": 0.991, "X1": 0.36253, "Y1": 0.7432, "X2": 0.41509, "Y2": 0.743, "X3": 0.41375, "Y3": 0.7558, "X4": 0.36253, "Y4": 0.7548, "page": 0, "Index": 354}, {"Word": "14", "Confidence": 0.996, "X1": 0.47709, "Y1": 0.7432, "X2": 0.49461, "Y2": 0.743, "X3": 0.49326, "Y3": 0.7548, "X4": 0.47709, "Y4": 0.7538, "page": 0, "Index": 355}, {"Word": "55,000", "Confidence": 0.845, "X1": 0.55121, "Y1": 0.7432, "X2": 0.59434, "Y2": 0.743, "X3": 0.59299, "Y3": 0.7548, "X4": 0.54987, "Y4": 0.7538, "page": 0, "Index": 356}, {"Word": "73.000", "Confidence": 0.658, "X1": 0.62129, "Y1": 0.7422, "X2": 0.66307, "Y2": 0.742, "X3": 0.66307, "Y3": 0.7538, "X4": 0.62129, "Y4": 0.7538, "page": 0, "Index": 357}, {"Word": "59", "Confidence": 0.666, "X1": 0.68733, "Y1": 0.7422, "X2": 0.7035, "Y2": 0.742, "X3": 0.70216, "Y3": 0.7528, "X4": 0.68733, "Y4": 0.7518, "page": 0, "Index": 358}, {"Word": "67,000", "Confidence": 0.955, "X1": 0.74798, "Y1": 0.7432, "X2": 0.79111, "Y2": 0.743, "X3": 0.78976, "Y3": 0.7548, "X4": 0.74798, "Y4": 0.7538, "page": 0, "Index": 359}, {"Word": "83,000", "Confidence": 0.957, "X1": 0.81806, "Y1": 0.7432, "X2": 0.86119, "Y2": 0.743, "X3": 0.85984, "Y3": 0.7548, "X4": 0.81671, "Y4": 0.7538, "page": 0, "Index": 360}, {"Word": "67", "Confidence": 0.996, "X1": 0.8841, "Y1": 0.7432, "X2": 0.90162, "Y2": 0.743, "X3": 0.90296, "Y3": 0.7528, "X4": 0.8841, "Y4": 0.7538, "page": 0, "Index": 361}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.14286, "Y1": 0.7562, "X2": 0.18868, "Y2": 0.756, "X3": 0.18868, "Y3": 0.7678, "X4": 0.14151, "Y4": 0.7678, "page": 0, "Index": 362}, {"Word": "155,000", "Confidence": 0.798, "X1": 0.36253, "Y1": 0.7562, "X2": 0.41509, "Y2": 0.756, "X3": 0.41375, "Y3": 0.7668, "X4": 0.36253, "Y4": 0.7668, "page": 0, "Index": 363}, {"Word": "17", "Confidence": 0.849, "X1": 0.47844, "Y1": 0.7542, "X2": 0.49326, "Y2": 0.754, "X3": 0.49461, "Y3": 0.7648, "X4": 0.47844, "Y4": 0.7658, "page": 0, "Index": 364}, {"Word": "106,000", "Confidence": 0.976, "X1": 0.54313, "Y1": 0.7572, "X2": 0.59299, "Y2": 0.757, "X3": 0.59299, "Y3": 0.7678, "X4": 0.54313, "Y4": 0.7668, "page": 0, "Index": 365}, {"Word": "115,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.7562, "X2": 0.66442, "Y2": 0.756, "X3": 0.66307, "Y3": 0.7678, "X4": 0.61321, "Y4": 0.7668, "page": 0, "Index": 366}, {"Word": "74", "Confidence": 0.906, "X1": 0.69003, "Y1": 0.7542, "X2": 0.70485, "Y2": 0.754, "X3": 0.7062, "Y3": 0.7638, "X4": 0.69003, "Y4": 0.7648, "page": 0, "Index": 367}, {"Word": "113,000", "Confidence": 0.994, "X1": 0.74124, "Y1": 0.7562, "X2": 0.79111, "Y2": 0.756, "X3": 0.78976, "Y3": 0.7668, "X4": 0.74124, "Y4": 0.7668, "page": 0, "Index": 368}, {"Word": "128,000", "Confidence": 0.995, "X1": 0.81132, "Y1": 0.7572, "X2": 0.86119, "Y2": 0.757, "X3": 0.85984, "Y3": 0.7678, "X4": 0.81132, "Y4": 0.7668, "page": 0, "Index": 369}, {"Word": "83", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.7552, "X2": 0.90027, "Y2": 0.755, "X3": 0.90162, "Y3": 0.7648, "X4": 0.88544, "Y4": 0.7658, "page": 0, "Index": 370}, {"Word": "Annual", "Confidence": 0.856, "X1": 0.1159, "Y1": 0.7732, "X2": 0.16442, "Y2": 0.773, "X3": 0.16307, "Y3": 0.7858, "X4": 0.11456, "Y4": 0.7848, "page": 0, "Index": 371}, {"Word": "Household", "Confidence": 0.768, "X1": 0.16712, "Y1": 0.7732, "X2": 0.24124, "Y2": 0.773, "X3": 0.23989, "Y3": 0.7868, "X4": 0.16712, "Y4": 0.7858, "page": 0, "Index": 372}, {"Word": "Gross", "Confidence": 0.994, "X1": 0.24528, "Y1": 0.7732, "X2": 0.28167, "Y2": 0.773, "X3": 0.28167, "Y3": 0.7868, "X4": 0.24394, "Y4": 0.7868, "page": 0, "Index": 373}, {"Word": "Income", "Confidence": 0.741, "X1": 0.28571, "Y1": 0.7732, "X2": 0.33962, "Y2": 0.773, "X3": 0.33827, "Y3": 0.7858, "X4": 0.28437, "Y4": 0.7868, "page": 0, "Index": 374}, {"Word": "Under", "Confidence": 0.997, "X1": 0.14016, "Y1": 0.7862, "X2": 0.18059, "Y2": 0.786, "X3": 0.18059, "Y3": 0.7978, "X4": 0.14016, "Y4": 0.7968, "page": 0, "Index": 375}, {"Word": "$25,000", "Confidence": 0.981, "X1": 0.18329, "Y1": 0.7862, "X2": 0.2372, "Y2": 0.786, "X3": 0.2372, "Y3": 0.7978, "X4": 0.18329, "Y4": 0.7978, "page": 0, "Index": 376}, {"Word": "193,000", "Confidence": 0.993, "X1": 0.36388, "Y1": 0.7862, "X2": 0.4124, "Y2": 0.786, "X3": 0.41375, "Y3": 0.7968, "X4": 0.36388, "Y4": 0.7968, "page": 0, "Index": 377}, {"Word": "21", "Confidence": 0.998, "X1": 0.47844, "Y1": 0.7862, "X2": 0.49326, "Y2": 0.786, "X3": 0.49326, "Y3": 0.7968, "X4": 0.47844, "Y4": 0.7968, "page": 0, "Index": 378}, {"Word": "%", "Confidence": 0.883, "X1": 0.50135, "Y1": 0.7862, "X2": 0.50809, "Y2": 0.786, "X3": 0.50809, "Y3": 0.7968, "X4": 0.50135, "Y4": 0.7968, "page": 0, "Index": 379}, {"Word": "73,000", "Confidence": 0.991, "X1": 0.54987, "Y1": 0.7852, "X2": 0.59434, "Y2": 0.785, "X3": 0.59434, "Y3": 0.7968, "X4": 0.54987, "Y4": 0.7968, "page": 0, "Index": 380}, {"Word": "96,000", "Confidence": 0.952, "X1": 0.62129, "Y1": 0.7862, "X2": 0.66307, "Y2": 0.786, "X3": 0.66307, "Y3": 0.7968, "X4": 0.62264, "Y4": 0.7968, "page": 0, "Index": 381}, {"Word": "49%", "Confidence": 0.988, "X1": 0.68733, "Y1": 0.7862, "X2": 0.71563, "Y2": 0.786, "X3": 0.71563, "Y3": 0.7968, "X4": 0.68733, "Y4": 0.7968, "page": 0, "Index": 382}, {"Word": "94,000", "Confidence": 0.995, "X1": 0.74798, "Y1": 0.7862, "X2": 0.79111, "Y2": 0.786, "X3": 0.79111, "Y3": 0.7958, "X4": 0.74933, "Y4": 0.7958, "page": 0, "Index": 383}, {"Word": "121,000", "Confidence": 0.93, "X1": 0.81132, "Y1": 0.7862, "X2": 0.85984, "Y2": 0.786, "X3": 0.85984, "Y3": 0.7958, "X4": 0.81267, "Y4": 0.7958, "page": 0, "Index": 384}, {"Word": "63%", "Confidence": 0.991, "X1": 0.8841, "Y1": 0.7852, "X2": 0.91375, "Y2": 0.785, "X3": 0.91375, "Y3": 0.7968, "X4": 0.88544, "Y4": 0.7968, "page": 0, "Index": 385}, {"Word": "$25,000-34,999", "Confidence": 0.658, "X1": 0.14151, "Y1": 0.7982, "X2": 0.24259, "Y2": 0.798, "X3": 0.24259, "Y3": 0.8098, "X4": 0.14016, "Y4": 0.8098, "page": 0, "Index": 386}, {"Word": "121,000", "Confidence": 0.955, "X1": 0.36388, "Y1": 0.7982, "X2": 0.41375, "Y2": 0.798, "X3": 0.41375, "Y3": 0.8088, "X4": 0.36523, "Y4": 0.8098, "page": 0, "Index": 387}, {"Word": "13", "Confidence": 0.997, "X1": 0.47709, "Y1": 0.7972, "X2": 0.49461, "Y2": 0.797, "X3": 0.49326, "Y3": 0.8098, "X4": 0.47574, "Y4": 0.8088, "page": 0, "Index": 388}, {"Word": "60,000", "Confidence": 0.941, "X1": 0.54987, "Y1": 0.7992, "X2": 0.59299, "Y2": 0.799, "X3": 0.59299, "Y3": 0.8088, "X4": 0.54987, "Y4": 0.8098, "page": 0, "Index": 389}, {"Word": "76,000", "Confidence": 0.991, "X1": 0.62264, "Y1": 0.7992, "X2": 0.66442, "Y2": 0.799, "X3": 0.66442, "Y3": 0.8088, "X4": 0.62264, "Y4": 0.8088, "page": 0, "Index": 390}, {"Word": "63", "Confidence": 0.997, "X1": 0.68598, "Y1": 0.7972, "X2": 0.70485, "Y2": 0.797, "X3": 0.7062, "Y3": 0.8098, "X4": 0.68733, "Y4": 0.8098, "page": 0, "Index": 391}, {"Word": "78,000", "Confidence": 0.994, "X1": 0.74933, "Y1": 0.7992, "X2": 0.79111, "Y2": 0.799, "X3": 0.79111, "Y3": 0.8098, "X4": 0.74933, "Y4": 0.8098, "page": 0, "Index": 392}, {"Word": "90,000", "Confidence": 0.982, "X1": 0.81671, "Y1": 0.7992, "X2": 0.85984, "Y2": 0.799, "X3": 0.85984, "Y3": 0.8098, "X4": 0.81671, "Y4": 0.8098, "page": 0, "Index": 393}, {"Word": "74", "Confidence": 0.998, "X1": 0.88544, "Y1": 0.7972, "X2": 0.90296, "Y2": 0.797, "X3": 0.90296, "Y3": 0.8098, "X4": 0.88679, "Y4": 0.8098, "page": 0, "Index": 394}, {"Word": "$35,000-49,999", "Confidence": 0.888, "X1": 0.14151, "Y1": 0.8112, "X2": 0.24394, "Y2": 0.811, "X3": 0.24259, "Y3": 0.8228, "X4": 0.14016, "Y4": 0.8228, "page": 0, "Index": 395}, {"Word": "195,000", "Confidence": 0.849, "X1": 0.36253, "Y1": 0.8112, "X2": 0.41375, "Y2": 0.811, "X3": 0.41375, "Y3": 0.8228, "X4": 0.36253, "Y4": 0.8228, "page": 0, "Index": 396}, {"Word": "22", "Confidence": 0.996, "X1": 0.47709, "Y1": 0.8102, "X2": 0.49596, "Y2": 0.81, "X3": 0.49461, "Y3": 0.8218, "X4": 0.47709, "Y4": 0.8218, "page": 0, "Index": 397}, {"Word": "98.000", "Confidence": 0.659, "X1": 0.54987, "Y1": 0.8102, "X2": 0.59434, "Y2": 0.81, "X3": 0.59434, "Y3": 0.8228, "X4": 0.54987, "Y4": 0.8218, "page": 0, "Index": 398}, {"Word": "129.000", "Confidence": 0.672, "X1": 0.6159, "Y1": 0.8112, "X2": 0.66442, "Y2": 0.811, "X3": 0.66307, "Y3": 0.8228, "X4": 0.6159, "Y4": 0.8228, "page": 0, "Index": 399}, {"Word": "66", "Confidence": 0.986, "X1": 0.68868, "Y1": 0.8092, "X2": 0.70755, "Y2": 0.809, "X3": 0.7062, "Y3": 0.8218, "X4": 0.68868, "Y4": 0.8218, "page": 0, "Index": 400}, {"Word": "141,000", "Confidence": 0.685, "X1": 0.74124, "Y1": 0.8112, "X2": 0.79111, "Y2": 0.811, "X3": 0.79111, "Y3": 0.8228, "X4": 0.74124, "Y4": 0.8218, "page": 0, "Index": 401}, {"Word": "164,000", "Confidence": 0.808, "X1": 0.81132, "Y1": 0.8112, "X2": 0.86119, "Y2": 0.811, "X3": 0.86119, "Y3": 0.8218, "X4": 0.81132, "Y4": 0.8228, "page": 0, "Index": 402}, {"Word": "84", "Confidence": 0.997, "X1": 0.8841, "Y1": 0.8092, "X2": 0.90431, "Y2": 0.809, "X3": 0.90431, "Y3": 0.8208, "X4": 0.8841, "Y4": 0.8208, "page": 0, "Index": 403}, {"Word": "$50,000-74,999", "Confidence": 0.929, "X1": 0.1442, "Y1": 0.8242, "X2": 0.24259, "Y2": 0.824, "X3": 0.24124, "Y3": 0.8358, "X4": 0.14286, "Y4": 0.8348, "page": 0, "Index": 404}, {"Word": "231,000", "Confidence": 0.994, "X1": 0.36119, "Y1": 0.8232, "X2": 0.41375, "Y2": 0.823, "X3": 0.41375, "Y3": 0.8348, "X4": 0.36253, "Y4": 0.8358, "page": 0, "Index": 405}, {"Word": "25", "Confidence": 0.956, "X1": 0.47709, "Y1": 0.8232, "X2": 0.49461, "Y2": 0.823, "X3": 0.49326, "Y3": 0.8338, "X4": 0.47709, "Y4": 0.8328, "page": 0, "Index": 406}, {"Word": "120,000", "Confidence": 0.901, "X1": 0.54178, "Y1": 0.8242, "X2": 0.59299, "Y2": 0.824, "X3": 0.59299, "Y3": 0.8348, "X4": 0.54313, "Y4": 0.8338, "page": 0, "Index": 407}, {"Word": "150,000", "Confidence": 0.971, "X1": 0.61456, "Y1": 0.8242, "X2": 0.66442, "Y2": 0.824, "X3": 0.66307, "Y3": 0.8358, "X4": 0.61456, "Y4": 0.8348, "page": 0, "Index": 408}, {"Word": "65", "Confidence": 0.996, "X1": 0.68598, "Y1": 0.8242, "X2": 0.7062, "Y2": 0.824, "X3": 0.7062, "Y3": 0.8358, "X4": 0.68598, "Y4": 0.8358, "page": 0, "Index": 409}, {"Word": "161,000", "Confidence": 0.981, "X1": 0.74259, "Y1": 0.8242, "X2": 0.79111, "Y2": 0.824, "X3": 0.79111, "Y3": 0.8348, "X4": 0.74259, "Y4": 0.8338, "page": 0, "Index": 410}, {"Word": "193,000", "Confidence": 0.966, "X1": 0.80997, "Y1": 0.8242, "X2": 0.85984, "Y2": 0.824, "X3": 0.85849, "Y3": 0.8338, "X4": 0.80997, "Y4": 0.8338, "page": 0, "Index": 411}, {"Word": "84", "Confidence": 0.995, "X1": 0.88275, "Y1": 0.8212, "X2": 0.90296, "Y2": 0.821, "X3": 0.90431, "Y3": 0.8328, "X4": 0.8841, "Y4": 0.8328, "page": 0, "Index": 412}, {"Word": "$75,000+", "Confidence": 0.932, "X1": 0.14151, "Y1": 0.8372, "X2": 0.2035, "Y2": 0.837, "X3": 0.20216, "Y3": 0.8468, "X4": 0.14151, "Y4": 0.8478, "page": 0, "Index": 413}, {"Word": "170,000", "Confidence": 0.748, "X1": 0.36253, "Y1": 0.8362, "X2": 0.41375, "Y2": 0.836, "X3": 0.41375, "Y3": 0.8478, "X4": 0.36388, "Y4": 0.8488, "page": 0, "Index": 414}, {"Word": "19", "Confidence": 0.606, "X1": 0.47709, "Y1": 0.8342, "X2": 0.49326, "Y2": 0.834, "X3": 0.49326, "Y3": 0.8448, "X4": 0.47709, "Y4": 0.8448, "page": 0, "Index": 415}, {"Word": "115,000", "Confidence": 0.866, "X1": 0.54582, "Y1": 0.8372, "X2": 0.59434, "Y2": 0.837, "X3": 0.59299, "Y3": 0.8478, "X4": 0.54582, "Y4": 0.8468, "page": 0, "Index": 416}, {"Word": "134,000", "Confidence": 0.991, "X1": 0.61321, "Y1": 0.8372, "X2": 0.66442, "Y2": 0.837, "X3": 0.66307, "Y3": 0.8478, "X4": 0.61321, "Y4": 0.8468, "page": 0, "Index": 417}, {"Word": "70", "Confidence": 0.87, "X1": 0.69003, "Y1": 0.8332, "X2": 0.7035, "Y2": 0.833, "X3": 0.70485, "Y3": 0.8438, "X4": 0.69003, "Y4": 0.8448, "page": 0, "Index": 418}, {"Word": "140,000", "Confidence": 0.993, "X1": 0.74259, "Y1": 0.8372, "X2": 0.79245, "Y2": 0.837, "X3": 0.79111, "Y3": 0.8478, "X4": 0.74259, "Y4": 0.8478, "page": 0, "Index": 419}, {"Word": "154,000", "Confidence": 0.812, "X1": 0.81132, "Y1": 0.8372, "X2": 0.86119, "Y2": 0.837, "X3": 0.85984, "Y3": 0.8468, "X4": 0.81267, "Y4": 0.8468, "page": 0, "Index": 420}, {"Word": "91", "Confidence": 0.797, "X1": 0.8841, "Y1": 0.8352, "X2": 0.90162, "Y2": 0.835, "X3": 0.90162, "Y3": 0.8448, "X4": 0.8841, "Y4": 0.8448, "page": 0, "Index": 421}, {"Word": "Home", "Confidence": 0.981, "X1": 0.11456, "Y1": 0.8542, "X2": 0.15768, "Y2": 0.854, "X3": 0.15768, "Y3": 0.8658, "X4": 0.11321, "Y4": 0.8648, "page": 0, "Index": 422}, {"Word": "697,000", "Confidence": 0.972, "X1": 0.36253, "Y1": 0.8662, "X2": 0.41375, "Y2": 0.866, "X3": 0.41375, "Y3": 0.8778, "X4": 0.36119, "Y4": 0.8778, "page": 0, "Index": 423}, {"Word": "377,000", "Confidence": 0.941, "X1": 0.54178, "Y1": 0.8652, "X2": 0.59299, "Y2": 0.865, "X3": 0.59299, "Y3": 0.8768, "X4": 0.54178, "Y4": 0.8768, "page": 0, "Index": 424}, {"Word": "458.000", "Confidence": 0.666, "X1": 0.61186, "Y1": 0.8662, "X2": 0.66442, "Y2": 0.866, "X3": 0.66307, "Y3": 0.8778, "X4": 0.61321, "Y4": 0.8758, "page": 0, "Index": 425}, {"Word": "66%", "Confidence": 0.889, "X1": 0.68733, "Y1": 0.8652, "X2": 0.71563, "Y2": 0.865, "X3": 0.71563, "Y3": 0.8778, "X4": 0.68733, "Y4": 0.8778, "page": 0, "Index": 426}, {"Word": "474,000", "Confidence": 0.991, "X1": 0.73989, "Y1": 0.8652, "X2": 0.79111, "Y2": 0.865, "X3": 0.79111, "Y3": 0.8768, "X4": 0.74124, "Y4": 0.8768, "page": 0, "Index": 427}, {"Word": "548,000", "Confidence": 0.991, "X1": 0.81132, "Y1": 0.8662, "X2": 0.86119, "Y2": 0.866, "X3": 0.85984, "Y3": 0.8768, "X4": 0.81132, "Y4": 0.8758, "page": 0, "Index": 428}, {"Word": "79%", "Confidence": 0.955, "X1": 0.88544, "Y1": 0.8642, "X2": 0.91509, "Y2": 0.864, "X3": 0.91375, "Y3": 0.8768, "X4": 0.88544, "Y4": 0.8768, "page": 0, "Index": 429}, {"Word": "4Owned", "Confidence": 0.617, "X1": 0.12803, "Y1": 0.8662, "X2": 0.19003, "Y2": 0.866, "X3": 0.18868, "Y3": 0.8788, "X4": 0.12668, "Y4": 0.8748, "page": 0, "Index": 430}, {"Word": "7%", "Confidence": 0.931, "X1": 0.48518, "Y1": 0.8662, "X2": 0.50539, "Y2": 0.866, "X3": 0.50539, "Y3": 0.8798, "X4": 0.48518, "Y4": 0.8798, "page": 0, "Index": 431}, {"Word": "59", "Confidence": 0.823, "X1": 0.68733, "Y1": 0.8762, "X2": 0.70485, "Y2": 0.876, "X3": 0.7035, "Y3": 0.8878, "X4": 0.68733, "Y4": 0.8868, "page": 0, "Index": 432}, {"Word": "82", "Confidence": 0.992, "X1": 0.88544, "Y1": 0.8762, "X2": 0.90296, "Y2": 0.876, "X3": 0.90296, "Y3": 0.8878, "X4": 0.8841, "Y4": 0.8868, "page": 0, "Index": 433}, {"Word": "Rented", "Confidence": 0.996, "X1": 0.1442, "Y1": 0.8792, "X2": 0.18733, "Y2": 0.879, "X3": 0.18598, "Y3": 0.8908, "X4": 0.14286, "Y4": 0.8898, "page": 0, "Index": 434}, {"Word": "204,000", "Confidence": 0.901, "X1": 0.36253, "Y1": 0.8792, "X2": 0.4124, "Y2": 0.879, "X3": 0.4124, "Y3": 0.8908, "X4": 0.36253, "Y4": 0.8908, "page": 0, "Index": 435}, {"Word": "22", "Confidence": 0.984, "X1": 0.47574, "Y1": 0.8752, "X2": 0.49865, "Y2": 0.875, "X3": 0.4973, "Y3": 0.8888, "X4": 0.47574, "Y4": 0.8878, "page": 0, "Index": 436}, {"Word": "84,000", "Confidence": 0.793, "X1": 0.54987, "Y1": 0.8772, "X2": 0.59434, "Y2": 0.877, "X3": 0.59434, "Y3": 0.8888, "X4": 0.54987, "Y4": 0.8888, "page": 0, "Index": 437}, {"Word": "119,000", "Confidence": 0.955, "X1": 0.61456, "Y1": 0.8782, "X2": 0.66577, "Y2": 0.878, "X3": 0.66442, "Y3": 0.8898, "X4": 0.61456, "Y4": 0.8888, "page": 0, "Index": 438}, {"Word": "135,000", "Confidence": 0.982, "X1": 0.74124, "Y1": 0.8782, "X2": 0.79111, "Y2": 0.878, "X3": 0.78976, "Y3": 0.8888, "X4": 0.74124, "Y4": 0.8888, "page": 0, "Index": 439}, {"Word": "167,000", "Confidence": 0.991, "X1": 0.81132, "Y1": 0.8782, "X2": 0.86119, "Y2": 0.878, "X3": 0.85984, "Y3": 0.8888, "X4": 0.81132, "Y4": 0.8878, "page": 0, "Index": 440}, {"Word": "Nolle:", "Confidence": 0.694, "X1": 0.11321, "Y1": 0.9042, "X2": 0.14016, "Y2": 0.904, "X3": 0.14016, "Y3": 0.9148, "X4": 0.11321, "Y4": 0.9148, "page": 0, "Index": 441}, {"Word": "Because", "Confidence": 0.941, "X1": 0.14286, "Y1": 0.9032, "X2": 0.18868, "Y2": 0.903, "X3": 0.18868, "Y3": 0.9158, "X4": 0.14286, "Y4": 0.9148, "page": 0, "Index": 442}, {"Word": "\"No", "Confidence": 0.806, "X1": 0.19272, "Y1": 0.9032, "X2": 0.21159, "Y2": 0.903, "X3": 0.21159, "Y3": 0.9158, "X4": 0.19272, "Y4": 0.9158, "page": 0, "Index": 443}, {"Word": "Answers\"", "Confidence": 0.664, "X1": 0.21429, "Y1": 0.9032, "X2": 0.26146, "Y2": 0.903, "X3": 0.26146, "Y3": 0.9158, "X4": 0.21429, "Y4": 0.9158, "page": 0, "Index": 444}, {"Word": "have", "Confidence": 0.907, "X1": 0.26415, "Y1": 0.9032, "X2": 0.28976, "Y2": 0.903, "X3": 0.28976, "Y3": 0.9158, "X4": 0.26415, "Y4": 0.9158, "page": 0, "Index": 445}, {"Word": "not", "Confidence": 0.948, "X1": 0.29245, "Y1": 0.9032, "X2": 0.30863, "Y2": 0.903, "X3": 0.30863, "Y3": 0.9168, "X4": 0.29245, "Y4": 0.9168, "page": 0, "Index": 446}, {"Word": "beer", "Confidence": 0.987, "X1": 0.31267, "Y1": 0.9032, "X2": 0.33827, "Y2": 0.903, "X3": 0.33827, "Y3": 0.9168, "X4": 0.31267, "Y4": 0.9168, "page": 0, "Index": 447}, {"Word": "included", "Confidence": 0.608, "X1": 0.34232, "Y1": 0.9032, "X2": 0.38544, "Y2": 0.903, "X3": 0.38544, "Y3": 0.9168, "X4": 0.34232, "Y4": 0.9168, "page": 0, "Index": 448}, {"Word": "and", "Confidence": 0.994, "X1": 0.38949, "Y1": 0.9032, "X2": 0.40836, "Y2": 0.903, "X3": 0.40836, "Y3": 0.9168, "X4": 0.38949, "Y4": 0.9168, "page": 0, "Index": 449}, {"Word": "because", "Confidence": 0.67, "X1": 0.4124, "Y1": 0.9032, "X2": 0.45687, "Y2": 0.903, "X3": 0.45553, "Y3": 0.9168, "X4": 0.4124, "Y4": 0.9168, "page": 0, "Index": 450}, {"Word": "of", "Confidence": 0.997, "X1": 0.45957, "Y1": 0.9032, "X2": 0.469, "Y2": 0.903, "X3": 0.469, "Y3": 0.9168, "X4": 0.45957, "Y4": 0.9168, "page": 0, "Index": 451}, {"Word": "rounding", "Confidence": 0.981, "X1": 0.4717, "Y1": 0.9032, "X2": 0.51752, "Y2": 0.903, "X3": 0.51752, "Y3": 0.9168, "X4": 0.4717, "Y4": 0.9168, "page": 0, "Index": 452}, {"Word": "andfor", "Confidence": 0.803, "X1": 0.52156, "Y1": 0.9032, "X2": 0.55391, "Y2": 0.903, "X3": 0.55391, "Y3": 0.9168, "X4": 0.52022, "Y4": 0.9168, "page": 0, "Index": 453}, {"Word": "multiple", "Confidence": 0.456, "X1": 0.5566, "Y1": 0.9032, "X2": 0.59704, "Y2": 0.903, "X3": 0.59704, "Y3": 0.9168, "X4": 0.5566, "Y4": 0.9168, "page": 0, "Index": 454}, {"Word": "responses,", "Confidence": 0.884, "X1": 0.59973, "Y1": 0.9032, "X2": 0.65633, "Y2": 0.903, "X3": 0.65499, "Y3": 0.9168, "X4": 0.59973, "Y4": 0.9168, "page": 0, "Index": 455}, {"Word": "numbers", "Confidence": 0.668, "X1": 0.65903, "Y1": 0.9032, "X2": 0.7035, "Y2": 0.903, "X3": 0.7035, "Y3": 0.9158, "X4": 0.65903, "Y4": 0.9168, "page": 0, "Index": 456}, {"Word": "may", "Confidence": 0.631, "X1": 0.70755, "Y1": 0.9032, "X2": 0.72911, "Y2": 0.903, "X3": 0.72776, "Y3": 0.9158, "X4": 0.7062, "Y4": 0.9158, "page": 0, "Index": 457}, {"Word": "add", "Confidence": 0.955, "X1": 0.73181, "Y1": 0.9032, "X2": 0.75067, "Y2": 0.903, "X3": 0.75067, "Y3": 0.9158, "X4": 0.73181, "Y4": 0.9158, "page": 0, "Index": 458}, {"Word": "to", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.9032, "X2": 0.76415, "Y2": 0.903, "X3": 0.76415, "Y3": 0.9158, "X4": 0.75472, "Y4": 0.9158, "page": 0, "Index": 459}, {"Word": "more", "Confidence": 0.965, "X1": 0.76819, "Y1": 0.9032, "X2": 0.7938, "Y2": 0.903, "X3": 0.7938, "Y3": 0.9158, "X4": 0.76819, "Y4": 0.9158, "page": 0, "Index": 460}, {"Word": "or", "Confidence": 0.848, "X1": 0.79784, "Y1": 0.9032, "X2": 0.80728, "Y2": 0.903, "X3": 0.80593, "Y3": 0.9158, "X4": 0.79784, "Y4": 0.9158, "page": 0, "Index": 461}, {"Word": "less", "Confidence": 0.901, "X1": 0.80997, "Y1": 0.9032, "X2": 0.83019, "Y2": 0.903, "X3": 0.83019, "Y3": 0.9148, "X4": 0.80997, "Y4": 0.9158, "page": 0, "Index": 462}, {"Word": "than", "Confidence": 0.927, "X1": 0.83423, "Y1": 0.9032, "X2": 0.85714, "Y2": 0.903, "X3": 0.8558, "Y3": 0.9148, "X4": 0.83288, "Y4": 0.9148, "page": 0, "Index": 463}, {"Word": "the", "Confidence": 0.994, "X1": 0.85984, "Y1": 0.9032, "X2": 0.87601, "Y2": 0.903, "X3": 0.87601, "Y3": 0.9148, "X4": 0.85984, "Y4": 0.9148, "page": 0, "Index": 464}, {"Word": "total.", "Confidence": 0.662, "X1": 0.87871, "Y1": 0.9032, "X2": 0.9097, "Y2": 0.903, "X3": 0.90836, "Y3": 0.9148, "X4": 0.87871, "Y4": 0.9148, "page": 0, "Index": 465}, {"Word": "2084107668", "Confidence": 0.991, "X1": 0.71429, "Y1": 0.9342, "X2": 0.83423, "Y2": 0.934, "X3": 0.83423, "Y3": 0.9528, "X4": 0.71294, "Y4": 0.9528, "page": 0, "Index": 466}]}
"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"
ffyh0074
1
{"lines_data": [{"Word": "Richmond Urbanized Area", "Confidence": 0.993, "X1": 0.3531, "Y1": 0.1272, "X2": 0.64825, "Y2": 0.127, "X3": 0.64825, "Y3": 0.1438, "X4": 0.3531, "Y4": 0.1428, "page": 0}, {"Word": "City of Richmond and Counties of Chesterfield, Hanover and Henrico.", "Confidence": 0.9702, "X1": 0.2628, "Y1": 0.1462, "X2": 0.76011, "Y2": 0.146, "X3": 0.76011, "Y3": 0.1598, "X4": 0.2628, "Y4": 0.1598, "page": 0}, {"Word": "Adult Population (age 18 and over) - 575,000", "Confidence": 0.80212, "X1": 0.34771, "Y1": 0.1582, "X2": 0.67251, "Y2": 0.158, "X3": 0.67251, "Y3": 0.1698, "X4": 0.34771, "Y4": 0.1698, "page": 0}, {"Word": "Total Population 759,900 - Households 300,500", "Confidence": 0.96233, "X1": 0.34232, "Y1": 0.1702, "X2": 0.68194, "Y2": 0.17, "X3": 0.68194, "Y3": 0.1848, "X4": 0.34232, "Y4": 0.1848, "page": 0}, {"Word": "PERCENT OF ADULTS READING THE NEWSPAPER", "Confidence": 0.99483, "X1": 0.59569, "Y1": 0.1962, "X2": 0.86792, "Y2": 0.196, "X3": 0.86792, "Y3": 0.2078, "X4": 0.59569, "Y4": 0.2068, "page": 0}, {"Word": "IN THE RICHMOND URBANIZED AREA", "Confidence": 0.904, "X1": 0.62534, "Y1": 0.2072, "X2": 0.83288, "Y2": 0.207, "X3": 0.83288, "Y3": 0.2178, "X4": 0.62534, "Y4": 0.2178, "page": 0}, {"Word": "Survey conducted by", "Confidence": 0.979, "X1": 0.3221, "Y1": 0.2202, "X2": 0.48113, "Y2": 0.22, "X3": 0.48113, "Y3": 0.2338, "X4": 0.3221, "Y4": 0.2338, "page": 0}, {"Word": "575,000", "Confidence": 0.773, "X1": 0.54582, "Y1": 0.2222, "X2": 0.58895, "Y2": 0.222, "X3": 0.58625, "Y3": 0.2328, "X4": 0.54582, "Y4": 0.2318, "page": 0}, {"Word": "Belden Associates,", "Confidence": 0.9605, "X1": 0.32345, "Y1": 0.2352, "X2": 0.46765, "Y2": 0.235, "X3": 0.46631, "Y3": 0.2478, "X4": 0.3221, "Y4": 0.2448, "page": 0}, {"Word": "533,000", "Confidence": 0.602, "X1": 0.83423, "Y1": 0.2312, "X2": 0.87332, "Y2": 0.231, "X3": 0.87332, "Y3": 0.2418, "X4": 0.83288, "Y4": 0.2408, "page": 0}, {"Word": "HANOVER CO.", "Confidence": 0.8455, "X1": 0.1442, "Y1": 0.2422, "X2": 0.22507, "Y2": 0.242, "X3": 0.22507, "Y3": 0.2548, "X4": 0.1442, "Y4": 0.2538, "page": 0}, {"Word": "Dallas, Texas, by self-", "Confidence": 0.94075, "X1": 0.3221, "Y1": 0.2462, "X2": 0.47844, "Y2": 0.246, "X3": 0.47844, "Y3": 0.2588, "X4": 0.3221, "Y4": 0.2588, "page": 0}, {"Word": "446,000", "Confidence": 0.66, "X1": 0.68733, "Y1": 0.2542, "X2": 0.73046, "Y2": 0.254, "X3": 0.73046, "Y3": 0.2648, "X4": 0.68733, "Y4": 0.2648, "page": 0}, {"Word": "474,000", "Confidence": 0.902, "X1": 0.76011, "Y1": 0.2492, "X2": 0.80189, "Y2": 0.249, "X3": 0.80189, "Y3": 0.2598, "X4": 0.76011, "Y4": 0.2588, "page": 0}, {"Word": "administered uniform", "Confidence": 0.8225, "X1": 0.3221, "Y1": 0.2592, "X2": 0.47574, "Y2": 0.259, "X3": 0.47574, "Y3": 0.2708, "X4": 0.3221, "Y4": 0.2708, "page": 0}, {"Word": "questionnaires sent to", "Confidence": 0.98433, "X1": 0.3221, "Y1": 0.2722, "X2": 0.48518, "Y2": 0.272, "X3": 0.48518, "Y3": 0.2848, "X4": 0.3221, "Y4": 0.2848, "page": 0}, {"Word": "HENRICON", "Confidence": 0.668, "X1": 0.17385, "Y1": 0.2832, "X2": 0.24663, "Y2": 0.283, "X3": 0.24528, "Y3": 0.2938, "X4": 0.17385, "Y4": 0.2908, "page": 0}, {"Word": "homes in the Richmond-", "Confidence": 0.981, "X1": 0.31671, "Y1": 0.2842, "X2": 0.50135, "Y2": 0.284, "X3": 0.50135, "Y3": 0.2968, "X4": 0.31671, "Y4": 0.2968, "page": 0}, {"Word": "354,000", "Confidence": 0.7, "X1": 0.61456, "Y1": 0.2792, "X2": 0.65903, "Y2": 0.279, "X3": 0.65903, "Y3": 0.2888, "X4": 0.61456, "Y4": 0.2898, "page": 0}, {"Word": "Petersburg MSA, and by", "Confidence": 0.992, "X1": 0.32075, "Y1": 0.2972, "X2": 0.5027, "Y2": 0.297, "X3": 0.5027, "Y3": 0.3098, "X4": 0.32075, "Y4": 0.3098, "page": 0}, {"Word": "RICHMOND", "Confidence": 0.266, "X1": 0.18194, "Y1": 0.3092, "X2": 0.24528, "Y2": 0.309, "X3": 0.24394, "Y3": 0.3238, "X4": 0.18059, "Y4": 0.3228, "page": 0}, {"Word": "telephone interviews in", "Confidence": 0.94033, "X1": 0.32075, "Y1": 0.3102, "X2": 0.49326, "Y2": 0.31, "X3": 0.49326, "Y3": 0.3218, "X4": 0.32075, "Y4": 0.3218, "page": 0}, {"Word": "the surrounding area,", "Confidence": 0.906, "X1": 0.3221, "Y1": 0.3232, "X2": 0.47844, "Y2": 0.323, "X3": 0.47844, "Y3": 0.3348, "X4": 0.3221, "Y4": 0.3348, "page": 0}, {"Word": "with adults 18 and over,", "Confidence": 0.9748, "X1": 0.3221, "Y1": 0.3352, "X2": 0.4973, "Y2": 0.335, "X3": 0.4973, "Y3": 0.3478, "X4": 0.3221, "Y4": 0.3478, "page": 0}, {"Word": "62%", "Confidence": 0.955, "X1": 0.6186, "Y1": 0.3422, "X2": 0.65633, "Y2": 0.342, "X3": 0.65768, "Y3": 0.3548, "X4": 0.61995, "Y4": 0.3548, "page": 0}, {"Word": "78%", "Confidence": 0.958, "X1": 0.69137, "Y1": 0.3432, "X2": 0.72642, "Y2": 0.343, "X3": 0.72507, "Y3": 0.3548, "X4": 0.69003, "Y4": 0.3548, "page": 0}, {"Word": "83%", "Confidence": 0.998, "X1": 0.76146, "Y1": 0.3432, "X2": 0.79919, "Y2": 0.343, "X3": 0.79784, "Y3": 0.3548, "X4": 0.76146, "Y4": 0.3538, "page": 0}, {"Word": "93%", "Confidence": 0.45, "X1": 0.83558, "Y1": 0.3422, "X2": 0.86792, "Y2": 0.342, "X3": 0.86792, "Y3": 0.3538, "X4": 0.83423, "Y4": 0.3538, "page": 0}, {"Word": "CHESTERFIELD 20. 42", "Confidence": 0.39733, "X1": 0.11995, "Y1": 0.3422, "X2": 0.27358, "Y2": 0.342, "X3": 0.27358, "Y3": 0.3588, "X4": 0.11995, "Y4": 0.3598, "page": 0}, {"Word": "March-May, 1998.", "Confidence": 0.8205, "X1": 0.32345, "Y1": 0.3482, "X2": 0.45553, "Y2": 0.348, "X3": 0.45553, "Y3": 0.3608, "X4": 0.32345, "Y4": 0.3608, "page": 0}, {"Word": "ALLADULTS", "Confidence": 0.97, "X1": 0.53908, "Y1": 0.3662, "X2": 0.59973, "Y2": 0.366, "X3": 0.59973, "Y3": 0.3768, "X4": 0.53774, "Y4": 0.3768, "page": 0}, {"Word": "READ DALLY", "Confidence": 0.775, "X1": 0.61456, "Y1": 0.3672, "X2": 0.6752, "Y2": 0.367, "X3": 0.6752, "Y3": 0.3768, "X4": 0.61456, "Y4": 0.3768, "page": 0}, {"Word": "READ LAST", "Confidence": 0.919, "X1": 0.75606, "Y1": 0.3672, "X2": 0.81536, "Y2": 0.367, "X3": 0.81671, "Y3": 0.3768, "X4": 0.75606, "Y4": 0.3768, "page": 0}, {"Word": "4-SUNDAY", "Confidence": 0.625, "X1": 0.8221, "Y1": 0.3662, "X2": 0.8814, "Y2": 0.366, "X3": 0.8814, "Y3": 0.3768, "X4": 0.8221, "Y4": 0.3768, "page": 0}, {"Word": "YESTERDAY", "Confidence": 0.894, "X1": 0.61456, "Y1": 0.3782, "X2": 0.6779, "Y2": 0.378, "X3": 0.6779, "Y3": 0.3878, "X4": 0.61456, "Y4": 0.3878, "page": 0}, {"Word": ".. CUME", "Confidence": 0.478, "X1": 0.68464, "Y1": 0.3782, "X2": 0.73046, "Y2": 0.378, "X3": 0.73046, "Y3": 0.3878, "X4": 0.68464, "Y4": 0.3868, "page": 0}, {"Word": "&-DAY", "Confidence": 0.529, "X1": 0.69946, "Y1": 0.3682, "X2": 0.72911, "Y2": 0.368, "X3": 0.72911, "Y3": 0.3788, "X4": 0.69946, "Y4": 0.3788, "page": 0}, {"Word": "SUNDAY", "Confidence": 0.985, "X1": 0.7628, "Y1": 0.3782, "X2": 0.81132, "Y2": 0.378, "X3": 0.81132, "Y3": 0.3878, "X4": 0.7628, "Y4": 0.3878, "page": 0}, {"Word": "\"Yesterday\" and \"Last Sunday\" Readership by Specific Categories", "Confidence": 0.98287, "X1": 0.34232, "Y1": 0.3982, "X2": 0.87197, "Y2": 0.398, "X3": 0.87197, "Y3": 0.4128, "X4": 0.34232, "Y4": 0.4118, "page": 0}, {"Word": "% of", "Confidence": 0.9385, "X1": 0.46631, "Y1": 0.4222, "X2": 0.50674, "Y2": 0.422, "X3": 0.50539, "Y3": 0.4328, "X4": 0.46496, "Y4": 0.4318, "page": 0}, {"Word": "% Readership in Each Category", "Confidence": 0.9832, "X1": 0.60377, "Y1": 0.4212, "X2": 0.85849, "Y2": 0.421, "X3": 0.85849, "Y3": 0.4348, "X4": 0.60377, "Y4": 0.4338, "page": 0}, {"Word": "# of Adults", "Confidence": 0.94267, "X1": 0.3248, "Y1": 0.4362, "X2": 0.41644, "Y2": 0.436, "X3": 0.41644, "Y3": 0.4488, "X4": 0.3248, "Y4": 0.4478, "page": 0}, {"Word": "Total Adult", "Confidence": 0.9525, "X1": 0.4434, "Y1": 0.4362, "X2": 0.53369, "Y2": 0.436, "X3": 0.53369, "Y3": 0.4498, "X4": 0.4434, "Y4": 0.4478, "page": 0}, {"Word": "CATEGORY", "Confidence": 0.994, "X1": 0.08221, "Y1": 0.4492, "X2": 0.17655, "Y2": 0.449, "X3": 0.17655, "Y3": 0.4628, "X4": 0.08221, "Y4": 0.4628, "page": 0}, {"Word": "In Category", "Confidence": 0.9735, "X1": 0.32075, "Y1": 0.4512, "X2": 0.41914, "Y2": 0.451, "X3": 0.41914, "Y3": 0.4648, "X4": 0.32075, "Y4": 0.4628, "page": 0}, {"Word": "Population", "Confidence": 0.991, "X1": 0.4434, "Y1": 0.4512, "X2": 0.53235, "Y2": 0.451, "X3": 0.53235, "Y3": 0.4628, "X4": 0.4434, "Y4": 0.4628, "page": 0}, {"Word": "Daily", "Confidence": 0.612, "X1": 0.57817, "Y1": 0.4502, "X2": 0.62129, "Y2": 0.45, "X3": 0.61995, "Y3": 0.4628, "X4": 0.57817, "Y4": 0.4628, "page": 0}, {"Word": "6-Day", "Confidence": 0.996, "X1": 0.65768, "Y1": 0.4502, "X2": 0.71024, "Y2": 0.45, "X3": 0.71024, "Y3": 0.4638, "X4": 0.65633, "Y4": 0.4628, "page": 0}, {"Word": "Sunday", "Confidence": 0.997, "X1": 0.73585, "Y1": 0.4502, "X2": 0.80054, "Y2": 0.45, "X3": 0.80054, "Y3": 0.4628, "X4": 0.73585, "Y4": 0.4628, "page": 0}, {"Word": "4-Week", "Confidence": 0.885, "X1": 0.8221, "Y1": 0.4512, "X2": 0.88544, "Y2": 0.451, "X3": 0.88544, "Y3": 0.4618, "X4": 0.82075, "Y4": 0.4608, "page": 0}, {"Word": "Sex", "Confidence": 0.678, "X1": 0.08491, "Y1": 0.4672, "X2": 0.11321, "Y2": 0.467, "X3": 0.11321, "Y3": 0.4788, "X4": 0.08491, "Y4": 0.4788, "page": 0}, {"Word": "Male", "Confidence": 0.988, "X1": 0.10782, "Y1": 0.4802, "X2": 0.14825, "Y2": 0.48, "X3": 0.14825, "Y3": 0.4908, "X4": 0.10782, "Y4": 0.4918, "page": 0}, {"Word": "265,000", "Confidence": 0.989, "X1": 0.34501, "Y1": 0.4792, "X2": 0.40027, "Y2": 0.479, "X3": 0.40027, "Y3": 0.4908, "X4": 0.34501, "Y4": 0.4918, "page": 0}, {"Word": "46%", "Confidence": 0.97, "X1": 0.47574, "Y1": 0.4802, "X2": 0.51213, "Y2": 0.48, "X3": 0.51213, "Y3": 0.4918, "X4": 0.47574, "Y4": 0.4918, "page": 0}, {"Word": "64%", "Confidence": 0.797, "X1": 0.5903, "Y1": 0.4792, "X2": 0.61995, "Y2": 0.479, "X3": 0.61995, "Y3": 0.4918, "X4": 0.58895, "Y4": 0.4918, "page": 0}, {"Word": "79 %", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.4792, "X2": 0.71024, "Y2": 0.479, "X3": 0.70889, "Y3": 0.4908, "X4": 0.6752, "Y4": 0.4908, "page": 0}, {"Word": "83 %", "Confidence": 0.971, "X1": 0.75741, "Y1": 0.4792, "X2": 0.79515, "Y2": 0.479, "X3": 0.7938, "Y3": 0.4908, "X4": 0.75741, "Y4": 0.4908, "page": 0}, {"Word": "920%", "Confidence": 0.329, "X1": 0.84232, "Y1": 0.4792, "X2": 0.87871, "Y2": 0.479, "X3": 0.87871, "Y3": 0.4898, "X4": 0.84232, "Y4": 0.4898, "page": 0}, {"Word": "Female", "Confidence": 0.901, "X1": 0.10916, "Y1": 0.4942, "X2": 0.15903, "Y2": 0.494, "X3": 0.15903, "Y3": 0.5058, "X4": 0.10916, "Y4": 0.5048, "page": 0}, {"Word": "310,000", "Confidence": 0.875, "X1": 0.34501, "Y1": 0.4932, "X2": 0.40027, "Y2": 0.493, "X3": 0.40027, "Y3": 0.5058, "X4": 0.34501, "Y4": 0.5058, "page": 0}, {"Word": "54", "Confidence": 0.911, "X1": 0.47574, "Y1": 0.4922, "X2": 0.4973, "Y2": 0.492, "X3": 0.4973, "Y3": 0.5038, "X4": 0.47574, "Y4": 0.5038, "page": 0}, {"Word": "60", "Confidence": 0.998, "X1": 0.58625, "Y1": 0.4932, "X2": 0.61321, "Y2": 0.493, "X3": 0.61321, "Y3": 0.5048, "X4": 0.5876, "Y4": 0.5048, "page": 0}, {"Word": "76", "Confidence": 0.998, "X1": 0.6752, "Y1": 0.4922, "X2": 0.69542, "Y2": 0.492, "X3": 0.69542, "Y3": 0.5038, "X4": 0.6752, "Y4": 0.5038, "page": 0}, {"Word": "82", "Confidence": 0.998, "X1": 0.75876, "Y1": 0.4912, "X2": 0.78032, "Y2": 0.491, "X3": 0.78032, "Y3": 0.5038, "X4": 0.75876, "Y4": 0.5038, "page": 0}, {"Word": "94", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.4932, "X2": 0.86658, "Y2": 0.493, "X3": 0.86658, "Y3": 0.5028, "X4": 0.84232, "Y4": 0.5038, "page": 0}, {"Word": "Race", "Confidence": 0.587, "X1": 0.08491, "Y1": 0.5112, "X2": 0.12264, "Y2": 0.511, "X3": 0.12129, "Y3": 0.5198, "X4": 0.08356, "Y4": 0.5208, "page": 0}, {"Word": "White", "Confidence": 0.993, "X1": 0.11186, "Y1": 0.5222, "X2": 0.15229, "Y2": 0.522, "X3": 0.15094, "Y3": 0.5328, "X4": 0.11186, "Y4": 0.5328, "page": 0}, {"Word": "405,000", "Confidence": 0.868, "X1": 0.34636, "Y1": 0.5222, "X2": 0.40162, "Y2": 0.522, "X3": 0.40162, "Y3": 0.5328, "X4": 0.34636, "Y4": 0.5338, "page": 0}, {"Word": "70%", "Confidence": 0.735, "X1": 0.47574, "Y1": 0.5232, "X2": 0.50539, "Y2": 0.523, "X3": 0.50539, "Y3": 0.5348, "X4": 0.47709, "Y4": 0.5348, "page": 0}, {"Word": "65 %", "Confidence": 0.968, "X1": 0.5903, "Y1": 0.5242, "X2": 0.62264, "Y2": 0.524, "X3": 0.62264, "Y3": 0.5358, "X4": 0.5903, "Y4": 0.5358, "page": 0}, {"Word": "79%", "Confidence": 0.991, "X1": 0.67385, "Y1": 0.5212, "X2": 0.71024, "Y2": 0.521, "X3": 0.71024, "Y3": 0.5358, "X4": 0.6752, "Y4": 0.5348, "page": 0}, {"Word": "83%", "Confidence": 0.945, "X1": 0.75876, "Y1": 0.5222, "X2": 0.79919, "Y2": 0.522, "X3": 0.79784, "Y3": 0.5348, "X4": 0.75876, "Y4": 0.5328, "page": 0}, {"Word": "\u00a5F\u01503 %", "Confidence": 0.5325, "X1": 0.83558, "Y1": 0.5222, "X2": 0.87871, "Y2": 0.522, "X3": 0.87871, "Y3": 0.5338, "X4": 0.83558, "Y4": 0.5298, "page": 0}, {"Word": "Non-White", "Confidence": 0.953, "X1": 0.10916, "Y1": 0.5362, "X2": 0.18464, "Y2": 0.536, "X3": 0.18464, "Y3": 0.5478, "X4": 0.10916, "Y4": 0.5468, "page": 0}, {"Word": "164,000", "Confidence": 0.995, "X1": 0.34501, "Y1": 0.5352, "X2": 0.39892, "Y2": 0.535, "X3": 0.39892, "Y3": 0.5468, "X4": 0.34501, "Y4": 0.5468, "page": 0}, {"Word": "29", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5342, "X2": 0.49865, "Y2": 0.534, "X3": 0.49865, "Y3": 0.5458, "X4": 0.47709, "Y4": 0.5468, "page": 0}, {"Word": "53", "Confidence": 0.957, "X1": 0.5903, "Y1": 0.5342, "X2": 0.61051, "Y2": 0.534, "X3": 0.61186, "Y3": 0.5458, "X4": 0.5903, "Y4": 0.5458, "page": 0}, {"Word": "73", "Confidence": 0.993, "X1": 0.6752, "Y1": 0.5332, "X2": 0.69542, "Y2": 0.533, "X3": 0.69677, "Y3": 0.5468, "X4": 0.6752, "Y4": 0.5468, "page": 0}, {"Word": "91", "Confidence": 0.969, "X1": 0.84367, "Y1": 0.5352, "X2": 0.86253, "Y2": 0.535, "X3": 0.85984, "Y3": 0.5458, "X4": 0.84232, "Y4": 0.5458, "page": 0}, {"Word": "C", "Confidence": 0.981, "X1": 0.92049, "Y1": 0.5172, "X2": 0.94879, "Y2": 0.517, "X3": 0.94744, "Y3": 0.5418, "X4": 0.91914, "Y4": 0.5398, "page": 0}, {"Word": "Age", "Confidence": 0.991, "X1": 0.08491, "Y1": 0.5542, "X2": 0.11456, "Y2": 0.554, "X3": 0.11321, "Y3": 0.5658, "X4": 0.08356, "Y4": 0.5648, "page": 0}, {"Word": "18-34", "Confidence": 0.931, "X1": 0.11186, "Y1": 0.5662, "X2": 0.1469, "Y2": 0.566, "X3": 0.1469, "Y3": 0.5758, "X4": 0.11186, "Y4": 0.5768, "page": 0}, {"Word": "183,000", "Confidence": 0.965, "X1": 0.34501, "Y1": 0.5652, "X2": 0.39757, "Y2": 0.565, "X3": 0.39757, "Y3": 0.5768, "X4": 0.34636, "Y4": 0.5768, "page": 0}, {"Word": "32%", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.5652, "X2": 0.51213, "Y2": 0.565, "X3": 0.51213, "Y3": 0.5768, "X4": 0.47305, "Y4": 0.5778, "page": 0}, {"Word": "39%", "Confidence": 0.959, "X1": 0.58895, "Y1": 0.5652, "X2": 0.62129, "Y2": 0.565, "X3": 0.62129, "Y3": 0.5768, "X4": 0.58895, "Y4": 0.5778, "page": 0}, {"Word": "63 %", "Confidence": 0.997, "X1": 0.6752, "Y1": 0.5642, "X2": 0.71159, "Y2": 0.564, "X3": 0.71159, "Y3": 0.5768, "X4": 0.6752, "Y4": 0.5768, "page": 0}, {"Word": "72 %", "Confidence": 0.9965, "X1": 0.75741, "Y1": 0.5652, "X2": 0.79515, "Y2": 0.565, "X3": 0.79515, "Y3": 0.5768, "X4": 0.75741, "Y4": 0.5758, "page": 0}, {"Word": "89%", "Confidence": 0.991, "X1": 0.84367, "Y1": 0.5652, "X2": 0.88005, "Y2": 0.565, "X3": 0.88005, "Y3": 0.5758, "X4": 0.84232, "Y4": 0.5748, "page": 0}, {"Word": "138,000", "Confidence": 0.981, "X1": 0.34636, "Y1": 0.5772, "X2": 0.39623, "Y2": 0.577, "X3": 0.39623, "Y3": 0.5878, "X4": 0.34636, "Y4": 0.5898, "page": 0}, {"Word": "35-44", "Confidence": 0.994, "X1": 0.10916, "Y1": 0.5782, "X2": 0.15094, "Y2": 0.578, "X3": 0.15094, "Y3": 0.5898, "X4": 0.10916, "Y4": 0.5908, "page": 0}, {"Word": "24", "Confidence": 0.998, "X1": 0.47305, "Y1": 0.5782, "X2": 0.49461, "Y2": 0.578, "X3": 0.49596, "Y3": 0.5898, "X4": 0.47305, "Y4": 0.5898, "page": 0}, {"Word": "65", "Confidence": 0.896, "X1": 0.5903, "Y1": 0.5782, "X2": 0.60647, "Y2": 0.578, "X3": 0.60647, "Y3": 0.5908, "X4": 0.59164, "Y4": 0.5918, "page": 0}, {"Word": "78", "Confidence": 0.941, "X1": 0.67385, "Y1": 0.5772, "X2": 0.69407, "Y2": 0.577, "X3": 0.69407, "Y3": 0.5908, "X4": 0.67385, "Y4": 0.5918, "page": 0}, {"Word": "88", "Confidence": 0.806, "X1": 0.75876, "Y1": 0.5792, "X2": 0.77898, "Y2": 0.579, "X3": 0.77763, "Y3": 0.5908, "X4": 0.75741, "Y4": 0.5898, "page": 0}, {"Word": "93", "Confidence": 0.615, "X1": 0.84097, "Y1": 0.5772, "X2": 0.86253, "Y2": 0.577, "X3": 0.86253, "Y3": 0.5888, "X4": 0.84097, "Y4": 0.5878, "page": 0}, {"Word": "45-54", "Confidence": 0.987, "X1": 0.10647, "Y1": 0.5902, "X2": 0.1496, "Y2": 0.59, "X3": 0.1496, "Y3": 0.6008, "X4": 0.10647, "Y4": 0.6028, "page": 0}, {"Word": "101,000", "Confidence": 0.84, "X1": 0.34636, "Y1": 0.5902, "X2": 0.39892, "Y2": 0.59, "X3": 0.40027, "Y3": 0.6008, "X4": 0.34636, "Y4": 0.6018, "page": 0}, {"Word": "18", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.5882, "X2": 0.49865, "Y2": 0.588, "X3": 0.49865, "Y3": 0.6018, "X4": 0.47439, "Y4": 0.6018, "page": 0}, {"Word": "69", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.5882, "X2": 0.61186, "Y2": 0.588, "X3": 0.61186, "Y3": 0.6018, "X4": 0.5903, "Y4": 0.6018, "page": 0}, {"Word": "82", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.5892, "X2": 0.69542, "Y2": 0.589, "X3": 0.69677, "Y3": 0.6018, "X4": 0.67251, "Y4": 0.6018, "page": 0}, {"Word": "86", "Confidence": 0.993, "X1": 0.75741, "Y1": 0.5892, "X2": 0.78032, "Y2": 0.589, "X3": 0.78032, "Y3": 0.6018, "X4": 0.75741, "Y4": 0.6008, "page": 0}, {"Word": "04", "Confidence": 0.67, "X1": 0.83962, "Y1": 0.5892, "X2": 0.86388, "Y2": 0.589, "X3": 0.86523, "Y3": 0.5998, "X4": 0.84097, "Y4": 0.5998, "page": 0}, {"Word": "55-64", "Confidence": 0.996, "X1": 0.10782, "Y1": 0.6022, "X2": 0.15229, "Y2": 0.602, "X3": 0.15094, "Y3": 0.6138, "X4": 0.10916, "Y4": 0.6148, "page": 0}, {"Word": "62,000", "Confidence": 0.899, "X1": 0.34906, "Y1": 0.6032, "X2": 0.39623, "Y2": 0.603, "X3": 0.39623, "Y3": 0.6148, "X4": 0.34906, "Y4": 0.6148, "page": 0}, {"Word": "11", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.6022, "X2": 0.49865, "Y2": 0.602, "X3": 0.4973, "Y3": 0.6158, "X4": 0.47439, "Y4": 0.6158, "page": 0}, {"Word": "69", "Confidence": 0.997, "X1": 0.5876, "Y1": 0.6012, "X2": 0.60916, "Y2": 0.601, "X3": 0.61051, "Y3": 0.6148, "X4": 0.58895, "Y4": 0.6148, "page": 0}, {"Word": "86", "Confidence": 0.942, "X1": 0.67251, "Y1": 0.6022, "X2": 0.69407, "Y2": 0.602, "X3": 0.69407, "Y3": 0.6158, "X4": 0.67251, "Y4": 0.6148, "page": 0}, {"Word": "79", "Confidence": 0.996, "X1": 0.75606, "Y1": 0.6022, "X2": 0.77763, "Y2": 0.602, "X3": 0.77763, "Y3": 0.6148, "X4": 0.75606, "Y4": 0.6138, "page": 0}, {"Word": "92", "Confidence": 0.929, "X1": 0.83962, "Y1": 0.6022, "X2": 0.86253, "Y2": 0.602, "X3": 0.86253, "Y3": 0.6138, "X4": 0.83962, "Y4": 0.6128, "page": 0}, {"Word": "65+", "Confidence": 0.997, "X1": 0.11051, "Y1": 0.6172, "X2": 0.13747, "Y2": 0.617, "X3": 0.13612, "Y3": 0.6258, "X4": 0.11051, "Y4": 0.6268, "page": 0}, {"Word": "92,000", "Confidence": 0.97, "X1": 0.35175, "Y1": 0.6162, "X2": 0.40027, "Y2": 0.616, "X3": 0.40027, "Y3": 0.6268, "X4": 0.3531, "Y4": 0.6278, "page": 0}, {"Word": "16", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.6142, "X2": 0.4973, "Y2": 0.614, "X3": 0.49596, "Y3": 0.6268, "X4": 0.47439, "Y4": 0.6268, "page": 0}, {"Word": "90\u20ac", "Confidence": 0.11, "X1": 0.5903, "Y1": 0.6142, "X2": 0.61456, "Y2": 0.614, "X3": 0.6159, "Y3": 0.6248, "X4": 0.59299, "Y4": 0.6258, "page": 0}, {"Word": "96", "Confidence": 0.228, "X1": 0.67385, "Y1": 0.6152, "X2": 0.69407, "Y2": 0.615, "X3": 0.69272, "Y3": 0.6258, "X4": 0.67385, "Y4": 0.6258, "page": 0}, {"Word": "95", "Confidence": 0.863, "X1": 0.75876, "Y1": 0.6142, "X2": 0.77763, "Y2": 0.614, "X3": 0.77628, "Y3": 0.6258, "X4": 0.75876, "Y4": 0.6268, "page": 0}, {"Word": "Education", "Confidence": 0.613, "X1": 0.08221, "Y1": 0.6342, "X2": 0.15768, "Y2": 0.634, "X3": 0.15768, "Y3": 0.6448, "X4": 0.08221, "Y4": 0.6438, "page": 0}, {"Word": "347,000", "Confidence": 0.991, "X1": 0.34232, "Y1": 0.6442, "X2": 0.40027, "Y2": 0.644, "X3": 0.40027, "Y3": 0.6568, "X4": 0.34232, "Y4": 0.6578, "page": 0}, {"Word": "60 %", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.6452, "X2": 0.50943, "Y2": 0.645, "X3": 0.50943, "Y3": 0.6568, "X4": 0.47305, "Y4": 0.6568, "page": 0}, {"Word": "61 %", "Confidence": 0.99, "X1": 0.5903, "Y1": 0.6452, "X2": 0.62399, "Y2": 0.645, "X3": 0.62399, "Y3": 0.6558, "X4": 0.59164, "Y4": 0.6578, "page": 0}, {"Word": "82%", "Confidence": 0.996, "X1": 0.76011, "Y1": 0.6452, "X2": 0.7938, "Y2": 0.645, "X3": 0.7938, "Y3": 0.6568, "X4": 0.76011, "Y4": 0.6558, "page": 0}, {"Word": "93 %", "Confidence": 0.997, "X1": 0.84501, "Y1": 0.6452, "X2": 0.87736, "Y2": 0.645, "X3": 0.87871, "Y3": 0.6568, "X4": 0.84636, "Y4": 0.6568, "page": 0}, {"Word": "Some College/More", "Confidence": 0.9175, "X1": 0.10916, "Y1": 0.6462, "X2": 0.23989, "Y2": 0.646, "X3": 0.23989, "Y3": 0.6588, "X4": 0.10916, "Y4": 0.6578, "page": 0}, {"Word": "78%", "Confidence": 0.948, "X1": 0.6752, "Y1": 0.6452, "X2": 0.70889, "Y2": 0.645, "X3": 0.70755, "Y3": 0.6598, "X4": 0.67385, "Y4": 0.6608, "page": 0}, {"Word": "High School/Technical", "Confidence": 0.941, "X1": 0.10916, "Y1": 0.6592, "X2": 0.25741, "Y2": 0.659, "X3": 0.25606, "Y3": 0.6708, "X4": 0.10916, "Y4": 0.6698, "page": 0}, {"Word": "175,000", "Confidence": 0.898, "X1": 0.34501, "Y1": 0.6572, "X2": 0.39623, "Y2": 0.657, "X3": 0.39757, "Y3": 0.6688, "X4": 0.34636, "Y4": 0.6698, "page": 0}, {"Word": "30", "Confidence": 0.996, "X1": 0.47709, "Y1": 0.6572, "X2": 0.49596, "Y2": 0.657, "X3": 0.49461, "Y3": 0.6708, "X4": 0.47709, "Y4": 0.6708, "page": 0}, {"Word": "62", "Confidence": 0.991, "X1": 0.5903, "Y1": 0.6572, "X2": 0.61186, "Y2": 0.657, "X3": 0.61186, "Y3": 0.6708, "X4": 0.59164, "Y4": 0.6708, "page": 0}, {"Word": "74", "Confidence": 0.968, "X1": 0.67385, "Y1": 0.6562, "X2": 0.69811, "Y2": 0.656, "X3": 0.69677, "Y3": 0.6708, "X4": 0.67251, "Y4": 0.6698, "page": 0}, {"Word": "82", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.6572, "X2": 0.77898, "Y2": 0.657, "X3": 0.77898, "Y3": 0.6708, "X4": 0.75606, "Y4": 0.6708, "page": 0}, {"Word": "93", "Confidence": 0.605, "X1": 0.84097, "Y1": 0.6572, "X2": 0.86119, "Y2": 0.657, "X3": 0.86119, "Y3": 0.6698, "X4": 0.84097, "Y4": 0.6698, "page": 0}, {"Word": "Some High School/Less", "Confidence": 0.98567, "X1": 0.10782, "Y1": 0.6712, "X2": 0.2655, "Y2": 0.671, "X3": 0.2655, "Y3": 0.6838, "X4": 0.10782, "Y4": 0.6838, "page": 0}, {"Word": "52,000", "Confidence": 0.848, "X1": 0.3504, "Y1": 0.6712, "X2": 0.39892, "Y2": 0.671, "X3": 0.39892, "Y3": 0.6828, "X4": 0.3504, "Y4": 0.6838, "page": 0}, {"Word": "9", "Confidence": 0.993, "X1": 0.47709, "Y1": 0.6712, "X2": 0.49461, "Y2": 0.671, "X3": 0.49326, "Y3": 0.6828, "X4": 0.47574, "Y4": 0.6828, "page": 0}, {"Word": "62", "Confidence": 0.96, "X1": 0.5903, "Y1": 0.6682, "X2": 0.60916, "Y2": 0.668, "X3": 0.60916, "Y3": 0.6808, "X4": 0.5903, "Y4": 0.6808, "page": 0}, {"Word": "86", "Confidence": 0.675, "X1": 0.67385, "Y1": 0.6722, "X2": 0.69407, "Y2": 0.672, "X3": 0.69407, "Y3": 0.6828, "X4": 0.6752, "Y4": 0.6818, "page": 0}, {"Word": "88", "Confidence": 0.925, "X1": 0.75606, "Y1": 0.6692, "X2": 0.77763, "Y2": 0.669, "X3": 0.77628, "Y3": 0.6818, "X4": 0.75741, "Y4": 0.6808, "page": 0}, {"Word": "90", "Confidence": 0.848, "X1": 0.84097, "Y1": 0.6702, "X2": 0.86119, "Y2": 0.67, "X3": 0.86119, "Y3": 0.6818, "X4": 0.84097, "Y4": 0.6818, "page": 0}, {"Word": "Occupation", "Confidence": 0.656, "X1": 0.08221, "Y1": 0.6892, "X2": 0.16442, "Y2": 0.689, "X3": 0.16442, "Y3": 0.6998, "X4": 0.08221, "Y4": 0.7008, "page": 0}, {"Word": "Professional, Proprietor, Manager", "Confidence": 0.88433, "X1": 0.10512, "Y1": 0.7012, "X2": 0.32749, "Y2": 0.701, "X3": 0.32615, "Y3": 0.7148, "X4": 0.10512, "Y4": 0.7138, "page": 0}, {"Word": "147,000", "Confidence": 0.933, "X1": 0.34232, "Y1": 0.7012, "X2": 0.39892, "Y2": 0.701, "X3": 0.39892, "Y3": 0.7138, "X4": 0.34232, "Y4": 0.7138, "page": 0}, {"Word": "26%", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.7022, "X2": 0.51078, "Y2": 0.702, "X3": 0.50943, "Y3": 0.7138, "X4": 0.47035, "Y4": 0.7118, "page": 0}, {"Word": "58%", "Confidence": 0.987, "X1": 0.5876, "Y1": 0.7012, "X2": 0.62264, "Y2": 0.701, "X3": 0.62264, "Y3": 0.7128, "X4": 0.58625, "Y4": 0.7148, "page": 0}, {"Word": "79%", "Confidence": 0.908, "X1": 0.6752, "Y1": 0.7022, "X2": 0.70889, "Y2": 0.702, "X3": 0.70755, "Y3": 0.7138, "X4": 0.67385, "Y4": 0.7128, "page": 0}, {"Word": "84%", "Confidence": 0.72, "X1": 0.7628, "Y1": 0.7012, "X2": 0.7965, "Y2": 0.701, "X3": 0.79515, "Y3": 0.7138, "X4": 0.76146, "Y4": 0.7128, "page": 0}, {"Word": "92%", "Confidence": 0.868, "X1": 0.84367, "Y1": 0.7012, "X2": 0.87871, "Y2": 0.701, "X3": 0.87736, "Y3": 0.7118, "X4": 0.84232, "Y4": 0.7108, "page": 0}, {"Word": "Other White Collar", "Confidence": 0.99667, "X1": 0.10916, "Y1": 0.7142, "X2": 0.23315, "Y2": 0.714, "X3": 0.23315, "Y3": 0.7268, "X4": 0.10916, "Y4": 0.7258, "page": 0}, {"Word": "136,000", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.7132, "X2": 0.39623, "Y2": 0.713, "X3": 0.39757, "Y3": 0.7248, "X4": 0.34636, "Y4": 0.7258, "page": 0}, {"Word": "24", "Confidence": 0.997, "X1": 0.4717, "Y1": 0.7132, "X2": 0.49596, "Y2": 0.713, "X3": 0.49596, "Y3": 0.7268, "X4": 0.4717, "Y4": 0.7258, "page": 0}, {"Word": "55", "Confidence": 0.668, "X1": 0.58491, "Y1": 0.7132, "X2": 0.60782, "Y2": 0.713, "X3": 0.60916, "Y3": 0.7258, "X4": 0.58625, "Y4": 0.7268, "page": 0}, {"Word": "77", "Confidence": 0.984, "X1": 0.75606, "Y1": 0.7132, "X2": 0.77898, "Y2": 0.713, "X3": 0.77763, "Y3": 0.7268, "X4": 0.75606, "Y4": 0.7268, "page": 0}, {"Word": "93", "Confidence": 0.998, "X1": 0.84232, "Y1": 0.7132, "X2": 0.86253, "Y2": 0.713, "X3": 0.86253, "Y3": 0.7258, "X4": 0.84232, "Y4": 0.7258, "page": 0}, {"Word": "74", "Confidence": 0.965, "X1": 0.66981, "Y1": 0.7232, "X2": 0.69677, "Y2": 0.723, "X3": 0.69811, "Y3": 0.7378, "X4": 0.67116, "Y4": 0.7378, "page": 0}, {"Word": "67", "Confidence": 0.992, "X1": 0.67116, "Y1": 0.7132, "X2": 0.69407, "Y2": 0.713, "X3": 0.69542, "Y3": 0.7288, "X4": 0.67251, "Y4": 0.7288, "page": 0}, {"Word": "Blue Collar", "Confidence": 0.9255, "X1": 0.10916, "Y1": 0.7272, "X2": 0.18868, "Y2": 0.727, "X3": 0.18868, "Y3": 0.7388, "X4": 0.10782, "Y4": 0.7378, "page": 0}, {"Word": "118,000", "Confidence": 0.921, "X1": 0.34501, "Y1": 0.7272, "X2": 0.39757, "Y2": 0.727, "X3": 0.39757, "Y3": 0.7388, "X4": 0.34501, "Y4": 0.7388, "page": 0}, {"Word": "21", "Confidence": 0.998, "X1": 0.4717, "Y1": 0.7262, "X2": 0.49865, "Y2": 0.726, "X3": 0.49865, "Y3": 0.7388, "X4": 0.4717, "Y4": 0.7388, "page": 0}, {"Word": "58", "Confidence": 0.935, "X1": 0.58625, "Y1": 0.7242, "X2": 0.61321, "Y2": 0.724, "X3": 0.61321, "Y3": 0.7388, "X4": 0.58625, "Y4": 0.7398, "page": 0}, {"Word": "83", "Confidence": 0.887, "X1": 0.75606, "Y1": 0.7252, "X2": 0.78032, "Y2": 0.725, "X3": 0.78032, "Y3": 0.7388, "X4": 0.75606, "Y4": 0.7378, "page": 0}, {"Word": "90", "Confidence": 0.957, "X1": 0.84232, "Y1": 0.7262, "X2": 0.86523, "Y2": 0.726, "X3": 0.86523, "Y3": 0.7388, "X4": 0.84232, "Y4": 0.7378, "page": 0}, {"Word": "Other, Not in Labor Force", "Confidence": 0.9134, "X1": 0.10916, "Y1": 0.7402, "X2": 0.27628, "Y2": 0.74, "X3": 0.27628, "Y3": 0.7518, "X4": 0.10916, "Y4": 0.7518, "page": 0}, {"Word": "71,000", "Confidence": 0.994, "X1": 0.35175, "Y1": 0.7402, "X2": 0.39757, "Y2": 0.74, "X3": 0.39757, "Y3": 0.7518, "X4": 0.35175, "Y4": 0.7508, "page": 0}, {"Word": "12", "Confidence": 0.972, "X1": 0.4717, "Y1": 0.7382, "X2": 0.4973, "Y2": 0.738, "X3": 0.49596, "Y3": 0.7518, "X4": 0.47035, "Y4": 0.7498, "page": 0}, {"Word": "62", "Confidence": 0.998, "X1": 0.58491, "Y1": 0.7382, "X2": 0.60916, "Y2": 0.738, "X3": 0.61051, "Y3": 0.7508, "X4": 0.58625, "Y4": 0.7508, "page": 0}, {"Word": "82", "Confidence": 0.996, "X1": 0.66981, "Y1": 0.7402, "X2": 0.69542, "Y2": 0.74, "X3": 0.69542, "Y3": 0.7538, "X4": 0.67116, "Y4": 0.7528, "page": 0}, {"Word": "77", "Confidence": 0.998, "X1": 0.75472, "Y1": 0.7382, "X2": 0.77898, "Y2": 0.738, "X3": 0.77898, "Y3": 0.7518, "X4": 0.75472, "Y4": 0.7508, "page": 0}, {"Word": "89", "Confidence": 0.993, "X1": 0.83962, "Y1": 0.7392, "X2": 0.86253, "Y2": 0.739, "X3": 0.86253, "Y3": 0.7518, "X4": 0.84097, "Y4": 0.7508, "page": 0}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.10916, "Y1": 0.7532, "X2": 0.16038, "Y2": 0.753, "X3": 0.16038, "Y3": 0.7648, "X4": 0.10916, "Y4": 0.7638, "page": 0}, {"Word": "87,000", "Confidence": 0.854, "X1": 0.35175, "Y1": 0.7522, "X2": 0.39623, "Y2": 0.752, "X3": 0.39623, "Y3": 0.7638, "X4": 0.35175, "Y4": 0.7628, "page": 0}, {"Word": "15", "Confidence": 0.996, "X1": 0.47305, "Y1": 0.7492, "X2": 0.49865, "Y2": 0.749, "X3": 0.4973, "Y3": 0.7638, "X4": 0.47305, "Y4": 0.7638, "page": 0}, {"Word": "86", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.7492, "X2": 0.61186, "Y2": 0.749, "X3": 0.61051, "Y3": 0.7638, "X4": 0.58895, "Y4": 0.7648, "page": 0}, {"Word": "92", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.7502, "X2": 0.69407, "Y2": 0.75, "X3": 0.69407, "Y3": 0.7628, "X4": 0.67385, "Y4": 0.7638, "page": 0}, {"Word": "90", "Confidence": 0.961, "X1": 0.75606, "Y1": 0.7512, "X2": 0.77763, "Y2": 0.751, "X3": 0.77763, "Y3": 0.7628, "X4": 0.75741, "Y4": 0.7628, "page": 0}, {"Word": "98", "Confidence": 0.932, "X1": 0.84232, "Y1": 0.7512, "X2": 0.85984, "Y2": 0.751, "X3": 0.86119, "Y3": 0.7628, "X4": 0.84367, "Y4": 0.7628, "page": 0}, {"Word": "Annual Household Gross Income", "Confidence": 0.80475, "X1": 0.08221, "Y1": 0.7702, "X2": 0.30863, "Y2": 0.77, "X3": 0.30863, "Y3": 0.7828, "X4": 0.08221, "Y4": 0.7818, "page": 0}, {"Word": "Under $25,000", "Confidence": 0.9945, "X1": 0.10782, "Y1": 0.7812, "X2": 0.20755, "Y2": 0.781, "X3": 0.20755, "Y3": 0.7928, "X4": 0.10782, "Y4": 0.7938, "page": 0}, {"Word": "93,000", "Confidence": 0.887, "X1": 0.3531, "Y1": 0.7812, "X2": 0.39757, "Y2": 0.781, "X3": 0.39757, "Y3": 0.7918, "X4": 0.3531, "Y4": 0.7928, "page": 0}, {"Word": "16%", "Confidence": 0.997, "X1": 0.47305, "Y1": 0.7802, "X2": 0.51213, "Y2": 0.78, "X3": 0.51213, "Y3": 0.7928, "X4": 0.4717, "Y4": 0.7918, "page": 0}, {"Word": "55 %", "Confidence": 0.996, "X1": 0.58895, "Y1": 0.7812, "X2": 0.62534, "Y2": 0.781, "X3": 0.62399, "Y3": 0.7918, "X4": 0.5876, "Y4": 0.7918, "page": 0}, {"Word": "75%", "Confidence": 0.991, "X1": 0.67251, "Y1": 0.7822, "X2": 0.70889, "Y2": 0.782, "X3": 0.70755, "Y3": 0.7928, "X4": 0.67116, "Y4": 0.7928, "page": 0}, {"Word": "75 %", "Confidence": 0.996, "X1": 0.76011, "Y1": 0.7832, "X2": 0.79515, "Y2": 0.783, "X3": 0.7938, "Y3": 0.7938, "X4": 0.75876, "Y4": 0.7928, "page": 0}, {"Word": "89 %", "Confidence": 0.9975, "X1": 0.84501, "Y1": 0.7812, "X2": 0.88005, "Y2": 0.781, "X3": 0.87871, "Y3": 0.7918, "X4": 0.84501, "Y4": 0.7928, "page": 0}, {"Word": "$25,000-34,999", "Confidence": 0.384, "X1": 0.10782, "Y1": 0.7942, "X2": 0.21024, "Y2": 0.794, "X3": 0.21024, "Y3": 0.8068, "X4": 0.10782, "Y4": 0.8058, "page": 0}, {"Word": "68,000", "Confidence": 0.97, "X1": 0.3531, "Y1": 0.7952, "X2": 0.39892, "Y2": 0.795, "X3": 0.39892, "Y3": 0.8058, "X4": 0.3531, "Y4": 0.8068, "page": 0}, {"Word": "67", "Confidence": 0.987, "X1": 0.58895, "Y1": 0.7932, "X2": 0.61186, "Y2": 0.793, "X3": 0.61051, "Y3": 0.8078, "X4": 0.58895, "Y4": 0.8078, "page": 0}, {"Word": "85", "Confidence": 0.992, "X1": 0.67385, "Y1": 0.7942, "X2": 0.69542, "Y2": 0.794, "X3": 0.69407, "Y3": 0.8068, "X4": 0.67251, "Y4": 0.8068, "page": 0}, {"Word": "86", "Confidence": 0.917, "X1": 0.75606, "Y1": 0.7952, "X2": 0.77898, "Y2": 0.795, "X3": 0.77763, "Y3": 0.8068, "X4": 0.75606, "Y4": 0.8058, "page": 0}, {"Word": "92", "Confidence": 0.998, "X1": 0.83962, "Y1": 0.7942, "X2": 0.86388, "Y2": 0.794, "X3": 0.86388, "Y3": 0.8068, "X4": 0.83962, "Y4": 0.8058, "page": 0}, {"Word": "12", "Confidence": 0.995, "X1": 0.47439, "Y1": 0.7942, "X2": 0.49865, "Y2": 0.794, "X3": 0.4973, "Y3": 0.8088, "X4": 0.47439, "Y4": 0.8088, "page": 0}, {"Word": "59", "Confidence": 0.991, "X1": 0.58356, "Y1": 0.8052, "X2": 0.60916, "Y2": 0.805, "X3": 0.61051, "Y3": 0.8178, "X4": 0.58491, "Y4": 0.8178, "page": 0}, {"Word": "$35,000-49,999", "Confidence": 0.641, "X1": 0.10782, "Y1": 0.8072, "X2": 0.21159, "Y2": 0.807, "X3": 0.21159, "Y3": 0.8188, "X4": 0.10782, "Y4": 0.8198, "page": 0}, {"Word": "125,000", "Confidence": 0.991, "X1": 0.34097, "Y1": 0.8082, "X2": 0.39623, "Y2": 0.808, "X3": 0.39623, "Y3": 0.8188, "X4": 0.34097, "Y4": 0.8188, "page": 0}, {"Word": "22", "Confidence": 0.998, "X1": 0.469, "Y1": 0.8052, "X2": 0.4973, "Y2": 0.805, "X3": 0.4973, "Y3": 0.8198, "X4": 0.469, "Y4": 0.8178, "page": 0}, {"Word": "73", "Confidence": 0.984, "X1": 0.66981, "Y1": 0.8062, "X2": 0.69677, "Y2": 0.806, "X3": 0.69677, "Y3": 0.8208, "X4": 0.67116, "Y4": 0.8198, "page": 0}, {"Word": "83", "Confidence": 0.941, "X1": 0.75472, "Y1": 0.8072, "X2": 0.77898, "Y2": 0.807, "X3": 0.77898, "Y3": 0.8208, "X4": 0.75472, "Y4": 0.8198, "page": 0}, {"Word": "93", "Confidence": 0.998, "X1": 0.83693, "Y1": 0.8062, "X2": 0.86388, "Y2": 0.806, "X3": 0.86523, "Y3": 0.8198, "X4": 0.83827, "Y4": 0.8188, "page": 0}, {"Word": "$50,000-74,999", "Confidence": 0.643, "X1": 0.10782, "Y1": 0.8202, "X2": 0.21159, "Y2": 0.82, "X3": 0.21159, "Y3": 0.8318, "X4": 0.10782, "Y4": 0.8318, "page": 0}, {"Word": "162,000", "Confidence": 0.956, "X1": 0.34501, "Y1": 0.8202, "X2": 0.39623, "Y2": 0.82, "X3": 0.39623, "Y3": 0.8308, "X4": 0.34501, "Y4": 0.8328, "page": 0}, {"Word": "28", "Confidence": 0.998, "X1": 0.469, "Y1": 0.8192, "X2": 0.50135, "Y2": 0.819, "X3": 0.50135, "Y3": 0.8348, "X4": 0.469, "Y4": 0.8338, "page": 0}, {"Word": "55", "Confidence": 0.995, "X1": 0.58491, "Y1": 0.8202, "X2": 0.60782, "Y2": 0.82, "X3": 0.60916, "Y3": 0.8318, "X4": 0.58625, "Y4": 0.8328, "page": 0}, {"Word": "72", "Confidence": 0.998, "X1": 0.67116, "Y1": 0.8192, "X2": 0.69542, "Y2": 0.819, "X3": 0.69542, "Y3": 0.8328, "X4": 0.67116, "Y4": 0.8328, "page": 0}, {"Word": "81", "Confidence": 0.969, "X1": 0.75337, "Y1": 0.8192, "X2": 0.78032, "Y2": 0.819, "X3": 0.78032, "Y3": 0.8338, "X4": 0.75337, "Y4": 0.8328, "page": 0}, {"Word": "93", "Confidence": 0.998, "X1": 0.84097, "Y1": 0.8192, "X2": 0.86658, "Y2": 0.819, "X3": 0.86658, "Y3": 0.8318, "X4": 0.84097, "Y4": 0.8328, "page": 0}, {"Word": "$75,000+", "Confidence": 0.615, "X1": 0.10916, "Y1": 0.8332, "X2": 0.16981, "Y2": 0.833, "X3": 0.16981, "Y3": 0.8448, "X4": 0.10916, "Y4": 0.8448, "page": 0}, {"Word": "126,000", "Confidence": 0.982, "X1": 0.34501, "Y1": 0.8322, "X2": 0.39757, "Y2": 0.832, "X3": 0.39757, "Y3": 0.8448, "X4": 0.34501, "Y4": 0.8458, "page": 0}, {"Word": "22", "Confidence": 0.926, "X1": 0.47305, "Y1": 0.8282, "X2": 0.49865, "Y2": 0.828, "X3": 0.49596, "Y3": 0.8428, "X4": 0.4717, "Y4": 0.8428, "page": 0}, {"Word": "74", "Confidence": 0.852, "X1": 0.5903, "Y1": 0.8292, "X2": 0.61051, "Y2": 0.829, "X3": 0.61051, "Y3": 0.8408, "X4": 0.5903, "Y4": 0.8428, "page": 0}, {"Word": "87", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.8302, "X2": 0.69542, "Y2": 0.83, "X3": 0.69407, "Y3": 0.8428, "X4": 0.67385, "Y4": 0.8428, "page": 0}, {"Word": "89", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8302, "X2": 0.77763, "Y2": 0.83, "X3": 0.77763, "Y3": 0.8428, "X4": 0.75741, "Y4": 0.8428, "page": 0}, {"Word": "95", "Confidence": 0.955, "X1": 0.84097, "Y1": 0.8312, "X2": 0.85984, "Y2": 0.831, "X3": 0.85984, "Y3": 0.8428, "X4": 0.84097, "Y4": 0.8428, "page": 0}, {"Word": "Home", "Confidence": 0.775, "X1": 0.08086, "Y1": 0.8522, "X2": 0.12803, "Y2": 0.852, "X3": 0.12803, "Y3": 0.8628, "X4": 0.08086, "Y4": 0.8608, "page": 0}, {"Word": "Owned", "Confidence": 0.817, "X1": 0.10916, "Y1": 0.8642, "X2": 0.15768, "Y2": 0.864, "X3": 0.15633, "Y3": 0.8768, "X4": 0.10916, "Y4": 0.8748, "page": 0}, {"Word": "428,000", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.8632, "X2": 0.39892, "Y2": 0.863, "X3": 0.39892, "Y3": 0.8748, "X4": 0.34367, "Y4": 0.8748, "page": 0}, {"Word": "74%", "Confidence": 0.994, "X1": 0.4717, "Y1": 0.8632, "X2": 0.51078, "Y2": 0.863, "X3": 0.51078, "Y3": 0.8778, "X4": 0.47305, "Y4": 0.8778, "page": 0}, {"Word": "65%", "Confidence": 0.956, "X1": 0.58491, "Y1": 0.8632, "X2": 0.62399, "Y2": 0.863, "X3": 0.62399, "Y3": 0.8748, "X4": 0.58491, "Y4": 0.8748, "page": 0}, {"Word": "80%", "Confidence": 0.8, "X1": 0.67116, "Y1": 0.8632, "X2": 0.71159, "Y2": 0.863, "X3": 0.71159, "Y3": 0.8768, "X4": 0.67116, "Y4": 0.8758, "page": 0}, {"Word": "83 %", "Confidence": 0.994, "X1": 0.75606, "Y1": 0.8632, "X2": 0.7938, "Y2": 0.863, "X3": 0.7938, "Y3": 0.8738, "X4": 0.75606, "Y4": 0.8738, "page": 0}, {"Word": "92 %", "Confidence": 0.997, "X1": 0.84097, "Y1": 0.8622, "X2": 0.88005, "Y2": 0.862, "X3": 0.87871, "Y3": 0.8728, "X4": 0.84097, "Y4": 0.8738, "page": 0}, {"Word": "Rented", "Confidence": 0.951, "X1": 0.11051, "Y1": 0.8772, "X2": 0.15633, "Y2": 0.877, "X3": 0.15633, "Y3": 0.8878, "X4": 0.10916, "Y4": 0.8878, "page": 0}, {"Word": "141,000", "Confidence": 0.993, "X1": 0.34367, "Y1": 0.8752, "X2": 0.39623, "Y2": 0.875, "X3": 0.39623, "Y3": 0.8868, "X4": 0.34367, "Y4": 0.8868, "page": 0}, {"Word": "25", "Confidence": 0.99, "X1": 0.47305, "Y1": 0.8722, "X2": 0.4973, "Y2": 0.872, "X3": 0.4973, "Y3": 0.8878, "X4": 0.4717, "Y4": 0.8858, "page": 0}, {"Word": "50", "Confidence": 0.958, "X1": 0.5876, "Y1": 0.8742, "X2": 0.61051, "Y2": 0.874, "X3": 0.61051, "Y3": 0.8858, "X4": 0.58625, "Y4": 0.8848, "page": 0}, {"Word": "70", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.8732, "X2": 0.69677, "Y2": 0.873, "X3": 0.69542, "Y3": 0.8858, "X4": 0.67116, "Y4": 0.8858, "page": 0}, {"Word": "80", "Confidence": 0.997, "X1": 0.75606, "Y1": 0.8752, "X2": 0.77898, "Y2": 0.875, "X3": 0.77898, "Y3": 0.8858, "X4": 0.75606, "Y4": 0.8858, "page": 0}, {"Word": "96", "Confidence": 0.997, "X1": 0.83962, "Y1": 0.8742, "X2": 0.86253, "Y2": 0.874, "X3": 0.86119, "Y3": 0.8858, "X4": 0.83962, "Y4": 0.8858, "page": 0}, {"Word": "Nota: Because \"No Answers\" have not been included and because of sounding andfor multiple responses, numbers may add to more or less than the lotal.", "Confidence": 0.76924, "X1": 0.08086, "Y1": 0.9012, "X2": 0.8814, "Y2": 0.901, "X3": 0.8814, "Y3": 0.9148, "X4": 0.08086, "Y4": 0.9138, "page": 0}, {"Word": "2084107666", "Confidence": 0.993, "X1": 0.67655, "Y1": 0.9222, "X2": 0.80323, "Y2": 0.922, "X3": 0.80323, "Y3": 0.9398, "X4": 0.67655, "Y4": 0.9388, "page": 0}], "words_data": [{"Word": "Richmond", "Confidence": 0.995, "X1": 0.3531, "Y1": 0.1272, "X2": 0.46496, "Y2": 0.127, "X3": 0.46631, "Y3": 0.1438, "X4": 0.35445, "Y4": 0.1438, "page": 0, "Index": 0}, {"Word": "Urbanized", "Confidence": 0.995, "X1": 0.4717, "Y1": 0.1272, "X2": 0.58491, "Y2": 0.127, "X3": 0.58491, "Y3": 0.1438, "X4": 0.4717, "Y4": 0.1438, "page": 0, "Index": 1}, {"Word": "Area", "Confidence": 0.989, "X1": 0.59299, "Y1": 0.1282, "X2": 0.6442, "Y2": 0.128, "X3": 0.6442, "Y3": 0.1438, "X4": 0.59299, "Y4": 0.1438, "page": 0, "Index": 2}, {"Word": "City", "Confidence": 0.986, "X1": 0.2628, "Y1": 0.1462, "X2": 0.29111, "Y2": 0.146, "X3": 0.29111, "Y3": 0.1598, "X4": 0.26415, "Y4": 0.1608, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.998, "X1": 0.2938, "Y1": 0.1462, "X2": 0.30863, "Y2": 0.146, "X3": 0.30863, "Y3": 0.1598, "X4": 0.2938, "Y4": 0.1598, "page": 0, "Index": 4}, {"Word": "Richmond", "Confidence": 0.958, "X1": 0.31267, "Y1": 0.1462, "X2": 0.38679, "Y2": 0.146, "X3": 0.38814, "Y3": 0.1588, "X4": 0.31267, "Y4": 0.1598, "page": 0, "Index": 5}, {"Word": "and", "Confidence": 0.998, "X1": 0.39084, "Y1": 0.1472, "X2": 0.41914, "Y2": 0.147, "X3": 0.41914, "Y3": 0.1588, "X4": 0.39084, "Y4": 0.1588, "page": 0, "Index": 6}, {"Word": "Counties", "Confidence": 0.993, "X1": 0.42318, "Y1": 0.1472, "X2": 0.48652, "Y2": 0.147, "X3": 0.48652, "Y3": 0.1588, "X4": 0.42318, "Y4": 0.1588, "page": 0, "Index": 7}, {"Word": "of", "Confidence": 0.994, "X1": 0.49057, "Y1": 0.1472, "X2": 0.50539, "Y2": 0.147, "X3": 0.50539, "Y3": 0.1588, "X4": 0.49057, "Y4": 0.1588, "page": 0, "Index": 8}, {"Word": "Chesterfield,", "Confidence": 0.792, "X1": 0.50809, "Y1": 0.1472, "X2": 0.59973, "Y2": 0.147, "X3": 0.59973, "Y3": 0.1588, "X4": 0.50809, "Y4": 0.1588, "page": 0, "Index": 9}, {"Word": "Hanover", "Confidence": 0.994, "X1": 0.60243, "Y1": 0.1472, "X2": 0.66307, "Y2": 0.147, "X3": 0.66307, "Y3": 0.1588, "X4": 0.60377, "Y4": 0.1588, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.998, "X1": 0.66712, "Y1": 0.1472, "X2": 0.69272, "Y2": 0.147, "X3": 0.69272, "Y3": 0.1598, "X4": 0.66712, "Y4": 0.1588, "page": 0, "Index": 11}, {"Word": "Henrico.", "Confidence": 0.991, "X1": 0.69677, "Y1": 0.1472, "X2": 0.76011, "Y2": 0.147, "X3": 0.76146, "Y3": 0.1598, "X4": 0.69677, "Y4": 0.1598, "page": 0, "Index": 12}, {"Word": "Adult", "Confidence": 0.993, "X1": 0.35175, "Y1": 0.1592, "X2": 0.39084, "Y2": 0.159, "X3": 0.38949, "Y3": 0.1698, "X4": 0.3504, "Y4": 0.1698, "page": 0, "Index": 13}, {"Word": "Population", "Confidence": 0.882, "X1": 0.39353, "Y1": 0.1592, "X2": 0.4717, "Y2": 0.159, "X3": 0.47035, "Y3": 0.1708, "X4": 0.39218, "Y4": 0.1698, "page": 0, "Index": 14}, {"Word": "(age", "Confidence": 0.907, "X1": 0.47439, "Y1": 0.1592, "X2": 0.50539, "Y2": 0.159, "X3": 0.50539, "Y3": 0.1708, "X4": 0.47439, "Y4": 0.1708, "page": 0, "Index": 15}, {"Word": "18", "Confidence": 0.997, "X1": 0.51078, "Y1": 0.1592, "X2": 0.52695, "Y2": 0.159, "X3": 0.52695, "Y3": 0.1708, "X4": 0.50943, "Y4": 0.1708, "page": 0, "Index": 16}, {"Word": "and", "Confidence": 0.998, "X1": 0.531, "Y1": 0.1592, "X2": 0.55795, "Y2": 0.159, "X3": 0.55795, "Y3": 0.1708, "X4": 0.52965, "Y4": 0.1708, "page": 0, "Index": 17}, {"Word": "over)", "Confidence": 0.942, "X1": 0.56199, "Y1": 0.1592, "X2": 0.59838, "Y2": 0.159, "X3": 0.59704, "Y3": 0.1708, "X4": 0.56065, "Y4": 0.1708, "page": 0, "Index": 18}, {"Word": "-", "Confidence": 0.01, "X1": 0.60108, "Y1": 0.1592, "X2": 0.60782, "Y2": 0.159, "X3": 0.60782, "Y3": 0.1708, "X4": 0.60108, "Y4": 0.1708, "page": 0, "Index": 19}, {"Word": "575,000", "Confidence": 0.688, "X1": 0.61186, "Y1": 0.1592, "X2": 0.66981, "Y2": 0.159, "X3": 0.66981, "Y3": 0.1698, "X4": 0.61051, "Y4": 0.1708, "page": 0, "Index": 20}, {"Word": "Total", "Confidence": 0.995, "X1": 0.34367, "Y1": 0.1702, "X2": 0.37466, "Y2": 0.17, "X3": 0.37332, "Y3": 0.1848, "X4": 0.34367, "Y4": 0.1858, "page": 0, "Index": 21}, {"Word": "Population", "Confidence": 0.981, "X1": 0.37736, "Y1": 0.1712, "X2": 0.45822, "Y2": 0.171, "X3": 0.45822, "Y3": 0.1838, "X4": 0.37736, "Y4": 0.1848, "page": 0, "Index": 22}, {"Word": "759,900", "Confidence": 0.943, "X1": 0.46092, "Y1": 0.1712, "X2": 0.51752, "Y2": 0.171, "X3": 0.51752, "Y3": 0.1838, "X4": 0.46092, "Y4": 0.1838, "page": 0, "Index": 23}, {"Word": "-", "Confidence": 0.994, "X1": 0.52156, "Y1": 0.1712, "X2": 0.5283, "Y2": 0.171, "X3": 0.5283, "Y3": 0.1838, "X4": 0.52156, "Y4": 0.1838, "page": 0, "Index": 24}, {"Word": "Households", "Confidence": 0.931, "X1": 0.531, "Y1": 0.1712, "X2": 0.61725, "Y2": 0.171, "X3": 0.6186, "Y3": 0.1838, "X4": 0.531, "Y4": 0.1838, "page": 0, "Index": 25}, {"Word": "300,500", "Confidence": 0.93, "X1": 0.62129, "Y1": 0.1712, "X2": 0.68194, "Y2": 0.171, "X3": 0.68194, "Y3": 0.1848, "X4": 0.62129, "Y4": 0.1848, "page": 0, "Index": 26}, {"Word": "PERCENT", "Confidence": 0.994, "X1": 0.59704, "Y1": 0.1972, "X2": 0.6469, "Y2": 0.197, "X3": 0.64555, "Y3": 0.2078, "X4": 0.59569, "Y4": 0.2078, "page": 0, "Index": 27}, {"Word": "OF", "Confidence": 0.992, "X1": 0.6496, "Y1": 0.1972, "X2": 0.66442, "Y2": 0.197, "X3": 0.66442, "Y3": 0.2078, "X4": 0.64825, "Y4": 0.2078, "page": 0, "Index": 28}, {"Word": "ADULTS", "Confidence": 0.996, "X1": 0.66846, "Y1": 0.1972, "X2": 0.71159, "Y2": 0.197, "X3": 0.71024, "Y3": 0.2078, "X4": 0.66712, "Y4": 0.2078, "page": 0, "Index": 29}, {"Word": "READING", "Confidence": 0.995, "X1": 0.71429, "Y1": 0.1972, "X2": 0.7655, "Y2": 0.197, "X3": 0.76415, "Y3": 0.2078, "X4": 0.71294, "Y4": 0.2078, "page": 0, "Index": 30}, {"Word": "THE", "Confidence": 0.998, "X1": 0.76819, "Y1": 0.1972, "X2": 0.78841, "Y2": 0.197, "X3": 0.78841, "Y3": 0.2078, "X4": 0.76819, "Y4": 0.2078, "page": 0, "Index": 31}, {"Word": "NEWSPAPER", "Confidence": 0.994, "X1": 0.79111, "Y1": 0.1972, "X2": 0.86253, "Y2": 0.197, "X3": 0.86253, "Y3": 0.2078, "X4": 0.79111, "Y4": 0.2078, "page": 0, "Index": 32}, {"Word": "RICHMOND", "Confidence": 0.63, "X1": 0.66712, "Y1": 0.2082, "X2": 0.72642, "Y2": 0.208, "X3": 0.72642, "Y3": 0.2178, "X4": 0.66712, "Y4": 0.2188, "page": 0, "Index": 33}, {"Word": "URBANIZED", "Confidence": 0.941, "X1": 0.72911, "Y1": 0.2082, "X2": 0.79515, "Y2": 0.208, "X3": 0.7938, "Y3": 0.2178, "X4": 0.72911, "Y4": 0.2178, "page": 0, "Index": 34}, {"Word": "AREA", "Confidence": 0.955, "X1": 0.79784, "Y1": 0.2082, "X2": 0.83019, "Y2": 0.208, "X3": 0.83019, "Y3": 0.2178, "X4": 0.7965, "Y4": 0.2178, "page": 0, "Index": 35}, {"Word": "IN", "Confidence": 0.996, "X1": 0.62668, "Y1": 0.2082, "X2": 0.64016, "Y2": 0.208, "X3": 0.64016, "Y3": 0.2188, "X4": 0.62803, "Y4": 0.2188, "page": 0, "Index": 36}, {"Word": "THE", "Confidence": 0.998, "X1": 0.64286, "Y1": 0.2082, "X2": 0.66442, "Y2": 0.208, "X3": 0.66442, "Y3": 0.2188, "X4": 0.64286, "Y4": 0.2188, "page": 0, "Index": 37}, {"Word": "Survey", "Confidence": 0.995, "X1": 0.3221, "Y1": 0.2212, "X2": 0.37197, "Y2": 0.221, "X3": 0.37197, "Y3": 0.2338, "X4": 0.32345, "Y4": 0.2338, "page": 0, "Index": 38}, {"Word": "conducted", "Confidence": 0.95, "X1": 0.37601, "Y1": 0.2212, "X2": 0.45418, "Y2": 0.221, "X3": 0.45283, "Y3": 0.2338, "X4": 0.37466, "Y4": 0.2338, "page": 0, "Index": 39}, {"Word": "by", "Confidence": 0.992, "X1": 0.45822, "Y1": 0.2212, "X2": 0.47978, "Y2": 0.221, "X3": 0.47709, "Y3": 0.2348, "X4": 0.45687, "Y4": 0.2338, "page": 0, "Index": 40}, {"Word": "575,000", "Confidence": 0.773, "X1": 0.54582, "Y1": 0.2222, "X2": 0.58895, "Y2": 0.222, "X3": 0.5876, "Y3": 0.2328, "X4": 0.54582, "Y4": 0.2318, "page": 0, "Index": 41}, {"Word": "Belden", "Confidence": 0.93, "X1": 0.32345, "Y1": 0.2342, "X2": 0.37332, "Y2": 0.234, "X3": 0.37332, "Y3": 0.2458, "X4": 0.32345, "Y4": 0.2458, "page": 0, "Index": 42}, {"Word": "Associates,", "Confidence": 0.991, "X1": 0.37736, "Y1": 0.2362, "X2": 0.46631, "Y2": 0.236, "X3": 0.46631, "Y3": 0.2478, "X4": 0.37736, "Y4": 0.2458, "page": 0, "Index": 43}, {"Word": "533,000", "Confidence": 0.602, "X1": 0.83288, "Y1": 0.2312, "X2": 0.87197, "Y2": 0.231, "X3": 0.87197, "Y3": 0.2418, "X4": 0.83288, "Y4": 0.2408, "page": 0, "Index": 44}, {"Word": "HANOVER", "Confidence": 0.991, "X1": 0.1469, "Y1": 0.2432, "X2": 0.19946, "Y2": 0.243, "X3": 0.19946, "Y3": 0.2558, "X4": 0.14555, "Y4": 0.2548, "page": 0, "Index": 45}, {"Word": "CO.", "Confidence": 0.7, "X1": 0.2035, "Y1": 0.2432, "X2": 0.22372, "Y2": 0.243, "X3": 0.22507, "Y3": 0.2558, "X4": 0.2035, "Y4": 0.2558, "page": 0, "Index": 46}, {"Word": "Dallas,", "Confidence": 0.898, "X1": 0.32345, "Y1": 0.2472, "X2": 0.37197, "Y2": 0.247, "X3": 0.37197, "Y3": 0.2588, "X4": 0.32345, "Y4": 0.2588, "page": 0, "Index": 47}, {"Word": "Texas,", "Confidence": 0.981, "X1": 0.37466, "Y1": 0.2462, "X2": 0.42183, "Y2": 0.246, "X3": 0.42183, "Y3": 0.2588, "X4": 0.37466, "Y4": 0.2588, "page": 0, "Index": 48}, {"Word": "by", "Confidence": 0.998, "X1": 0.42588, "Y1": 0.2462, "X2": 0.4434, "Y2": 0.246, "X3": 0.4434, "Y3": 0.2588, "X4": 0.42588, "Y4": 0.2588, "page": 0, "Index": 49}, {"Word": "self-", "Confidence": 0.886, "X1": 0.44744, "Y1": 0.2472, "X2": 0.47709, "Y2": 0.247, "X3": 0.47844, "Y3": 0.2588, "X4": 0.44744, "Y4": 0.2588, "page": 0, "Index": 50}, {"Word": "446,000", "Confidence": 0.66, "X1": 0.68868, "Y1": 0.2542, "X2": 0.73046, "Y2": 0.254, "X3": 0.73046, "Y3": 0.2658, "X4": 0.68868, "Y4": 0.2648, "page": 0, "Index": 51}, {"Word": "474,000", "Confidence": 0.902, "X1": 0.76011, "Y1": 0.2502, "X2": 0.80189, "Y2": 0.25, "X3": 0.80189, "Y3": 0.2598, "X4": 0.76011, "Y4": 0.2588, "page": 0, "Index": 52}, {"Word": "administered", "Confidence": 0.992, "X1": 0.32345, "Y1": 0.2602, "X2": 0.41644, "Y2": 0.26, "X3": 0.41509, "Y3": 0.2718, "X4": 0.32345, "Y4": 0.2708, "page": 0, "Index": 53}, {"Word": "uniform", "Confidence": 0.653, "X1": 0.42049, "Y1": 0.2602, "X2": 0.4717, "Y2": 0.26, "X3": 0.4717, "Y3": 0.2708, "X4": 0.42049, "Y4": 0.2718, "page": 0, "Index": 54}, {"Word": "questionnaires", "Confidence": 0.966, "X1": 0.32345, "Y1": 0.2732, "X2": 0.42857, "Y2": 0.273, "X3": 0.42857, "Y3": 0.2848, "X4": 0.32345, "Y4": 0.2848, "page": 0, "Index": 55}, {"Word": "sent", "Confidence": 0.989, "X1": 0.43261, "Y1": 0.2732, "X2": 0.46361, "Y2": 0.273, "X3": 0.46361, "Y3": 0.2848, "X4": 0.43127, "Y4": 0.2848, "page": 0, "Index": 56}, {"Word": "to", "Confidence": 0.998, "X1": 0.46631, "Y1": 0.2732, "X2": 0.48248, "Y2": 0.273, "X3": 0.48113, "Y3": 0.2848, "X4": 0.46631, "Y4": 0.2848, "page": 0, "Index": 57}, {"Word": "HENRICON", "Confidence": 0.668, "X1": 0.17655, "Y1": 0.2832, "X2": 0.2372, "Y2": 0.283, "X3": 0.23585, "Y3": 0.2938, "X4": 0.1752, "Y4": 0.2908, "page": 0, "Index": 58}, {"Word": "homes", "Confidence": 0.963, "X1": 0.32345, "Y1": 0.2852, "X2": 0.37197, "Y2": 0.285, "X3": 0.37197, "Y3": 0.2968, "X4": 0.3221, "Y4": 0.2968, "page": 0, "Index": 59}, {"Word": "in", "Confidence": 0.998, "X1": 0.37466, "Y1": 0.2852, "X2": 0.38814, "Y2": 0.285, "X3": 0.38814, "Y3": 0.2968, "X4": 0.37466, "Y4": 0.2968, "page": 0, "Index": 60}, {"Word": "the", "Confidence": 0.998, "X1": 0.39218, "Y1": 0.2852, "X2": 0.41644, "Y2": 0.285, "X3": 0.41509, "Y3": 0.2968, "X4": 0.39084, "Y4": 0.2968, "page": 0, "Index": 61}, {"Word": "Richmond-", "Confidence": 0.965, "X1": 0.41914, "Y1": 0.2852, "X2": 0.5027, "Y2": 0.285, "X3": 0.50135, "Y3": 0.2978, "X4": 0.41914, "Y4": 0.2968, "page": 0, "Index": 62}, {"Word": "354,000", "Confidence": 0.7, "X1": 0.61725, "Y1": 0.2802, "X2": 0.65903, "Y2": 0.28, "X3": 0.65903, "Y3": 0.2898, "X4": 0.6159, "Y4": 0.2898, "page": 0, "Index": 63}, {"Word": "Petersburg", "Confidence": 0.991, "X1": 0.32345, "Y1": 0.2982, "X2": 0.40296, "Y2": 0.298, "X3": 0.40162, "Y3": 0.3098, "X4": 0.32345, "Y4": 0.3098, "page": 0, "Index": 64}, {"Word": "MSA,", "Confidence": 0.981, "X1": 0.40566, "Y1": 0.2982, "X2": 0.44744, "Y2": 0.298, "X3": 0.44609, "Y3": 0.3098, "X4": 0.40566, "Y4": 0.3098, "page": 0, "Index": 65}, {"Word": "and", "Confidence": 0.998, "X1": 0.45013, "Y1": 0.2982, "X2": 0.47844, "Y2": 0.298, "X3": 0.47709, "Y3": 0.3098, "X4": 0.44879, "Y4": 0.3098, "page": 0, "Index": 66}, {"Word": "by", "Confidence": 0.998, "X1": 0.48113, "Y1": 0.2982, "X2": 0.5, "Y2": 0.298, "X3": 0.49865, "Y3": 0.3098, "X4": 0.47978, "Y4": 0.3098, "page": 0, "Index": 67}, {"Word": "RICHMOND", "Confidence": 0.266, "X1": 0.18194, "Y1": 0.3102, "X2": 0.24528, "Y2": 0.31, "X3": 0.24528, "Y3": 0.3248, "X4": 0.18194, "Y4": 0.3228, "page": 0, "Index": 68}, {"Word": "telephone", "Confidence": 0.874, "X1": 0.32345, "Y1": 0.3102, "X2": 0.39488, "Y2": 0.31, "X3": 0.39353, "Y3": 0.3228, "X4": 0.32345, "Y4": 0.3228, "page": 0, "Index": 69}, {"Word": "interviews", "Confidence": 0.95, "X1": 0.39757, "Y1": 0.3112, "X2": 0.47305, "Y2": 0.311, "X3": 0.4717, "Y3": 0.3228, "X4": 0.39757, "Y4": 0.3228, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.997, "X1": 0.47574, "Y1": 0.3112, "X2": 0.48922, "Y2": 0.311, "X3": 0.48787, "Y3": 0.3228, "X4": 0.47439, "Y4": 0.3228, "page": 0, "Index": 71}, {"Word": "the", "Confidence": 0.997, "X1": 0.3221, "Y1": 0.3242, "X2": 0.34636, "Y2": 0.324, "X3": 0.34636, "Y3": 0.3348, "X4": 0.32345, "Y4": 0.3348, "page": 0, "Index": 72}, {"Word": "surrounding", "Confidence": 0.993, "X1": 0.34906, "Y1": 0.3242, "X2": 0.43666, "Y2": 0.324, "X3": 0.43666, "Y3": 0.3358, "X4": 0.34906, "Y4": 0.3348, "page": 0, "Index": 73}, {"Word": "area,", "Confidence": 0.728, "X1": 0.4407, "Y1": 0.3242, "X2": 0.47844, "Y2": 0.324, "X3": 0.47709, "Y3": 0.3358, "X4": 0.4407, "Y4": 0.3358, "page": 0, "Index": 74}, {"Word": "with", "Confidence": 0.994, "X1": 0.32345, "Y1": 0.3362, "X2": 0.3531, "Y2": 0.336, "X3": 0.3531, "Y3": 0.3478, "X4": 0.32345, "Y4": 0.3488, "page": 0, "Index": 75}, {"Word": "adults", "Confidence": 0.941, "X1": 0.3558, "Y1": 0.3352, "X2": 0.40162, "Y2": 0.335, "X3": 0.40162, "Y3": 0.3478, "X4": 0.3558, "Y4": 0.3478, "page": 0, "Index": 76}, {"Word": "18", "Confidence": 0.998, "X1": 0.40566, "Y1": 0.3362, "X2": 0.42318, "Y2": 0.336, "X3": 0.42183, "Y3": 0.3478, "X4": 0.40566, "Y4": 0.3478, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.998, "X1": 0.42722, "Y1": 0.3362, "X2": 0.45553, "Y2": 0.336, "X3": 0.45418, "Y3": 0.3478, "X4": 0.42722, "Y4": 0.3478, "page": 0, "Index": 78}, {"Word": "over,", "Confidence": 0.943, "X1": 0.45822, "Y1": 0.3382, "X2": 0.4973, "Y2": 0.338, "X3": 0.49596, "Y3": 0.3488, "X4": 0.45822, "Y4": 0.3478, "page": 0, "Index": 79}, {"Word": "62%", "Confidence": 0.955, "X1": 0.6186, "Y1": 0.3422, "X2": 0.65633, "Y2": 0.342, "X3": 0.65633, "Y3": 0.3538, "X4": 0.61995, "Y4": 0.3548, "page": 0, "Index": 80}, {"Word": "78%", "Confidence": 0.958, "X1": 0.69272, "Y1": 0.3422, "X2": 0.72642, "Y2": 0.342, "X3": 0.72642, "Y3": 0.3548, "X4": 0.69137, "Y4": 0.3538, "page": 0, "Index": 81}, {"Word": "83%", "Confidence": 0.998, "X1": 0.7628, "Y1": 0.3432, "X2": 0.79784, "Y2": 0.343, "X3": 0.79784, "Y3": 0.3548, "X4": 0.76146, "Y4": 0.3538, "page": 0, "Index": 82}, {"Word": "93%", "Confidence": 0.45, "X1": 0.83423, "Y1": 0.3422, "X2": 0.86792, "Y2": 0.342, "X3": 0.86792, "Y3": 0.3538, "X4": 0.83423, "Y4": 0.3538, "page": 0, "Index": 83}, {"Word": "CHESTERFIELD", "Confidence": 0.984, "X1": 0.12129, "Y1": 0.3452, "X2": 0.20755, "Y2": 0.345, "X3": 0.20755, "Y3": 0.3588, "X4": 0.12129, "Y4": 0.3578, "page": 0, "Index": 84}, {"Word": "20.", "Confidence": 0.063, "X1": 0.21159, "Y1": 0.3442, "X2": 0.23046, "Y2": 0.344, "X3": 0.23046, "Y3": 0.3588, "X4": 0.21024, "Y4": 0.3588, "page": 0, "Index": 85}, {"Word": "42", "Confidence": 0.145, "X1": 0.2345, "Y1": 0.3432, "X2": 0.26685, "Y2": 0.343, "X3": 0.26685, "Y3": 0.3598, "X4": 0.23315, "Y4": 0.3588, "page": 0, "Index": 86}, {"Word": "March-May,", "Confidence": 0.686, "X1": 0.3248, "Y1": 0.3482, "X2": 0.4097, "Y2": 0.348, "X3": 0.4097, "Y3": 0.3618, "X4": 0.3248, "Y4": 0.3608, "page": 0, "Index": 87}, {"Word": "1998.", "Confidence": 0.955, "X1": 0.41375, "Y1": 0.3482, "X2": 0.45553, "Y2": 0.348, "X3": 0.45553, "Y3": 0.3618, "X4": 0.41375, "Y4": 0.3618, "page": 0, "Index": 88}, {"Word": "ALLADULTS", "Confidence": 0.97, "X1": 0.53908, "Y1": 0.3662, "X2": 0.59973, "Y2": 0.366, "X3": 0.59838, "Y3": 0.3778, "X4": 0.53908, "Y4": 0.3768, "page": 0, "Index": 89}, {"Word": "READ", "Confidence": 0.96, "X1": 0.61725, "Y1": 0.3682, "X2": 0.64151, "Y2": 0.368, "X3": 0.64016, "Y3": 0.3768, "X4": 0.6159, "Y4": 0.3768, "page": 0, "Index": 90}, {"Word": "DALLY", "Confidence": 0.59, "X1": 0.64286, "Y1": 0.3682, "X2": 0.6752, "Y2": 0.368, "X3": 0.67385, "Y3": 0.3778, "X4": 0.64286, "Y4": 0.3768, "page": 0, "Index": 91}, {"Word": "READ", "Confidence": 0.847, "X1": 0.75876, "Y1": 0.3672, "X2": 0.78437, "Y2": 0.367, "X3": 0.78437, "Y3": 0.3768, "X4": 0.75741, "Y4": 0.3778, "page": 0, "Index": 92}, {"Word": "LAST", "Confidence": 0.991, "X1": 0.78706, "Y1": 0.3682, "X2": 0.81536, "Y2": 0.368, "X3": 0.81402, "Y3": 0.3768, "X4": 0.78571, "Y4": 0.3768, "page": 0, "Index": 93}, {"Word": "4-SUNDAY", "Confidence": 0.625, "X1": 0.83019, "Y1": 0.3662, "X2": 0.8814, "Y2": 0.366, "X3": 0.8814, "Y3": 0.3768, "X4": 0.83019, "Y4": 0.3768, "page": 0, "Index": 94}, {"Word": "YESTERDAY", "Confidence": 0.894, "X1": 0.61456, "Y1": 0.3792, "X2": 0.67385, "Y2": 0.379, "X3": 0.67385, "Y3": 0.3878, "X4": 0.61456, "Y4": 0.3888, "page": 0, "Index": 95}, {"Word": "..", "Confidence": 0.165, "X1": 0.68464, "Y1": 0.3782, "X2": 0.69677, "Y2": 0.378, "X3": 0.69677, "Y3": 0.3868, "X4": 0.68464, "Y4": 0.3868, "page": 0, "Index": 96}, {"Word": "&-DAY", "Confidence": 0.529, "X1": 0.69946, "Y1": 0.3672, "X2": 0.72911, "Y2": 0.367, "X3": 0.72776, "Y3": 0.3788, "X4": 0.69946, "Y4": 0.3778, "page": 0, "Index": 97}, {"Word": "CUME", "Confidence": 0.791, "X1": 0.69946, "Y1": 0.3792, "X2": 0.73046, "Y2": 0.379, "X3": 0.72911, "Y3": 0.3878, "X4": 0.69946, "Y4": 0.3878, "page": 0, "Index": 98}, {"Word": "SUNDAY", "Confidence": 0.985, "X1": 0.7655, "Y1": 0.3782, "X2": 0.80728, "Y2": 0.378, "X3": 0.80593, "Y3": 0.3878, "X4": 0.76415, "Y4": 0.3878, "page": 0, "Index": 99}, {"Word": "\"Yesterday\"", "Confidence": 0.902, "X1": 0.34367, "Y1": 0.3982, "X2": 0.43935, "Y2": 0.398, "X3": 0.43935, "Y3": 0.4128, "X4": 0.34367, "Y4": 0.4118, "page": 0, "Index": 100}, {"Word": "and", "Confidence": 0.998, "X1": 0.4434, "Y1": 0.3982, "X2": 0.47305, "Y2": 0.398, "X3": 0.47305, "Y3": 0.4128, "X4": 0.4434, "Y4": 0.4128, "page": 0, "Index": 101}, {"Word": "\"Last", "Confidence": 0.994, "X1": 0.47709, "Y1": 0.3982, "X2": 0.52022, "Y2": 0.398, "X3": 0.51887, "Y3": 0.4128, "X4": 0.47709, "Y4": 0.4128, "page": 0, "Index": 102}, {"Word": "Sunday\"", "Confidence": 0.993, "X1": 0.52426, "Y1": 0.3982, "X2": 0.59164, "Y2": 0.398, "X3": 0.5903, "Y3": 0.4128, "X4": 0.52291, "Y4": 0.4128, "page": 0, "Index": 103}, {"Word": "Readership", "Confidence": 0.994, "X1": 0.59569, "Y1": 0.3982, "X2": 0.68598, "Y2": 0.398, "X3": 0.68598, "Y3": 0.4128, "X4": 0.59434, "Y4": 0.4128, "page": 0, "Index": 104}, {"Word": "by", "Confidence": 0.997, "X1": 0.69003, "Y1": 0.3982, "X2": 0.70889, "Y2": 0.398, "X3": 0.70889, "Y3": 0.4128, "X4": 0.69003, "Y4": 0.4128, "page": 0, "Index": 105}, {"Word": "Specific", "Confidence": 0.991, "X1": 0.71294, "Y1": 0.3992, "X2": 0.77763, "Y2": 0.399, "X3": 0.77763, "Y3": 0.4128, "X4": 0.71294, "Y4": 0.4128, "page": 0, "Index": 106}, {"Word": "Categories", "Confidence": 0.994, "X1": 0.78167, "Y1": 0.3992, "X2": 0.87197, "Y2": 0.399, "X3": 0.87197, "Y3": 0.4128, "X4": 0.78167, "Y4": 0.4128, "page": 0, "Index": 107}, {"Word": "%", "Confidence": 0.879, "X1": 0.47305, "Y1": 0.4212, "X2": 0.48113, "Y2": 0.421, "X3": 0.48113, "Y3": 0.4318, "X4": 0.4717, "Y4": 0.4318, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.48652, "Y1": 0.4222, "X2": 0.50539, "Y2": 0.422, "X3": 0.50539, "Y3": 0.4328, "X4": 0.48652, "Y4": 0.4318, "page": 0, "Index": 109}, {"Word": "%", "Confidence": 0.995, "X1": 0.60647, "Y1": 0.4212, "X2": 0.61725, "Y2": 0.421, "X3": 0.61725, "Y3": 0.4348, "X4": 0.60647, "Y4": 0.4348, "page": 0, "Index": 110}, {"Word": "Readership", "Confidence": 0.965, "X1": 0.62264, "Y1": 0.4212, "X2": 0.71429, "Y2": 0.421, "X3": 0.71294, "Y3": 0.4348, "X4": 0.62264, "Y4": 0.4348, "page": 0, "Index": 111}, {"Word": "in", "Confidence": 0.998, "X1": 0.71698, "Y1": 0.4222, "X2": 0.7345, "Y2": 0.422, "X3": 0.73315, "Y3": 0.4348, "X4": 0.71698, "Y4": 0.4348, "page": 0, "Index": 112}, {"Word": "Each", "Confidence": 0.987, "X1": 0.7372, "Y1": 0.4222, "X2": 0.77763, "Y2": 0.422, "X3": 0.77763, "Y3": 0.4348, "X4": 0.7372, "Y4": 0.4348, "page": 0, "Index": 113}, {"Word": "Category", "Confidence": 0.971, "X1": 0.78167, "Y1": 0.4222, "X2": 0.85714, "Y2": 0.422, "X3": 0.85714, "Y3": 0.4358, "X4": 0.78167, "Y4": 0.4348, "page": 0, "Index": 114}, {"Word": "#", "Confidence": 0.849, "X1": 0.32615, "Y1": 0.4362, "X2": 0.33558, "Y2": 0.436, "X3": 0.33558, "Y3": 0.4488, "X4": 0.32615, "Y4": 0.4478, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.33827, "Y1": 0.4362, "X2": 0.3558, "Y2": 0.436, "X3": 0.3558, "Y3": 0.4488, "X4": 0.33827, "Y4": 0.4488, "page": 0, "Index": 116}, {"Word": "Adults", "Confidence": 0.981, "X1": 0.35984, "Y1": 0.4362, "X2": 0.41375, "Y2": 0.436, "X3": 0.41509, "Y3": 0.4498, "X4": 0.35984, "Y4": 0.4488, "page": 0, "Index": 117}, {"Word": "Total", "Confidence": 0.957, "X1": 0.44474, "Y1": 0.4362, "X2": 0.48248, "Y2": 0.436, "X3": 0.48248, "Y3": 0.4488, "X4": 0.44474, "Y4": 0.4478, "page": 0, "Index": 118}, {"Word": "Adult", "Confidence": 0.948, "X1": 0.48652, "Y1": 0.4372, "X2": 0.53369, "Y2": 0.437, "X3": 0.53235, "Y3": 0.4498, "X4": 0.48518, "Y4": 0.4498, "page": 0, "Index": 119}, {"Word": "CATEGORY", "Confidence": 0.994, "X1": 0.08356, "Y1": 0.4492, "X2": 0.17385, "Y2": 0.449, "X3": 0.17385, "Y3": 0.4628, "X4": 0.08356, "Y4": 0.4638, "page": 0, "Index": 120}, {"Word": "In", "Confidence": 0.956, "X1": 0.32075, "Y1": 0.4512, "X2": 0.33827, "Y2": 0.451, "X3": 0.33693, "Y3": 0.4628, "X4": 0.32075, "Y4": 0.4628, "page": 0, "Index": 121}, {"Word": "Category", "Confidence": 0.991, "X1": 0.34097, "Y1": 0.4522, "X2": 0.41779, "Y2": 0.452, "X3": 0.41644, "Y3": 0.4648, "X4": 0.34097, "Y4": 0.4628, "page": 0, "Index": 122}, {"Word": "Population", "Confidence": 0.991, "X1": 0.44474, "Y1": 0.4512, "X2": 0.5283, "Y2": 0.451, "X3": 0.5283, "Y3": 0.4638, "X4": 0.4434, "Y4": 0.4628, "page": 0, "Index": 123}, {"Word": "Daily", "Confidence": 0.612, "X1": 0.57817, "Y1": 0.4502, "X2": 0.61995, "Y2": 0.45, "X3": 0.61995, "Y3": 0.4628, "X4": 0.57817, "Y4": 0.4628, "page": 0, "Index": 124}, {"Word": "6-Day", "Confidence": 0.996, "X1": 0.65903, "Y1": 0.4502, "X2": 0.70889, "Y2": 0.45, "X3": 0.70889, "Y3": 0.4638, "X4": 0.65768, "Y4": 0.4638, "page": 0, "Index": 125}, {"Word": "Sunday", "Confidence": 0.997, "X1": 0.7372, "Y1": 0.4512, "X2": 0.79784, "Y2": 0.451, "X3": 0.79784, "Y3": 0.4638, "X4": 0.73854, "Y4": 0.4638, "page": 0, "Index": 126}, {"Word": "4-Week", "Confidence": 0.885, "X1": 0.82345, "Y1": 0.4512, "X2": 0.8814, "Y2": 0.451, "X3": 0.88005, "Y3": 0.4618, "X4": 0.8221, "Y4": 0.4608, "page": 0, "Index": 127}, {"Word": "Sex", "Confidence": 0.678, "X1": 0.08491, "Y1": 0.4672, "X2": 0.10916, "Y2": 0.467, "X3": 0.11051, "Y3": 0.4788, "X4": 0.08491, "Y4": 0.4788, "page": 0, "Index": 128}, {"Word": "Male", "Confidence": 0.988, "X1": 0.10916, "Y1": 0.4802, "X2": 0.14555, "Y2": 0.48, "X3": 0.14555, "Y3": 0.4908, "X4": 0.10916, "Y4": 0.4918, "page": 0, "Index": 129}, {"Word": "265,000", "Confidence": 0.989, "X1": 0.34501, "Y1": 0.4802, "X2": 0.39892, "Y2": 0.48, "X3": 0.39757, "Y3": 0.4918, "X4": 0.34501, "Y4": 0.4918, "page": 0, "Index": 130}, {"Word": "46%", "Confidence": 0.97, "X1": 0.47574, "Y1": 0.4802, "X2": 0.50674, "Y2": 0.48, "X3": 0.50674, "Y3": 0.4918, "X4": 0.47709, "Y4": 0.4918, "page": 0, "Index": 131}, {"Word": "64%", "Confidence": 0.797, "X1": 0.59164, "Y1": 0.4792, "X2": 0.6186, "Y2": 0.479, "X3": 0.6186, "Y3": 0.4908, "X4": 0.59164, "Y4": 0.4918, "page": 0, "Index": 132}, {"Word": "79", "Confidence": 0.997, "X1": 0.6752, "Y1": 0.4792, "X2": 0.69272, "Y2": 0.479, "X3": 0.69272, "Y3": 0.4908, "X4": 0.6752, "Y4": 0.4908, "page": 0, "Index": 133}, {"Word": "%", "Confidence": 0.995, "X1": 0.69946, "Y1": 0.4792, "X2": 0.70889, "Y2": 0.479, "X3": 0.70889, "Y3": 0.4908, "X4": 0.69946, "Y4": 0.4908, "page": 0, "Index": 134}, {"Word": "83", "Confidence": 0.946, "X1": 0.75876, "Y1": 0.4792, "X2": 0.77493, "Y2": 0.479, "X3": 0.77493, "Y3": 0.4908, "X4": 0.75876, "Y4": 0.4908, "page": 0, "Index": 135}, {"Word": "%", "Confidence": 0.996, "X1": 0.77898, "Y1": 0.4792, "X2": 0.78841, "Y2": 0.479, "X3": 0.78841, "Y3": 0.4908, "X4": 0.77898, "Y4": 0.4908, "page": 0, "Index": 136}, {"Word": "920%", "Confidence": 0.329, "X1": 0.84367, "Y1": 0.4792, "X2": 0.87736, "Y2": 0.479, "X3": 0.87736, "Y3": 0.4898, "X4": 0.84367, "Y4": 0.4898, "page": 0, "Index": 137}, {"Word": "Female", "Confidence": 0.901, "X1": 0.11051, "Y1": 0.4942, "X2": 0.15903, "Y2": 0.494, "X3": 0.15903, "Y3": 0.5058, "X4": 0.10916, "Y4": 0.5058, "page": 0, "Index": 138}, {"Word": "310,000", "Confidence": 0.875, "X1": 0.34636, "Y1": 0.4932, "X2": 0.39892, "Y2": 0.493, "X3": 0.39892, "Y3": 0.5068, "X4": 0.34636, "Y4": 0.5058, "page": 0, "Index": 139}, {"Word": "54", "Confidence": 0.911, "X1": 0.47844, "Y1": 0.4922, "X2": 0.4973, "Y2": 0.492, "X3": 0.4973, "Y3": 0.5038, "X4": 0.47844, "Y4": 0.5038, "page": 0, "Index": 140}, {"Word": "60", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.4932, "X2": 0.60782, "Y2": 0.493, "X3": 0.60782, "Y3": 0.5048, "X4": 0.5903, "Y4": 0.5048, "page": 0, "Index": 141}, {"Word": "76", "Confidence": 0.998, "X1": 0.67655, "Y1": 0.4922, "X2": 0.69272, "Y2": 0.492, "X3": 0.69272, "Y3": 0.5038, "X4": 0.67655, "Y4": 0.5038, "page": 0, "Index": 142}, {"Word": "82", "Confidence": 0.998, "X1": 0.76011, "Y1": 0.4912, "X2": 0.77763, "Y2": 0.491, "X3": 0.77763, "Y3": 0.5038, "X4": 0.76011, "Y4": 0.5038, "page": 0, "Index": 143}, {"Word": "94", "Confidence": 0.997, "X1": 0.84367, "Y1": 0.4932, "X2": 0.86253, "Y2": 0.493, "X3": 0.86253, "Y3": 0.5038, "X4": 0.84367, "Y4": 0.5038, "page": 0, "Index": 144}, {"Word": "Race", "Confidence": 0.587, "X1": 0.08356, "Y1": 0.5112, "X2": 0.1186, "Y2": 0.511, "X3": 0.1186, "Y3": 0.5208, "X4": 0.08356, "Y4": 0.5208, "page": 0, "Index": 145}, {"Word": "White", "Confidence": 0.993, "X1": 0.11186, "Y1": 0.5222, "X2": 0.15094, "Y2": 0.522, "X3": 0.15094, "Y3": 0.5328, "X4": 0.11186, "Y4": 0.5328, "page": 0, "Index": 146}, {"Word": "405,000", "Confidence": 0.868, "X1": 0.34636, "Y1": 0.5222, "X2": 0.39757, "Y2": 0.522, "X3": 0.39757, "Y3": 0.5338, "X4": 0.34636, "Y4": 0.5338, "page": 0, "Index": 147}, {"Word": "70%", "Confidence": 0.735, "X1": 0.47709, "Y1": 0.5232, "X2": 0.50404, "Y2": 0.523, "X3": 0.50404, "Y3": 0.5348, "X4": 0.47709, "Y4": 0.5348, "page": 0, "Index": 148}, {"Word": "65", "Confidence": 0.941, "X1": 0.5903, "Y1": 0.5242, "X2": 0.60782, "Y2": 0.524, "X3": 0.60782, "Y3": 0.5358, "X4": 0.5903, "Y4": 0.5358, "page": 0, "Index": 149}, {"Word": "%", "Confidence": 0.995, "X1": 0.61051, "Y1": 0.5242, "X2": 0.61995, "Y2": 0.524, "X3": 0.61995, "Y3": 0.5358, "X4": 0.61051, "Y4": 0.5358, "page": 0, "Index": 150}, {"Word": "79%", "Confidence": 0.991, "X1": 0.6752, "Y1": 0.5212, "X2": 0.70889, "Y2": 0.521, "X3": 0.70889, "Y3": 0.5358, "X4": 0.67385, "Y4": 0.5348, "page": 0, "Index": 151}, {"Word": "83%", "Confidence": 0.945, "X1": 0.75876, "Y1": 0.5222, "X2": 0.79111, "Y2": 0.522, "X3": 0.79111, "Y3": 0.5348, "X4": 0.75876, "Y4": 0.5338, "page": 0, "Index": 152}, {"Word": "\u00a5F\u01503", "Confidence": 0.071, "X1": 0.83558, "Y1": 0.5212, "X2": 0.86388, "Y2": 0.521, "X3": 0.86253, "Y3": 0.5328, "X4": 0.83558, "Y4": 0.5298, "page": 0, "Index": 153}, {"Word": "%", "Confidence": 0.994, "X1": 0.86792, "Y1": 0.5222, "X2": 0.87736, "Y2": 0.522, "X3": 0.87466, "Y3": 0.5338, "X4": 0.86523, "Y4": 0.5328, "page": 0, "Index": 154}, {"Word": "164,000", "Confidence": 0.995, "X1": 0.34636, "Y1": 0.5352, "X2": 0.39757, "Y2": 0.535, "X3": 0.39757, "Y3": 0.5478, "X4": 0.34636, "Y4": 0.5478, "page": 0, "Index": 155}, {"Word": "29", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5342, "X2": 0.49326, "Y2": 0.534, "X3": 0.49326, "Y3": 0.5468, "X4": 0.47709, "Y4": 0.5468, "page": 0, "Index": 156}, {"Word": "53", "Confidence": 0.957, "X1": 0.5903, "Y1": 0.5342, "X2": 0.60782, "Y2": 0.534, "X3": 0.60782, "Y3": 0.5458, "X4": 0.5903, "Y4": 0.5458, "page": 0, "Index": 157}, {"Word": "73", "Confidence": 0.993, "X1": 0.67655, "Y1": 0.5332, "X2": 0.69407, "Y2": 0.533, "X3": 0.69407, "Y3": 0.5468, "X4": 0.67655, "Y4": 0.5468, "page": 0, "Index": 158}, {"Word": "91", "Confidence": 0.969, "X1": 0.84367, "Y1": 0.5352, "X2": 0.86253, "Y2": 0.535, "X3": 0.86253, "Y3": 0.5458, "X4": 0.84367, "Y4": 0.5458, "page": 0, "Index": 159}, {"Word": "C", "Confidence": 0.981, "X1": 0.92992, "Y1": 0.5172, "X2": 0.94744, "Y2": 0.517, "X3": 0.94474, "Y3": 0.5418, "X4": 0.92722, "Y4": 0.5408, "page": 0, "Index": 160}, {"Word": "Non-White", "Confidence": 0.953, "X1": 0.10916, "Y1": 0.5372, "X2": 0.18329, "Y2": 0.537, "X3": 0.18329, "Y3": 0.5488, "X4": 0.11051, "Y4": 0.5468, "page": 0, "Index": 161}, {"Word": "Age", "Confidence": 0.991, "X1": 0.08625, "Y1": 0.5542, "X2": 0.11321, "Y2": 0.554, "X3": 0.11321, "Y3": 0.5658, "X4": 0.08491, "Y4": 0.5648, "page": 0, "Index": 162}, {"Word": "18-34", "Confidence": 0.931, "X1": 0.11186, "Y1": 0.5662, "X2": 0.1469, "Y2": 0.566, "X3": 0.1469, "Y3": 0.5758, "X4": 0.11186, "Y4": 0.5768, "page": 0, "Index": 163}, {"Word": "183,000", "Confidence": 0.965, "X1": 0.34636, "Y1": 0.5652, "X2": 0.39757, "Y2": 0.565, "X3": 0.39757, "Y3": 0.5768, "X4": 0.34636, "Y4": 0.5768, "page": 0, "Index": 164}, {"Word": "32%", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.5652, "X2": 0.50539, "Y2": 0.565, "X3": 0.50539, "Y3": 0.5778, "X4": 0.47439, "Y4": 0.5778, "page": 0, "Index": 165}, {"Word": "39%", "Confidence": 0.959, "X1": 0.58895, "Y1": 0.5652, "X2": 0.6186, "Y2": 0.565, "X3": 0.61995, "Y3": 0.5768, "X4": 0.5903, "Y4": 0.5778, "page": 0, "Index": 166}, {"Word": "63", "Confidence": 0.998, "X1": 0.6752, "Y1": 0.5642, "X2": 0.69272, "Y2": 0.564, "X3": 0.69272, "Y3": 0.5768, "X4": 0.6752, "Y4": 0.5768, "page": 0, "Index": 167}, {"Word": "%", "Confidence": 0.996, "X1": 0.69542, "Y1": 0.5642, "X2": 0.7062, "Y2": 0.564, "X3": 0.7062, "Y3": 0.5768, "X4": 0.69542, "Y4": 0.5768, "page": 0, "Index": 168}, {"Word": "72", "Confidence": 0.997, "X1": 0.76011, "Y1": 0.5642, "X2": 0.77763, "Y2": 0.564, "X3": 0.77628, "Y3": 0.5758, "X4": 0.76011, "Y4": 0.5758, "page": 0, "Index": 169}, {"Word": "%", "Confidence": 0.996, "X1": 0.78032, "Y1": 0.5652, "X2": 0.78976, "Y2": 0.565, "X3": 0.78976, "Y3": 0.5768, "X4": 0.78032, "Y4": 0.5768, "page": 0, "Index": 170}, {"Word": "89%", "Confidence": 0.991, "X1": 0.84367, "Y1": 0.5652, "X2": 0.87332, "Y2": 0.565, "X3": 0.87332, "Y3": 0.5758, "X4": 0.84367, "Y4": 0.5748, "page": 0, "Index": 171}, {"Word": "35-44", "Confidence": 0.994, "X1": 0.10916, "Y1": 0.5782, "X2": 0.1496, "Y2": 0.578, "X3": 0.1496, "Y3": 0.5898, "X4": 0.11051, "Y4": 0.5908, "page": 0, "Index": 172}, {"Word": "138,000", "Confidence": 0.981, "X1": 0.34636, "Y1": 0.5782, "X2": 0.39623, "Y2": 0.578, "X3": 0.39623, "Y3": 0.5888, "X4": 0.34771, "Y4": 0.5908, "page": 0, "Index": 173}, {"Word": "24", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.5772, "X2": 0.49461, "Y2": 0.577, "X3": 0.49461, "Y3": 0.5898, "X4": 0.47439, "Y4": 0.5888, "page": 0, "Index": 174}, {"Word": "65", "Confidence": 0.896, "X1": 0.5903, "Y1": 0.5782, "X2": 0.60377, "Y2": 0.578, "X3": 0.60512, "Y3": 0.5908, "X4": 0.5903, "Y4": 0.5918, "page": 0, "Index": 175}, {"Word": "78", "Confidence": 0.941, "X1": 0.67385, "Y1": 0.5772, "X2": 0.69137, "Y2": 0.577, "X3": 0.69272, "Y3": 0.5898, "X4": 0.6752, "Y4": 0.5908, "page": 0, "Index": 176}, {"Word": "88", "Confidence": 0.806, "X1": 0.75876, "Y1": 0.5792, "X2": 0.77763, "Y2": 0.579, "X3": 0.77628, "Y3": 0.5908, "X4": 0.75876, "Y4": 0.5898, "page": 0, "Index": 177}, {"Word": "93", "Confidence": 0.615, "X1": 0.84367, "Y1": 0.5772, "X2": 0.86253, "Y2": 0.577, "X3": 0.86253, "Y3": 0.5888, "X4": 0.84367, "Y4": 0.5888, "page": 0, "Index": 178}, {"Word": "45-54", "Confidence": 0.987, "X1": 0.10916, "Y1": 0.5902, "X2": 0.14825, "Y2": 0.59, "X3": 0.1496, "Y3": 0.6008, "X4": 0.11051, "Y4": 0.6028, "page": 0, "Index": 179}, {"Word": "101,000", "Confidence": 0.84, "X1": 0.34636, "Y1": 0.5912, "X2": 0.39757, "Y2": 0.591, "X3": 0.39757, "Y3": 0.6018, "X4": 0.34771, "Y4": 0.6028, "page": 0, "Index": 180}, {"Word": "18", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.5882, "X2": 0.49596, "Y2": 0.588, "X3": 0.4973, "Y3": 0.6018, "X4": 0.47439, "Y4": 0.6018, "page": 0, "Index": 181}, {"Word": "69", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.5882, "X2": 0.61186, "Y2": 0.588, "X3": 0.61186, "Y3": 0.6018, "X4": 0.58895, "Y4": 0.6018, "page": 0, "Index": 182}, {"Word": "82", "Confidence": 0.997, "X1": 0.67251, "Y1": 0.5882, "X2": 0.69542, "Y2": 0.588, "X3": 0.69407, "Y3": 0.6018, "X4": 0.67251, "Y4": 0.6008, "page": 0, "Index": 183}, {"Word": "86", "Confidence": 0.993, "X1": 0.75876, "Y1": 0.5892, "X2": 0.77763, "Y2": 0.589, "X3": 0.77628, "Y3": 0.6018, "X4": 0.75741, "Y4": 0.6008, "page": 0, "Index": 184}, {"Word": "04", "Confidence": 0.67, "X1": 0.84367, "Y1": 0.5882, "X2": 0.86253, "Y2": 0.588, "X3": 0.86253, "Y3": 0.5998, "X4": 0.84367, "Y4": 0.5998, "page": 0, "Index": 185}, {"Word": "55-64", "Confidence": 0.996, "X1": 0.10916, "Y1": 0.6022, "X2": 0.1496, "Y2": 0.602, "X3": 0.15094, "Y3": 0.6138, "X4": 0.10916, "Y4": 0.6148, "page": 0, "Index": 186}, {"Word": "62,000", "Confidence": 0.899, "X1": 0.35175, "Y1": 0.6032, "X2": 0.39623, "Y2": 0.603, "X3": 0.39623, "Y3": 0.6148, "X4": 0.35175, "Y4": 0.6148, "page": 0, "Index": 187}, {"Word": "11", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.6022, "X2": 0.49326, "Y2": 0.602, "X3": 0.49326, "Y3": 0.6158, "X4": 0.47574, "Y4": 0.6158, "page": 0, "Index": 188}, {"Word": "69", "Confidence": 0.997, "X1": 0.5903, "Y1": 0.6012, "X2": 0.60916, "Y2": 0.601, "X3": 0.61051, "Y3": 0.6138, "X4": 0.5903, "Y4": 0.6148, "page": 0, "Index": 189}, {"Word": "86", "Confidence": 0.942, "X1": 0.67385, "Y1": 0.6022, "X2": 0.69407, "Y2": 0.602, "X3": 0.69272, "Y3": 0.6158, "X4": 0.67251, "Y4": 0.6148, "page": 0, "Index": 190}, {"Word": "79", "Confidence": 0.996, "X1": 0.76011, "Y1": 0.6022, "X2": 0.77763, "Y2": 0.602, "X3": 0.77628, "Y3": 0.6148, "X4": 0.75876, "Y4": 0.6138, "page": 0, "Index": 191}, {"Word": "92", "Confidence": 0.929, "X1": 0.84367, "Y1": 0.6022, "X2": 0.86253, "Y2": 0.602, "X3": 0.86119, "Y3": 0.6138, "X4": 0.84232, "Y4": 0.6128, "page": 0, "Index": 192}, {"Word": "65+", "Confidence": 0.997, "X1": 0.11051, "Y1": 0.6172, "X2": 0.13477, "Y2": 0.617, "X3": 0.13477, "Y3": 0.6258, "X4": 0.11051, "Y4": 0.6268, "page": 0, "Index": 193}, {"Word": "92,000", "Confidence": 0.97, "X1": 0.3531, "Y1": 0.6172, "X2": 0.39623, "Y2": 0.617, "X3": 0.39757, "Y3": 0.6278, "X4": 0.3531, "Y4": 0.6278, "page": 0, "Index": 194}, {"Word": "16", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.6142, "X2": 0.49326, "Y2": 0.614, "X3": 0.49326, "Y3": 0.6268, "X4": 0.47574, "Y4": 0.6268, "page": 0, "Index": 195}, {"Word": "90\u20ac", "Confidence": 0.11, "X1": 0.5903, "Y1": 0.6142, "X2": 0.61321, "Y2": 0.614, "X3": 0.61321, "Y3": 0.6248, "X4": 0.5903, "Y4": 0.6258, "page": 0, "Index": 196}, {"Word": "96", "Confidence": 0.228, "X1": 0.67385, "Y1": 0.6142, "X2": 0.69272, "Y2": 0.614, "X3": 0.69272, "Y3": 0.6258, "X4": 0.67385, "Y4": 0.6248, "page": 0, "Index": 197}, {"Word": "95", "Confidence": 0.863, "X1": 0.75876, "Y1": 0.6142, "X2": 0.77628, "Y2": 0.614, "X3": 0.77763, "Y3": 0.6258, "X4": 0.75876, "Y4": 0.6268, "page": 0, "Index": 198}, {"Word": "Education", "Confidence": 0.613, "X1": 0.08356, "Y1": 0.6352, "X2": 0.15229, "Y2": 0.635, "X3": 0.15094, "Y3": 0.6448, "X4": 0.08356, "Y4": 0.6448, "page": 0, "Index": 199}, {"Word": "Some", "Confidence": 0.988, "X1": 0.10916, "Y1": 0.6472, "X2": 0.1442, "Y2": 0.647, "X3": 0.1442, "Y3": 0.6578, "X4": 0.10916, "Y4": 0.6578, "page": 0, "Index": 200}, {"Word": "347,000", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.6452, "X2": 0.39623, "Y2": 0.645, "X3": 0.39757, "Y3": 0.6568, "X4": 0.34367, "Y4": 0.6578, "page": 0, "Index": 201}, {"Word": "60", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.6452, "X2": 0.49191, "Y2": 0.645, "X3": 0.49191, "Y3": 0.6568, "X4": 0.47439, "Y4": 0.6568, "page": 0, "Index": 202}, {"Word": "%", "Confidence": 0.996, "X1": 0.49596, "Y1": 0.6452, "X2": 0.50539, "Y2": 0.645, "X3": 0.50539, "Y3": 0.6568, "X4": 0.49596, "Y4": 0.6568, "page": 0, "Index": 203}, {"Word": "61", "Confidence": 0.998, "X1": 0.5903, "Y1": 0.6452, "X2": 0.60377, "Y2": 0.645, "X3": 0.60512, "Y3": 0.6568, "X4": 0.5903, "Y4": 0.6578, "page": 0, "Index": 204}, {"Word": "%", "Confidence": 0.982, "X1": 0.60782, "Y1": 0.6452, "X2": 0.61725, "Y2": 0.645, "X3": 0.6186, "Y3": 0.6568, "X4": 0.60782, "Y4": 0.6568, "page": 0, "Index": 205}, {"Word": "82%", "Confidence": 0.996, "X1": 0.76011, "Y1": 0.6452, "X2": 0.78706, "Y2": 0.645, "X3": 0.78706, "Y3": 0.6568, "X4": 0.76011, "Y4": 0.6558, "page": 0, "Index": 206}, {"Word": "93", "Confidence": 0.998, "X1": 0.84501, "Y1": 0.6452, "X2": 0.85984, "Y2": 0.645, "X3": 0.85984, "Y3": 0.6568, "X4": 0.84501, "Y4": 0.6568, "page": 0, "Index": 207}, {"Word": "%", "Confidence": 0.996, "X1": 0.86253, "Y1": 0.6452, "X2": 0.87197, "Y2": 0.645, "X3": 0.87197, "Y3": 0.6568, "X4": 0.86253, "Y4": 0.6568, "page": 0, "Index": 208}, {"Word": "College/More", "Confidence": 0.847, "X1": 0.14825, "Y1": 0.6462, "X2": 0.23989, "Y2": 0.646, "X3": 0.23854, "Y3": 0.6588, "X4": 0.14825, "Y4": 0.6578, "page": 0, "Index": 209}, {"Word": "78%", "Confidence": 0.948, "X1": 0.67385, "Y1": 0.6452, "X2": 0.7062, "Y2": 0.645, "X3": 0.7062, "Y3": 0.6608, "X4": 0.6752, "Y4": 0.6608, "page": 0, "Index": 210}, {"Word": "High", "Confidence": 0.991, "X1": 0.11051, "Y1": 0.6582, "X2": 0.14016, "Y2": 0.658, "X3": 0.14016, "Y3": 0.6708, "X4": 0.10916, "Y4": 0.6698, "page": 0, "Index": 211}, {"Word": "School/Technical", "Confidence": 0.891, "X1": 0.1442, "Y1": 0.6592, "X2": 0.25741, "Y2": 0.659, "X3": 0.25606, "Y3": 0.6718, "X4": 0.14286, "Y4": 0.6708, "page": 0, "Index": 212}, {"Word": "175,000", "Confidence": 0.898, "X1": 0.34636, "Y1": 0.6582, "X2": 0.39757, "Y2": 0.658, "X3": 0.39757, "Y3": 0.6698, "X4": 0.34636, "Y4": 0.6698, "page": 0, "Index": 213}, {"Word": "30", "Confidence": 0.996, "X1": 0.47709, "Y1": 0.6572, "X2": 0.49461, "Y2": 0.657, "X3": 0.49461, "Y3": 0.6708, "X4": 0.47709, "Y4": 0.6708, "page": 0, "Index": 214}, {"Word": "62", "Confidence": 0.991, "X1": 0.5903, "Y1": 0.6572, "X2": 0.60916, "Y2": 0.657, "X3": 0.60916, "Y3": 0.6708, "X4": 0.5903, "Y4": 0.6708, "page": 0, "Index": 215}, {"Word": "74", "Confidence": 0.968, "X1": 0.67251, "Y1": 0.6562, "X2": 0.69407, "Y2": 0.656, "X3": 0.69272, "Y3": 0.6708, "X4": 0.67251, "Y4": 0.6698, "page": 0, "Index": 216}, {"Word": "82", "Confidence": 0.997, "X1": 0.75876, "Y1": 0.6562, "X2": 0.77898, "Y2": 0.656, "X3": 0.77898, "Y3": 0.6708, "X4": 0.75741, "Y4": 0.6708, "page": 0, "Index": 217}, {"Word": "93", "Confidence": 0.605, "X1": 0.84367, "Y1": 0.6572, "X2": 0.86119, "Y2": 0.657, "X3": 0.86119, "Y3": 0.6698, "X4": 0.84367, "Y4": 0.6698, "page": 0, "Index": 218}, {"Word": "Some", "Confidence": 0.988, "X1": 0.11051, "Y1": 0.6722, "X2": 0.14555, "Y2": 0.672, "X3": 0.1442, "Y3": 0.6838, "X4": 0.10916, "Y4": 0.6838, "page": 0, "Index": 219}, {"Word": "High", "Confidence": 0.988, "X1": 0.14825, "Y1": 0.6722, "X2": 0.18059, "Y2": 0.672, "X3": 0.17925, "Y3": 0.6838, "X4": 0.14825, "Y4": 0.6838, "page": 0, "Index": 220}, {"Word": "School/Less", "Confidence": 0.981, "X1": 0.18329, "Y1": 0.6722, "X2": 0.2655, "Y2": 0.672, "X3": 0.2655, "Y3": 0.6848, "X4": 0.18329, "Y4": 0.6838, "page": 0, "Index": 221}, {"Word": "52,000", "Confidence": 0.848, "X1": 0.35175, "Y1": 0.6722, "X2": 0.39623, "Y2": 0.672, "X3": 0.39623, "Y3": 0.6828, "X4": 0.3531, "Y4": 0.6838, "page": 0, "Index": 222}, {"Word": "9", "Confidence": 0.993, "X1": 0.47709, "Y1": 0.6712, "X2": 0.48652, "Y2": 0.671, "X3": 0.48652, "Y3": 0.6828, "X4": 0.47709, "Y4": 0.6828, "page": 0, "Index": 223}, {"Word": "62", "Confidence": 0.96, "X1": 0.59164, "Y1": 0.6682, "X2": 0.60782, "Y2": 0.668, "X3": 0.60782, "Y3": 0.6808, "X4": 0.59164, "Y4": 0.6808, "page": 0, "Index": 224}, {"Word": "86", "Confidence": 0.675, "X1": 0.6752, "Y1": 0.6722, "X2": 0.69272, "Y2": 0.672, "X3": 0.69137, "Y3": 0.6828, "X4": 0.67385, "Y4": 0.6818, "page": 0, "Index": 225}, {"Word": "88", "Confidence": 0.925, "X1": 0.75876, "Y1": 0.6692, "X2": 0.77763, "Y2": 0.669, "X3": 0.77628, "Y3": 0.6818, "X4": 0.75741, "Y4": 0.6808, "page": 0, "Index": 226}, {"Word": "90", "Confidence": 0.848, "X1": 0.84367, "Y1": 0.6692, "X2": 0.86119, "Y2": 0.669, "X3": 0.85984, "Y3": 0.6818, "X4": 0.84367, "Y4": 0.6818, "page": 0, "Index": 227}, {"Word": "Occupation", "Confidence": 0.656, "X1": 0.08356, "Y1": 0.6892, "X2": 0.16173, "Y2": 0.689, "X3": 0.16173, "Y3": 0.7008, "X4": 0.08221, "Y4": 0.7008, "page": 0, "Index": 228}, {"Word": "Professional,", "Confidence": 0.991, "X1": 0.10782, "Y1": 0.7022, "X2": 0.19137, "Y2": 0.702, "X3": 0.19137, "Y3": 0.7138, "X4": 0.10782, "Y4": 0.7128, "page": 0, "Index": 229}, {"Word": "Proprietor,", "Confidence": 0.667, "X1": 0.19407, "Y1": 0.7022, "X2": 0.26146, "Y2": 0.702, "X3": 0.2628, "Y3": 0.7148, "X4": 0.19407, "Y4": 0.7138, "page": 0, "Index": 230}, {"Word": "Manager", "Confidence": 0.995, "X1": 0.2655, "Y1": 0.7012, "X2": 0.32615, "Y2": 0.701, "X3": 0.32615, "Y3": 0.7158, "X4": 0.2655, "Y4": 0.7148, "page": 0, "Index": 231}, {"Word": "147,000", "Confidence": 0.933, "X1": 0.34501, "Y1": 0.7022, "X2": 0.39623, "Y2": 0.702, "X3": 0.39757, "Y3": 0.7138, "X4": 0.34501, "Y4": 0.7138, "page": 0, "Index": 232}, {"Word": "26%", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.7022, "X2": 0.50404, "Y2": 0.702, "X3": 0.5027, "Y3": 0.7138, "X4": 0.47439, "Y4": 0.7118, "page": 0, "Index": 233}, {"Word": "58%", "Confidence": 0.987, "X1": 0.5903, "Y1": 0.7012, "X2": 0.61995, "Y2": 0.701, "X3": 0.62129, "Y3": 0.7138, "X4": 0.59164, "Y4": 0.7148, "page": 0, "Index": 234}, {"Word": "79%", "Confidence": 0.908, "X1": 0.6752, "Y1": 0.7022, "X2": 0.7035, "Y2": 0.702, "X3": 0.70216, "Y3": 0.7138, "X4": 0.6752, "Y4": 0.7128, "page": 0, "Index": 235}, {"Word": "84%", "Confidence": 0.72, "X1": 0.76146, "Y1": 0.7012, "X2": 0.78976, "Y2": 0.701, "X3": 0.78976, "Y3": 0.7138, "X4": 0.76146, "Y4": 0.7128, "page": 0, "Index": 236}, {"Word": "92%", "Confidence": 0.868, "X1": 0.84367, "Y1": 0.7012, "X2": 0.87197, "Y2": 0.701, "X3": 0.87062, "Y3": 0.7118, "X4": 0.84367, "Y4": 0.7108, "page": 0, "Index": 237}, {"Word": "Other", "Confidence": 0.997, "X1": 0.11051, "Y1": 0.7142, "X2": 0.14555, "Y2": 0.714, "X3": 0.14555, "Y3": 0.7258, "X4": 0.11051, "Y4": 0.7268, "page": 0, "Index": 238}, {"Word": "White", "Confidence": 0.997, "X1": 0.1496, "Y1": 0.7142, "X2": 0.18733, "Y2": 0.714, "X3": 0.18733, "Y3": 0.7268, "X4": 0.14825, "Y4": 0.7258, "page": 0, "Index": 239}, {"Word": "Collar", "Confidence": 0.996, "X1": 0.19137, "Y1": 0.7152, "X2": 0.23315, "Y2": 0.715, "X3": 0.23315, "Y3": 0.7268, "X4": 0.19003, "Y4": 0.7268, "page": 0, "Index": 240}, {"Word": "136,000", "Confidence": 0.991, "X1": 0.34636, "Y1": 0.7142, "X2": 0.39623, "Y2": 0.714, "X3": 0.39757, "Y3": 0.7248, "X4": 0.34771, "Y4": 0.7258, "page": 0, "Index": 241}, {"Word": "24", "Confidence": 0.997, "X1": 0.47574, "Y1": 0.7132, "X2": 0.49461, "Y2": 0.713, "X3": 0.49326, "Y3": 0.7268, "X4": 0.47439, "Y4": 0.7258, "page": 0, "Index": 242}, {"Word": "55", "Confidence": 0.668, "X1": 0.5876, "Y1": 0.7132, "X2": 0.60782, "Y2": 0.713, "X3": 0.60782, "Y3": 0.7258, "X4": 0.58895, "Y4": 0.7268, "page": 0, "Index": 243}, {"Word": "77", "Confidence": 0.984, "X1": 0.75876, "Y1": 0.7132, "X2": 0.77898, "Y2": 0.713, "X3": 0.77898, "Y3": 0.7268, "X4": 0.75876, "Y4": 0.7268, "page": 0, "Index": 244}, {"Word": "93", "Confidence": 0.998, "X1": 0.84367, "Y1": 0.7132, "X2": 0.86119, "Y2": 0.713, "X3": 0.86119, "Y3": 0.7258, "X4": 0.84367, "Y4": 0.7258, "page": 0, "Index": 245}, {"Word": "67", "Confidence": 0.992, "X1": 0.67251, "Y1": 0.7132, "X2": 0.69407, "Y2": 0.713, "X3": 0.69407, "Y3": 0.7288, "X4": 0.67251, "Y4": 0.7288, "page": 0, "Index": 246}, {"Word": "74", "Confidence": 0.965, "X1": 0.67251, "Y1": 0.7232, "X2": 0.69407, "Y2": 0.723, "X3": 0.69407, "Y3": 0.7378, "X4": 0.67251, "Y4": 0.7378, "page": 0, "Index": 247}, {"Word": "Blue", "Confidence": 0.854, "X1": 0.11051, "Y1": 0.7282, "X2": 0.14016, "Y2": 0.728, "X3": 0.13881, "Y3": 0.7388, "X4": 0.10916, "Y4": 0.7388, "page": 0, "Index": 248}, {"Word": "Collar", "Confidence": 0.997, "X1": 0.14286, "Y1": 0.7282, "X2": 0.18733, "Y2": 0.728, "X3": 0.18733, "Y3": 0.7398, "X4": 0.14151, "Y4": 0.7388, "page": 0, "Index": 249}, {"Word": "118,000", "Confidence": 0.921, "X1": 0.34636, "Y1": 0.7272, "X2": 0.39623, "Y2": 0.727, "X3": 0.39623, "Y3": 0.7388, "X4": 0.34636, "Y4": 0.7388, "page": 0, "Index": 250}, {"Word": "21", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.7252, "X2": 0.49461, "Y2": 0.725, "X3": 0.49326, "Y3": 0.7388, "X4": 0.47439, "Y4": 0.7388, "page": 0, "Index": 251}, {"Word": "58", "Confidence": 0.935, "X1": 0.5876, "Y1": 0.7242, "X2": 0.60916, "Y2": 0.724, "X3": 0.60916, "Y3": 0.7388, "X4": 0.58895, "Y4": 0.7398, "page": 0, "Index": 252}, {"Word": "83", "Confidence": 0.887, "X1": 0.75876, "Y1": 0.7252, "X2": 0.77763, "Y2": 0.725, "X3": 0.77763, "Y3": 0.7388, "X4": 0.75741, "Y4": 0.7378, "page": 0, "Index": 253}, {"Word": "90", "Confidence": 0.957, "X1": 0.84501, "Y1": 0.7262, "X2": 0.86388, "Y2": 0.726, "X3": 0.86253, "Y3": 0.7388, "X4": 0.84501, "Y4": 0.7388, "page": 0, "Index": 254}, {"Word": "Other,", "Confidence": 0.995, "X1": 0.11051, "Y1": 0.7402, "X2": 0.1496, "Y2": 0.74, "X3": 0.1496, "Y3": 0.7518, "X4": 0.11051, "Y4": 0.7518, "page": 0, "Index": 255}, {"Word": "Not", "Confidence": 0.998, "X1": 0.15229, "Y1": 0.7402, "X2": 0.17655, "Y2": 0.74, "X3": 0.1752, "Y3": 0.7518, "X4": 0.15229, "Y4": 0.7518, "page": 0, "Index": 256}, {"Word": "in", "Confidence": 0.998, "X1": 0.17925, "Y1": 0.7402, "X2": 0.19272, "Y2": 0.74, "X3": 0.19137, "Y3": 0.7518, "X4": 0.17925, "Y4": 0.7518, "page": 0, "Index": 257}, {"Word": "Labor", "Confidence": 0.955, "X1": 0.19542, "Y1": 0.7402, "X2": 0.2345, "Y2": 0.74, "X3": 0.23315, "Y3": 0.7518, "X4": 0.19542, "Y4": 0.7518, "page": 0, "Index": 258}, {"Word": "Force", "Confidence": 0.621, "X1": 0.2372, "Y1": 0.7402, "X2": 0.27493, "Y2": 0.74, "X3": 0.27358, "Y3": 0.7528, "X4": 0.23585, "Y4": 0.7518, "page": 0, "Index": 259}, {"Word": "71,000", "Confidence": 0.994, "X1": 0.3531, "Y1": 0.7412, "X2": 0.39623, "Y2": 0.741, "X3": 0.39623, "Y3": 0.7518, "X4": 0.3531, "Y4": 0.7508, "page": 0, "Index": 260}, {"Word": "12", "Confidence": 0.972, "X1": 0.47709, "Y1": 0.7382, "X2": 0.4973, "Y2": 0.738, "X3": 0.49596, "Y3": 0.7518, "X4": 0.47574, "Y4": 0.7508, "page": 0, "Index": 261}, {"Word": "62", "Confidence": 0.998, "X1": 0.5876, "Y1": 0.7382, "X2": 0.60782, "Y2": 0.738, "X3": 0.60782, "Y3": 0.7508, "X4": 0.5876, "Y4": 0.7508, "page": 0, "Index": 262}, {"Word": "82", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.7402, "X2": 0.69407, "Y2": 0.74, "X3": 0.69272, "Y3": 0.7538, "X4": 0.67251, "Y4": 0.7528, "page": 0, "Index": 263}, {"Word": "77", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.7382, "X2": 0.77763, "Y2": 0.738, "X3": 0.77628, "Y3": 0.7518, "X4": 0.75741, "Y4": 0.7518, "page": 0, "Index": 264}, {"Word": "89", "Confidence": 0.993, "X1": 0.84367, "Y1": 0.7392, "X2": 0.86119, "Y2": 0.739, "X3": 0.86119, "Y3": 0.7518, "X4": 0.84232, "Y4": 0.7508, "page": 0, "Index": 265}, {"Word": "Retired", "Confidence": 0.994, "X1": 0.11051, "Y1": 0.7532, "X2": 0.15768, "Y2": 0.753, "X3": 0.15768, "Y3": 0.7648, "X4": 0.11051, "Y4": 0.7648, "page": 0, "Index": 266}, {"Word": "87,000", "Confidence": 0.854, "X1": 0.3531, "Y1": 0.7522, "X2": 0.39623, "Y2": 0.752, "X3": 0.39623, "Y3": 0.7638, "X4": 0.35175, "Y4": 0.7628, "page": 0, "Index": 267}, {"Word": "15", "Confidence": 0.996, "X1": 0.47439, "Y1": 0.7492, "X2": 0.49596, "Y2": 0.749, "X3": 0.49596, "Y3": 0.7638, "X4": 0.47439, "Y4": 0.7638, "page": 0, "Index": 268}, {"Word": "86", "Confidence": 0.998, "X1": 0.58895, "Y1": 0.7492, "X2": 0.61186, "Y2": 0.749, "X3": 0.61321, "Y3": 0.7638, "X4": 0.58895, "Y4": 0.7648, "page": 0, "Index": 269}, {"Word": "92", "Confidence": 0.996, "X1": 0.67385, "Y1": 0.7502, "X2": 0.69272, "Y2": 0.75, "X3": 0.69407, "Y3": 0.7628, "X4": 0.67385, "Y4": 0.7638, "page": 0, "Index": 270}, {"Word": "90", "Confidence": 0.961, "X1": 0.75876, "Y1": 0.7502, "X2": 0.77628, "Y2": 0.75, "X3": 0.77628, "Y3": 0.7628, "X4": 0.75741, "Y4": 0.7618, "page": 0, "Index": 271}, {"Word": "98", "Confidence": 0.932, "X1": 0.84367, "Y1": 0.7512, "X2": 0.86119, "Y2": 0.751, "X3": 0.86119, "Y3": 0.7628, "X4": 0.84367, "Y4": 0.7628, "page": 0, "Index": 272}, {"Word": "Annual", "Confidence": 0.737, "X1": 0.08356, "Y1": 0.7702, "X2": 0.13208, "Y2": 0.77, "X3": 0.13073, "Y3": 0.7818, "X4": 0.08221, "Y4": 0.7818, "page": 0, "Index": 273}, {"Word": "Household", "Confidence": 0.661, "X1": 0.13612, "Y1": 0.7702, "X2": 0.20889, "Y2": 0.77, "X3": 0.20755, "Y3": 0.7818, "X4": 0.13477, "Y4": 0.7818, "page": 0, "Index": 274}, {"Word": "Gross", "Confidence": 0.955, "X1": 0.21159, "Y1": 0.7702, "X2": 0.25067, "Y2": 0.77, "X3": 0.25067, "Y3": 0.7828, "X4": 0.21159, "Y4": 0.7818, "page": 0, "Index": 275}, {"Word": "Income", "Confidence": 0.866, "X1": 0.25472, "Y1": 0.7712, "X2": 0.30863, "Y2": 0.771, "X3": 0.30728, "Y3": 0.7828, "X4": 0.25337, "Y4": 0.7828, "page": 0, "Index": 276}, {"Word": "Under", "Confidence": 0.998, "X1": 0.10916, "Y1": 0.7822, "X2": 0.1496, "Y2": 0.782, "X3": 0.1496, "Y3": 0.7938, "X4": 0.10916, "Y4": 0.7948, "page": 0, "Index": 277}, {"Word": "$25,000", "Confidence": 0.991, "X1": 0.15229, "Y1": 0.7822, "X2": 0.20485, "Y2": 0.782, "X3": 0.20485, "Y3": 0.7938, "X4": 0.15229, "Y4": 0.7938, "page": 0, "Index": 278}, {"Word": "93,000", "Confidence": 0.887, "X1": 0.3531, "Y1": 0.7812, "X2": 0.39488, "Y2": 0.781, "X3": 0.39623, "Y3": 0.7928, "X4": 0.35445, "Y4": 0.7928, "page": 0, "Index": 279}, {"Word": "16%", "Confidence": 0.997, "X1": 0.47439, "Y1": 0.7802, "X2": 0.50674, "Y2": 0.78, "X3": 0.50539, "Y3": 0.7928, "X4": 0.47305, "Y4": 0.7918, "page": 0, "Index": 280}, {"Word": "55", "Confidence": 0.996, "X1": 0.58895, "Y1": 0.7812, "X2": 0.60647, "Y2": 0.781, "X3": 0.60647, "Y3": 0.7918, "X4": 0.58895, "Y4": 0.7918, "page": 0, "Index": 281}, {"Word": "%", "Confidence": 0.996, "X1": 0.61186, "Y1": 0.7812, "X2": 0.62129, "Y2": 0.781, "X3": 0.62129, "Y3": 0.7918, "X4": 0.61186, "Y4": 0.7918, "page": 0, "Index": 282}, {"Word": "75%", "Confidence": 0.991, "X1": 0.6752, "Y1": 0.7812, "X2": 0.70889, "Y2": 0.781, "X3": 0.70889, "Y3": 0.7928, "X4": 0.6752, "Y4": 0.7928, "page": 0, "Index": 283}, {"Word": "75", "Confidence": 0.997, "X1": 0.76011, "Y1": 0.7822, "X2": 0.77628, "Y2": 0.782, "X3": 0.77493, "Y3": 0.7928, "X4": 0.75876, "Y4": 0.7928, "page": 0, "Index": 284}, {"Word": "%", "Confidence": 0.995, "X1": 0.78167, "Y1": 0.7832, "X2": 0.79111, "Y2": 0.783, "X3": 0.78976, "Y3": 0.7938, "X4": 0.78167, "Y4": 0.7938, "page": 0, "Index": 285}, {"Word": "89", "Confidence": 0.997, "X1": 0.84501, "Y1": 0.7812, "X2": 0.85849, "Y2": 0.781, "X3": 0.85849, "Y3": 0.7928, "X4": 0.84501, "Y4": 0.7928, "page": 0, "Index": 286}, {"Word": "%", "Confidence": 0.998, "X1": 0.86119, "Y1": 0.7812, "X2": 0.87197, "Y2": 0.781, "X3": 0.87197, "Y3": 0.7928, "X4": 0.86253, "Y4": 0.7928, "page": 0, "Index": 287}, {"Word": "$25,000-34,999", "Confidence": 0.384, "X1": 0.10916, "Y1": 0.7952, "X2": 0.21024, "Y2": 0.795, "X3": 0.21024, "Y3": 0.8078, "X4": 0.10916, "Y4": 0.8058, "page": 0, "Index": 288}, {"Word": "68,000", "Confidence": 0.97, "X1": 0.3531, "Y1": 0.7962, "X2": 0.39623, "Y2": 0.796, "X3": 0.39488, "Y3": 0.8058, "X4": 0.3531, "Y4": 0.8068, "page": 0, "Index": 289}, {"Word": "67", "Confidence": 0.987, "X1": 0.58895, "Y1": 0.7932, "X2": 0.61051, "Y2": 0.793, "X3": 0.61051, "Y3": 0.8078, "X4": 0.58895, "Y4": 0.8078, "page": 0, "Index": 290}, {"Word": "85", "Confidence": 0.992, "X1": 0.67385, "Y1": 0.7942, "X2": 0.69272, "Y2": 0.794, "X3": 0.69272, "Y3": 0.8068, "X4": 0.67385, "Y4": 0.8068, "page": 0, "Index": 291}, {"Word": "86", "Confidence": 0.917, "X1": 0.75741, "Y1": 0.7952, "X2": 0.77763, "Y2": 0.795, "X3": 0.77628, "Y3": 0.8068, "X4": 0.75741, "Y4": 0.8058, "page": 0, "Index": 292}, {"Word": "92", "Confidence": 0.998, "X1": 0.84367, "Y1": 0.7942, "X2": 0.86253, "Y2": 0.794, "X3": 0.86119, "Y3": 0.8068, "X4": 0.84367, "Y4": 0.8058, "page": 0, "Index": 293}, {"Word": "12", "Confidence": 0.995, "X1": 0.47439, "Y1": 0.7932, "X2": 0.4973, "Y2": 0.793, "X3": 0.4973, "Y3": 0.8088, "X4": 0.47439, "Y4": 0.8078, "page": 0, "Index": 294}, {"Word": "59", "Confidence": 0.991, "X1": 0.58895, "Y1": 0.8052, "X2": 0.60782, "Y2": 0.805, "X3": 0.60782, "Y3": 0.8178, "X4": 0.58895, "Y4": 0.8178, "page": 0, "Index": 295}, {"Word": "$35,000-49,999", "Confidence": 0.641, "X1": 0.10916, "Y1": 0.8072, "X2": 0.21024, "Y2": 0.807, "X3": 0.21024, "Y3": 0.8198, "X4": 0.10916, "Y4": 0.8198, "page": 0, "Index": 296}, {"Word": "125,000", "Confidence": 0.991, "X1": 0.34232, "Y1": 0.8082, "X2": 0.39623, "Y2": 0.808, "X3": 0.39623, "Y3": 0.8198, "X4": 0.34367, "Y4": 0.8198, "page": 0, "Index": 297}, {"Word": "22", "Confidence": 0.998, "X1": 0.47574, "Y1": 0.8052, "X2": 0.49461, "Y2": 0.805, "X3": 0.49326, "Y3": 0.8198, "X4": 0.47439, "Y4": 0.8188, "page": 0, "Index": 298}, {"Word": "73", "Confidence": 0.984, "X1": 0.67251, "Y1": 0.8062, "X2": 0.69677, "Y2": 0.806, "X3": 0.69542, "Y3": 0.8208, "X4": 0.67116, "Y4": 0.8198, "page": 0, "Index": 299}, {"Word": "83", "Confidence": 0.941, "X1": 0.75876, "Y1": 0.8072, "X2": 0.77763, "Y2": 0.807, "X3": 0.77628, "Y3": 0.8208, "X4": 0.75741, "Y4": 0.8198, "page": 0, "Index": 300}, {"Word": "93", "Confidence": 0.998, "X1": 0.84232, "Y1": 0.8062, "X2": 0.86253, "Y2": 0.806, "X3": 0.86119, "Y3": 0.8198, "X4": 0.84232, "Y4": 0.8188, "page": 0, "Index": 301}, {"Word": "$50,000-74,999", "Confidence": 0.643, "X1": 0.10916, "Y1": 0.8202, "X2": 0.21024, "Y2": 0.82, "X3": 0.20889, "Y3": 0.8328, "X4": 0.10916, "Y4": 0.8318, "page": 0, "Index": 302}, {"Word": "162,000", "Confidence": 0.956, "X1": 0.34501, "Y1": 0.8202, "X2": 0.39623, "Y2": 0.82, "X3": 0.39488, "Y3": 0.8318, "X4": 0.34636, "Y4": 0.8328, "page": 0, "Index": 303}, {"Word": "28", "Confidence": 0.998, "X1": 0.47439, "Y1": 0.8192, "X2": 0.49596, "Y2": 0.819, "X3": 0.49461, "Y3": 0.8348, "X4": 0.47305, "Y4": 0.8338, "page": 0, "Index": 304}, {"Word": "55", "Confidence": 0.995, "X1": 0.5876, "Y1": 0.8202, "X2": 0.60647, "Y2": 0.82, "X3": 0.60647, "Y3": 0.8328, "X4": 0.5876, "Y4": 0.8328, "page": 0, "Index": 305}, {"Word": "72", "Confidence": 0.998, "X1": 0.67385, "Y1": 0.8192, "X2": 0.69272, "Y2": 0.819, "X3": 0.69272, "Y3": 0.8328, "X4": 0.6752, "Y4": 0.8328, "page": 0, "Index": 306}, {"Word": "81", "Confidence": 0.969, "X1": 0.75741, "Y1": 0.8192, "X2": 0.77898, "Y2": 0.819, "X3": 0.77898, "Y3": 0.8338, "X4": 0.75606, "Y4": 0.8338, "page": 0, "Index": 307}, {"Word": "93", "Confidence": 0.998, "X1": 0.84232, "Y1": 0.8192, "X2": 0.86253, "Y2": 0.819, "X3": 0.86253, "Y3": 0.8328, "X4": 0.84367, "Y4": 0.8328, "page": 0, "Index": 308}, {"Word": "$75,000+", "Confidence": 0.615, "X1": 0.10916, "Y1": 0.8342, "X2": 0.16981, "Y2": 0.834, "X3": 0.16846, "Y3": 0.8458, "X4": 0.10916, "Y4": 0.8458, "page": 0, "Index": 309}, {"Word": "126,000", "Confidence": 0.982, "X1": 0.34636, "Y1": 0.8332, "X2": 0.39623, "Y2": 0.833, "X3": 0.39623, "Y3": 0.8458, "X4": 0.34636, "Y4": 0.8458, "page": 0, "Index": 310}, {"Word": "22", "Confidence": 0.926, "X1": 0.4717, "Y1": 0.8272, "X2": 0.49461, "Y2": 0.827, "X3": 0.49461, "Y3": 0.8428, "X4": 0.4717, "Y4": 0.8418, "page": 0, "Index": 311}, {"Word": "74", "Confidence": 0.852, "X1": 0.5903, "Y1": 0.8292, "X2": 0.60782, "Y2": 0.829, "X3": 0.60916, "Y3": 0.8408, "X4": 0.5903, "Y4": 0.8418, "page": 0, "Index": 312}, {"Word": "87", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.8302, "X2": 0.69272, "Y2": 0.83, "X3": 0.69272, "Y3": 0.8428, "X4": 0.67385, "Y4": 0.8428, "page": 0, "Index": 313}, {"Word": "89", "Confidence": 0.998, "X1": 0.75741, "Y1": 0.8302, "X2": 0.77628, "Y2": 0.83, "X3": 0.77628, "Y3": 0.8428, "X4": 0.75741, "Y4": 0.8428, "page": 0, "Index": 314}, {"Word": "95", "Confidence": 0.955, "X1": 0.84232, "Y1": 0.8312, "X2": 0.85984, "Y2": 0.831, "X3": 0.85984, "Y3": 0.8428, "X4": 0.84232, "Y4": 0.8428, "page": 0, "Index": 315}, {"Word": "Home", "Confidence": 0.775, "X1": 0.08221, "Y1": 0.8522, "X2": 0.12534, "Y2": 0.852, "X3": 0.12399, "Y3": 0.8628, "X4": 0.08221, "Y4": 0.8618, "page": 0, "Index": 316}, {"Word": "Owned", "Confidence": 0.817, "X1": 0.10916, "Y1": 0.8642, "X2": 0.15633, "Y2": 0.864, "X3": 0.15499, "Y3": 0.8768, "X4": 0.10916, "Y4": 0.8758, "page": 0, "Index": 317}, {"Word": "428,000", "Confidence": 0.991, "X1": 0.34501, "Y1": 0.8632, "X2": 0.39488, "Y2": 0.863, "X3": 0.39488, "Y3": 0.8748, "X4": 0.34367, "Y4": 0.8748, "page": 0, "Index": 318}, {"Word": "74%", "Confidence": 0.994, "X1": 0.4717, "Y1": 0.8622, "X2": 0.50674, "Y2": 0.862, "X3": 0.50539, "Y3": 0.8778, "X4": 0.4717, "Y4": 0.8768, "page": 0, "Index": 319}, {"Word": "65%", "Confidence": 0.956, "X1": 0.5876, "Y1": 0.8632, "X2": 0.61725, "Y2": 0.863, "X3": 0.61725, "Y3": 0.8748, "X4": 0.5876, "Y4": 0.8748, "page": 0, "Index": 320}, {"Word": "80%", "Confidence": 0.8, "X1": 0.67385, "Y1": 0.8632, "X2": 0.70485, "Y2": 0.863, "X3": 0.7035, "Y3": 0.8768, "X4": 0.67251, "Y4": 0.8768, "page": 0, "Index": 321}, {"Word": "83", "Confidence": 0.993, "X1": 0.75741, "Y1": 0.8632, "X2": 0.77493, "Y2": 0.863, "X3": 0.77493, "Y3": 0.8738, "X4": 0.75741, "Y4": 0.8738, "page": 0, "Index": 322}, {"Word": "%", "Confidence": 0.995, "X1": 0.77763, "Y1": 0.8632, "X2": 0.78571, "Y2": 0.863, "X3": 0.78571, "Y3": 0.8738, "X4": 0.77763, "Y4": 0.8738, "page": 0, "Index": 323}, {"Word": "92", "Confidence": 0.996, "X1": 0.84232, "Y1": 0.8622, "X2": 0.85984, "Y2": 0.862, "X3": 0.85984, "Y3": 0.8728, "X4": 0.84232, "Y4": 0.8738, "page": 0, "Index": 324}, {"Word": "%", "Confidence": 0.998, "X1": 0.86253, "Y1": 0.8622, "X2": 0.87197, "Y2": 0.862, "X3": 0.87197, "Y3": 0.8728, "X4": 0.86388, "Y4": 0.8728, "page": 0, "Index": 325}, {"Word": "Rented", "Confidence": 0.951, "X1": 0.11186, "Y1": 0.8782, "X2": 0.15499, "Y2": 0.878, "X3": 0.15499, "Y3": 0.8878, "X4": 0.11051, "Y4": 0.8878, "page": 0, "Index": 326}, {"Word": "141,000", "Confidence": 0.993, "X1": 0.34501, "Y1": 0.8762, "X2": 0.39623, "Y2": 0.876, "X3": 0.39623, "Y3": 0.8878, "X4": 0.34501, "Y4": 0.8878, "page": 0, "Index": 327}, {"Word": "25", "Confidence": 0.99, "X1": 0.47305, "Y1": 0.8722, "X2": 0.49596, "Y2": 0.872, "X3": 0.49461, "Y3": 0.8878, "X4": 0.4717, "Y4": 0.8858, "page": 0, "Index": 328}, {"Word": "50", "Confidence": 0.958, "X1": 0.58895, "Y1": 0.8742, "X2": 0.60647, "Y2": 0.874, "X3": 0.60512, "Y3": 0.8858, "X4": 0.5876, "Y4": 0.8848, "page": 0, "Index": 329}, {"Word": "70", "Confidence": 0.997, "X1": 0.67385, "Y1": 0.8732, "X2": 0.69137, "Y2": 0.873, "X3": 0.69137, "Y3": 0.8858, "X4": 0.67385, "Y4": 0.8858, "page": 0, "Index": 330}, {"Word": "80", "Confidence": 0.997, "X1": 0.75741, "Y1": 0.8752, "X2": 0.77493, "Y2": 0.875, "X3": 0.77493, "Y3": 0.8858, "X4": 0.75741, "Y4": 0.8858, "page": 0, "Index": 331}, {"Word": "96", "Confidence": 0.997, "X1": 0.84232, "Y1": 0.8732, "X2": 0.86119, "Y2": 0.873, "X3": 0.86119, "Y3": 0.8858, "X4": 0.84097, "Y4": 0.8848, "page": 0, "Index": 332}, {"Word": "Nota:", "Confidence": 0.611, "X1": 0.08221, "Y1": 0.9012, "X2": 0.10782, "Y2": 0.901, "X3": 0.10782, "Y3": 0.9138, "X4": 0.08221, "Y4": 0.9138, "page": 0, "Index": 333}, {"Word": "Because", "Confidence": 0.631, "X1": 0.11051, "Y1": 0.9012, "X2": 0.15633, "Y2": 0.901, "X3": 0.15633, "Y3": 0.9138, "X4": 0.11051, "Y4": 0.9138, "page": 0, "Index": 334}, {"Word": "\"No", "Confidence": 0.654, "X1": 0.16038, "Y1": 0.9012, "X2": 0.17925, "Y2": 0.901, "X3": 0.17925, "Y3": 0.9138, "X4": 0.16038, "Y4": 0.9138, "page": 0, "Index": 335}, {"Word": "Answers\"", "Confidence": 0.796, "X1": 0.18194, "Y1": 0.9012, "X2": 0.22911, "Y2": 0.901, "X3": 0.22911, "Y3": 0.9148, "X4": 0.18194, "Y4": 0.9138, "page": 0, "Index": 336}, {"Word": "have", "Confidence": 0.982, "X1": 0.23315, "Y1": 0.9012, "X2": 0.25741, "Y2": 0.901, "X3": 0.25741, "Y3": 0.9148, "X4": 0.23315, "Y4": 0.9148, "page": 0, "Index": 337}, {"Word": "not", "Confidence": 0.932, "X1": 0.26146, "Y1": 0.9012, "X2": 0.27763, "Y2": 0.901, "X3": 0.27763, "Y3": 0.9148, "X4": 0.26146, "Y4": 0.9148, "page": 0, "Index": 338}, {"Word": "been", "Confidence": 0.61, "X1": 0.28032, "Y1": 0.9012, "X2": 0.30728, "Y2": 0.901, "X3": 0.30728, "Y3": 0.9148, "X4": 0.28032, "Y4": 0.9148, "page": 0, "Index": 339}, {"Word": "included", "Confidence": 0.941, "X1": 0.30997, "Y1": 0.9012, "X2": 0.35445, "Y2": 0.901, "X3": 0.35445, "Y3": 0.9148, "X4": 0.30997, "Y4": 0.9148, "page": 0, "Index": 340}, {"Word": "and", "Confidence": 0.998, "X1": 0.35849, "Y1": 0.9012, "X2": 0.37601, "Y2": 0.901, "X3": 0.37601, "Y3": 0.9148, "X4": 0.35849, "Y4": 0.9148, "page": 0, "Index": 341}, {"Word": "because", "Confidence": 0.906, "X1": 0.38005, "Y1": 0.9012, "X2": 0.42453, "Y2": 0.901, "X3": 0.42453, "Y3": 0.9148, "X4": 0.38005, "Y4": 0.9148, "page": 0, "Index": 342}, {"Word": "of", "Confidence": 0.669, "X1": 0.42857, "Y1": 0.9012, "X2": 0.43935, "Y2": 0.901, "X3": 0.43935, "Y3": 0.9148, "X4": 0.42857, "Y4": 0.9148, "page": 0, "Index": 343}, {"Word": "sounding", "Confidence": 0.479, "X1": 0.44205, "Y1": 0.9022, "X2": 0.48787, "Y2": 0.902, "X3": 0.48787, "Y3": 0.9148, "X4": 0.44205, "Y4": 0.9148, "page": 0, "Index": 344}, {"Word": "andfor", "Confidence": 0.414, "X1": 0.49057, "Y1": 0.9022, "X2": 0.52426, "Y2": 0.902, "X3": 0.52426, "Y3": 0.9148, "X4": 0.49057, "Y4": 0.9148, "page": 0, "Index": 345}, {"Word": "multiple", "Confidence": 0.572, "X1": 0.5283, "Y1": 0.9022, "X2": 0.56873, "Y2": 0.902, "X3": 0.56873, "Y3": 0.9148, "X4": 0.5283, "Y4": 0.9148, "page": 0, "Index": 346}, {"Word": "responses,", "Confidence": 0.276, "X1": 0.57143, "Y1": 0.9022, "X2": 0.62668, "Y2": 0.902, "X3": 0.62668, "Y3": 0.9148, "X4": 0.57143, "Y4": 0.9148, "page": 0, "Index": 347}, {"Word": "numbers", "Confidence": 0.959, "X1": 0.63073, "Y1": 0.9022, "X2": 0.67655, "Y2": 0.902, "X3": 0.67655, "Y3": 0.9148, "X4": 0.63073, "Y4": 0.9148, "page": 0, "Index": 348}, {"Word": "may", "Confidence": 0.998, "X1": 0.68059, "Y1": 0.9022, "X2": 0.70216, "Y2": 0.902, "X3": 0.70216, "Y3": 0.9148, "X4": 0.68059, "Y4": 0.9148, "page": 0, "Index": 349}, {"Word": "add", "Confidence": 0.995, "X1": 0.7062, "Y1": 0.9022, "X2": 0.72372, "Y2": 0.902, "X3": 0.72372, "Y3": 0.9138, "X4": 0.7062, "Y4": 0.9148, "page": 0, "Index": 350}, {"Word": "to", "Confidence": 0.993, "X1": 0.72776, "Y1": 0.9022, "X2": 0.7372, "Y2": 0.902, "X3": 0.7372, "Y3": 0.9138, "X4": 0.72776, "Y4": 0.9138, "page": 0, "Index": 351}, {"Word": "more", "Confidence": 0.838, "X1": 0.73989, "Y1": 0.9022, "X2": 0.7655, "Y2": 0.902, "X3": 0.7655, "Y3": 0.9138, "X4": 0.73989, "Y4": 0.9138, "page": 0, "Index": 352}, {"Word": "or", "Confidence": 0.955, "X1": 0.76954, "Y1": 0.9022, "X2": 0.77898, "Y2": 0.902, "X3": 0.77898, "Y3": 0.9138, "X4": 0.76954, "Y4": 0.9138, "page": 0, "Index": 353}, {"Word": "less", "Confidence": 0.887, "X1": 0.78302, "Y1": 0.9022, "X2": 0.80323, "Y2": 0.902, "X3": 0.80323, "Y3": 0.9138, "X4": 0.78302, "Y4": 0.9138, "page": 0, "Index": 354}, {"Word": "than", "Confidence": 0.991, "X1": 0.80593, "Y1": 0.9022, "X2": 0.83019, "Y2": 0.902, "X3": 0.83019, "Y3": 0.9138, "X4": 0.80593, "Y4": 0.9138, "page": 0, "Index": 355}, {"Word": "the", "Confidence": 0.465, "X1": 0.83423, "Y1": 0.9022, "X2": 0.84906, "Y2": 0.902, "X3": 0.84906, "Y3": 0.9138, "X4": 0.83423, "Y4": 0.9138, "page": 0, "Index": 356}, {"Word": "lotal.", "Confidence": 0.679, "X1": 0.85175, "Y1": 0.9022, "X2": 0.8814, "Y2": 0.902, "X3": 0.8814, "Y3": 0.9138, "X4": 0.85175, "Y4": 0.9138, "page": 0, "Index": 357}, {"Word": "2084107666", "Confidence": 0.993, "X1": 0.67925, "Y1": 0.9232, "X2": 0.80054, "Y2": 0.923, "X3": 0.80054, "Y3": 0.9398, "X4": 0.6779, "Y4": 0.9398, "page": 0, "Index": 358}]}
"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"
ffhf0151
0
{"lines_data": [{"Word": "From:", "Confidence": 0.997, "X1": 0.07622, "Y1": 0.0852, "X2": 0.12484, "Y2": 0.085, "X3": 0.12484, "Y3": 0.0958, "X4": 0.07622, "Y4": 0.0958, "page": 0}, {"Word": "Murrelle, Edward L.", "Confidence": 0.966, "X1": 0.26938, "Y1": 0.0832, "X2": 0.40999, "Y2": 0.083, "X3": 0.40999, "Y3": 0.0968, "X4": 0.26938, "Y4": 0.0968, "page": 0}, {"Word": "Sent:", "Confidence": 0.998, "X1": 0.07753, "Y1": 0.0982, "X2": 0.11958, "Y2": 0.098, "X3": 0.11958, "Y3": 0.1088, "X4": 0.07753, "Y4": 0.1088, "page": 0}, {"Word": "Thursday, February 28, 2008 2:31 PM", "Confidence": 0.97467, "X1": 0.26938, "Y1": 0.0952, "X2": 0.53614, "Y2": 0.095, "X3": 0.53614, "Y3": 0.1098, "X4": 0.26938, "Y4": 0.1108, "page": 0}, {"Word": "To:", "Confidence": 0.995, "X1": 0.07884, "Y1": 0.1122, "X2": 0.10512, "Y2": 0.112, "X3": 0.10381, "Y3": 0.1218, "X4": 0.07753, "Y4": 0.1218, "page": 0}, {"Word": "Zedler, Barbara", "Confidence": 0.9555, "X1": 0.26807, "Y1": 0.1112, "X2": 0.37976, "Y2": 0.111, "X3": 0.37845, "Y3": 0.1228, "X4": 0.26807, "Y4": 0.1228, "page": 0}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.07753, "Y1": 0.1242, "X2": 0.1406, "Y2": 0.124, "X3": 0.13929, "Y3": 0.1358, "X4": 0.07753, "Y4": 0.1358, "page": 0}, {"Word": "FW: threshold proposal", "Confidence": 0.98633, "X1": 0.26938, "Y1": 0.1232, "X2": 0.43364, "Y2": 0.123, "X3": 0.43364, "Y3": 0.1368, "X4": 0.26938, "Y4": 0.1358, "page": 0}, {"Word": "Attachments:", "Confidence": 0.992, "X1": 0.07622, "Y1": 0.1372, "X2": 0.18134, "Y2": 0.137, "X3": 0.18134, "Y3": 0.1498, "X4": 0.07622, "Y4": 0.1498, "page": 0}, {"Word": "threshold_project_draft_proposal_021908.doc", "Confidence": 0.842, "X1": 0.26938, "Y1": 0.1362, "X2": 0.59001, "Y2": 0.136, "X3": 0.59001, "Y3": 0.1498, "X4": 0.26938, "Y4": 0.1498, "page": 0}, {"Word": "Highly Confidential", "Confidence": 0.9925, "X1": 0.0749, "Y1": 0.1752, "X2": 0.24836, "Y2": 0.175, "X3": 0.24836, "Y3": 0.1928, "X4": 0.0749, "Y4": 0.1938, "page": 0}, {"Word": "Highly Confidential", "Confidence": 0.9915, "X1": 0.0749, "Y1": 0.2072, "X2": 0.24836, "Y2": 0.207, "X3": 0.24836, "Y3": 0.2258, "X4": 0.0749, "Y4": 0.2258, "page": 0}, {"Word": "From: kfisher [mailto:kfisher@statsolvers.com]", "Confidence": 0.959, "X1": 0.0749, "Y1": 0.2902, "X2": 0.40604, "Y2": 0.29, "X3": 0.40604, "Y3": 0.3048, "X4": 0.0749, "Y4": 0.3038, "page": 0}, {"Word": "Sent: Tuesday, February 19, 2008 2:47 PM", "Confidence": 0.99343, "X1": 0.07622, "Y1": 0.3032, "X2": 0.38108, "Y2": 0.303, "X3": 0.38108, "Y3": 0.3188, "X4": 0.07622, "Y4": 0.3188, "page": 0}, {"Word": "To: Murrelle, Edward L.", "Confidence": 0.958, "X1": 0.07622, "Y1": 0.3182, "X2": 0.24442, "Y2": 0.318, "X3": 0.24442, "Y3": 0.3318, "X4": 0.07622, "Y4": 0.3318, "page": 0}, {"Word": "Cc: gennings@vcu.edu; whcarter@vcu.edu; walntz@msn.com", "Confidence": 0.92225, "X1": 0.07622, "Y1": 0.3322, "X2": 0.50854, "Y2": 0.332, "X3": 0.50854, "Y3": 0.3458, "X4": 0.07622, "Y4": 0.3468, "page": 0}, {"Word": "Subject: threshold proposal", "Confidence": 0.994, "X1": 0.07622, "Y1": 0.3462, "X2": 0.27595, "Y2": 0.346, "X3": 0.27595, "Y3": 0.3608, "X4": 0.07622, "Y4": 0.3608, "page": 0}, {"Word": "Hi Lenn,", "Confidence": 0.9955, "X1": 0.07622, "Y1": 0.3762, "X2": 0.14455, "Y2": 0.376, "X3": 0.14455, "Y3": 0.3898, "X4": 0.07622, "Y4": 0.3878, "page": 0}, {"Word": "Please find attached our proposal for the threshold project Please let me know if you have any questions/comments about our", "Confidence": 0.87235, "X1": 0.07622, "Y1": 0.4042, "X2": 0.86334, "Y2": 0.404, "X3": 0.86334, "Y3": 0.4188, "X4": 0.07622, "Y4": 0.4178, "page": 0}, {"Word": "proposal. We look forward to hearing from you.", "Confidence": 0.932, "X1": 0.0749, "Y1": 0.4172, "X2": 0.38108, "Y2": 0.417, "X3": 0.38108, "Y3": 0.4328, "X4": 0.0749, "Y4": 0.4338, "page": 0}, {"Word": "Best regards,", "Confidence": 0.808, "X1": 0.07622, "Y1": 0.4482, "X2": 0.16032, "Y2": 0.448, "X3": 0.16032, "Y3": 0.4598, "X4": 0.07622, "Y4": 0.4608, "page": 0}, {"Word": "Kelly", "Confidence": 0.996, "X1": 0.07622, "Y1": 0.4612, "X2": 0.11695, "Y2": 0.461, "X3": 0.11695, "Y3": 0.4738, "X4": 0.07622, "Y4": 0.4738, "page": 0}, {"Word": "Kelly Fisher", "Confidence": 0.9975, "X1": 0.07753, "Y1": 0.4912, "X2": 0.17608, "Y2": 0.491, "X3": 0.17608, "Y3": 0.5048, "X4": 0.07753, "Y4": 0.5048, "page": 0}, {"Word": "President and COO", "Confidence": 0.997, "X1": 0.07622, "Y1": 0.5072, "X2": 0.22339, "Y2": 0.507, "X3": 0.22339, "Y3": 0.5208, "X4": 0.07622, "Y4": 0.5208, "page": 0}, {"Word": "StatSolvers, LLC", "Confidence": 0.984, "X1": 0.07622, "Y1": 0.5232, "X2": 0.21156, "Y2": 0.523, "X3": 0.21025, "Y3": 0.5378, "X4": 0.07622, "Y4": 0.5368, "page": 0}, {"Word": "800 Last Leigh Street", "Confidence": 0.78025, "X1": 0.07622, "Y1": 0.5392, "X2": 0.24179, "Y2": 0.539, "X3": 0.24179, "Y3": 0.5528, "X4": 0.07622, "Y4": 0.5528, "page": 0}, {"Word": "Richmond, VA 23219", "Confidence": 0.96367, "X1": 0.07753, "Y1": 0.5542, "X2": 0.24442, "Y2": 0.554, "X3": 0.24442, "Y3": 0.5678, "X4": 0.07753, "Y4": 0.5688, "page": 0}, {"Word": "(P) 804.828.1786", "Confidence": 0.9945, "X1": 0.07753, "Y1": 0.5712, "X2": 0.21025, "Y2": 0.571, "X3": 0.21025, "Y3": 0.5848, "X4": 0.07753, "Y4": 0.5838, "page": 0}, {"Word": "(F) 804.796.7546", "Confidence": 0.9925, "X1": 0.07753, "Y1": 0.5862, "X2": 0.21025, "Y2": 0.586, "X3": 0.21025, "Y3": 0.6008, "X4": 0.07753, "Y4": 0.6018, "page": 0}, {"Word": "5024449675", "Confidence": 0.981, "X1": 0.83443, "Y1": 0.9512, "X2": 0.97635, "Y2": 0.951, "X3": 0.97635, "Y3": 0.9678, "X4": 0.83443, "Y4": 0.9688, "page": 0}], "words_data": [{"Word": "From:", "Confidence": 0.997, "X1": 0.07753, "Y1": 0.0862, "X2": 0.12484, "Y2": 0.086, "X3": 0.12352, "Y3": 0.0968, "X4": 0.07753, "Y4": 0.0958, "page": 0, "Index": 0}, {"Word": "Murrelle,", "Confidence": 0.993, "X1": 0.2707, "Y1": 0.0832, "X2": 0.33114, "Y2": 0.083, "X3": 0.33114, "Y3": 0.0968, "X4": 0.2707, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "Edward", "Confidence": 0.996, "X1": 0.33509, "Y1": 0.0842, "X2": 0.38765, "Y2": 0.084, "X3": 0.38765, "Y3": 0.0968, "X4": 0.33509, "Y4": 0.0968, "page": 0, "Index": 2}, {"Word": "L.", "Confidence": 0.909, "X1": 0.39159, "Y1": 0.0842, "X2": 0.40999, "Y2": 0.084, "X3": 0.40999, "Y3": 0.0978, "X4": 0.39028, "Y4": 0.0968, "page": 0, "Index": 3}, {"Word": "Sent:", "Confidence": 0.998, "X1": 0.07884, "Y1": 0.0982, "X2": 0.11958, "Y2": 0.098, "X3": 0.11958, "Y3": 0.1088, "X4": 0.07884, "Y4": 0.1088, "page": 0, "Index": 4}, {"Word": "Thursday,", "Confidence": 0.939, "X1": 0.2707, "Y1": 0.0972, "X2": 0.33771, "Y2": 0.097, "X3": 0.33771, "Y3": 0.1108, "X4": 0.2707, "Y4": 0.1108, "page": 0, "Index": 5}, {"Word": "February", "Confidence": 0.995, "X1": 0.34166, "Y1": 0.0972, "X2": 0.40604, "Y2": 0.097, "X3": 0.40604, "Y3": 0.1108, "X4": 0.34166, "Y4": 0.1108, "page": 0, "Index": 6}, {"Word": "28,", "Confidence": 0.944, "X1": 0.40867, "Y1": 0.0972, "X2": 0.43233, "Y2": 0.097, "X3": 0.43233, "Y3": 0.1108, "X4": 0.40867, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "2008", "Confidence": 0.987, "X1": 0.43495, "Y1": 0.0962, "X2": 0.47043, "Y2": 0.096, "X3": 0.47043, "Y3": 0.1108, "X4": 0.43495, "Y4": 0.1108, "page": 0, "Index": 8}, {"Word": "2:31", "Confidence": 0.985, "X1": 0.47306, "Y1": 0.0962, "X2": 0.50329, "Y2": 0.096, "X3": 0.50329, "Y3": 0.1108, "X4": 0.47306, "Y4": 0.1108, "page": 0, "Index": 9}, {"Word": "PM", "Confidence": 0.998, "X1": 0.50723, "Y1": 0.0962, "X2": 0.52825, "Y2": 0.096, "X3": 0.52825, "Y3": 0.1108, "X4": 0.50723, "Y4": 0.1108, "page": 0, "Index": 10}, {"Word": "To:", "Confidence": 0.995, "X1": 0.07884, "Y1": 0.1112, "X2": 0.10512, "Y2": 0.111, "X3": 0.10381, "Y3": 0.1218, "X4": 0.07884, "Y4": 0.1208, "page": 0, "Index": 11}, {"Word": "Zedler,", "Confidence": 0.915, "X1": 0.26938, "Y1": 0.1112, "X2": 0.31932, "Y2": 0.111, "X3": 0.31932, "Y3": 0.1228, "X4": 0.2707, "Y4": 0.1238, "page": 0, "Index": 12}, {"Word": "Barbara", "Confidence": 0.996, "X1": 0.32194, "Y1": 0.1122, "X2": 0.37976, "Y2": 0.112, "X3": 0.37845, "Y3": 0.1238, "X4": 0.32194, "Y4": 0.1228, "page": 0, "Index": 13}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.07753, "Y1": 0.1252, "X2": 0.13929, "Y2": 0.125, "X3": 0.13929, "Y3": 0.1368, "X4": 0.07753, "Y4": 0.1358, "page": 0, "Index": 14}, {"Word": "FW:", "Confidence": 0.998, "X1": 0.26938, "Y1": 0.1232, "X2": 0.30092, "Y2": 0.123, "X3": 0.29961, "Y3": 0.1358, "X4": 0.26938, "Y4": 0.1358, "page": 0, "Index": 15}, {"Word": "threshold", "Confidence": 0.968, "X1": 0.30355, "Y1": 0.1242, "X2": 0.36925, "Y2": 0.124, "X3": 0.36794, "Y3": 0.1368, "X4": 0.30355, "Y4": 0.1368, "page": 0, "Index": 16}, {"Word": "proposal", "Confidence": 0.993, "X1": 0.37319, "Y1": 0.1252, "X2": 0.43364, "Y2": 0.125, "X3": 0.43233, "Y3": 0.1368, "X4": 0.37188, "Y4": 0.1368, "page": 0, "Index": 17}, {"Word": "Attachments:", "Confidence": 0.992, "X1": 0.07753, "Y1": 0.1382, "X2": 0.18134, "Y2": 0.138, "X3": 0.18003, "Y3": 0.1508, "X4": 0.07753, "Y4": 0.1498, "page": 0, "Index": 18}, {"Word": "threshold_project_draft_proposal_021908.doc", "Confidence": 0.842, "X1": 0.2707, "Y1": 0.1372, "X2": 0.59001, "Y2": 0.137, "X3": 0.5887, "Y3": 0.1498, "X4": 0.26938, "Y4": 0.1498, "page": 0, "Index": 19}, {"Word": "Highly", "Confidence": 0.994, "X1": 0.07622, "Y1": 0.1762, "X2": 0.13272, "Y2": 0.176, "X3": 0.13272, "Y3": 0.1938, "X4": 0.0749, "Y4": 0.1948, "page": 0, "Index": 20}, {"Word": "Confidential", "Confidence": 0.991, "X1": 0.13798, "Y1": 0.1762, "X2": 0.24967, "Y2": 0.176, "X3": 0.24836, "Y3": 0.1938, "X4": 0.13666, "Y4": 0.1938, "page": 0, "Index": 21}, {"Word": "Highly", "Confidence": 0.991, "X1": 0.07622, "Y1": 0.2082, "X2": 0.13272, "Y2": 0.208, "X3": 0.13272, "Y3": 0.2258, "X4": 0.07622, "Y4": 0.2258, "page": 0, "Index": 22}, {"Word": "Confidential", "Confidence": 0.992, "X1": 0.13798, "Y1": 0.2082, "X2": 0.24836, "Y2": 0.208, "X3": 0.24836, "Y3": 0.2258, "X4": 0.13798, "Y4": 0.2258, "page": 0, "Index": 23}, {"Word": "From:", "Confidence": 0.997, "X1": 0.07622, "Y1": 0.2902, "X2": 0.12352, "Y2": 0.29, "X3": 0.12221, "Y3": 0.3038, "X4": 0.07622, "Y4": 0.3048, "page": 0, "Index": 24}, {"Word": "kfisher", "Confidence": 0.996, "X1": 0.12615, "Y1": 0.2902, "X2": 0.17346, "Y2": 0.29, "X3": 0.17346, "Y3": 0.3038, "X4": 0.12615, "Y4": 0.3038, "page": 0, "Index": 25}, {"Word": "[mailto:kfisher@statsolvers.com]", "Confidence": 0.884, "X1": 0.1774, "Y1": 0.2912, "X2": 0.40604, "Y2": 0.291, "X3": 0.40473, "Y3": 0.3048, "X4": 0.17608, "Y4": 0.3038, "page": 0, "Index": 26}, {"Word": "Sent:", "Confidence": 0.997, "X1": 0.07753, "Y1": 0.3052, "X2": 0.11958, "Y2": 0.305, "X3": 0.11958, "Y3": 0.3188, "X4": 0.07753, "Y4": 0.3188, "page": 0, "Index": 27}, {"Word": "Tuesday,", "Confidence": 0.991, "X1": 0.12352, "Y1": 0.3052, "X2": 0.18528, "Y2": 0.305, "X3": 0.18397, "Y3": 0.3188, "X4": 0.12352, "Y4": 0.3188, "page": 0, "Index": 28}, {"Word": "February", "Confidence": 0.994, "X1": 0.18922, "Y1": 0.3052, "X2": 0.25099, "Y2": 0.305, "X3": 0.25099, "Y3": 0.3188, "X4": 0.18791, "Y4": 0.3188, "page": 0, "Index": 29}, {"Word": "19,", "Confidence": 0.998, "X1": 0.25493, "Y1": 0.3042, "X2": 0.27727, "Y2": 0.304, "X3": 0.27727, "Y3": 0.3188, "X4": 0.25493, "Y4": 0.3188, "page": 0, "Index": 30}, {"Word": "2008", "Confidence": 0.987, "X1": 0.28121, "Y1": 0.3042, "X2": 0.31669, "Y2": 0.304, "X3": 0.31537, "Y3": 0.3188, "X4": 0.28121, "Y4": 0.3188, "page": 0, "Index": 31}, {"Word": "2:47", "Confidence": 0.989, "X1": 0.32063, "Y1": 0.3042, "X2": 0.35217, "Y2": 0.304, "X3": 0.35085, "Y3": 0.3188, "X4": 0.31932, "Y4": 0.3188, "page": 0, "Index": 32}, {"Word": "PM", "Confidence": 0.998, "X1": 0.35611, "Y1": 0.3042, "X2": 0.37714, "Y2": 0.304, "X3": 0.37582, "Y3": 0.3188, "X4": 0.3548, "Y4": 0.3188, "page": 0, "Index": 33}, {"Word": "To:", "Confidence": 0.995, "X1": 0.07884, "Y1": 0.3192, "X2": 0.1025, "Y2": 0.319, "X3": 0.10118, "Y3": 0.3318, "X4": 0.07753, "Y4": 0.3318, "page": 0, "Index": 34}, {"Word": "Murrelle,", "Confidence": 0.991, "X1": 0.10512, "Y1": 0.3192, "X2": 0.1682, "Y2": 0.319, "X3": 0.16689, "Y3": 0.3318, "X4": 0.10512, "Y4": 0.3318, "page": 0, "Index": 35}, {"Word": "Edward", "Confidence": 0.991, "X1": 0.17083, "Y1": 0.3192, "X2": 0.22339, "Y2": 0.319, "X3": 0.22208, "Y3": 0.3318, "X4": 0.17083, "Y4": 0.3318, "page": 0, "Index": 36}, {"Word": "L.", "Confidence": 0.855, "X1": 0.22602, "Y1": 0.3192, "X2": 0.24442, "Y2": 0.319, "X3": 0.24442, "Y3": 0.3318, "X4": 0.22602, "Y4": 0.3318, "page": 0, "Index": 37}, {"Word": "Cc:", "Confidence": 0.933, "X1": 0.07753, "Y1": 0.3332, "X2": 0.10118, "Y2": 0.333, "X3": 0.10118, "Y3": 0.3468, "X4": 0.07753, "Y4": 0.3468, "page": 0, "Index": 38}, {"Word": "gennings@vcu.edu;", "Confidence": 0.964, "X1": 0.10512, "Y1": 0.3322, "X2": 0.24047, "Y2": 0.332, "X3": 0.24047, "Y3": 0.3468, "X4": 0.10512, "Y4": 0.3468, "page": 0, "Index": 39}, {"Word": "whcarter@vcu.edu;", "Confidence": 0.941, "X1": 0.24442, "Y1": 0.3322, "X2": 0.37845, "Y2": 0.332, "X3": 0.37845, "Y3": 0.3468, "X4": 0.24442, "Y4": 0.3468, "page": 0, "Index": 40}, {"Word": "walntz@msn.com", "Confidence": 0.851, "X1": 0.38239, "Y1": 0.3322, "X2": 0.50066, "Y2": 0.332, "X3": 0.50066, "Y3": 0.3468, "X4": 0.38239, "Y4": 0.3468, "page": 0, "Index": 41}, {"Word": "Subject:", "Confidence": 0.994, "X1": 0.07753, "Y1": 0.3472, "X2": 0.14192, "Y2": 0.347, "X3": 0.14192, "Y3": 0.3608, "X4": 0.07753, "Y4": 0.3618, "page": 0, "Index": 42}, {"Word": "threshold", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.3462, "X2": 0.21156, "Y2": 0.346, "X3": 0.21156, "Y3": 0.3608, "X4": 0.14586, "Y4": 0.3608, "page": 0, "Index": 43}, {"Word": "proposal", "Confidence": 0.994, "X1": 0.21551, "Y1": 0.3472, "X2": 0.27727, "Y2": 0.347, "X3": 0.27595, "Y3": 0.3618, "X4": 0.21551, "Y4": 0.3608, "page": 0, "Index": 44}, {"Word": "Hi", "Confidence": 0.995, "X1": 0.07753, "Y1": 0.3752, "X2": 0.09461, "Y2": 0.375, "X3": 0.09461, "Y3": 0.3888, "X4": 0.07622, "Y4": 0.3878, "page": 0, "Index": 45}, {"Word": "Lenn,", "Confidence": 0.996, "X1": 0.09855, "Y1": 0.3762, "X2": 0.14586, "Y2": 0.376, "X3": 0.14455, "Y3": 0.3898, "X4": 0.09855, "Y4": 0.3888, "page": 0, "Index": 46}, {"Word": "Please", "Confidence": 0.813, "X1": 0.07753, "Y1": 0.4052, "X2": 0.11564, "Y2": 0.405, "X3": 0.11564, "Y3": 0.4178, "X4": 0.07753, "Y4": 0.4168, "page": 0, "Index": 47}, {"Word": "find", "Confidence": 0.794, "X1": 0.11958, "Y1": 0.4052, "X2": 0.14455, "Y2": 0.405, "X3": 0.14455, "Y3": 0.4178, "X4": 0.11958, "Y4": 0.4178, "page": 0, "Index": 48}, {"Word": "attached", "Confidence": 0.991, "X1": 0.14849, "Y1": 0.4042, "X2": 0.20105, "Y2": 0.404, "X3": 0.19974, "Y3": 0.4178, "X4": 0.14849, "Y4": 0.4178, "page": 0, "Index": 49}, {"Word": "our", "Confidence": 0.998, "X1": 0.20368, "Y1": 0.4042, "X2": 0.22602, "Y2": 0.404, "X3": 0.2247, "Y3": 0.4178, "X4": 0.20368, "Y4": 0.4178, "page": 0, "Index": 50}, {"Word": "proposal", "Confidence": 0.994, "X1": 0.22865, "Y1": 0.4042, "X2": 0.28252, "Y2": 0.404, "X3": 0.28121, "Y3": 0.4178, "X4": 0.22865, "Y4": 0.4178, "page": 0, "Index": 51}, {"Word": "for", "Confidence": 0.998, "X1": 0.28647, "Y1": 0.4042, "X2": 0.30355, "Y2": 0.404, "X3": 0.30355, "Y3": 0.4178, "X4": 0.28515, "Y4": 0.4178, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.998, "X1": 0.30749, "Y1": 0.4042, "X2": 0.32589, "Y2": 0.404, "X3": 0.32589, "Y3": 0.4178, "X4": 0.30618, "Y4": 0.4178, "page": 0, "Index": 53}, {"Word": "our", "Confidence": 0.958, "X1": 0.83837, "Y1": 0.4062, "X2": 0.86334, "Y2": 0.406, "X3": 0.86334, "Y3": 0.4178, "X4": 0.83837, "Y4": 0.4188, "page": 0, "Index": 54}, {"Word": "threshold", "Confidence": 0.944, "X1": 0.32983, "Y1": 0.4042, "X2": 0.38765, "Y2": 0.404, "X3": 0.38765, "Y3": 0.4188, "X4": 0.32983, "Y4": 0.4188, "page": 0, "Index": 55}, {"Word": "project", "Confidence": 0.957, "X1": 0.39159, "Y1": 0.4042, "X2": 0.44152, "Y2": 0.404, "X3": 0.44021, "Y3": 0.4188, "X4": 0.39028, "Y4": 0.4188, "page": 0, "Index": 56}, {"Word": "Please", "Confidence": 0.881, "X1": 0.44547, "Y1": 0.4042, "X2": 0.48489, "Y2": 0.404, "X3": 0.48489, "Y3": 0.4188, "X4": 0.44547, "Y4": 0.4188, "page": 0, "Index": 57}, {"Word": "let", "Confidence": 0.978, "X1": 0.48883, "Y1": 0.4042, "X2": 0.50591, "Y2": 0.404, "X3": 0.50591, "Y3": 0.4188, "X4": 0.48752, "Y4": 0.4188, "page": 0, "Index": 58}, {"Word": "me", "Confidence": 0.929, "X1": 0.50986, "Y1": 0.4042, "X2": 0.52825, "Y2": 0.404, "X3": 0.52694, "Y3": 0.4188, "X4": 0.50986, "Y4": 0.4188, "page": 0, "Index": 59}, {"Word": "know", "Confidence": 0.614, "X1": 0.53088, "Y1": 0.4042, "X2": 0.56636, "Y2": 0.404, "X3": 0.56636, "Y3": 0.4188, "X4": 0.53088, "Y4": 0.4188, "page": 0, "Index": 60}, {"Word": "if", "Confidence": 0.965, "X1": 0.5703, "Y1": 0.4042, "X2": 0.5795, "Y2": 0.404, "X3": 0.5795, "Y3": 0.4188, "X4": 0.5703, "Y4": 0.4188, "page": 0, "Index": 61}, {"Word": "you", "Confidence": 0.994, "X1": 0.58344, "Y1": 0.4042, "X2": 0.60578, "Y2": 0.404, "X3": 0.60578, "Y3": 0.4188, "X4": 0.58344, "Y4": 0.4188, "page": 0, "Index": 62}, {"Word": "have", "Confidence": 0.927, "X1": 0.60972, "Y1": 0.4052, "X2": 0.63863, "Y2": 0.405, "X3": 0.63863, "Y3": 0.4188, "X4": 0.60972, "Y4": 0.4188, "page": 0, "Index": 63}, {"Word": "any", "Confidence": 0.996, "X1": 0.64258, "Y1": 0.4052, "X2": 0.66491, "Y2": 0.405, "X3": 0.66491, "Y3": 0.4188, "X4": 0.64258, "Y4": 0.4188, "page": 0, "Index": 64}, {"Word": "questions/comments", "Confidence": 0.241, "X1": 0.66886, "Y1": 0.4052, "X2": 0.79632, "Y2": 0.405, "X3": 0.79501, "Y3": 0.4188, "X4": 0.66886, "Y4": 0.4188, "page": 0, "Index": 65}, {"Word": "about", "Confidence": 0.477, "X1": 0.79895, "Y1": 0.4062, "X2": 0.83443, "Y2": 0.406, "X3": 0.83443, "Y3": 0.4188, "X4": 0.79895, "Y4": 0.4188, "page": 0, "Index": 66}, {"Word": "proposal.", "Confidence": 0.966, "X1": 0.07753, "Y1": 0.4192, "X2": 0.13929, "Y2": 0.419, "X3": 0.13798, "Y3": 0.4328, "X4": 0.07622, "Y4": 0.4338, "page": 0, "Index": 67}, {"Word": "We", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.4182, "X2": 0.16294, "Y2": 0.418, "X3": 0.16163, "Y3": 0.4328, "X4": 0.14192, "Y4": 0.4328, "page": 0, "Index": 68}, {"Word": "look", "Confidence": 0.621, "X1": 0.16557, "Y1": 0.4182, "X2": 0.19448, "Y2": 0.418, "X3": 0.19317, "Y3": 0.4328, "X4": 0.16557, "Y4": 0.4328, "page": 0, "Index": 69}, {"Word": "forward", "Confidence": 0.991, "X1": 0.19842, "Y1": 0.4182, "X2": 0.24704, "Y2": 0.418, "X3": 0.24704, "Y3": 0.4318, "X4": 0.19711, "Y4": 0.4328, "page": 0, "Index": 70}, {"Word": "to", "Confidence": 0.978, "X1": 0.25099, "Y1": 0.4182, "X2": 0.26281, "Y2": 0.418, "X3": 0.2615, "Y3": 0.4318, "X4": 0.24967, "Y4": 0.4318, "page": 0, "Index": 71}, {"Word": "hearing", "Confidence": 0.993, "X1": 0.26544, "Y1": 0.4182, "X2": 0.31406, "Y2": 0.418, "X3": 0.31275, "Y3": 0.4318, "X4": 0.26544, "Y4": 0.4318, "page": 0, "Index": 72}, {"Word": "from", "Confidence": 0.929, "X1": 0.318, "Y1": 0.4192, "X2": 0.34691, "Y2": 0.419, "X3": 0.3456, "Y3": 0.4318, "X4": 0.31669, "Y4": 0.4318, "page": 0, "Index": 73}, {"Word": "you.", "Confidence": 0.98, "X1": 0.35217, "Y1": 0.4192, "X2": 0.38108, "Y2": 0.419, "X3": 0.37976, "Y3": 0.4328, "X4": 0.35085, "Y4": 0.4328, "page": 0, "Index": 74}, {"Word": "Best", "Confidence": 0.988, "X1": 0.07753, "Y1": 0.4482, "X2": 0.10512, "Y2": 0.448, "X3": 0.10381, "Y3": 0.4608, "X4": 0.07622, "Y4": 0.4608, "page": 0, "Index": 75}, {"Word": "regards,", "Confidence": 0.628, "X1": 0.10907, "Y1": 0.4482, "X2": 0.16032, "Y2": 0.448, "X3": 0.159, "Y3": 0.4608, "X4": 0.10775, "Y4": 0.4608, "page": 0, "Index": 76}, {"Word": "Kelly", "Confidence": 0.996, "X1": 0.07753, "Y1": 0.4612, "X2": 0.11564, "Y2": 0.461, "X3": 0.11564, "Y3": 0.4738, "X4": 0.07753, "Y4": 0.4738, "page": 0, "Index": 77}, {"Word": "Kelly", "Confidence": 0.998, "X1": 0.07753, "Y1": 0.4912, "X2": 0.11827, "Y2": 0.491, "X3": 0.11827, "Y3": 0.5058, "X4": 0.07753, "Y4": 0.5048, "page": 0, "Index": 78}, {"Word": "Fisher", "Confidence": 0.997, "X1": 0.12221, "Y1": 0.4922, "X2": 0.17477, "Y2": 0.492, "X3": 0.17477, "Y3": 0.5048, "X4": 0.12221, "Y4": 0.5058, "page": 0, "Index": 79}, {"Word": "President", "Confidence": 0.995, "X1": 0.07753, "Y1": 0.5072, "X2": 0.14717, "Y2": 0.507, "X3": 0.14717, "Y3": 0.5218, "X4": 0.07753, "Y4": 0.5218, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.5072, "X2": 0.1774, "Y2": 0.507, "X3": 0.1774, "Y3": 0.5218, "X4": 0.15112, "Y4": 0.5218, "page": 0, "Index": 81}, {"Word": "COO", "Confidence": 0.998, "X1": 0.18134, "Y1": 0.5072, "X2": 0.21945, "Y2": 0.507, "X3": 0.21945, "Y3": 0.5218, "X4": 0.18003, "Y4": 0.5218, "page": 0, "Index": 82}, {"Word": "StatSolvers,", "Confidence": 0.97, "X1": 0.07753, "Y1": 0.5232, "X2": 0.16557, "Y2": 0.523, "X3": 0.16426, "Y3": 0.5378, "X4": 0.07622, "Y4": 0.5378, "page": 0, "Index": 83}, {"Word": "LLC", "Confidence": 0.998, "X1": 0.16951, "Y1": 0.5232, "X2": 0.20368, "Y2": 0.523, "X3": 0.20237, "Y3": 0.5378, "X4": 0.1682, "Y4": 0.5378, "page": 0, "Index": 84}, {"Word": "800", "Confidence": 0.998, "X1": 0.07753, "Y1": 0.5402, "X2": 0.10512, "Y2": 0.54, "X3": 0.10381, "Y3": 0.5538, "X4": 0.07622, "Y4": 0.5538, "page": 0, "Index": 85}, {"Word": "Last", "Confidence": 0.83, "X1": 0.10907, "Y1": 0.5402, "X2": 0.14192, "Y2": 0.54, "X3": 0.1406, "Y3": 0.5538, "X4": 0.10775, "Y4": 0.5538, "page": 0, "Index": 86}, {"Word": "Leigh", "Confidence": 0.634, "X1": 0.14586, "Y1": 0.5402, "X2": 0.19054, "Y2": 0.54, "X3": 0.19054, "Y3": 0.5538, "X4": 0.14455, "Y4": 0.5538, "page": 0, "Index": 87}, {"Word": "Street", "Confidence": 0.659, "X1": 0.19448, "Y1": 0.5402, "X2": 0.24179, "Y2": 0.54, "X3": 0.24179, "Y3": 0.5538, "X4": 0.19317, "Y4": 0.5538, "page": 0, "Index": 88}, {"Word": "Richmond,", "Confidence": 0.896, "X1": 0.07753, "Y1": 0.5562, "X2": 0.16163, "Y2": 0.556, "X3": 0.16163, "Y3": 0.5698, "X4": 0.07753, "Y4": 0.5688, "page": 0, "Index": 89}, {"Word": "VA", "Confidence": 0.998, "X1": 0.16426, "Y1": 0.5552, "X2": 0.18922, "Y2": 0.555, "X3": 0.18922, "Y3": 0.5688, "X4": 0.16426, "Y4": 0.5698, "page": 0, "Index": 90}, {"Word": "23219", "Confidence": 0.997, "X1": 0.19448, "Y1": 0.5542, "X2": 0.24179, "Y2": 0.554, "X3": 0.24179, "Y3": 0.5688, "X4": 0.19448, "Y4": 0.5688, "page": 0, "Index": 91}, {"Word": "(P)", "Confidence": 0.998, "X1": 0.07884, "Y1": 0.5712, "X2": 0.09987, "Y2": 0.571, "X3": 0.09987, "Y3": 0.5848, "X4": 0.07884, "Y4": 0.5848, "page": 0, "Index": 92}, {"Word": "804.828.1786", "Confidence": 0.991, "X1": 0.10381, "Y1": 0.5712, "X2": 0.20894, "Y2": 0.571, "X3": 0.20762, "Y3": 0.5848, "X4": 0.10381, "Y4": 0.5848, "page": 0, "Index": 93}, {"Word": "(F)", "Confidence": 0.994, "X1": 0.07753, "Y1": 0.5872, "X2": 0.09987, "Y2": 0.587, "X3": 0.09987, "Y3": 0.6018, "X4": 0.07753, "Y4": 0.6028, "page": 0, "Index": 94}, {"Word": "804.796.7546", "Confidence": 0.991, "X1": 0.10381, "Y1": 0.5872, "X2": 0.21025, "Y2": 0.587, "X3": 0.20894, "Y3": 0.6018, "X4": 0.10381, "Y4": 0.6018, "page": 0, "Index": 95}, {"Word": "5024449675", "Confidence": 0.981, "X1": 0.83574, "Y1": 0.9522, "X2": 0.96978, "Y2": 0.952, "X3": 0.96978, "Y3": 0.9688, "X4": 0.83574, "Y4": 0.9678, "page": 0, "Index": 96}]}
"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"
ffyf0005
0
{"lines_data": [{"Word": "August 5, 1976", "Confidence": 0.922, "X1": 0.73867, "Y1": 0.0262, "X2": 0.88133, "Y2": 0.026, "X3": 0.88133, "Y3": 0.0438, "X4": 0.73867, "Y4": 0.0448, "page": 0}, {"Word": "LUCKY 100's", "Confidence": 0.9935, "X1": 0.41467, "Y1": 0.0712, "X2": 0.52533, "Y2": 0.071, "X3": 0.52533, "Y3": 0.0868, "X4": 0.41467, "Y4": 0.0868, "page": 0}, {"Word": "Virginia Branch 8/2/76", "Confidence": 0.94467, "X1": 0.352, "Y1": 0.0922, "X2": 0.57733, "Y2": 0.092, "X3": 0.57733, "Y3": 0.1098, "X4": 0.352, "Y4": 0.1098, "page": 0}, {"Word": "Hermetite Tipping", "Confidence": 0.995, "X1": 0.492, "Y1": 0.1752, "X2": 0.664, "Y2": 0.175, "X3": 0.66267, "Y3": 0.1908, "X4": 0.492, "Y4": 0.1898, "page": 0}, {"Word": "8 x 8 pins", "Confidence": 0.6735, "X1": 0.524, "Y1": 0.1912, "X2": 0.62267, "Y2": 0.191, "X3": 0.62133, "Y3": 0.2048, "X4": 0.524, "Y4": 0.2038, "page": 0}, {"Word": "Physical Properties: (PS 1694-76)", "Confidence": 0.97, "X1": 0.19467, "Y1": 0.2172, "X2": 0.53333, "Y2": 0.217, "X3": 0.53333, "Y3": 0.2348, "X4": 0.19467, "Y4": 0.2348, "page": 0}, {"Word": "Length of Cigarette (mm)", "Confidence": 0.99375, "X1": 0.212, "Y1": 0.2482, "X2": 0.45733, "Y2": 0.248, "X3": 0.45733, "Y3": 0.2638, "X4": 0.212, "Y4": 0.2628, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.57067, "Y1": 0.2502, "X2": 0.604, "Y2": 0.25, "X3": 0.604, "Y3": 0.2628, "X4": 0.57067, "Y4": 0.2638, "page": 0}, {"Word": "Cigts/4 oz. - Target", "Confidence": 0.969, "X1": 0.21467, "Y1": 0.2632, "X2": 0.41467, "Y2": 0.263, "X3": 0.41467, "Y3": 0.2778, "X4": 0.21467, "Y4": 0.2768, "page": 0}, {"Word": "117.5", "Confidence": 0.994, "X1": 0.57067, "Y1": 0.2632, "X2": 0.62533, "Y2": 0.263, "X3": 0.62667, "Y3": 0.2768, "X4": 0.57067, "Y4": 0.2778, "page": 0}, {"Word": "Cigts/4 oz. - Actual", "Confidence": 0.9955, "X1": 0.21733, "Y1": 0.2782, "X2": 0.41467, "Y2": 0.278, "X3": 0.41467, "Y3": 0.2928, "X4": 0.21733, "Y4": 0.2918, "page": 0}, {"Word": "117.5", "Confidence": 0.994, "X1": 0.56933, "Y1": 0.2792, "X2": 0.62533, "Y2": 0.279, "X3": 0.62533, "Y3": 0.2928, "X4": 0.56933, "Y4": 0.2918, "page": 0}, {"Word": "Moisture (%)", "Confidence": 0.9945, "X1": 0.21333, "Y1": 0.2922, "X2": 0.33733, "Y2": 0.292, "X3": 0.33733, "Y3": 0.3068, "X4": 0.21333, "Y4": 0.3068, "page": 0}, {"Word": "12.5", "Confidence": 0.994, "X1": 0.58133, "Y1": 0.2942, "X2": 0.62533, "Y2": 0.294, "X3": 0.62533, "Y3": 0.3068, "X4": 0.58133, "Y4": 0.3068, "page": 0}, {"Word": "Circumference (mm)", "Confidence": 0.8325, "X1": 0.21467, "Y1": 0.3072, "X2": 0.39467, "Y2": 0.307, "X3": 0.39467, "Y3": 0.3218, "X4": 0.21467, "Y4": 0.3218, "page": 0}, {"Word": "24.4", "Confidence": 0.992, "X1": 0.58133, "Y1": 0.3082, "X2": 0.624, "Y2": 0.308, "X3": 0.62267, "Y3": 0.3218, "X4": 0.58133, "Y4": 0.3218, "page": 0}, {"Word": "Pressure -Drop - Cigt. (cm)", "Confidence": 0.9504, "X1": 0.21467, "Y1": 0.3222, "X2": 0.47467, "Y2": 0.322, "X3": 0.47467, "Y3": 0.3378, "X4": 0.21467, "Y4": 0.3378, "page": 0}, {"Word": "13.4", "Confidence": 0.955, "X1": 0.57733, "Y1": 0.3232, "X2": 0.62267, "Y2": 0.323, "X3": 0.62267, "Y3": 0.3358, "X4": 0.57733, "Y4": 0.3358, "page": 0}, {"Word": "Pressure Drop - Tip (cm)", "Confidence": 0.9926, "X1": 0.216, "Y1": 0.3362, "X2": 0.46133, "Y2": 0.336, "X3": 0.46133, "Y3": 0.3518, "X4": 0.216, "Y4": 0.3518, "page": 0}, {"Word": "11.1", "Confidence": 0.795, "X1": 0.58267, "Y1": 0.3382, "X2": 0.624, "Y2": 0.338, "X3": 0.62267, "Y3": 0.3508, "X4": 0.58267, "Y4": 0.3508, "page": 0}, {"Word": "Ventilation (%)", "Confidence": 0.9695, "X1": 0.22, "Y1": 0.3502, "X2": 0.37067, "Y2": 0.35, "X3": 0.37067, "Y3": 0.3658, "X4": 0.22, "Y4": 0.3668, "page": 0}, {"Word": "45", "Confidence": 0.995, "X1": 0.58267, "Y1": 0.3542, "X2": 0.60667, "Y2": 0.354, "X3": 0.60667, "Y3": 0.3658, "X4": 0.58133, "Y4": 0.3648, "page": 0}, {"Word": "Resample", "Confidence": 0.677, "X1": 0.71733, "Y1": 0.3682, "X2": 0.8, "Y2": 0.368, "X3": 0.8, "Y3": 0.3828, "X4": 0.71733, "Y4": 0.3828, "page": 0}, {"Word": "$76-1281", "Confidence": 0.632, "X1": 0.71733, "Y1": 0.3822, "X2": 0.80267, "Y2": 0.382, "X3": 0.80267, "Y3": 0.3978, "X4": 0.71733, "Y4": 0.3978, "page": 0}, {"Word": "Smoke Analysis: . $76-1275 (10 port)", "Confidence": 0.78233, "X1": 0.19467, "Y1": 0.3802, "X2": 0.55333, "Y2": 0.38, "X3": 0.55333, "Y3": 0.3988, "X4": 0.19467, "Y4": 0.3988, "page": 0}, {"Word": "Length Smoked . (mm)", "Confidence": 0.8955, "X1": 0.216, "Y1": 0.4102, "X2": 0.39867, "Y2": 0.41, "X3": 0.39867, "Y3": 0.4268, "X4": 0.216, "Y4": 0.4268, "page": 0}, {"Word": "62", "Confidence": 0.998, "X1": 0.58133, "Y1": 0.4132, "X2": 0.60667, "Y2": 0.413, "X3": 0.60667, "Y3": 0.4268, "X4": 0.58, "Y4": 0.4258, "page": 0}, {"Word": "61", "Confidence": 0.998, "X1": 0.74933, "Y1": 0.4122, "X2": 0.76933, "Y2": 0.412, "X3": 0.76933, "Y3": 0.4268, "X4": 0.748, "Y4": 0.4268, "page": 0}, {"Word": "Puffs/Cigt.", "Confidence": 0.993, "X1": 0.21733, "Y1": 0.4272, "X2": 0.33067, "Y2": 0.427, "X3": 0.32933, "Y3": 0.4428, "X4": 0.21733, "Y4": 0.4408, "page": 0}, {"Word": "7.6", "Confidence": 0.998, "X1": 0.58667, "Y1": 0.4262, "X2": 0.62533, "Y2": 0.426, "X3": 0.62533, "Y3": 0.4398, "X4": 0.58667, "Y4": 0.4408, "page": 0}, {"Word": "7.8", "Confidence": 0.995, "X1": 0.75733, "Y1": 0.4252, "X2": 0.78933, "Y2": 0.425, "X3": 0.78933, "Y3": 0.4398, "X4": 0.75733, "Y4": 0.4408, "page": 0}, {"Word": "TPM", "Confidence": 0.998, "X1": 0.21467, "Y1": 0.4412, "X2": 0.25467, "Y2": 0.441, "X3": 0.25467, "Y3": 0.4578, "X4": 0.216, "Y4": 0.4568, "page": 0}, {"Word": "(mg/cigt)", "Confidence": 0.992, "X1": 0.30133, "Y1": 0.4392, "X2": 0.39467, "Y2": 0.439, "X3": 0.39467, "Y3": 0.4578, "X4": 0.30133, "Y4": 0.4578, "page": 0}, {"Word": "5.4", "Confidence": 0.97, "X1": 0.58933, "Y1": 0.4412, "X2": 0.632, "Y2": 0.441, "X3": 0.632, "Y3": 0.4558, "X4": 0.58933, "Y4": 0.4548, "page": 0}, {"Word": "5.2", "Confidence": 0.991, "X1": 0.76, "Y1": 0.4422, "X2": 0.79467, "Y2": 0.442, "X3": 0.79333, "Y3": 0.4548, "X4": 0.76, "Y4": 0.4548, "page": 0}, {"Word": "(mg/puff)", "Confidence": 0.954, "X1": 0.31067, "Y1": 0.4542, "X2": 0.39467, "Y2": 0.454, "X3": 0.396, "Y3": 0.4718, "X4": 0.31067, "Y4": 0.4728, "page": 0}, {"Word": "0.71", "Confidence": 0.982, "X1": 0.58933, "Y1": 0.4562, "X2": 0.63067, "Y2": 0.456, "X3": 0.63067, "Y3": 0.4708, "X4": 0.58933, "Y4": 0.4708, "page": 0}, {"Word": "0.67", "Confidence": 0.987, "X1": 0.76, "Y1": 0.4582, "X2": 0.8, "Y2": 0.458, "X3": 0.79867, "Y3": 0.4718, "X4": 0.75867, "Y4": 0.4708, "page": 0}, {"Word": "Mollie", "Confidence": 0.111, "X1": 0.76133, "Y1": 0.5012, "X2": 0.89867, "Y2": 0.501, "X3": 0.908, "Y3": 0.5528, "X4": 0.77067, "Y4": 0.5668, "page": 0}, {"Word": "PRC:pgb", "Confidence": 0.991, "X1": 0.19467, "Y1": 0.6622, "X2": 0.26933, "Y2": 0.662, "X3": 0.26933, "Y3": 0.6778, "X4": 0.19467, "Y4": 0.6758, "page": 0}, {"Word": "cc: . RSS-RMI", "Confidence": 0.76133, "X1": 0.196, "Y1": 0.6902, "X2": 0.32133, "Y2": 0.69, "X3": 0.32133, "Y3": 0.7058, "X4": 0.196, "Y4": 0.7068, "page": 0}, {"Word": "RDC-EPB", "Confidence": 0.995, "X1": 0.24267, "Y1": 0.7062, "X2": 0.31867, "Y2": 0.706, "X3": 0.32, "Y3": 0.7198, "X4": 0.24267, "Y4": 0.7198, "page": 0}, {"Word": "ECC", "Confidence": 0.994, "X1": 0.24667, "Y1": 0.7192, "X2": 0.28, "Y2": 0.719, "X3": 0.27867, "Y3": 0.7338, "X4": 0.24533, "Y4": 0.7338, "page": 0}, {"Word": "JFA", "Confidence": 0.996, "X1": 0.24667, "Y1": 0.7332, "X2": 0.28, "Y2": 0.733, "X3": 0.28, "Y3": 0.7488, "X4": 0.24667, "Y4": 0.7488, "page": 0}, {"Word": "PHL", "Confidence": 0.994, "X1": 0.244, "Y1": 0.7492, "X2": 0.276, "Y2": 0.749, "X3": 0.27733, "Y3": 0.7648, "X4": 0.24533, "Y4": 0.7648, "page": 0}, {"Word": "TPP", "Confidence": 0.998, "X1": 0.24533, "Y1": 0.7632, "X2": 0.276, "Y2": 0.763, "X3": 0.276, "Y3": 0.7788, "X4": 0.244, "Y4": 0.7798, "page": 0}, {"Word": "PRC", "Confidence": 0.995, "X1": 0.24533, "Y1": 0.7772, "X2": 0.27733, "Y2": 0.777, "X3": 0.276, "Y3": 0.7928, "X4": 0.244, "Y4": 0.7928, "page": 0}, {"Word": "WRT", "Confidence": 0.63, "X1": 0.24667, "Y1": 0.7912, "X2": 0.27733, "Y2": 0.791, "X3": 0.276, "Y3": 0.8098, "X4": 0.24533, "Y4": 0.8088, "page": 0}, {"Word": "RCB", "Confidence": 0.992, "X1": 0.24667, "Y1": 0.8052, "X2": 0.276, "Y2": 0.805, "X3": 0.276, "Y3": 0.8228, "X4": 0.24667, "Y4": 0.8228, "page": 0}], "words_data": [{"Word": "August", "Confidence": 0.996, "X1": 0.74, "Y1": 0.0272, "X2": 0.8, "Y2": 0.027, "X3": 0.8, "Y3": 0.0438, "X4": 0.74, "Y4": 0.0438, "page": 0, "Index": 0}, {"Word": "5,", "Confidence": 0.789, "X1": 0.80533, "Y1": 0.0272, "X2": 0.832, "Y2": 0.027, "X3": 0.832, "Y3": 0.0438, "X4": 0.80533, "Y4": 0.0438, "page": 0, "Index": 1}, {"Word": "1976", "Confidence": 0.981, "X1": 0.83867, "Y1": 0.0272, "X2": 0.88, "Y2": 0.027, "X3": 0.88, "Y3": 0.0448, "X4": 0.83867, "Y4": 0.0438, "page": 0, "Index": 2}, {"Word": "LUCKY", "Confidence": 0.994, "X1": 0.416, "Y1": 0.0712, "X2": 0.46667, "Y2": 0.071, "X3": 0.46533, "Y3": 0.0868, "X4": 0.41467, "Y4": 0.0868, "page": 0, "Index": 3}, {"Word": "100's", "Confidence": 0.993, "X1": 0.47467, "Y1": 0.0722, "X2": 0.52533, "Y2": 0.072, "X3": 0.52533, "Y3": 0.0878, "X4": 0.47467, "Y4": 0.0868, "page": 0, "Index": 4}, {"Word": "Virginia", "Confidence": 0.882, "X1": 0.35467, "Y1": 0.0932, "X2": 0.43733, "Y2": 0.093, "X3": 0.43733, "Y3": 0.1098, "X4": 0.35467, "Y4": 0.1108, "page": 0, "Index": 5}, {"Word": "Branch", "Confidence": 0.997, "X1": 0.44267, "Y1": 0.0932, "X2": 0.50533, "Y2": 0.093, "X3": 0.50533, "Y3": 0.1108, "X4": 0.44267, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "8/2/76", "Confidence": 0.955, "X1": 0.51067, "Y1": 0.0922, "X2": 0.576, "Y2": 0.092, "X3": 0.576, "Y3": 0.1108, "X4": 0.51067, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "Hermetite", "Confidence": 0.995, "X1": 0.49467, "Y1": 0.1752, "X2": 0.584, "Y2": 0.175, "X3": 0.584, "Y3": 0.1908, "X4": 0.49333, "Y4": 0.1898, "page": 0, "Index": 8}, {"Word": "Tipping", "Confidence": 0.995, "X1": 0.592, "Y1": 0.1752, "X2": 0.66267, "Y2": 0.175, "X3": 0.66267, "Y3": 0.1918, "X4": 0.59067, "Y4": 0.1908, "page": 0, "Index": 9}, {"Word": "8", "Confidence": 0.981, "X1": 0.52533, "Y1": 0.1912, "X2": 0.536, "Y2": 0.191, "X3": 0.536, "Y3": 0.2048, "X4": 0.524, "Y4": 0.2038, "page": 0, "Index": 10}, {"Word": "x", "Confidence": 0.614, "X1": 0.54133, "Y1": 0.1912, "X2": 0.55333, "Y2": 0.191, "X3": 0.552, "Y3": 0.2048, "X4": 0.54133, "Y4": 0.2048, "page": 0, "Index": 11}, {"Word": "8", "Confidence": 0.112, "X1": 0.56133, "Y1": 0.1912, "X2": 0.572, "Y2": 0.191, "X3": 0.572, "Y3": 0.2048, "X4": 0.56133, "Y4": 0.2048, "page": 0, "Index": 12}, {"Word": "pins", "Confidence": 0.987, "X1": 0.58, "Y1": 0.1912, "X2": 0.62267, "Y2": 0.191, "X3": 0.62133, "Y3": 0.2058, "X4": 0.58, "Y4": 0.2048, "page": 0, "Index": 13}, {"Word": "Physical", "Confidence": 0.941, "X1": 0.196, "Y1": 0.2182, "X2": 0.28, "Y2": 0.218, "X3": 0.27867, "Y3": 0.2348, "X4": 0.19467, "Y4": 0.2348, "page": 0, "Index": 14}, {"Word": "Properties:", "Confidence": 0.991, "X1": 0.284, "Y1": 0.2182, "X2": 0.4, "Y2": 0.218, "X3": 0.39867, "Y3": 0.2358, "X4": 0.284, "Y4": 0.2348, "page": 0, "Index": 15}, {"Word": "(PS", "Confidence": 0.998, "X1": 0.416, "Y1": 0.2182, "X2": 0.448, "Y2": 0.218, "X3": 0.44667, "Y3": 0.2358, "X4": 0.41467, "Y4": 0.2358, "page": 0, "Index": 16}, {"Word": "1694-76)", "Confidence": 0.95, "X1": 0.45467, "Y1": 0.2172, "X2": 0.53467, "Y2": 0.217, "X3": 0.53333, "Y3": 0.2358, "X4": 0.45333, "Y4": 0.2358, "page": 0, "Index": 17}, {"Word": "Length", "Confidence": 0.997, "X1": 0.21467, "Y1": 0.2482, "X2": 0.27867, "Y2": 0.248, "X3": 0.27733, "Y3": 0.2638, "X4": 0.21333, "Y4": 0.2628, "page": 0, "Index": 18}, {"Word": "of", "Confidence": 0.992, "X1": 0.28533, "Y1": 0.2482, "X2": 0.30933, "Y2": 0.248, "X3": 0.308, "Y3": 0.2638, "X4": 0.284, "Y4": 0.2638, "page": 0, "Index": 19}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.31467, "Y1": 0.2492, "X2": 0.40533, "Y2": 0.249, "X3": 0.40533, "Y3": 0.2638, "X4": 0.31333, "Y4": 0.2638, "page": 0, "Index": 20}, {"Word": "(mm)", "Confidence": 0.992, "X1": 0.41467, "Y1": 0.2492, "X2": 0.45733, "Y2": 0.249, "X3": 0.456, "Y3": 0.2638, "X4": 0.41467, "Y4": 0.2638, "page": 0, "Index": 21}, {"Word": "100", "Confidence": 0.998, "X1": 0.57067, "Y1": 0.2502, "X2": 0.60133, "Y2": 0.25, "X3": 0.60267, "Y3": 0.2638, "X4": 0.572, "Y4": 0.2638, "page": 0, "Index": 22}, {"Word": "Cigts/4", "Confidence": 0.995, "X1": 0.21733, "Y1": 0.2642, "X2": 0.288, "Y2": 0.264, "X3": 0.28667, "Y3": 0.2778, "X4": 0.216, "Y4": 0.2778, "page": 0, "Index": 23}, {"Word": "oz.", "Confidence": 0.902, "X1": 0.296, "Y1": 0.2642, "X2": 0.32667, "Y2": 0.264, "X3": 0.32667, "Y3": 0.2778, "X4": 0.29467, "Y4": 0.2778, "page": 0, "Index": 24}, {"Word": "-", "Confidence": 0.982, "X1": 0.336, "Y1": 0.2642, "X2": 0.34667, "Y2": 0.264, "X3": 0.34667, "Y3": 0.2778, "X4": 0.336, "Y4": 0.2778, "page": 0, "Index": 25}, {"Word": "Target", "Confidence": 0.997, "X1": 0.356, "Y1": 0.2652, "X2": 0.416, "Y2": 0.265, "X3": 0.416, "Y3": 0.2768, "X4": 0.35467, "Y4": 0.2778, "page": 0, "Index": 26}, {"Word": "117.5", "Confidence": 0.994, "X1": 0.57333, "Y1": 0.2642, "X2": 0.62133, "Y2": 0.264, "X3": 0.62, "Y3": 0.2778, "X4": 0.572, "Y4": 0.2778, "page": 0, "Index": 27}, {"Word": "Cigts/4", "Confidence": 0.996, "X1": 0.21867, "Y1": 0.2782, "X2": 0.288, "Y2": 0.278, "X3": 0.288, "Y3": 0.2928, "X4": 0.21733, "Y4": 0.2928, "page": 0, "Index": 28}, {"Word": "oz.", "Confidence": 0.998, "X1": 0.29467, "Y1": 0.2782, "X2": 0.32933, "Y2": 0.278, "X3": 0.328, "Y3": 0.2928, "X4": 0.29467, "Y4": 0.2928, "page": 0, "Index": 29}, {"Word": "-", "Confidence": 0.994, "X1": 0.336, "Y1": 0.2782, "X2": 0.34667, "Y2": 0.278, "X3": 0.34667, "Y3": 0.2928, "X4": 0.33467, "Y4": 0.2928, "page": 0, "Index": 30}, {"Word": "Actual", "Confidence": 0.994, "X1": 0.35467, "Y1": 0.2792, "X2": 0.41467, "Y2": 0.279, "X3": 0.41467, "Y3": 0.2928, "X4": 0.35467, "Y4": 0.2928, "page": 0, "Index": 31}, {"Word": "117.5", "Confidence": 0.994, "X1": 0.57067, "Y1": 0.2792, "X2": 0.62133, "Y2": 0.279, "X3": 0.62133, "Y3": 0.2928, "X4": 0.57067, "Y4": 0.2918, "page": 0, "Index": 32}, {"Word": "Moisture", "Confidence": 0.991, "X1": 0.216, "Y1": 0.2932, "X2": 0.296, "Y2": 0.293, "X3": 0.296, "Y3": 0.3078, "X4": 0.216, "Y4": 0.3068, "page": 0, "Index": 33}, {"Word": "(%)", "Confidence": 0.998, "X1": 0.30667, "Y1": 0.2932, "X2": 0.336, "Y2": 0.293, "X3": 0.33733, "Y3": 0.3078, "X4": 0.30667, "Y4": 0.3078, "page": 0, "Index": 34}, {"Word": "12.5", "Confidence": 0.994, "X1": 0.58267, "Y1": 0.2942, "X2": 0.62267, "Y2": 0.294, "X3": 0.62267, "Y3": 0.3068, "X4": 0.58267, "Y4": 0.3068, "page": 0, "Index": 35}, {"Word": "Circumference", "Confidence": 0.991, "X1": 0.216, "Y1": 0.3082, "X2": 0.34667, "Y2": 0.308, "X3": 0.34533, "Y3": 0.3228, "X4": 0.216, "Y4": 0.3218, "page": 0, "Index": 36}, {"Word": "(mm)", "Confidence": 0.674, "X1": 0.356, "Y1": 0.3082, "X2": 0.39467, "Y2": 0.308, "X3": 0.39333, "Y3": 0.3218, "X4": 0.35467, "Y4": 0.3228, "page": 0, "Index": 37}, {"Word": "24.4", "Confidence": 0.992, "X1": 0.58267, "Y1": 0.3082, "X2": 0.62267, "Y2": 0.308, "X3": 0.62267, "Y3": 0.3218, "X4": 0.58267, "Y4": 0.3218, "page": 0, "Index": 38}, {"Word": "Pressure", "Confidence": 0.994, "X1": 0.216, "Y1": 0.3232, "X2": 0.29467, "Y2": 0.323, "X3": 0.29467, "Y3": 0.3378, "X4": 0.216, "Y4": 0.3378, "page": 0, "Index": 39}, {"Word": "-Drop", "Confidence": 0.844, "X1": 0.29867, "Y1": 0.3232, "X2": 0.34667, "Y2": 0.323, "X3": 0.34533, "Y3": 0.3378, "X4": 0.29867, "Y4": 0.3378, "page": 0, "Index": 40}, {"Word": "-", "Confidence": 0.967, "X1": 0.356, "Y1": 0.3232, "X2": 0.36667, "Y2": 0.323, "X3": 0.36667, "Y3": 0.3378, "X4": 0.35467, "Y4": 0.3378, "page": 0, "Index": 41}, {"Word": "Cigt.", "Confidence": 0.96, "X1": 0.37467, "Y1": 0.3232, "X2": 0.428, "Y2": 0.323, "X3": 0.42667, "Y3": 0.3378, "X4": 0.37333, "Y4": 0.3378, "page": 0, "Index": 42}, {"Word": "13.4", "Confidence": 0.955, "X1": 0.58267, "Y1": 0.3232, "X2": 0.62133, "Y2": 0.323, "X3": 0.62133, "Y3": 0.3358, "X4": 0.58267, "Y4": 0.3358, "page": 0, "Index": 43}, {"Word": "(cm)", "Confidence": 0.987, "X1": 0.436, "Y1": 0.3222, "X2": 0.476, "Y2": 0.322, "X3": 0.47467, "Y3": 0.3388, "X4": 0.43467, "Y4": 0.3378, "page": 0, "Index": 44}, {"Word": "Pressure", "Confidence": 0.994, "X1": 0.21733, "Y1": 0.3382, "X2": 0.296, "Y2": 0.338, "X3": 0.296, "Y3": 0.3518, "X4": 0.21733, "Y4": 0.3508, "page": 0, "Index": 45}, {"Word": "Drop", "Confidence": 0.989, "X1": 0.304, "Y1": 0.3382, "X2": 0.34667, "Y2": 0.338, "X3": 0.34533, "Y3": 0.3528, "X4": 0.304, "Y4": 0.3518, "page": 0, "Index": 46}, {"Word": "-", "Confidence": 0.994, "X1": 0.356, "Y1": 0.3382, "X2": 0.36667, "Y2": 0.338, "X3": 0.36533, "Y3": 0.3528, "X4": 0.35467, "Y4": 0.3528, "page": 0, "Index": 47}, {"Word": "Tip", "Confidence": 0.995, "X1": 0.37467, "Y1": 0.3382, "X2": 0.404, "Y2": 0.338, "X3": 0.404, "Y3": 0.3528, "X4": 0.37333, "Y4": 0.3528, "page": 0, "Index": 48}, {"Word": "(cm)", "Confidence": 0.991, "X1": 0.41467, "Y1": 0.3372, "X2": 0.45733, "Y2": 0.337, "X3": 0.456, "Y3": 0.3528, "X4": 0.41467, "Y4": 0.3528, "page": 0, "Index": 49}, {"Word": "11.1", "Confidence": 0.795, "X1": 0.58267, "Y1": 0.3382, "X2": 0.62133, "Y2": 0.338, "X3": 0.62133, "Y3": 0.3508, "X4": 0.58267, "Y4": 0.3508, "page": 0, "Index": 50}, {"Word": "Ventilation", "Confidence": 0.941, "X1": 0.22133, "Y1": 0.3522, "X2": 0.32667, "Y2": 0.352, "X3": 0.32667, "Y3": 0.3668, "X4": 0.22133, "Y4": 0.3668, "page": 0, "Index": 51}, {"Word": "(%)", "Confidence": 0.998, "X1": 0.336, "Y1": 0.3512, "X2": 0.368, "Y2": 0.351, "X3": 0.368, "Y3": 0.3668, "X4": 0.336, "Y4": 0.3668, "page": 0, "Index": 52}, {"Word": "45", "Confidence": 0.995, "X1": 0.58267, "Y1": 0.3542, "X2": 0.60267, "Y2": 0.354, "X3": 0.60133, "Y3": 0.3658, "X4": 0.58133, "Y4": 0.3648, "page": 0, "Index": 53}, {"Word": "Resample", "Confidence": 0.677, "X1": 0.71867, "Y1": 0.3692, "X2": 0.79867, "Y2": 0.369, "X3": 0.79867, "Y3": 0.3838, "X4": 0.71733, "Y4": 0.3828, "page": 0, "Index": 54}, {"Word": "$76-1281", "Confidence": 0.632, "X1": 0.72, "Y1": 0.3832, "X2": 0.8, "Y2": 0.383, "X3": 0.80133, "Y3": 0.3978, "X4": 0.72, "Y4": 0.3988, "page": 0, "Index": 55}, {"Word": "Smoke", "Confidence": 0.997, "X1": 0.19733, "Y1": 0.3812, "X2": 0.24933, "Y2": 0.381, "X3": 0.24933, "Y3": 0.3988, "X4": 0.19733, "Y4": 0.3998, "page": 0, "Index": 56}, {"Word": "Analysis:", "Confidence": 0.958, "X1": 0.25467, "Y1": 0.3812, "X2": 0.34267, "Y2": 0.381, "X3": 0.34267, "Y3": 0.3988, "X4": 0.25467, "Y4": 0.3988, "page": 0, "Index": 57}, {"Word": ".", "Confidence": 0.106, "X1": 0.348, "Y1": 0.3812, "X2": 0.35867, "Y2": 0.381, "X3": 0.35867, "Y3": 0.3988, "X4": 0.348, "Y4": 0.3988, "page": 0, "Index": 58}, {"Word": "$76-1275", "Confidence": 0.639, "X1": 0.364, "Y1": 0.3812, "X2": 0.44667, "Y2": 0.381, "X3": 0.44667, "Y3": 0.3988, "X4": 0.36267, "Y4": 0.3988, "page": 0, "Index": 59}, {"Word": "(10", "Confidence": 0.997, "X1": 0.45333, "Y1": 0.3812, "X2": 0.48533, "Y2": 0.381, "X3": 0.48533, "Y3": 0.3988, "X4": 0.45333, "Y4": 0.3988, "page": 0, "Index": 60}, {"Word": "port)", "Confidence": 0.997, "X1": 0.49067, "Y1": 0.3822, "X2": 0.54667, "Y2": 0.382, "X3": 0.54667, "Y3": 0.3988, "X4": 0.49067, "Y4": 0.3988, "page": 0, "Index": 61}, {"Word": "Length", "Confidence": 0.994, "X1": 0.21733, "Y1": 0.4112, "X2": 0.27867, "Y2": 0.411, "X3": 0.27733, "Y3": 0.4268, "X4": 0.216, "Y4": 0.4258, "page": 0, "Index": 62}, {"Word": "Smoked", "Confidence": 0.997, "X1": 0.284, "Y1": 0.4102, "X2": 0.34533, "Y2": 0.41, "X3": 0.344, "Y3": 0.4268, "X4": 0.284, "Y4": 0.4268, "page": 0, "Index": 63}, {"Word": ".", "Confidence": 0.61, "X1": 0.34933, "Y1": 0.4102, "X2": 0.35333, "Y2": 0.41, "X3": 0.352, "Y3": 0.4268, "X4": 0.34933, "Y4": 0.4268, "page": 0, "Index": 64}, {"Word": "(mm)", "Confidence": 0.981, "X1": 0.35733, "Y1": 0.4112, "X2": 0.39867, "Y2": 0.411, "X3": 0.39733, "Y3": 0.4278, "X4": 0.356, "Y4": 0.4268, "page": 0, "Index": 65}, {"Word": "62", "Confidence": 0.998, "X1": 0.58133, "Y1": 0.4132, "X2": 0.60267, "Y2": 0.413, "X3": 0.60267, "Y3": 0.4268, "X4": 0.58, "Y4": 0.4258, "page": 0, "Index": 66}, {"Word": "61", "Confidence": 0.998, "X1": 0.74933, "Y1": 0.4122, "X2": 0.76933, "Y2": 0.412, "X3": 0.76933, "Y3": 0.4268, "X4": 0.74933, "Y4": 0.4268, "page": 0, "Index": 67}, {"Word": "Puffs/Cigt.", "Confidence": 0.993, "X1": 0.21733, "Y1": 0.4282, "X2": 0.32933, "Y2": 0.428, "X3": 0.328, "Y3": 0.4428, "X4": 0.21867, "Y4": 0.4408, "page": 0, "Index": 68}, {"Word": "7.6", "Confidence": 0.998, "X1": 0.59067, "Y1": 0.4262, "X2": 0.62133, "Y2": 0.426, "X3": 0.62133, "Y3": 0.4408, "X4": 0.592, "Y4": 0.4408, "page": 0, "Index": 69}, {"Word": "7.8", "Confidence": 0.995, "X1": 0.75867, "Y1": 0.4252, "X2": 0.788, "Y2": 0.425, "X3": 0.78933, "Y3": 0.4398, "X4": 0.76, "Y4": 0.4408, "page": 0, "Index": 70}, {"Word": "TPM", "Confidence": 0.998, "X1": 0.21733, "Y1": 0.4412, "X2": 0.248, "Y2": 0.441, "X3": 0.248, "Y3": 0.4578, "X4": 0.216, "Y4": 0.4568, "page": 0, "Index": 71}, {"Word": "5.4", "Confidence": 0.97, "X1": 0.59067, "Y1": 0.4412, "X2": 0.62267, "Y2": 0.441, "X3": 0.62267, "Y3": 0.4558, "X4": 0.59067, "Y4": 0.4548, "page": 0, "Index": 72}, {"Word": "5.2", "Confidence": 0.991, "X1": 0.76, "Y1": 0.4422, "X2": 0.788, "Y2": 0.442, "X3": 0.788, "Y3": 0.4548, "X4": 0.76, "Y4": 0.4548, "page": 0, "Index": 73}, {"Word": "(mg/cigt)", "Confidence": 0.992, "X1": 0.30533, "Y1": 0.4402, "X2": 0.396, "Y2": 0.44, "X3": 0.396, "Y3": 0.4588, "X4": 0.30533, "Y4": 0.4578, "page": 0, "Index": 74}, {"Word": "(mg/puff)", "Confidence": 0.954, "X1": 0.31067, "Y1": 0.4542, "X2": 0.39467, "Y2": 0.454, "X3": 0.396, "Y3": 0.4718, "X4": 0.31067, "Y4": 0.4728, "page": 0, "Index": 75}, {"Word": "0.71", "Confidence": 0.982, "X1": 0.59067, "Y1": 0.4562, "X2": 0.63067, "Y2": 0.456, "X3": 0.63067, "Y3": 0.4708, "X4": 0.59067, "Y4": 0.4708, "page": 0, "Index": 76}, {"Word": "0.67", "Confidence": 0.987, "X1": 0.75867, "Y1": 0.4582, "X2": 0.8, "Y2": 0.458, "X3": 0.8, "Y3": 0.4718, "X4": 0.75867, "Y4": 0.4708, "page": 0, "Index": 77}, {"Word": "Mollie", "Confidence": 0.111, "X1": 0.76133, "Y1": 0.5012, "X2": 0.892, "Y2": 0.501, "X3": 0.90133, "Y3": 0.5528, "X4": 0.77067, "Y4": 0.5668, "page": 0, "Index": 78}, {"Word": "PRC:pgb", "Confidence": 0.991, "X1": 0.196, "Y1": 0.6622, "X2": 0.268, "Y2": 0.662, "X3": 0.26667, "Y3": 0.6778, "X4": 0.196, "Y4": 0.6758, "page": 0, "Index": 79}, {"Word": "cc:", "Confidence": 0.907, "X1": 0.19733, "Y1": 0.6922, "X2": 0.22933, "Y2": 0.692, "X3": 0.228, "Y3": 0.7068, "X4": 0.19733, "Y4": 0.7068, "page": 0, "Index": 80}, {"Word": ".", "Confidence": 0.383, "X1": 0.23467, "Y1": 0.6922, "X2": 0.24133, "Y2": 0.692, "X3": 0.24, "Y3": 0.7068, "X4": 0.23333, "Y4": 0.7068, "page": 0, "Index": 81}, {"Word": "RSS-RMI", "Confidence": 0.994, "X1": 0.24533, "Y1": 0.6912, "X2": 0.31867, "Y2": 0.691, "X3": 0.31733, "Y3": 0.7058, "X4": 0.244, "Y4": 0.7068, "page": 0, "Index": 82}, {"Word": "RDC-EPB", "Confidence": 0.995, "X1": 0.24667, "Y1": 0.7062, "X2": 0.316, "Y2": 0.706, "X3": 0.316, "Y3": 0.7198, "X4": 0.24533, "Y4": 0.7208, "page": 0, "Index": 83}, {"Word": "ECC", "Confidence": 0.994, "X1": 0.24533, "Y1": 0.7192, "X2": 0.27733, "Y2": 0.719, "X3": 0.27733, "Y3": 0.7338, "X4": 0.24533, "Y4": 0.7338, "page": 0, "Index": 84}, {"Word": "JFA", "Confidence": 0.996, "X1": 0.24667, "Y1": 0.7332, "X2": 0.27867, "Y2": 0.733, "X3": 0.27867, "Y3": 0.7488, "X4": 0.248, "Y4": 0.7488, "page": 0, "Index": 85}, {"Word": "PHL", "Confidence": 0.994, "X1": 0.244, "Y1": 0.7492, "X2": 0.27733, "Y2": 0.749, "X3": 0.27733, "Y3": 0.7648, "X4": 0.244, "Y4": 0.7648, "page": 0, "Index": 86}, {"Word": "TPP", "Confidence": 0.998, "X1": 0.24533, "Y1": 0.7632, "X2": 0.27467, "Y2": 0.763, "X3": 0.27467, "Y3": 0.7788, "X4": 0.24667, "Y4": 0.7798, "page": 0, "Index": 87}, {"Word": "PRC", "Confidence": 0.995, "X1": 0.244, "Y1": 0.7772, "X2": 0.276, "Y2": 0.777, "X3": 0.276, "Y3": 0.7918, "X4": 0.24533, "Y4": 0.7928, "page": 0, "Index": 88}, {"Word": "WRT", "Confidence": 0.63, "X1": 0.24533, "Y1": 0.7912, "X2": 0.276, "Y2": 0.791, "X3": 0.27467, "Y3": 0.8098, "X4": 0.24533, "Y4": 0.8088, "page": 0, "Index": 89}, {"Word": "RCB", "Confidence": 0.992, "X1": 0.24667, "Y1": 0.8052, "X2": 0.276, "Y2": 0.805, "X3": 0.276, "Y3": 0.8228, "X4": 0.24667, "Y4": 0.8228, "page": 0, "Index": 90}]}
"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"
ffbg0065
8
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.8535, "X1": 0.044, "Y1": 0.09184, "X2": 0.141, "Y2": 0.09164, "X3": 0.141, "Y3": 0.10627, "X4": 0.044, "Y4": 0.10627, "page": 0}, {"Word": "Male preliminary group assignments", "Confidence": 0.78525, "X1": 0.415, "Y1": 0.09589, "X2": 0.652, "Y2": 0.09569, "X3": 0.652, "Y3": 0.11166, "X4": 0.415, "Y4": 0.11031, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.797, "X1": 0.821, "Y1": 0.09993, "X2": 0.948, "Y2": 0.09973, "X3": 0.948, "Y3": 0.11301, "X4": 0.821, "Y4": 0.11166, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.71033, "X1": 0.044, "Y1": 0.10802, "X2": 0.239, "Y2": 0.10782, "X3": 0.239, "Y3": 0.12244, "X4": 0.044, "Y4": 0.12109, "page": 0}, {"Word": "study: TOX-035", "Confidence": 0.993, "X1": 0.485, "Y1": 0.11206, "X2": 0.583, "Y2": 0.11186, "X3": 0.583, "Y3": 0.12514, "X4": 0.485, "Y4": 0.12514, "page": 0}, {"Word": "Page: 1", "Confidence": 0.848, "X1": 0.835, "Y1": 0.11476, "X2": 0.884, "Y2": 0.11456, "X3": 0.884, "Y3": 0.12783, "X4": 0.835, "Y4": 0.12648, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.9655, "X1": 0.044, "Y1": 0.12149, "X2": 0.143, "Y2": 0.12129, "X3": 0.142, "Y3": 0.13727, "X4": 0.044, "Y4": 0.13592, "page": 0}, {"Word": "WINSTON-SALEM, NORTH CAROLINA 27102", "Confidence": 0.68275, "X1": 0.044, "Y1": 0.13767, "X2": 0.286, "Y2": 0.13747, "X3": 0.286, "Y3": 0.15209, "X4": 0.044, "Y4": 0.15209, "page": 0}, {"Word": "Animal Numbers", "Confidence": 0.751, "X1": 0.057, "Y1": 0.16732, "X2": 0.157, "Y2": 0.16712, "X3": 0.157, "Y3": 0.18174, "X4": 0.057, "Y4": 0.18039, "page": 0}, {"Word": "Body Weight", "Confidence": 0.7385, "X1": 0.174, "Y1": 0.16732, "X2": 0.254, "Y2": 0.16712, "X3": 0.254, "Y3": 0.18174, "X4": 0.174, "Y4": 0.18174, "page": 0}, {"Word": "Dos. Group", "Confidence": 0.7885, "X1": 0.264, "Y1": 0.17001, "X2": 0.337, "Y2": 0.16981, "X3": 0.337, "Y3": 0.18309, "X4": 0.264, "Y4": 0.18174, "page": 0}, {"Word": "-", "Confidence": 0.879, "X1": 0.346, "Y1": 0.18484, "X2": 0.346, "Y2": 0.18464, "X3": 0.341, "Y3": 0.18309, "X4": 0.34, "Y4": 0.16961, "page": 0}, {"Word": "Animal Numbers", "Confidence": 0.501, "X1": 0.358, "Y1": 0.17001, "X2": 0.464, "Y2": 0.16981, "X3": 0.464, "Y3": 0.18444, "X4": 0.358, "Y4": 0.18309, "page": 0}, {"Word": "Body Weight Dose Group", "Confidence": 0.906, "X1": 0.477, "Y1": 0.17136, "X2": 0.643, "Y2": 0.17116, "X3": 0.643, "Y3": 0.18578, "X4": 0.477, "Y4": 0.18444, "page": 0}, {"Word": "Animal Numbers", "Confidence": 0.612, "X1": 0.654, "Y1": 0.17136, "X2": 0.765, "Y2": 0.17116, "X3": 0.765, "Y3": 0.18713, "X4": 0.654, "Y4": 0.18713, "page": 0}, {"Word": "Body Weight", "Confidence": 0.7395, "X1": 0.779, "Y1": 0.17271, "X2": 0.858, "Y2": 0.17251, "X3": 0.858, "Y3": 0.18713, "X4": 0.779, "Y4": 0.18713, "page": 0}, {"Word": "Protest", "Confidence": 0.556, "X1": 0.049, "Y1": 0.18214, "X2": 0.101, "Y2": 0.18194, "X3": 0.101, "Y3": 0.19522, "X4": 0.049, "Y4": 0.19522, "page": 0}, {"Word": "study", "Confidence": 0.991, "X1": 0.126, "Y1": 0.18349, "X2": 0.161, "Y2": 0.18329, "X3": 0.161, "Y3": 0.19657, "X4": 0.126, "Y4": 0.19522, "page": 0}, {"Word": "(grass )", "Confidence": 0.635, "X1": 0.189, "Y1": 0.18349, "X2": 0.237, "Y2": 0.18329, "X3": 0.237, "Y3": 0.19657, "X4": 0.189, "Y4": 0.19657, "page": 0}, {"Word": "Assignment", "Confidence": 0.602, "X1": 0.262, "Y1": 0.18484, "X2": 0.335, "Y2": 0.18464, "X3": 0.335, "Y3": 0.19791, "X4": 0.262, "Y4": 0.19657, "page": 0}, {"Word": "protest", "Confidence": 0.63, "X1": 0.348, "Y1": 0.18484, "X2": 0.406, "Y2": 0.18464, "X3": 0.405, "Y3": 0.19791, "X4": 0.348, "Y4": 0.19657, "page": 0}, {"Word": "Dose Group", "Confidence": 0.6715, "X1": 0.865, "Y1": 0.1754, "X2": 0.94, "Y2": 0.1752, "X3": 0.94, "Y3": 0.18848, "X4": 0.865, "Y4": 0.18578, "page": 0}, {"Word": "Study", "Confidence": 0.962, "X1": 0.429, "Y1": 0.18618, "X2": 0.464, "Y2": 0.18598, "X3": 0.464, "Y3": 0.19926, "X4": 0.429, "Y4": 0.19791, "page": 0}, {"Word": "(grams)", "Confidence": 0.309, "X1": 0.492, "Y1": 0.18618, "X2": 0.54, "Y2": 0.18598, "X3": 0.54, "Y3": 0.19926, "X4": 0.492, "Y4": 0.19926, "page": 0}, {"Word": "Assignment", "Confidence": 0.585, "X1": 0.567, "Y1": 0.18753, "X2": 0.638, "Y2": 0.18733, "X3": 0.638, "Y3": 0.20061, "X4": 0.567, "Y4": 0.19926, "page": 0}, {"Word": "--", "Confidence": 0.848, "X1": 0.651, "Y1": 0.20101, "X2": 0.651, "Y2": 0.20081, "X3": 0.644, "Y3": 0.20061, "X4": 0.645, "Y4": 0.17096, "page": 0}, {"Word": "Protest", "Confidence": 0.638, "X1": 0.654, "Y1": 0.18753, "X2": 0.707, "Y2": 0.18733, "X3": 0.707, "Y3": 0.20061, "X4": 0.654, "Y4": 0.19926, "page": 0}, {"Word": "Study", "Confidence": 0.997, "X1": 0.733, "Y1": 0.19023, "X2": 0.768, "Y2": 0.19003, "X3": 0.768, "Y3": 0.20196, "X4": 0.732, "Y4": 0.19926, "page": 0}, {"Word": "(grams)", "Confidence": 0.666, "X1": 0.795, "Y1": 0.18753, "X2": 0.841, "Y2": 0.18733, "X3": 0.841, "Y3": 0.20196, "X4": 0.795, "Y4": 0.20196, "page": 0}, {"Word": "Assignment", "Confidence": 0.601, "X1": 0.869, "Y1": 0.18888, "X2": 0.94, "Y2": 0.18868, "X3": 0.94, "Y3": 0.2033, "X4": 0.869, "Y4": 0.20196, "page": 0}, {"Word": "42", "Confidence": 0.615, "X1": 0.087, "Y1": 0.21179, "X2": 0.099, "Y2": 0.21159, "X3": 0.098, "Y3": 0.22622, "X4": 0.086, "Y4": 0.22622, "page": 0}, {"Word": "1", "Confidence": 0.67, "X1": 0.152, "Y1": 0.21449, "X2": 0.162, "Y2": 0.21429, "X3": 0.161, "Y3": 0.22487, "X4": 0.152, "Y4": 0.22487, "page": 0}, {"Word": "302.20", "Confidence": 0.997, "X1": 0.187, "Y1": 0.21179, "X2": 0.229, "Y2": 0.21159, "X3": 0.229, "Y3": 0.22622, "X4": 0.186, "Y4": 0.22487, "page": 0}, {"Word": "1", "Confidence": 0.963, "X1": 0.305, "Y1": 0.21583, "X2": 0.314, "Y2": 0.21563, "X3": 0.314, "Y3": 0.22622, "X4": 0.305, "Y4": 0.22622, "page": 0}, {"Word": "3 0", "Confidence": 0.496, "X1": 0.388, "Y1": 0.21449, "X2": 0.401, "Y2": 0.21429, "X3": 0.4, "Y3": 0.22622, "X4": 0.388, "Y4": 0.22622, "page": 0}, {"Word": "19", "Confidence": 0.997, "X1": 0.45, "Y1": 0.21583, "X2": 0.464, "Y2": 0.21563, "X3": 0.463, "Y3": 0.22756, "X4": 0.45, "Y4": 0.22756, "page": 0}, {"Word": "289.90", "Confidence": 0.983, "X1": 0.491, "Y1": 0.21449, "X2": 0.532, "Y2": 0.21429, "X3": 0.532, "Y3": 0.22756, "X4": 0.491, "Y4": 0.22622, "page": 0}, {"Word": "29", "Confidence": 0.682, "X1": 0.69, "Y1": 0.21583, "X2": 0.704, "Y2": 0.21563, "X3": 0.703, "Y3": 0.22756, "X4": 0.69, "Y4": 0.22891, "page": 0}, {"Word": "37", "Confidence": 0.998, "X1": 0.752, "Y1": 0.21718, "X2": 0.768, "Y2": 0.21698, "X3": 0.767, "Y3": 0.22756, "X4": 0.752, "Y4": 0.22756, "page": 0}, {"Word": "-", "Confidence": 0.926, "X1": 0.65, "Y1": 0.22931, "X2": 0.65, "Y2": 0.22911, "X3": 0.644, "Y3": 0.22891, "X4": 0.644, "Y4": 0.21409, "page": 0}, {"Word": "346.90", "Confidence": 0.976, "X1": 0.794, "Y1": 0.21718, "X2": 0.837, "Y2": 0.21698, "X3": 0.837, "Y3": 0.22891, "X4": 0.794, "Y4": 0.22891, "page": 0}, {"Word": "15", "Confidence": 0.955, "X1": 0.087, "Y1": 0.22527, "X2": 0.101, "Y2": 0.22507, "X3": 0.1, "Y3": 0.23969, "X4": 0.086, "Y4": 0.23969, "page": 0}, {"Word": "319.10", "Confidence": 0.995, "X1": 0.187, "Y1": 0.22796, "X2": 0.229, "Y2": 0.22776, "X3": 0.229, "Y3": 0.23969, "X4": 0.187, "Y4": 0.23834, "page": 0}, {"Word": "33", "Confidence": 0.998, "X1": 0.388, "Y1": 0.22931, "X2": 0.402, "Y2": 0.22911, "X3": 0.401, "Y3": 0.24239, "X4": 0.388, "Y4": 0.24239, "page": 0}, {"Word": "20", "Confidence": 0.996, "X1": 0.448, "Y1": 0.22796, "X2": 0.465, "Y2": 0.22776, "X3": 0.465, "Y3": 0.24104, "X4": 0.448, "Y4": 0.24104, "page": 0}, {"Word": "315.00", "Confidence": 0.993, "X1": 0.489, "Y1": 0.22796, "X2": 0.533, "Y2": 0.22776, "X3": 0.533, "Y3": 0.24239, "X4": 0.489, "Y4": 0.24239, "page": 0}, {"Word": "25", "Confidence": 0.992, "X1": 0.689, "Y1": 0.22931, "X2": 0.705, "Y2": 0.22911, "X3": 0.705, "Y3": 0.24374, "X4": 0.689, "Y4": 0.24374, "page": 0}, {"Word": "38", "Confidence": 0.906, "X1": 0.751, "Y1": 0.23066, "X2": 0.768, "Y2": 0.23046, "X3": 0.768, "Y3": 0.24239, "X4": 0.751, "Y4": 0.24239, "page": 0}, {"Word": "356.90", "Confidence": 0.993, "X1": 0.794, "Y1": 0.23201, "X2": 0.837, "Y2": 0.23181, "X3": 0.837, "Y3": 0.24239, "X4": 0.793, "Y4": 0.24239, "page": 0}, {"Word": "13", "Confidence": 0.976, "X1": 0.087, "Y1": 0.24009, "X2": 0.101, "Y2": 0.23989, "X3": 0.1, "Y3": 0.25452, "X4": 0.087, "Y4": 0.25317, "page": 0}, {"Word": "3", "Confidence": 0.903, "X1": 0.152, "Y1": 0.24144, "X2": 0.163, "Y2": 0.24124, "X3": 0.162, "Y3": 0.25317, "X4": 0.151, "Y4": 0.25317, "page": 0}, {"Word": "346.10", "Confidence": 0.991, "X1": 0.187, "Y1": 0.24279, "X2": 0.229, "Y2": 0.24259, "X3": 0.229, "Y3": 0.25452, "X4": 0.187, "Y4": 0.25452, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.305, "Y1": 0.24279, "X2": 0.314, "Y2": 0.24259, "X3": 0.314, "Y3": 0.25586, "X4": 0.304, "Y4": 0.25586, "page": 0}, {"Word": "23", "Confidence": 0.987, "X1": 0.387, "Y1": 0.24009, "X2": 0.403, "Y2": 0.23989, "X3": 0.403, "Y3": 0.25452, "X4": 0.388, "Y4": 0.25452, "page": 0}, {"Word": "21", "Confidence": 0.998, "X1": 0.449, "Y1": 0.24279, "X2": 0.465, "Y2": 0.24259, "X3": 0.464, "Y3": 0.25586, "X4": 0.449, "Y4": 0.25452, "page": 0}, {"Word": "294.00", "Confidence": 0.995, "X1": 0.492, "Y1": 0.24279, "X2": 0.532, "Y2": 0.24259, "X3": 0.532, "Y3": 0.25586, "X4": 0.492, "Y4": 0.25586, "page": 0}, {"Word": "37", "Confidence": 0.997, "X1": 0.689, "Y1": 0.24279, "X2": 0.707, "Y2": 0.24259, "X3": 0.707, "Y3": 0.25721, "X4": 0.689, "Y4": 0.25721, "page": 0}, {"Word": "39", "Confidence": 0.957, "X1": 0.751, "Y1": 0.24548, "X2": 0.768, "Y2": 0.24528, "X3": 0.767, "Y3": 0.25721, "X4": 0.751, "Y4": 0.25721, "page": 0}, {"Word": "4", "Confidence": 0.956, "X1": 0.151, "Y1": 0.25626, "X2": 0.163, "Y2": 0.25606, "X3": 0.162, "Y3": 0.26799, "X4": 0.151, "Y4": 0.26799, "page": 0}, {"Word": "296.50", "Confidence": 0.967, "X1": 0.794, "Y1": 0.24683, "X2": 0.837, "Y2": 0.24663, "X3": 0.837, "Y3": 0.25856, "X4": 0.794, "Y4": 0.25856, "page": 0}, {"Word": "317.60", "Confidence": 0.994, "X1": 0.187, "Y1": 0.25626, "X2": 0.229, "Y2": 0.25606, "X3": 0.229, "Y3": 0.26934, "X4": 0.187, "Y4": 0.26934, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.305, "Y1": 0.25761, "X2": 0.314, "Y2": 0.25741, "X3": 0.314, "Y3": 0.26934, "X4": 0.305, "Y4": 0.26934, "page": 0}, {"Word": "3", "Confidence": 0.994, "X1": 0.392, "Y1": 0.25761, "X2": 0.405, "Y2": 0.25741, "X3": 0.405, "Y3": 0.27069, "X4": 0.392, "Y4": 0.27204, "page": 0}, {"Word": "22", "Confidence": 0.821, "X1": 0.448, "Y1": 0.25761, "X2": 0.465, "Y2": 0.25741, "X3": 0.465, "Y3": 0.27069, "X4": 0.448, "Y4": 0.27069, "page": 0}, {"Word": "312.50", "Confidence": 0.97, "X1": 0.491, "Y1": 0.25896, "X2": 0.532, "Y2": 0.25876, "X3": 0.532, "Y3": 0.27069, "X4": 0.491, "Y4": 0.27069, "page": 0}, {"Word": "16", "Confidence": 0.998, "X1": 0.69, "Y1": 0.25896, "X2": 0.706, "Y2": 0.25876, "X3": 0.706, "Y3": 0.27204, "X4": 0.691, "Y4": 0.27338, "page": 0}, {"Word": "40", "Confidence": 0.987, "X1": 0.753, "Y1": 0.26031, "X2": 0.768, "Y2": 0.26011, "X3": 0.767, "Y3": 0.27204, "X4": 0.753, "Y4": 0.27204, "page": 0}, {"Word": "320.90", "Confidence": 0.995, "X1": 0.794, "Y1": 0.26166, "X2": 0.836, "Y2": 0.26146, "X3": 0.836, "Y3": 0.27338, "X4": 0.794, "Y4": 0.27338, "page": 0}, {"Word": "....", "Confidence": 0.367, "X1": 0.917, "Y1": 0.27513, "X2": 0.916, "Y2": 0.27493, "X3": 0.91, "Y3": 0.27338, "X4": 0.911, "Y4": 0.21813, "page": 0}, {"Word": "18", "Confidence": 0.997, "X1": 0.085, "Y1": 0.26839, "X2": 0.1, "Y2": 0.26819, "X3": 0.1, "Y3": 0.28282, "X4": 0.085, "Y4": 0.28417, "page": 0}, {"Word": "5", "Confidence": 0.93, "X1": 0.151, "Y1": 0.27109, "X2": 0.164, "Y2": 0.27089, "X3": 0.163, "Y3": 0.28282, "X4": 0.15, "Y4": 0.28282, "page": 0}, {"Word": "358.20", "Confidence": 0.996, "X1": 0.188, "Y1": 0.27109, "X2": 0.229, "Y2": 0.27089, "X3": 0.229, "Y3": 0.28282, "X4": 0.188, "Y4": 0.28282, "page": 0}, {"Word": "1", "Confidence": 0.994, "X1": 0.305, "Y1": 0.27378, "X2": 0.314, "Y2": 0.27358, "X3": 0.314, "Y3": 0.28417, "X4": 0.305, "Y4": 0.28417, "page": 0}, {"Word": "8", "Confidence": 0.896, "X1": 0.391, "Y1": 0.27109, "X2": 0.406, "Y2": 0.27089, "X3": 0.405, "Y3": 0.28417, "X4": 0.391, "Y4": 0.28551, "page": 0}, {"Word": "23", "Confidence": 0.994, "X1": 0.448, "Y1": 0.27109, "X2": 0.464, "Y2": 0.27089, "X3": 0.464, "Y3": 0.28551, "X4": 0.448, "Y4": 0.28551, "page": 0}, {"Word": "354.80", "Confidence": 0.942, "X1": 0.49, "Y1": 0.27378, "X2": 0.532, "Y2": 0.27358, "X3": 0.532, "Y3": 0.28551, "X4": 0.49, "Y4": 0.28551, "page": 0}, {"Word": "50", "Confidence": 0.833, "X1": 0.085, "Y1": 0.28322, "X2": 0.1, "Y2": 0.28302, "X3": 0.1, "Y3": 0.2963, "X4": 0.085, "Y4": 0.29764, "page": 0}, {"Word": "6", "Confidence": 0.981, "X1": 0.151, "Y1": 0.28591, "X2": 0.164, "Y2": 0.28571, "X3": 0.163, "Y3": 0.29764, "X4": 0.151, "Y4": 0.29764, "page": 0}, {"Word": "304.80", "Confidence": 0.948, "X1": 0.187, "Y1": 0.28591, "X2": 0.228, "Y2": 0.28571, "X3": 0.228, "Y3": 0.29764, "X4": 0.187, "Y4": 0.29764, "page": 0}, {"Word": "40", "Confidence": 0.991, "X1": 0.689, "Y1": 0.27378, "X2": 0.705, "Y2": 0.27358, "X3": 0.705, "Y3": 0.28821, "X4": 0.689, "Y4": 0.28821, "page": 0}, {"Word": "389.80", "Confidence": 0.866, "X1": 0.793, "Y1": 0.27648, "X2": 0.835, "Y2": 0.27628, "X3": 0.835, "Y3": 0.28821, "X4": 0.793, "Y4": 0.28686, "page": 0}, {"Word": "Deleted", "Confidence": 0.606, "X1": 0.882, "Y1": 0.27513, "X2": 0.932, "Y2": 0.27493, "X3": 0.932, "Y3": 0.29091, "X4": 0.882, "Y4": 0.28956, "page": 0}, {"Word": "2", "Confidence": 0.959, "X1": 0.304, "Y1": 0.28861, "X2": 0.314, "Y2": 0.28841, "X3": 0.314, "Y3": 0.29899, "X4": 0.304, "Y4": 0.29899, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.39, "Y1": 0.28726, "X2": 0.405, "Y2": 0.28706, "X3": 0.404, "Y3": 0.30034, "X4": 0.39, "Y4": 0.30169, "page": 0}, {"Word": "24", "Confidence": 0.995, "X1": 0.448, "Y1": 0.28726, "X2": 0.464, "Y2": 0.28706, "X3": 0.464, "Y3": 0.30034, "X4": 0.448, "Y4": 0.30034, "page": 0}, {"Word": "343.90", "Confidence": 0.851, "X1": 0.491, "Y1": 0.28861, "X2": 0.532, "Y2": 0.28841, "X3": 0.532, "Y3": 0.29899, "X4": 0.491, "Y4": 0.29899, "page": 0}, {"Word": "5", "Confidence": 0.367, "X1": 0.609, "Y1": 0.28996, "X2": 0.615, "Y2": 0.28976, "X3": 0.615, "Y3": 0.29899, "X4": 0.609, "Y4": 0.29899, "page": 0}, {"Word": "52", "Confidence": 0.747, "X1": 0.689, "Y1": 0.28726, "X2": 0.706, "Y2": 0.28706, "X3": 0.706, "Y3": 0.30169, "X4": 0.689, "Y4": 0.30303, "page": 0}, {"Word": "382.60", "Confidence": 0.991, "X1": 0.793, "Y1": 0.28996, "X2": 0.836, "Y2": 0.28976, "X3": 0.836, "Y3": 0.30169, "X4": 0.793, "Y4": 0.30303, "page": 0}, {"Word": "Deleted", "Confidence": 0.615, "X1": 0.882, "Y1": 0.29131, "X2": 0.931, "Y2": 0.29111, "X3": 0.931, "Y3": 0.30438, "X4": 0.882, "Y4": 0.30303, "page": 0}, {"Word": "43", "Confidence": 0.979, "X1": 0.085, "Y1": 0.2967, "X2": 0.1, "Y2": 0.2965, "X3": 0.1, "Y3": 0.31112, "X4": 0.087, "Y4": 0.31382, "page": 0}, {"Word": "7", "Confidence": 0.995, "X1": 0.152, "Y1": 0.30074, "X2": 0.163, "Y2": 0.30054, "X3": 0.163, "Y3": 0.31247, "X4": 0.151, "Y4": 0.31247, "page": 0}, {"Word": "301.60", "Confidence": 0.991, "X1": 0.187, "Y1": 0.30074, "X2": 0.228, "Y2": 0.30054, "X3": 0.228, "Y3": 0.31247, "X4": 0.187, "Y4": 0.31112, "page": 0}, {"Word": "2", "Confidence": 0.857, "X1": 0.305, "Y1": 0.30209, "X2": 0.313, "Y2": 0.30189, "X3": 0.313, "Y3": 0.31247, "X4": 0.305, "Y4": 0.31382, "page": 0}, {"Word": "26", "Confidence": 0.997, "X1": 0.387, "Y1": 0.30074, "X2": 0.402, "Y2": 0.30054, "X3": 0.402, "Y3": 0.31516, "X4": 0.387, "Y4": 0.31651, "page": 0}, {"Word": "25", "Confidence": 0.993, "X1": 0.447, "Y1": 0.30074, "X2": 0.464, "Y2": 0.30054, "X3": 0.464, "Y3": 0.31516, "X4": 0.447, "Y4": 0.31516, "page": 0}, {"Word": "338.30", "Confidence": 0.847, "X1": 0.49, "Y1": 0.30343, "X2": 0.531, "Y2": 0.30323, "X3": 0.531, "Y3": 0.31516, "X4": 0.49, "Y4": 0.31516, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.689, "Y1": 0.30343, "X2": 0.706, "Y2": 0.30323, "X3": 0.706, "Y3": 0.31651, "X4": 0.689, "Y4": 0.31651, "page": 0}, {"Word": "382.50", "Confidence": 0.662, "X1": 0.792, "Y1": 0.30478, "X2": 0.836, "Y2": 0.30458, "X3": 0.836, "Y3": 0.31651, "X4": 0.792, "Y4": 0.31651, "page": 0}, {"Word": "45", "Confidence": 0.994, "X1": 0.086, "Y1": 0.31287, "X2": 0.1, "Y2": 0.31267, "X3": 0.1, "Y3": 0.32729, "X4": 0.086, "Y4": 0.32864, "page": 0}, {"Word": "2", "Confidence": 0.926, "X1": 0.304, "Y1": 0.31691, "X2": 0.314, "Y2": 0.31671, "X3": 0.314, "Y3": 0.32729, "X4": 0.304, "Y4": 0.32864, "page": 0}, {"Word": "Deleted", "Confidence": 0.371, "X1": 0.882, "Y1": 0.30748, "X2": 0.931, "Y2": 0.30728, "X3": 0.931, "Y3": 0.31921, "X4": 0.882, "Y4": 0.31921, "page": 0}, {"Word": "348.20", "Confidence": 0.857, "X1": 0.187, "Y1": 0.31691, "X2": 0.229, "Y2": 0.31671, "X3": 0.229, "Y3": 0.32864, "X4": 0.187, "Y4": 0.32729, "page": 0}, {"Word": "22", "Confidence": 0.997, "X1": 0.386, "Y1": 0.31556, "X2": 0.402, "Y2": 0.31536, "X3": 0.402, "Y3": 0.32999, "X4": 0.387, "Y4": 0.32999, "page": 0}, {"Word": "26", "Confidence": 0.988, "X1": 0.447, "Y1": 0.31691, "X2": 0.464, "Y2": 0.31671, "X3": 0.464, "Y3": 0.32999, "X4": 0.447, "Y4": 0.32999, "page": 0}, {"Word": "295.10", "Confidence": 0.994, "X1": 0.49, "Y1": 0.31691, "X2": 0.532, "Y2": 0.31671, "X3": 0.532, "Y3": 0.32999, "X4": 0.49, "Y4": 0.32999, "page": 0}, {"Word": "12", "Confidence": 0.996, "X1": 0.69, "Y1": 0.31556, "X2": 0.705, "Y2": 0.31536, "X3": 0.706, "Y3": 0.33134, "X4": 0.691, "Y4": 0.33268, "page": 0}, {"Word": "371.70", "Confidence": 0.995, "X1": 0.791, "Y1": 0.31961, "X2": 0.836, "Y2": 0.31941, "X3": 0.836, "Y3": 0.33268, "X4": 0.791, "Y4": 0.33134, "page": 0}, {"Word": "Deleted", "Confidence": 0.601, "X1": 0.881, "Y1": 0.32095, "X2": 0.931, "Y2": 0.32075, "X3": 0.931, "Y3": 0.33268, "X4": 0.881, "Y4": 0.33268, "page": 0}, {"Word": "49", "Confidence": 0.697, "X1": 0.087, "Y1": 0.32635, "X2": 0.1, "Y2": 0.32615, "X3": 0.1, "Y3": 0.34077, "X4": 0.087, "Y4": 0.34212, "page": 0}, {"Word": "9", "Confidence": 0.814, "X1": 0.15, "Y1": 0.32904, "X2": 0.162, "Y2": 0.32884, "X3": 0.162, "Y3": 0.34077, "X4": 0.15, "Y4": 0.34077, "page": 0}, {"Word": "353.40", "Confidence": 0.843, "X1": 0.186, "Y1": 0.33039, "X2": 0.23, "Y2": 0.33019, "X3": 0.229, "Y3": 0.34347, "X4": 0.186, "Y4": 0.34212, "page": 0}, {"Word": "2", "Confidence": 0.955, "X1": 0.303, "Y1": 0.33174, "X2": 0.313, "Y2": 0.33154, "X3": 0.313, "Y3": 0.34212, "X4": 0.303, "Y4": 0.34212, "page": 0}, {"Word": "32", "Confidence": 0.998, "X1": 0.386, "Y1": 0.32904, "X2": 0.402, "Y2": 0.32884, "X3": 0.403, "Y3": 0.34481, "X4": 0.387, "Y4": 0.34481, "page": 0}, {"Word": "27", "Confidence": 0.998, "X1": 0.447, "Y1": 0.33039, "X2": 0.465, "Y2": 0.33019, "X3": 0.464, "Y3": 0.34347, "X4": 0.447, "Y4": 0.34347, "page": 0}, {"Word": "351.00", "Confidence": 0.989, "X1": 0.491, "Y1": 0.33308, "X2": 0.531, "Y2": 0.33288, "X3": 0.531, "Y3": 0.34347, "X4": 0.491, "Y4": 0.34347, "page": 0}, {"Word": "19", "Confidence": 0.951, "X1": 0.689, "Y1": 0.32904, "X2": 0.705, "Y2": 0.32884, "X3": 0.706, "Y3": 0.34347, "X4": 0.69, "Y4": 0.34616, "page": 0}, {"Word": "367.60", "Confidence": 0.869, "X1": 0.792, "Y1": 0.33443, "X2": 0.835, "Y2": 0.33423, "X3": 0.835, "Y3": 0.34616, "X4": 0.792, "Y4": 0.34616, "page": 0}, {"Word": "Deleted", "Confidence": 0.624, "X1": 0.882, "Y1": 0.33578, "X2": 0.931, "Y2": 0.33558, "X3": 0.931, "Y3": 0.34616, "X4": 0.882, "Y4": 0.34616, "page": 0}, {"Word": "24", "Confidence": 0.871, "X1": 0.086, "Y1": 0.34117, "X2": 0.1, "Y2": 0.34097, "X3": 0.1, "Y3": 0.3556, "X4": 0.086, "Y4": 0.3556, "page": 0}, {"Word": "10", "Confidence": 0.601, "X1": 0.145, "Y1": 0.34387, "X2": 0.16, "Y2": 0.34367, "X3": 0.16, "Y3": 0.35694, "X4": 0.145, "Y4": 0.35694, "page": 0}, {"Word": "324.20", "Confidence": 0.994, "X1": 0.187, "Y1": 0.34521, "X2": 0.228, "Y2": 0.34501, "X3": 0.228, "Y3": 0.35694, "X4": 0.187, "Y4": 0.3556, "page": 0}, {"Word": "2", "Confidence": 0.936, "X1": 0.303, "Y1": 0.34791, "X2": 0.312, "Y2": 0.34771, "X3": 0.312, "Y3": 0.35694, "X4": 0.303, "Y4": 0.35694, "page": 0}, {"Word": "\u20ac", "Confidence": 0.359, "X1": 0.389, "Y1": 0.34387, "X2": 0.405, "Y2": 0.34367, "X3": 0.405, "Y3": 0.35829, "X4": 0.39, "Y4": 0.35964, "page": 0}, {"Word": "28", "Confidence": 0.672, "X1": 0.447, "Y1": 0.34521, "X2": 0.464, "Y2": 0.34501, "X3": 0.464, "Y3": 0.35829, "X4": 0.447, "Y4": 0.35829, "page": 0}, {"Word": "312.50", "Confidence": 0.897, "X1": 0.49, "Y1": 0.34791, "X2": 0.531, "Y2": 0.34771, "X3": 0.531, "Y3": 0.35964, "X4": 0.49, "Y4": 0.35829, "page": 0}, {"Word": "53", "Confidence": 0.93, "X1": 0.687, "Y1": 0.34521, "X2": 0.705, "Y2": 0.34501, "X3": 0.706, "Y3": 0.35964, "X4": 0.689, "Y4": 0.36233, "page": 0}, {"Word": "367.30", "Confidence": 0.991, "X1": 0.793, "Y1": 0.3506, "X2": 0.835, "Y2": 0.3504, "X3": 0.834, "Y3": 0.36099, "X4": 0.793, "Y4": 0.36099, "page": 0}, {"Word": "Deletod", "Confidence": 0.743, "X1": 0.88, "Y1": 0.34926, "X2": 0.931, "Y2": 0.34906, "X3": 0.931, "Y3": 0.36099, "X4": 0.88, "Y4": 0.36233, "page": 0}, {"Word": "11", "Confidence": 0.993, "X1": 0.146, "Y1": 0.35869, "X2": 0.16, "Y2": 0.35849, "X3": 0.159, "Y3": 0.37042, "X4": 0.146, "Y4": 0.37177, "page": 0}, {"Word": "304.70", "Confidence": 0.659, "X1": 0.186, "Y1": 0.36004, "X2": 0.228, "Y2": 0.35984, "X3": 0.228, "Y3": 0.37042, "X4": 0.186, "Y4": 0.37042, "page": 0}, {"Word": "3", "Confidence": 0.825, "X1": 0.303, "Y1": 0.36139, "X2": 0.312, "Y2": 0.36119, "X3": 0.312, "Y3": 0.37042, "X4": 0.303, "Y4": 0.37042, "page": 0}, {"Word": "52", "Confidence": 0.811, "X1": 0.385, "Y1": 0.35869, "X2": 0.402, "Y2": 0.35849, "X3": 0.402, "Y3": 0.37177, "X4": 0.386, "Y4": 0.37312, "page": 0}, {"Word": "29", "Confidence": 0.886, "X1": 0.447, "Y1": 0.36004, "X2": 0.464, "Y2": 0.35984, "X3": 0.464, "Y3": 0.37312, "X4": 0.447, "Y4": 0.37177, "page": 0}, {"Word": "334.30", "Confidence": 0.795, "X1": 0.49, "Y1": 0.36139, "X2": 0.53, "Y2": 0.36119, "X3": 0.53, "Y3": 0.37177, "X4": 0.49, "Y4": 0.37177, "page": 0}, {"Word": "295.60", "Confidence": 0.942, "X1": 0.792, "Y1": 0.36408, "X2": 0.835, "Y2": 0.36388, "X3": 0.835, "Y3": 0.37446, "X4": 0.792, "Y4": 0.37581, "page": 0}, {"Word": "Deleted", "Confidence": 0.785, "X1": 0.88, "Y1": 0.36408, "X2": 0.931, "Y2": 0.36388, "X3": 0.931, "Y3": 0.37581, "X4": 0.88, "Y4": 0.37581, "page": 0}, {"Word": "12", "Confidence": 0.993, "X1": 0.146, "Y1": 0.37217, "X2": 0.16, "Y2": 0.37197, "X3": 0.16, "Y3": 0.3839, "X4": 0.146, "Y4": 0.38524, "page": 0}, {"Word": "336.90", "Confidence": 0.966, "X1": 0.185, "Y1": 0.37486, "X2": 0.226, "Y2": 0.37466, "X3": 0.226, "Y3": 0.38524, "X4": 0.185, "Y4": 0.38524, "page": 0}, {"Word": "31", "Confidence": 0.995, "X1": 0.386, "Y1": 0.37352, "X2": 0.402, "Y2": 0.37332, "X3": 0.402, "Y3": 0.38794, "X4": 0.386, "Y4": 0.38929, "page": 0}, {"Word": "30", "Confidence": 0.941, "X1": 0.448, "Y1": 0.37486, "X2": 0.464, "Y2": 0.37466, "X3": 0.464, "Y3": 0.38659, "X4": 0.447, "Y4": 0.38659, "page": 0}, {"Word": "344.10", "Confidence": 0.767, "X1": 0.489, "Y1": 0.37621, "X2": 0.531, "Y2": 0.37601, "X3": 0.53, "Y3": 0.38794, "X4": 0.489, "Y4": 0.38794, "page": 0}, {"Word": "14", "Confidence": 0.817, "X1": 0.69, "Y1": 0.37486, "X2": 0.705, "Y2": 0.37466, "X3": 0.705, "Y3": 0.38794, "X4": 0.691, "Y4": 0.38794, "page": 0}, {"Word": "288.70", "Confidence": 0.648, "X1": 0.793, "Y1": 0.37756, "X2": 0.835, "Y2": 0.37736, "X3": 0.835, "Y3": 0.38929, "X4": 0.793, "Y4": 0.38929, "page": 0}, {"Word": "Deleted", "Confidence": 0.635, "X1": 0.881, "Y1": 0.37891, "X2": 0.931, "Y2": 0.37871, "X3": 0.931, "Y3": 0.39198, "X4": 0.881, "Y4": 0.39198, "page": 0}, {"Word": "13", "Confidence": 0.957, "X1": 0.146, "Y1": 0.38564, "X2": 0.159, "Y2": 0.38544, "X3": 0.159, "Y3": 0.40142, "X4": 0.145, "Y4": 0.40142, "page": 0}, {"Word": "352.80", "Confidence": 0.971, "X1": 0.186, "Y1": 0.38834, "X2": 0.227, "Y2": 0.38814, "X3": 0.227, "Y3": 0.39872, "X4": 0.186, "Y4": 0.40007, "page": 0}, {"Word": "17", "Confidence": 0.992, "X1": 0.387, "Y1": 0.38699, "X2": 0.403, "Y2": 0.38679, "X3": 0.402, "Y3": 0.40142, "X4": 0.387, "Y4": 0.40142, "page": 0}, {"Word": "31", "Confidence": 0.898, "X1": 0.447, "Y1": 0.38834, "X2": 0.464, "Y2": 0.38814, "X3": 0.464, "Y3": 0.40276, "X4": 0.447, "Y4": 0.40276, "page": 0}, {"Word": "299-60", "Confidence": 0.651, "X1": 0.489, "Y1": 0.39104, "X2": 0.53, "Y2": 0.39084, "X3": 0.53, "Y3": 0.40142, "X4": 0.489, "Y4": 0.40142, "page": 0}, {"Word": "7", "Confidence": 0.983, "X1": 0.606, "Y1": 0.38834, "X2": 0.619, "Y2": 0.38814, "X3": 0.62, "Y3": 0.40276, "X4": 0.608, "Y4": 0.40411, "page": 0}, {"Word": "265.10", "Confidence": 0.661, "X1": 0.793, "Y1": 0.39373, "X2": 0.835, "Y2": 0.39353, "X3": 0.835, "Y3": 0.40276, "X4": 0.793, "Y4": 0.40411, "page": 0}, {"Word": "Deleted", "Confidence": 0.61, "X1": 0.88, "Y1": 0.39373, "X2": 0.932, "Y2": 0.39353, "X3": 0.932, "Y3": 0.40681, "X4": 0.88, "Y4": 0.40546, "page": 0}, {"Word": "1", "Confidence": 0.964, "X1": 0.145, "Y1": 0.40047, "X2": 0.158, "Y2": 0.40027, "X3": 0.158, "Y3": 0.41489, "X4": 0.144, "Y4": 0.41624, "page": 0}, {"Word": "342.50", "Confidence": 0.996, "X1": 0.186, "Y1": 0.40316, "X2": 0.227, "Y2": 0.40296, "X3": 0.227, "Y3": 0.41355, "X4": 0.186, "Y4": 0.41355, "page": 0}, {"Word": "30", "Confidence": 0.997, "X1": 0.387, "Y1": 0.40451, "X2": 0.402, "Y2": 0.40431, "X3": 0.402, "Y3": 0.41624, "X4": 0.387, "Y4": 0.41759, "page": 0}, {"Word": "32", "Confidence": 0.998, "X1": 0.447, "Y1": 0.40316, "X2": 0.464, "Y2": 0.40296, "X3": 0.464, "Y3": 0.41624, "X4": 0.447, "Y4": 0.41624, "page": 0}, {"Word": "312.60", "Confidence": 0.788, "X1": 0.489, "Y1": 0.40586, "X2": 0.531, "Y2": 0.40566, "X3": 0.531, "Y3": 0.41759, "X4": 0.489, "Y4": 0.41624, "page": 0}, {"Word": "7", "Confidence": 0.961, "X1": 0.608, "Y1": 0.40586, "X2": 0.618, "Y2": 0.40566, "X3": 0.618, "Y3": 0.41759, "X4": 0.608, "Y4": 0.41894, "page": 0}, {"Word": "284.50", "Confidence": 0.662, "X1": 0.793, "Y1": 0.40721, "X2": 0.834, "Y2": 0.40701, "X3": 0.835, "Y3": 0.41894, "X4": 0.793, "Y4": 0.41894, "page": 0}, {"Word": "Deleted", "Confidence": 0.641, "X1": 0.881, "Y1": 0.40856, "X2": 0.932, "Y2": 0.40836, "X3": 0.932, "Y3": 0.42029, "X4": 0.881, "Y4": 0.42029, "page": 0}, {"Word": "15", "Confidence": 0.968, "X1": 0.144, "Y1": 0.41395, "X2": 0.16, "Y2": 0.41375, "X3": 0.16, "Y3": 0.42837, "X4": 0.144, "Y4": 0.42972, "page": 0}, {"Word": "291.70", "Confidence": 0.994, "X1": 0.185, "Y1": 0.41799, "X2": 0.227, "Y2": 0.41779, "X3": 0.227, "Y3": 0.42837, "X4": 0.185, "Y4": 0.42972, "page": 0}, {"Word": "3", "Confidence": 0.962, "X1": 0.305, "Y1": 0.42069, "X2": 0.312, "Y2": 0.42049, "X3": 0.312, "Y3": 0.43107, "X4": 0.305, "Y4": 0.43107, "page": 0}, {"Word": "33", "Confidence": 0.998, "X1": 0.447, "Y1": 0.41799, "X2": 0.464, "Y2": 0.41779, "X3": 0.463, "Y3": 0.43107, "X4": 0.446, "Y4": 0.43107, "page": 0}, {"Word": "337.80", "Confidence": 0.899, "X1": 0.489, "Y1": 0.41934, "X2": 0.53, "Y2": 0.41914, "X3": 0.53, "Y3": 0.42972, "X4": 0.489, "Y4": 0.43107, "page": 0}, {"Word": "7", "Confidence": 0.96, "X1": 0.608, "Y1": 0.42069, "X2": 0.618, "Y2": 0.42049, "X3": 0.618, "Y3": 0.43241, "X4": 0.608, "Y4": 0.43241, "page": 0}, {"Word": "284.10", "Confidence": 0.779, "X1": 0.793, "Y1": 0.42203, "X2": 0.835, "Y2": 0.42183, "X3": 0.835, "Y3": 0.43241, "X4": 0.793, "Y4": 0.43241, "page": 0}, {"Word": "Deleted", "Confidence": 0.376, "X1": 0.881, "Y1": 0.42338, "X2": 0.931, "Y2": 0.42318, "X3": 0.931, "Y3": 0.43511, "X4": 0.881, "Y4": 0.43511, "page": 0}, {"Word": "16", "Confidence": 0.997, "X1": 0.144, "Y1": 0.43012, "X2": 0.159, "Y2": 0.42992, "X3": 0.159, "Y3": 0.4432, "X4": 0.144, "Y4": 0.44454, "page": 0}, {"Word": "341.10", "Confidence": 0.774, "X1": 0.185, "Y1": 0.43147, "X2": 0.226, "Y2": 0.43127, "X3": 0.227, "Y3": 0.4432, "X4": 0.185, "Y4": 0.44454, "page": 0}, {"Word": "20", "Confidence": 0.737, "X1": 0.385, "Y1": 0.43147, "X2": 0.401, "Y2": 0.43127, "X3": 0.401, "Y3": 0.44454, "X4": 0.385, "Y4": 0.44589, "page": 0}, {"Word": "34", "Confidence": 0.983, "X1": 0.445, "Y1": 0.42608, "X2": 0.465, "Y2": 0.42588, "X3": 0.466, "Y3": 0.44454, "X4": 0.447, "Y4": 0.44993, "page": 0}, {"Word": "355.80", "Confidence": 0.633, "X1": 0.49, "Y1": 0.43416, "X2": 0.53, "Y2": 0.43396, "X3": 0.53, "Y3": 0.44589, "X4": 0.49, "Y4": 0.44589, "page": 0}, {"Word": "7", "Confidence": 0.896, "X1": 0.608, "Y1": 0.43416, "X2": 0.617, "Y2": 0.43396, "X3": 0.617, "Y3": 0.44724, "X4": 0.607, "Y4": 0.44724, "page": 0}, {"Word": "27", "Confidence": 0.991, "X1": 0.688, "Y1": 0.43147, "X2": 0.701, "Y2": 0.43127, "X3": 0.702, "Y3": 0.44724, "X4": 0.689, "Y4": 0.44724, "page": 0}, {"Word": "222.70", "Confidence": 0.938, "X1": 0.792, "Y1": 0.43551, "X2": 0.834, "Y2": 0.43531, "X3": 0.834, "Y3": 0.44724, "X4": 0.792, "Y4": 0.44724, "page": 0}, {"Word": "Deleted", "Confidence": 0.562, "X1": 0.881, "Y1": 0.43821, "X2": 0.93, "Y2": 0.43801, "X3": 0.93, "Y3": 0.44859, "X4": 0.881, "Y4": 0.44859, "page": 0}, {"Word": "17", "Confidence": 0.995, "X1": 0.142, "Y1": 0.4436, "X2": 0.16, "Y2": 0.4434, "X3": 0.161, "Y3": 0.45937, "X4": 0.143, "Y4": 0.45937, "page": 0}, {"Word": "353.70", "Confidence": 0.952, "X1": 0.185, "Y1": 0.44629, "X2": 0.227, "Y2": 0.44609, "X3": 0.227, "Y3": 0.45802, "X4": 0.185, "Y4": 0.45667, "page": 0}, {"Word": "35", "Confidence": 0.992, "X1": 0.447, "Y1": 0.44629, "X2": 0.464, "Y2": 0.44609, "X3": 0.463, "Y3": 0.45937, "X4": 0.447, "Y4": 0.46072, "page": 0}, {"Word": "342.90", "Confidence": 0.726, "X1": 0.489, "Y1": 0.44899, "X2": 0.531, "Y2": 0.44879, "X3": 0.531, "Y3": 0.46072, "X4": 0.489, "Y4": 0.45937, "page": 0}, {"Word": "7", "Confidence": 0.984, "X1": 0.608, "Y1": 0.44899, "X2": 0.617, "Y2": 0.44879, "X3": 0.616, "Y3": 0.46206, "X4": 0.608, "Y4": 0.46072, "page": 0}, {"Word": "5", "Confidence": 0.863, "X1": 0.693, "Y1": 0.45033, "X2": 0.704, "Y2": 0.45013, "X3": 0.704, "Y3": 0.46072, "X4": 0.693, "Y4": 0.46206, "page": 0}, {"Word": "271.70", "Confidence": 0.97, "X1": 0.792, "Y1": 0.45033, "X2": 0.834, "Y2": 0.45013, "X3": 0.834, "Y3": 0.46206, "X4": 0.792, "Y4": 0.46206, "page": 0}, {"Word": "Deleted", "Confidence": 0.637, "X1": 0.881, "Y1": 0.45168, "X2": 0.93, "Y2": 0.45148, "X3": 0.93, "Y3": 0.46341, "X4": 0.881, "Y4": 0.46341, "page": 0}, {"Word": "18", "Confidence": 0.896, "X1": 0.145, "Y1": 0.45707, "X2": 0.16, "Y2": 0.45687, "X3": 0.159, "Y3": 0.4715, "X4": 0.145, "Y4": 0.4715, "page": 0}, {"Word": "336.70", "Confidence": 0.984, "X1": 0.185, "Y1": 0.46112, "X2": 0.227, "Y2": 0.46092, "X3": 0.227, "Y3": 0.47285, "X4": 0.185, "Y4": 0.47285, "page": 0}, {"Word": "35", "Confidence": 0.998, "X1": 0.389, "Y1": 0.45977, "X2": 0.402, "Y2": 0.45957, "X3": 0.4, "Y3": 0.47285, "X4": 0.388, "Y4": 0.47285, "page": 0}, {"Word": "36", "Confidence": 0.744, "X1": 0.448, "Y1": 0.46112, "X2": 0.463, "Y2": 0.46092, "X3": 0.462, "Y3": 0.47419, "X4": 0.448, "Y4": 0.47419, "page": 0}, {"Word": "302.30", "Confidence": 0.993, "X1": 0.489, "Y1": 0.46246, "X2": 0.531, "Y2": 0.46226, "X3": 0.531, "Y3": 0.47554, "X4": 0.489, "Y4": 0.47554, "page": 0}, {"Word": "2", "Confidence": 0.965, "X1": 0.693, "Y1": 0.46112, "X2": 0.704, "Y2": 0.46092, "X3": 0.704, "Y3": 0.47419, "X4": 0.694, "Y4": 0.47554, "page": 0}, {"Word": "254.10", "Confidence": 0.991, "X1": 0.791, "Y1": 0.46516, "X2": 0.835, "Y2": 0.46496, "X3": 0.835, "Y3": 0.47824, "X4": 0.791, "Y4": 0.47689, "page": 0}, {"Word": "Deleted", "Confidence": 0.641, "X1": 0.88, "Y1": 0.46651, "X2": 0.931, "Y2": 0.46631, "X3": 0.931, "Y3": 0.47824, "X4": 0.88, "Y4": 0.47958, "page": 0}, {"Word": "52194 4640", "Confidence": 0.9945, "X1": 0.158, "Y1": 0.9719, "X2": 0.062, "Y2": 0.9717, "X3": 0.061, "Y3": 0.95128, "X4": 0.156, "Y4": 0.9405, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.848, "X1": 0.044, "Y1": 0.09319, "X2": 0.086, "Y2": 0.09299, "X3": 0.085, "Y3": 0.10762, "X4": 0.044, "Y4": 0.10762, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.859, "X1": 0.092, "Y1": 0.09319, "X2": 0.139, "Y2": 0.09299, "X3": 0.139, "Y3": 0.10762, "X4": 0.092, "Y4": 0.10762, "page": 0, "Index": 1}, {"Word": "Male", "Confidence": 0.687, "X1": 0.416, "Y1": 0.09589, "X2": 0.443, "Y2": 0.09569, "X3": 0.442, "Y3": 0.11166, "X4": 0.415, "Y4": 0.11166, "page": 0, "Index": 2}, {"Word": "preliminary", "Confidence": 0.665, "X1": 0.45, "Y1": 0.09724, "X2": 0.525, "Y2": 0.09704, "X3": 0.525, "Y3": 0.11166, "X4": 0.449, "Y4": 0.11166, "page": 0, "Index": 3}, {"Word": "group", "Confidence": 0.991, "X1": 0.532, "Y1": 0.09724, "X2": 0.567, "Y2": 0.09704, "X3": 0.566, "Y3": 0.11166, "X4": 0.532, "Y4": 0.11166, "page": 0, "Index": 4}, {"Word": "assignments", "Confidence": 0.798, "X1": 0.575, "Y1": 0.09724, "X2": 0.65, "Y2": 0.09704, "X3": 0.65, "Y3": 0.11166, "X4": 0.575, "Y4": 0.11166, "page": 0, "Index": 5}, {"Word": "PRINTED:", "Confidence": 0.961, "X1": 0.822, "Y1": 0.09993, "X2": 0.876, "Y2": 0.09973, "X3": 0.876, "Y3": 0.11301, "X4": 0.821, "Y4": 0.11301, "page": 0, "Index": 6}, {"Word": "05-Nov-90", "Confidence": 0.633, "X1": 0.883, "Y1": 0.09993, "X2": 0.944, "Y2": 0.09973, "X3": 0.943, "Y3": 0.11436, "X4": 0.883, "Y4": 0.11301, "page": 0, "Index": 7}, {"Word": "TOXICOLOGY", "Confidence": 0.596, "X1": 0.045, "Y1": 0.10802, "X2": 0.112, "Y2": 0.10782, "X3": 0.112, "Y3": 0.12244, "X4": 0.045, "Y4": 0.12109, "page": 0, "Index": 8}, {"Word": "RESEARCH", "Confidence": 0.608, "X1": 0.119, "Y1": 0.10936, "X2": 0.174, "Y2": 0.10916, "X3": 0.173, "Y3": 0.12244, "X4": 0.119, "Y4": 0.12244, "page": 0, "Index": 9}, {"Word": "DIVISION", "Confidence": 0.927, "X1": 0.181, "Y1": 0.10936, "X2": 0.236, "Y2": 0.10916, "X3": 0.236, "Y3": 0.12379, "X4": 0.181, "Y4": 0.12244, "page": 0, "Index": 10}, {"Word": "study:", "Confidence": 0.995, "X1": 0.486, "Y1": 0.11206, "X2": 0.526, "Y2": 0.11186, "X3": 0.525, "Y3": 0.12648, "X4": 0.485, "Y4": 0.12648, "page": 0, "Index": 11}, {"Word": "TOX-035", "Confidence": 0.991, "X1": 0.533, "Y1": 0.11341, "X2": 0.581, "Y2": 0.11321, "X3": 0.581, "Y3": 0.12514, "X4": 0.532, "Y4": 0.12648, "page": 0, "Index": 12}, {"Word": "Page:", "Confidence": 0.991, "X1": 0.836, "Y1": 0.1161, "X2": 0.87, "Y2": 0.1159, "X3": 0.869, "Y3": 0.12783, "X4": 0.836, "Y4": 0.12648, "page": 0, "Index": 13}, {"Word": "1", "Confidence": 0.705, "X1": 0.877, "Y1": 0.1161, "X2": 0.882, "Y2": 0.1159, "X3": 0.882, "Y3": 0.12783, "X4": 0.877, "Y4": 0.12783, "page": 0, "Index": 14}, {"Word": "Building", "Confidence": 0.935, "X1": 0.044, "Y1": 0.12284, "X2": 0.099, "Y2": 0.12264, "X3": 0.099, "Y3": 0.13727, "X4": 0.044, "Y4": 0.13727, "page": 0, "Index": 15}, {"Word": "630/2", "Confidence": 0.996, "X1": 0.106, "Y1": 0.12419, "X2": 0.14, "Y2": 0.12399, "X3": 0.14, "Y3": 0.13727, "X4": 0.106, "Y4": 0.13727, "page": 0, "Index": 16}, {"Word": "WINSTON-SALEM,", "Confidence": 0.303, "X1": 0.045, "Y1": 0.13767, "X2": 0.141, "Y2": 0.13747, "X3": 0.14, "Y3": 0.15209, "X4": 0.044, "Y4": 0.15209, "page": 0, "Index": 17}, {"Word": "NORTH", "Confidence": 0.643, "X1": 0.146, "Y1": 0.13767, "X2": 0.181, "Y2": 0.13747, "X3": 0.181, "Y3": 0.15209, "X4": 0.146, "Y4": 0.15209, "page": 0, "Index": 18}, {"Word": "CAROLINA", "Confidence": 0.951, "X1": 0.187, "Y1": 0.13767, "X2": 0.243, "Y2": 0.13747, "X3": 0.243, "Y3": 0.15209, "X4": 0.187, "Y4": 0.15209, "page": 0, "Index": 19}, {"Word": "27102", "Confidence": 0.834, "X1": 0.25, "Y1": 0.13767, "X2": 0.285, "Y2": 0.13747, "X3": 0.285, "Y3": 0.15344, "X4": 0.25, "Y4": 0.15209, "page": 0, "Index": 20}, {"Word": "-", "Confidence": 0.879, "X1": 0.346, "Y1": 0.17405, "X2": 0.346, "Y2": 0.17385, "X3": 0.34, "Y3": 0.17365, "X4": 0.34, "Y4": 0.16961, "page": 0, "Index": 21}, {"Word": "Animal", "Confidence": 0.9, "X1": 0.058, "Y1": 0.16866, "X2": 0.098, "Y2": 0.16846, "X3": 0.097, "Y3": 0.18174, "X4": 0.058, "Y4": 0.18174, "page": 0, "Index": 22}, {"Word": "Numbers", "Confidence": 0.602, "X1": 0.104, "Y1": 0.16866, "X2": 0.154, "Y2": 0.16846, "X3": 0.152, "Y3": 0.18174, "X4": 0.103, "Y4": 0.18174, "page": 0, "Index": 23}, {"Word": "Body", "Confidence": 0.85, "X1": 0.175, "Y1": 0.16866, "X2": 0.201, "Y2": 0.16846, "X3": 0.201, "Y3": 0.18174, "X4": 0.174, "Y4": 0.18174, "page": 0, "Index": 24}, {"Word": "Weight", "Confidence": 0.627, "X1": 0.207, "Y1": 0.16866, "X2": 0.25, "Y2": 0.16846, "X3": 0.249, "Y3": 0.18309, "X4": 0.207, "Y4": 0.18174, "page": 0, "Index": 25}, {"Word": "Dos.", "Confidence": 0.636, "X1": 0.265, "Y1": 0.17001, "X2": 0.291, "Y2": 0.16981, "X3": 0.29, "Y3": 0.18309, "X4": 0.264, "Y4": 0.18309, "page": 0, "Index": 26}, {"Word": "Group", "Confidence": 0.941, "X1": 0.298, "Y1": 0.17136, "X2": 0.331, "Y2": 0.17116, "X3": 0.331, "Y3": 0.18444, "X4": 0.298, "Y4": 0.18309, "page": 0, "Index": 27}, {"Word": "Animal", "Confidence": 0.623, "X1": 0.36, "Y1": 0.17001, "X2": 0.402, "Y2": 0.16981, "X3": 0.401, "Y3": 0.18444, "X4": 0.359, "Y4": 0.18444, "page": 0, "Index": 28}, {"Word": "Numbers", "Confidence": 0.379, "X1": 0.408, "Y1": 0.17136, "X2": 0.457, "Y2": 0.17116, "X3": 0.456, "Y3": 0.18444, "X4": 0.407, "Y4": 0.18444, "page": 0, "Index": 29}, {"Word": "Body", "Confidence": 0.884, "X1": 0.478, "Y1": 0.17001, "X2": 0.504, "Y2": 0.16981, "X3": 0.504, "Y3": 0.18444, "X4": 0.477, "Y4": 0.18444, "page": 0, "Index": 30}, {"Word": "Weight", "Confidence": 0.854, "X1": 0.51, "Y1": 0.17136, "X2": 0.553, "Y2": 0.17116, "X3": 0.552, "Y3": 0.18578, "X4": 0.51, "Y4": 0.18444, "page": 0, "Index": 31}, {"Word": "Dose", "Confidence": 0.891, "X1": 0.567, "Y1": 0.17136, "X2": 0.595, "Y2": 0.17116, "X3": 0.594, "Y3": 0.18578, "X4": 0.566, "Y4": 0.18578, "page": 0, "Index": 32}, {"Word": "Group", "Confidence": 0.995, "X1": 0.601, "Y1": 0.17271, "X2": 0.635, "Y2": 0.17251, "X3": 0.635, "Y3": 0.18713, "X4": 0.601, "Y4": 0.18578, "page": 0, "Index": 33}, {"Word": "Animal", "Confidence": 0.794, "X1": 0.663, "Y1": 0.17271, "X2": 0.704, "Y2": 0.17251, "X3": 0.704, "Y3": 0.18713, "X4": 0.663, "Y4": 0.18713, "page": 0, "Index": 34}, {"Word": "Numbers", "Confidence": 0.43, "X1": 0.71, "Y1": 0.17271, "X2": 0.76, "Y2": 0.17251, "X3": 0.76, "Y3": 0.18713, "X4": 0.71, "Y4": 0.18713, "page": 0, "Index": 35}, {"Word": "Body", "Confidence": 0.851, "X1": 0.78, "Y1": 0.17271, "X2": 0.807, "Y2": 0.17251, "X3": 0.807, "Y3": 0.18713, "X4": 0.78, "Y4": 0.18713, "page": 0, "Index": 36}, {"Word": "Weight", "Confidence": 0.628, "X1": 0.813, "Y1": 0.17271, "X2": 0.855, "Y2": 0.17251, "X3": 0.855, "Y3": 0.18713, "X4": 0.813, "Y4": 0.18713, "page": 0, "Index": 37}, {"Word": "Protest", "Confidence": 0.556, "X1": 0.05, "Y1": 0.18349, "X2": 0.098, "Y2": 0.18329, "X3": 0.098, "Y3": 0.19657, "X4": 0.05, "Y4": 0.19522, "page": 0, "Index": 38}, {"Word": "study", "Confidence": 0.991, "X1": 0.126, "Y1": 0.18484, "X2": 0.159, "Y2": 0.18464, "X3": 0.158, "Y3": 0.19791, "X4": 0.126, "Y4": 0.19657, "page": 0, "Index": 39}, {"Word": "(grass", "Confidence": 0.632, "X1": 0.189, "Y1": 0.18349, "X2": 0.228, "Y2": 0.18329, "X3": 0.228, "Y3": 0.19791, "X4": 0.19, "Y4": 0.19791, "page": 0, "Index": 40}, {"Word": ")", "Confidence": 0.638, "X1": 0.23, "Y1": 0.18349, "X2": 0.236, "Y2": 0.18329, "X3": 0.236, "Y3": 0.19791, "X4": 0.23, "Y4": 0.19791, "page": 0, "Index": 41}, {"Word": "Assignment", "Confidence": 0.602, "X1": 0.264, "Y1": 0.18484, "X2": 0.333, "Y2": 0.18464, "X3": 0.333, "Y3": 0.19791, "X4": 0.263, "Y4": 0.19791, "page": 0, "Index": 42}, {"Word": "--", "Confidence": 0.848, "X1": 0.651, "Y1": 0.19023, "X2": 0.651, "Y2": 0.19003, "X3": 0.645, "Y3": 0.18983, "X4": 0.645, "Y4": 0.17231, "page": 0, "Index": 43}, {"Word": "Dose", "Confidence": 0.71, "X1": 0.869, "Y1": 0.1754, "X2": 0.896, "Y2": 0.1752, "X3": 0.896, "Y3": 0.18848, "X4": 0.868, "Y4": 0.18713, "page": 0, "Index": 44}, {"Word": "Group", "Confidence": 0.633, "X1": 0.903, "Y1": 0.17675, "X2": 0.937, "Y2": 0.17655, "X3": 0.937, "Y3": 0.18848, "X4": 0.903, "Y4": 0.18848, "page": 0, "Index": 45}, {"Word": "protest", "Confidence": 0.63, "X1": 0.353, "Y1": 0.18618, "X2": 0.401, "Y2": 0.18598, "X3": 0.401, "Y3": 0.19926, "X4": 0.353, "Y4": 0.19791, "page": 0, "Index": 46}, {"Word": "Study", "Confidence": 0.962, "X1": 0.43, "Y1": 0.18753, "X2": 0.463, "Y2": 0.18733, "X3": 0.462, "Y3": 0.19926, "X4": 0.429, "Y4": 0.19791, "page": 0, "Index": 47}, {"Word": "(grams)", "Confidence": 0.309, "X1": 0.493, "Y1": 0.18618, "X2": 0.539, "Y2": 0.18598, "X3": 0.539, "Y3": 0.20061, "X4": 0.493, "Y4": 0.20061, "page": 0, "Index": 48}, {"Word": "Assignment", "Confidence": 0.585, "X1": 0.568, "Y1": 0.18753, "X2": 0.636, "Y2": 0.18733, "X3": 0.636, "Y3": 0.20061, "X4": 0.568, "Y4": 0.19926, "page": 0, "Index": 49}, {"Word": "Protest", "Confidence": 0.638, "X1": 0.656, "Y1": 0.18888, "X2": 0.703, "Y2": 0.18868, "X3": 0.703, "Y3": 0.20061, "X4": 0.655, "Y4": 0.20061, "page": 0, "Index": 50}, {"Word": "Study", "Confidence": 0.997, "X1": 0.733, "Y1": 0.19023, "X2": 0.766, "Y2": 0.19003, "X3": 0.765, "Y3": 0.20196, "X4": 0.733, "Y4": 0.19926, "page": 0, "Index": 51}, {"Word": "(grams)", "Confidence": 0.666, "X1": 0.796, "Y1": 0.19023, "X2": 0.841, "Y2": 0.19003, "X3": 0.841, "Y3": 0.20196, "X4": 0.796, "Y4": 0.2033, "page": 0, "Index": 52}, {"Word": "Assignment", "Confidence": 0.601, "X1": 0.87, "Y1": 0.19023, "X2": 0.936, "Y2": 0.19003, "X3": 0.937, "Y3": 0.2033, "X4": 0.869, "Y4": 0.20196, "page": 0, "Index": 53}, {"Word": "42", "Confidence": 0.615, "X1": 0.086, "Y1": 0.21179, "X2": 0.098, "Y2": 0.21159, "X3": 0.098, "Y3": 0.22487, "X4": 0.086, "Y4": 0.22622, "page": 0, "Index": 54}, {"Word": "1", "Confidence": 0.67, "X1": 0.153, "Y1": 0.21449, "X2": 0.158, "Y2": 0.21429, "X3": 0.158, "Y3": 0.22487, "X4": 0.153, "Y4": 0.22487, "page": 0, "Index": 55}, {"Word": "302.20", "Confidence": 0.997, "X1": 0.188, "Y1": 0.21314, "X2": 0.228, "Y2": 0.21294, "X3": 0.228, "Y3": 0.22622, "X4": 0.187, "Y4": 0.22622, "page": 0, "Index": 56}, {"Word": "1", "Confidence": 0.963, "X1": 0.305, "Y1": 0.21583, "X2": 0.311, "Y2": 0.21563, "X3": 0.311, "Y3": 0.22622, "X4": 0.305, "Y4": 0.22622, "page": 0, "Index": 57}, {"Word": "3", "Confidence": 0.991, "X1": 0.388, "Y1": 0.21449, "X2": 0.394, "Y2": 0.21429, "X3": 0.394, "Y3": 0.22622, "X4": 0.388, "Y4": 0.22622, "page": 0, "Index": 58}, {"Word": "0", "Confidence": 0.001, "X1": 0.396, "Y1": 0.21449, "X2": 0.401, "Y2": 0.21429, "X3": 0.401, "Y3": 0.22622, "X4": 0.396, "Y4": 0.22622, "page": 0, "Index": 59}, {"Word": "19", "Confidence": 0.997, "X1": 0.45, "Y1": 0.21583, "X2": 0.462, "Y2": 0.21563, "X3": 0.462, "Y3": 0.22756, "X4": 0.45, "Y4": 0.22756, "page": 0, "Index": 60}, {"Word": "-", "Confidence": 0.926, "X1": 0.65, "Y1": 0.21988, "X2": 0.65, "Y2": 0.21968, "X3": 0.644, "Y3": 0.21948, "X4": 0.644, "Y4": 0.21409, "page": 0, "Index": 61}, {"Word": "29", "Confidence": 0.682, "X1": 0.69, "Y1": 0.21583, "X2": 0.703, "Y2": 0.21563, "X3": 0.703, "Y3": 0.22756, "X4": 0.691, "Y4": 0.22891, "page": 0, "Index": 62}, {"Word": "37", "Confidence": 0.998, "X1": 0.753, "Y1": 0.21718, "X2": 0.766, "Y2": 0.21698, "X3": 0.766, "Y3": 0.22756, "X4": 0.753, "Y4": 0.22756, "page": 0, "Index": 63}, {"Word": "289.90", "Confidence": 0.983, "X1": 0.492, "Y1": 0.21583, "X2": 0.531, "Y2": 0.21563, "X3": 0.531, "Y3": 0.22891, "X4": 0.492, "Y4": 0.22756, "page": 0, "Index": 64}, {"Word": "346.90", "Confidence": 0.976, "X1": 0.795, "Y1": 0.21718, "X2": 0.833, "Y2": 0.21698, "X3": 0.834, "Y3": 0.22891, "X4": 0.795, "Y4": 0.22891, "page": 0, "Index": 65}, {"Word": "15", "Confidence": 0.955, "X1": 0.086, "Y1": 0.22527, "X2": 0.101, "Y2": 0.22507, "X3": 0.101, "Y3": 0.23969, "X4": 0.086, "Y4": 0.23969, "page": 0, "Index": 66}, {"Word": "319.10", "Confidence": 0.995, "X1": 0.188, "Y1": 0.22796, "X2": 0.227, "Y2": 0.22776, "X3": 0.227, "Y3": 0.23969, "X4": 0.187, "Y4": 0.23969, "page": 0, "Index": 67}, {"Word": "33", "Confidence": 0.998, "X1": 0.388, "Y1": 0.22931, "X2": 0.401, "Y2": 0.22911, "X3": 0.401, "Y3": 0.24239, "X4": 0.388, "Y4": 0.24239, "page": 0, "Index": 68}, {"Word": "20", "Confidence": 0.996, "X1": 0.45, "Y1": 0.22796, "X2": 0.462, "Y2": 0.22776, "X3": 0.462, "Y3": 0.24104, "X4": 0.45, "Y4": 0.24104, "page": 0, "Index": 69}, {"Word": "315.00", "Confidence": 0.993, "X1": 0.491, "Y1": 0.22931, "X2": 0.53, "Y2": 0.22911, "X3": 0.531, "Y3": 0.24374, "X4": 0.491, "Y4": 0.24374, "page": 0, "Index": 70}, {"Word": "25", "Confidence": 0.992, "X1": 0.69, "Y1": 0.22931, "X2": 0.704, "Y2": 0.22911, "X3": 0.704, "Y3": 0.24374, "X4": 0.69, "Y4": 0.24374, "page": 0, "Index": 71}, {"Word": "38", "Confidence": 0.906, "X1": 0.753, "Y1": 0.23066, "X2": 0.765, "Y2": 0.23046, "X3": 0.765, "Y3": 0.24239, "X4": 0.753, "Y4": 0.24239, "page": 0, "Index": 72}, {"Word": "356.90", "Confidence": 0.993, "X1": 0.795, "Y1": 0.23335, "X2": 0.834, "Y2": 0.23315, "X3": 0.833, "Y3": 0.24374, "X4": 0.794, "Y4": 0.24374, "page": 0, "Index": 73}, {"Word": "13", "Confidence": 0.976, "X1": 0.087, "Y1": 0.24009, "X2": 0.1, "Y2": 0.23989, "X3": 0.1, "Y3": 0.25452, "X4": 0.087, "Y4": 0.25317, "page": 0, "Index": 74}, {"Word": "3", "Confidence": 0.903, "X1": 0.154, "Y1": 0.24144, "X2": 0.159, "Y2": 0.24124, "X3": 0.159, "Y3": 0.25317, "X4": 0.154, "Y4": 0.25317, "page": 0, "Index": 75}, {"Word": "346.10", "Confidence": 0.991, "X1": 0.188, "Y1": 0.24279, "X2": 0.228, "Y2": 0.24259, "X3": 0.227, "Y3": 0.25586, "X4": 0.188, "Y4": 0.25452, "page": 0, "Index": 76}, {"Word": "1", "Confidence": 0.995, "X1": 0.305, "Y1": 0.24279, "X2": 0.311, "Y2": 0.24259, "X3": 0.311, "Y3": 0.25586, "X4": 0.305, "Y4": 0.25586, "page": 0, "Index": 77}, {"Word": "23", "Confidence": 0.987, "X1": 0.388, "Y1": 0.24009, "X2": 0.401, "Y2": 0.23989, "X3": 0.401, "Y3": 0.25452, "X4": 0.388, "Y4": 0.25452, "page": 0, "Index": 78}, {"Word": "21", "Confidence": 0.998, "X1": 0.451, "Y1": 0.24279, "X2": 0.463, "Y2": 0.24259, "X3": 0.463, "Y3": 0.25586, "X4": 0.451, "Y4": 0.25452, "page": 0, "Index": 79}, {"Word": "294.00", "Confidence": 0.995, "X1": 0.493, "Y1": 0.24414, "X2": 0.53, "Y2": 0.24394, "X3": 0.53, "Y3": 0.25586, "X4": 0.493, "Y4": 0.25721, "page": 0, "Index": 80}, {"Word": "37", "Confidence": 0.997, "X1": 0.69, "Y1": 0.24279, "X2": 0.705, "Y2": 0.24259, "X3": 0.705, "Y3": 0.25721, "X4": 0.69, "Y4": 0.25721, "page": 0, "Index": 81}, {"Word": "39", "Confidence": 0.957, "X1": 0.753, "Y1": 0.24548, "X2": 0.766, "Y2": 0.24528, "X3": 0.766, "Y3": 0.25721, "X4": 0.753, "Y4": 0.25721, "page": 0, "Index": 82}, {"Word": "4", "Confidence": 0.956, "X1": 0.154, "Y1": 0.25626, "X2": 0.16, "Y2": 0.25606, "X3": 0.16, "Y3": 0.26799, "X4": 0.154, "Y4": 0.26799, "page": 0, "Index": 83}, {"Word": "296.50", "Confidence": 0.967, "X1": 0.795, "Y1": 0.24683, "X2": 0.834, "Y2": 0.24663, "X3": 0.834, "Y3": 0.25991, "X4": 0.795, "Y4": 0.25856, "page": 0, "Index": 84}, {"Word": "....", "Confidence": 0.367, "X1": 0.918, "Y1": 0.26839, "X2": 0.917, "Y2": 0.26819, "X3": 0.91, "Y3": 0.26799, "X4": 0.911, "Y4": 0.21948, "page": 0, "Index": 85}, {"Word": "317.60", "Confidence": 0.994, "X1": 0.188, "Y1": 0.25626, "X2": 0.227, "Y2": 0.25606, "X3": 0.227, "Y3": 0.26934, "X4": 0.188, "Y4": 0.26934, "page": 0, "Index": 86}, {"Word": "1", "Confidence": 0.995, "X1": 0.305, "Y1": 0.25761, "X2": 0.311, "Y2": 0.25741, "X3": 0.311, "Y3": 0.26934, "X4": 0.305, "Y4": 0.26934, "page": 0, "Index": 87}, {"Word": "3", "Confidence": 0.994, "X1": 0.394, "Y1": 0.25761, "X2": 0.4, "Y2": 0.25741, "X3": 0.401, "Y3": 0.27069, "X4": 0.395, "Y4": 0.27204, "page": 0, "Index": 88}, {"Word": "22", "Confidence": 0.821, "X1": 0.45, "Y1": 0.25761, "X2": 0.463, "Y2": 0.25741, "X3": 0.463, "Y3": 0.27069, "X4": 0.45, "Y4": 0.27069, "page": 0, "Index": 89}, {"Word": "312.50", "Confidence": 0.97, "X1": 0.492, "Y1": 0.26031, "X2": 0.53, "Y2": 0.26011, "X3": 0.53, "Y3": 0.27204, "X4": 0.492, "Y4": 0.27204, "page": 0, "Index": 90}, {"Word": "16", "Confidence": 0.998, "X1": 0.69, "Y1": 0.25896, "X2": 0.703, "Y2": 0.25876, "X3": 0.704, "Y3": 0.27338, "X4": 0.69, "Y4": 0.27338, "page": 0, "Index": 91}, {"Word": "40", "Confidence": 0.987, "X1": 0.753, "Y1": 0.26031, "X2": 0.765, "Y2": 0.26011, "X3": 0.765, "Y3": 0.27204, "X4": 0.753, "Y4": 0.27204, "page": 0, "Index": 92}, {"Word": "320.90", "Confidence": 0.995, "X1": 0.795, "Y1": 0.263, "X2": 0.833, "Y2": 0.2628, "X3": 0.833, "Y3": 0.27338, "X4": 0.795, "Y4": 0.27338, "page": 0, "Index": 93}, {"Word": "18", "Confidence": 0.997, "X1": 0.085, "Y1": 0.26839, "X2": 0.098, "Y2": 0.26819, "X3": 0.098, "Y3": 0.28282, "X4": 0.085, "Y4": 0.28417, "page": 0, "Index": 94}, {"Word": "5", "Confidence": 0.93, "X1": 0.153, "Y1": 0.26974, "X2": 0.159, "Y2": 0.26954, "X3": 0.159, "Y3": 0.28282, "X4": 0.153, "Y4": 0.28282, "page": 0, "Index": 95}, {"Word": "358.20", "Confidence": 0.996, "X1": 0.189, "Y1": 0.27244, "X2": 0.226, "Y2": 0.27224, "X3": 0.226, "Y3": 0.28282, "X4": 0.188, "Y4": 0.28282, "page": 0, "Index": 96}, {"Word": "1", "Confidence": 0.994, "X1": 0.305, "Y1": 0.27244, "X2": 0.311, "Y2": 0.27224, "X3": 0.31, "Y3": 0.28417, "X4": 0.305, "Y4": 0.28282, "page": 0, "Index": 97}, {"Word": "8", "Confidence": 0.896, "X1": 0.394, "Y1": 0.27109, "X2": 0.4, "Y2": 0.27089, "X3": 0.401, "Y3": 0.28417, "X4": 0.395, "Y4": 0.28551, "page": 0, "Index": 98}, {"Word": "23", "Confidence": 0.994, "X1": 0.45, "Y1": 0.27109, "X2": 0.463, "Y2": 0.27089, "X3": 0.463, "Y3": 0.28551, "X4": 0.45, "Y4": 0.28551, "page": 0, "Index": 99}, {"Word": "354.80", "Confidence": 0.942, "X1": 0.491, "Y1": 0.27513, "X2": 0.53, "Y2": 0.27493, "X3": 0.53, "Y3": 0.28551, "X4": 0.491, "Y4": 0.28551, "page": 0, "Index": 100}, {"Word": "50", "Confidence": 0.833, "X1": 0.085, "Y1": 0.28322, "X2": 0.097, "Y2": 0.28302, "X3": 0.097, "Y3": 0.2963, "X4": 0.085, "Y4": 0.29764, "page": 0, "Index": 101}, {"Word": "6", "Confidence": 0.981, "X1": 0.153, "Y1": 0.28591, "X2": 0.158, "Y2": 0.28571, "X3": 0.158, "Y3": 0.29764, "X4": 0.153, "Y4": 0.29764, "page": 0, "Index": 102}, {"Word": "40", "Confidence": 0.991, "X1": 0.69, "Y1": 0.27378, "X2": 0.703, "Y2": 0.27358, "X3": 0.703, "Y3": 0.28821, "X4": 0.69, "Y4": 0.28821, "page": 0, "Index": 103}, {"Word": "389.80", "Confidence": 0.866, "X1": 0.794, "Y1": 0.27783, "X2": 0.833, "Y2": 0.27763, "X3": 0.833, "Y3": 0.28821, "X4": 0.794, "Y4": 0.28821, "page": 0, "Index": 104}, {"Word": "Deleted", "Confidence": 0.606, "X1": 0.883, "Y1": 0.27648, "X2": 0.93, "Y2": 0.27628, "X3": 0.93, "Y3": 0.29091, "X4": 0.882, "Y4": 0.29091, "page": 0, "Index": 105}, {"Word": "304.80", "Confidence": 0.948, "X1": 0.188, "Y1": 0.28726, "X2": 0.227, "Y2": 0.28706, "X3": 0.226, "Y3": 0.29899, "X4": 0.188, "Y4": 0.29764, "page": 0, "Index": 106}, {"Word": "2", "Confidence": 0.959, "X1": 0.305, "Y1": 0.28861, "X2": 0.31, "Y2": 0.28841, "X3": 0.31, "Y3": 0.29899, "X4": 0.305, "Y4": 0.29899, "page": 0, "Index": 107}, {"Word": "1", "Confidence": 0.995, "X1": 0.394, "Y1": 0.28726, "X2": 0.4, "Y2": 0.28706, "X3": 0.401, "Y3": 0.30169, "X4": 0.394, "Y4": 0.30169, "page": 0, "Index": 108}, {"Word": "24", "Confidence": 0.995, "X1": 0.45, "Y1": 0.28726, "X2": 0.463, "Y2": 0.28706, "X3": 0.463, "Y3": 0.30034, "X4": 0.45, "Y4": 0.30034, "page": 0, "Index": 109}, {"Word": "343.90", "Confidence": 0.851, "X1": 0.491, "Y1": 0.28861, "X2": 0.529, "Y2": 0.28841, "X3": 0.529, "Y3": 0.30034, "X4": 0.491, "Y4": 0.30034, "page": 0, "Index": 110}, {"Word": "5", "Confidence": 0.367, "X1": 0.609, "Y1": 0.28996, "X2": 0.613, "Y2": 0.28976, "X3": 0.613, "Y3": 0.29899, "X4": 0.609, "Y4": 0.29899, "page": 0, "Index": 111}, {"Word": "52", "Confidence": 0.747, "X1": 0.691, "Y1": 0.28726, "X2": 0.704, "Y2": 0.28706, "X3": 0.705, "Y3": 0.30169, "X4": 0.692, "Y4": 0.30303, "page": 0, "Index": 112}, {"Word": "382.60", "Confidence": 0.991, "X1": 0.794, "Y1": 0.28996, "X2": 0.833, "Y2": 0.28976, "X3": 0.833, "Y3": 0.30303, "X4": 0.794, "Y4": 0.30303, "page": 0, "Index": 113}, {"Word": "Deleted", "Confidence": 0.615, "X1": 0.883, "Y1": 0.29265, "X2": 0.929, "Y2": 0.29245, "X3": 0.929, "Y3": 0.30438, "X4": 0.883, "Y4": 0.30438, "page": 0, "Index": 114}, {"Word": "43", "Confidence": 0.979, "X1": 0.085, "Y1": 0.2967, "X2": 0.099, "Y2": 0.2965, "X3": 0.1, "Y3": 0.31112, "X4": 0.086, "Y4": 0.31382, "page": 0, "Index": 115}, {"Word": "7", "Confidence": 0.995, "X1": 0.153, "Y1": 0.30074, "X2": 0.158, "Y2": 0.30054, "X3": 0.158, "Y3": 0.31247, "X4": 0.153, "Y4": 0.31247, "page": 0, "Index": 116}, {"Word": "301.60", "Confidence": 0.991, "X1": 0.188, "Y1": 0.30209, "X2": 0.226, "Y2": 0.30189, "X3": 0.225, "Y3": 0.31247, "X4": 0.188, "Y4": 0.31247, "page": 0, "Index": 117}, {"Word": "2", "Confidence": 0.857, "X1": 0.305, "Y1": 0.30209, "X2": 0.309, "Y2": 0.30189, "X3": 0.31, "Y3": 0.31112, "X4": 0.306, "Y4": 0.31247, "page": 0, "Index": 118}, {"Word": "26", "Confidence": 0.997, "X1": 0.387, "Y1": 0.30074, "X2": 0.4, "Y2": 0.30054, "X3": 0.4, "Y3": 0.31516, "X4": 0.387, "Y4": 0.31651, "page": 0, "Index": 119}, {"Word": "25", "Confidence": 0.993, "X1": 0.449, "Y1": 0.30074, "X2": 0.462, "Y2": 0.30054, "X3": 0.463, "Y3": 0.31516, "X4": 0.449, "Y4": 0.31516, "page": 0, "Index": 120}, {"Word": "338.30", "Confidence": 0.847, "X1": 0.491, "Y1": 0.30478, "X2": 0.529, "Y2": 0.30458, "X3": 0.529, "Y3": 0.31516, "X4": 0.491, "Y4": 0.31516, "page": 0, "Index": 121}, {"Word": "10", "Confidence": 0.998, "X1": 0.69, "Y1": 0.30343, "X2": 0.702, "Y2": 0.30323, "X3": 0.702, "Y3": 0.31651, "X4": 0.69, "Y4": 0.31651, "page": 0, "Index": 122}, {"Word": "382.50", "Confidence": 0.662, "X1": 0.793, "Y1": 0.30613, "X2": 0.833, "Y2": 0.30593, "X3": 0.832, "Y3": 0.31786, "X4": 0.793, "Y4": 0.31786, "page": 0, "Index": 123}, {"Word": "45", "Confidence": 0.994, "X1": 0.086, "Y1": 0.31287, "X2": 0.098, "Y2": 0.31267, "X3": 0.099, "Y3": 0.32729, "X4": 0.086, "Y4": 0.32864, "page": 0, "Index": 124}, {"Word": "2", "Confidence": 0.926, "X1": 0.306, "Y1": 0.31691, "X2": 0.31, "Y2": 0.31671, "X3": 0.311, "Y3": 0.32729, "X4": 0.306, "Y4": 0.32864, "page": 0, "Index": 125}, {"Word": "Deleted", "Confidence": 0.371, "X1": 0.883, "Y1": 0.30748, "X2": 0.929, "Y2": 0.30728, "X3": 0.928, "Y3": 0.31921, "X4": 0.883, "Y4": 0.31921, "page": 0, "Index": 126}, {"Word": "348.20", "Confidence": 0.857, "X1": 0.188, "Y1": 0.31691, "X2": 0.226, "Y2": 0.31671, "X3": 0.226, "Y3": 0.32999, "X4": 0.188, "Y4": 0.32864, "page": 0, "Index": 127}, {"Word": "22", "Confidence": 0.997, "X1": 0.388, "Y1": 0.31556, "X2": 0.401, "Y2": 0.31536, "X3": 0.401, "Y3": 0.32999, "X4": 0.388, "Y4": 0.32999, "page": 0, "Index": 128}, {"Word": "26", "Confidence": 0.988, "X1": 0.452, "Y1": 0.31556, "X2": 0.463, "Y2": 0.31536, "X3": 0.463, "Y3": 0.32999, "X4": 0.451, "Y4": 0.32999, "page": 0, "Index": 129}, {"Word": "295.10", "Confidence": 0.994, "X1": 0.491, "Y1": 0.31826, "X2": 0.53, "Y2": 0.31806, "X3": 0.529, "Y3": 0.32999, "X4": 0.491, "Y4": 0.33134, "page": 0, "Index": 130}, {"Word": "12", "Confidence": 0.996, "X1": 0.69, "Y1": 0.31556, "X2": 0.703, "Y2": 0.31536, "X3": 0.704, "Y3": 0.33134, "X4": 0.69, "Y4": 0.33268, "page": 0, "Index": 131}, {"Word": "371.70", "Confidence": 0.995, "X1": 0.793, "Y1": 0.32095, "X2": 0.834, "Y2": 0.32075, "X3": 0.833, "Y3": 0.33268, "X4": 0.793, "Y4": 0.33268, "page": 0, "Index": 132}, {"Word": "Deleted", "Confidence": 0.601, "X1": 0.882, "Y1": 0.32095, "X2": 0.929, "Y2": 0.32075, "X3": 0.928, "Y3": 0.33403, "X4": 0.882, "Y4": 0.33268, "page": 0, "Index": 133}, {"Word": "49", "Confidence": 0.697, "X1": 0.087, "Y1": 0.32635, "X2": 0.097, "Y2": 0.32615, "X3": 0.098, "Y3": 0.34077, "X4": 0.087, "Y4": 0.34212, "page": 0, "Index": 134}, {"Word": "9", "Confidence": 0.814, "X1": 0.153, "Y1": 0.32904, "X2": 0.158, "Y2": 0.32884, "X3": 0.158, "Y3": 0.34077, "X4": 0.153, "Y4": 0.34077, "page": 0, "Index": 135}, {"Word": "353.40", "Confidence": 0.843, "X1": 0.187, "Y1": 0.33174, "X2": 0.226, "Y2": 0.33154, "X3": 0.226, "Y3": 0.34347, "X4": 0.187, "Y4": 0.34347, "page": 0, "Index": 136}, {"Word": "2", "Confidence": 0.955, "X1": 0.306, "Y1": 0.33174, "X2": 0.31, "Y2": 0.33154, "X3": 0.31, "Y3": 0.34212, "X4": 0.306, "Y4": 0.34212, "page": 0, "Index": 137}, {"Word": "32", "Confidence": 0.998, "X1": 0.386, "Y1": 0.32904, "X2": 0.401, "Y2": 0.32884, "X3": 0.402, "Y3": 0.34481, "X4": 0.387, "Y4": 0.34481, "page": 0, "Index": 138}, {"Word": "27", "Confidence": 0.998, "X1": 0.45, "Y1": 0.33039, "X2": 0.463, "Y2": 0.33019, "X3": 0.463, "Y3": 0.34347, "X4": 0.45, "Y4": 0.34347, "page": 0, "Index": 139}, {"Word": "351.00", "Confidence": 0.989, "X1": 0.491, "Y1": 0.33308, "X2": 0.529, "Y2": 0.33288, "X3": 0.528, "Y3": 0.34481, "X4": 0.491, "Y4": 0.34481, "page": 0, "Index": 140}, {"Word": "19", "Confidence": 0.951, "X1": 0.689, "Y1": 0.32904, "X2": 0.701, "Y2": 0.32884, "X3": 0.703, "Y3": 0.34347, "X4": 0.69, "Y4": 0.34616, "page": 0, "Index": 141}, {"Word": "367.60", "Confidence": 0.869, "X1": 0.794, "Y1": 0.33443, "X2": 0.833, "Y2": 0.33423, "X3": 0.833, "Y3": 0.34616, "X4": 0.793, "Y4": 0.34751, "page": 0, "Index": 142}, {"Word": "Deleted", "Confidence": 0.624, "X1": 0.883, "Y1": 0.33578, "X2": 0.928, "Y2": 0.33558, "X3": 0.928, "Y3": 0.34751, "X4": 0.883, "Y4": 0.34751, "page": 0, "Index": 143}, {"Word": "24", "Confidence": 0.871, "X1": 0.086, "Y1": 0.34117, "X2": 0.098, "Y2": 0.34097, "X3": 0.098, "Y3": 0.3556, "X4": 0.086, "Y4": 0.3556, "page": 0, "Index": 144}, {"Word": "10", "Confidence": 0.601, "X1": 0.146, "Y1": 0.34387, "X2": 0.158, "Y2": 0.34367, "X3": 0.158, "Y3": 0.35694, "X4": 0.146, "Y4": 0.35694, "page": 0, "Index": 145}, {"Word": "324.20", "Confidence": 0.994, "X1": 0.188, "Y1": 0.34656, "X2": 0.225, "Y2": 0.34636, "X3": 0.225, "Y3": 0.35694, "X4": 0.187, "Y4": 0.35694, "page": 0, "Index": 146}, {"Word": "2", "Confidence": 0.936, "X1": 0.306, "Y1": 0.34791, "X2": 0.31, "Y2": 0.34771, "X3": 0.31, "Y3": 0.35694, "X4": 0.306, "Y4": 0.35694, "page": 0, "Index": 147}, {"Word": "\u20ac", "Confidence": 0.359, "X1": 0.396, "Y1": 0.34387, "X2": 0.403, "Y2": 0.34367, "X3": 0.404, "Y3": 0.35829, "X4": 0.396, "Y4": 0.35964, "page": 0, "Index": 148}, {"Word": "28", "Confidence": 0.672, "X1": 0.45, "Y1": 0.34521, "X2": 0.462, "Y2": 0.34501, "X3": 0.462, "Y3": 0.35829, "X4": 0.45, "Y4": 0.35829, "page": 0, "Index": 149}, {"Word": "312.50", "Confidence": 0.897, "X1": 0.491, "Y1": 0.34791, "X2": 0.529, "Y2": 0.34771, "X3": 0.529, "Y3": 0.35964, "X4": 0.491, "Y4": 0.35964, "page": 0, "Index": 150}, {"Word": "53", "Confidence": 0.93, "X1": 0.688, "Y1": 0.34521, "X2": 0.702, "Y2": 0.34501, "X3": 0.703, "Y3": 0.36099, "X4": 0.689, "Y4": 0.36233, "page": 0, "Index": 151}, {"Word": "367.30", "Confidence": 0.991, "X1": 0.794, "Y1": 0.3506, "X2": 0.832, "Y2": 0.3504, "X3": 0.832, "Y3": 0.36233, "X4": 0.793, "Y4": 0.36099, "page": 0, "Index": 152}, {"Word": "Deletod", "Confidence": 0.743, "X1": 0.882, "Y1": 0.3506, "X2": 0.929, "Y2": 0.3504, "X3": 0.929, "Y3": 0.36233, "X4": 0.881, "Y4": 0.36233, "page": 0, "Index": 153}, {"Word": "11", "Confidence": 0.993, "X1": 0.146, "Y1": 0.35869, "X2": 0.158, "Y2": 0.35849, "X3": 0.158, "Y3": 0.37177, "X4": 0.146, "Y4": 0.37177, "page": 0, "Index": 154}, {"Word": "304.70", "Confidence": 0.659, "X1": 0.187, "Y1": 0.36139, "X2": 0.225, "Y2": 0.36119, "X3": 0.225, "Y3": 0.37177, "X4": 0.186, "Y4": 0.37177, "page": 0, "Index": 155}, {"Word": "3", "Confidence": 0.825, "X1": 0.306, "Y1": 0.36004, "X2": 0.312, "Y2": 0.35984, "X3": 0.311, "Y3": 0.37042, "X4": 0.306, "Y4": 0.37042, "page": 0, "Index": 156}, {"Word": "52", "Confidence": 0.811, "X1": 0.386, "Y1": 0.35869, "X2": 0.4, "Y2": 0.35849, "X3": 0.401, "Y3": 0.37177, "X4": 0.386, "Y4": 0.37312, "page": 0, "Index": 157}, {"Word": "29", "Confidence": 0.886, "X1": 0.449, "Y1": 0.36004, "X2": 0.462, "Y2": 0.35984, "X3": 0.461, "Y3": 0.37312, "X4": 0.449, "Y4": 0.37177, "page": 0, "Index": 158}, {"Word": "334.30", "Confidence": 0.795, "X1": 0.49, "Y1": 0.36273, "X2": 0.529, "Y2": 0.36253, "X3": 0.529, "Y3": 0.37312, "X4": 0.49, "Y4": 0.37312, "page": 0, "Index": 159}, {"Word": "295.60", "Confidence": 0.942, "X1": 0.793, "Y1": 0.36543, "X2": 0.832, "Y2": 0.36523, "X3": 0.832, "Y3": 0.37581, "X4": 0.793, "Y4": 0.37581, "page": 0, "Index": 160}, {"Word": "Deleted", "Confidence": 0.785, "X1": 0.881, "Y1": 0.36543, "X2": 0.928, "Y2": 0.36523, "X3": 0.928, "Y3": 0.37716, "X4": 0.88, "Y4": 0.37716, "page": 0, "Index": 161}, {"Word": "12", "Confidence": 0.993, "X1": 0.146, "Y1": 0.37217, "X2": 0.159, "Y2": 0.37197, "X3": 0.159, "Y3": 0.38524, "X4": 0.146, "Y4": 0.38524, "page": 0, "Index": 162}, {"Word": "336.90", "Confidence": 0.966, "X1": 0.187, "Y1": 0.37486, "X2": 0.225, "Y2": 0.37466, "X3": 0.225, "Y3": 0.38524, "X4": 0.186, "Y4": 0.38659, "page": 0, "Index": 163}, {"Word": "31", "Confidence": 0.995, "X1": 0.386, "Y1": 0.37352, "X2": 0.399, "Y2": 0.37332, "X3": 0.4, "Y3": 0.38794, "X4": 0.386, "Y4": 0.38929, "page": 0, "Index": 164}, {"Word": "30", "Confidence": 0.941, "X1": 0.449, "Y1": 0.37486, "X2": 0.461, "Y2": 0.37466, "X3": 0.461, "Y3": 0.38659, "X4": 0.449, "Y4": 0.38659, "page": 0, "Index": 165}, {"Word": "344.10", "Confidence": 0.767, "X1": 0.49, "Y1": 0.37756, "X2": 0.53, "Y2": 0.37736, "X3": 0.529, "Y3": 0.38794, "X4": 0.49, "Y4": 0.38794, "page": 0, "Index": 166}, {"Word": "14", "Confidence": 0.817, "X1": 0.69, "Y1": 0.37486, "X2": 0.702, "Y2": 0.37466, "X3": 0.702, "Y3": 0.38794, "X4": 0.69, "Y4": 0.38794, "page": 0, "Index": 167}, {"Word": "288.70", "Confidence": 0.648, "X1": 0.794, "Y1": 0.37891, "X2": 0.832, "Y2": 0.37871, "X3": 0.832, "Y3": 0.39064, "X4": 0.793, "Y4": 0.38929, "page": 0, "Index": 168}, {"Word": "Deleted", "Confidence": 0.635, "X1": 0.882, "Y1": 0.38025, "X2": 0.929, "Y2": 0.38005, "X3": 0.929, "Y3": 0.39198, "X4": 0.882, "Y4": 0.39198, "page": 0, "Index": 169}, {"Word": "13", "Confidence": 0.957, "X1": 0.145, "Y1": 0.38564, "X2": 0.158, "Y2": 0.38544, "X3": 0.159, "Y3": 0.40007, "X4": 0.146, "Y4": 0.40142, "page": 0, "Index": 170}, {"Word": "352.80", "Confidence": 0.971, "X1": 0.188, "Y1": 0.38969, "X2": 0.226, "Y2": 0.38949, "X3": 0.226, "Y3": 0.40007, "X4": 0.187, "Y4": 0.40007, "page": 0, "Index": 171}, {"Word": "17", "Confidence": 0.992, "X1": 0.387, "Y1": 0.38699, "X2": 0.401, "Y2": 0.38679, "X3": 0.401, "Y3": 0.40142, "X4": 0.387, "Y4": 0.40142, "page": 0, "Index": 172}, {"Word": "31", "Confidence": 0.898, "X1": 0.448, "Y1": 0.38834, "X2": 0.462, "Y2": 0.38814, "X3": 0.462, "Y3": 0.40276, "X4": 0.448, "Y4": 0.40276, "page": 0, "Index": 173}, {"Word": "299-60", "Confidence": 0.651, "X1": 0.49, "Y1": 0.39238, "X2": 0.529, "Y2": 0.39218, "X3": 0.529, "Y3": 0.40276, "X4": 0.49, "Y4": 0.40276, "page": 0, "Index": 174}, {"Word": "7", "Confidence": 0.983, "X1": 0.608, "Y1": 0.38834, "X2": 0.615, "Y2": 0.38814, "X3": 0.616, "Y3": 0.40276, "X4": 0.61, "Y4": 0.40411, "page": 0, "Index": 175}, {"Word": "265.10", "Confidence": 0.661, "X1": 0.794, "Y1": 0.39373, "X2": 0.832, "Y2": 0.39353, "X3": 0.831, "Y3": 0.40411, "X4": 0.793, "Y4": 0.40411, "page": 0, "Index": 176}, {"Word": "Deleted", "Confidence": 0.61, "X1": 0.881, "Y1": 0.39508, "X2": 0.929, "Y2": 0.39488, "X3": 0.929, "Y3": 0.40681, "X4": 0.88, "Y4": 0.40546, "page": 0, "Index": 177}, {"Word": "1", "Confidence": 0.964, "X1": 0.144, "Y1": 0.40047, "X2": 0.151, "Y2": 0.40027, "X3": 0.152, "Y3": 0.41489, "X4": 0.145, "Y4": 0.41624, "page": 0, "Index": 178}, {"Word": "342.50", "Confidence": 0.996, "X1": 0.187, "Y1": 0.40451, "X2": 0.225, "Y2": 0.40431, "X3": 0.225, "Y3": 0.41489, "X4": 0.187, "Y4": 0.41489, "page": 0, "Index": 179}, {"Word": "30", "Confidence": 0.997, "X1": 0.387, "Y1": 0.40451, "X2": 0.399, "Y2": 0.40431, "X3": 0.399, "Y3": 0.41759, "X4": 0.387, "Y4": 0.41759, "page": 0, "Index": 180}, {"Word": "32", "Confidence": 0.998, "X1": 0.449, "Y1": 0.40316, "X2": 0.462, "Y2": 0.40296, "X3": 0.462, "Y3": 0.41624, "X4": 0.449, "Y4": 0.41624, "page": 0, "Index": 181}, {"Word": "312.60", "Confidence": 0.788, "X1": 0.49, "Y1": 0.40586, "X2": 0.529, "Y2": 0.40566, "X3": 0.529, "Y3": 0.41759, "X4": 0.49, "Y4": 0.41759, "page": 0, "Index": 182}, {"Word": "7", "Confidence": 0.961, "X1": 0.611, "Y1": 0.40586, "X2": 0.617, "Y2": 0.40566, "X3": 0.617, "Y3": 0.41624, "X4": 0.612, "Y4": 0.41759, "page": 0, "Index": 183}, {"Word": "284.50", "Confidence": 0.662, "X1": 0.794, "Y1": 0.40856, "X2": 0.832, "Y2": 0.40836, "X3": 0.832, "Y3": 0.41894, "X4": 0.794, "Y4": 0.41894, "page": 0, "Index": 184}, {"Word": "Deleted", "Confidence": 0.641, "X1": 0.882, "Y1": 0.4099, "X2": 0.928, "Y2": 0.4097, "X3": 0.928, "Y3": 0.42163, "X4": 0.882, "Y4": 0.42029, "page": 0, "Index": 185}, {"Word": "15", "Confidence": 0.968, "X1": 0.145, "Y1": 0.41395, "X2": 0.157, "Y2": 0.41375, "X3": 0.158, "Y3": 0.42837, "X4": 0.145, "Y4": 0.42972, "page": 0, "Index": 186}, {"Word": "291.70", "Confidence": 0.994, "X1": 0.187, "Y1": 0.41799, "X2": 0.226, "Y2": 0.41779, "X3": 0.225, "Y3": 0.42972, "X4": 0.186, "Y4": 0.42972, "page": 0, "Index": 187}, {"Word": "3", "Confidence": 0.962, "X1": 0.305, "Y1": 0.41934, "X2": 0.311, "Y2": 0.41914, "X3": 0.31, "Y3": 0.43107, "X4": 0.305, "Y4": 0.42972, "page": 0, "Index": 188}, {"Word": "33", "Confidence": 0.998, "X1": 0.448, "Y1": 0.41799, "X2": 0.462, "Y2": 0.41779, "X3": 0.462, "Y3": 0.43107, "X4": 0.448, "Y4": 0.43107, "page": 0, "Index": 189}, {"Word": "337.80", "Confidence": 0.899, "X1": 0.489, "Y1": 0.42069, "X2": 0.528, "Y2": 0.42049, "X3": 0.528, "Y3": 0.43107, "X4": 0.49, "Y4": 0.43107, "page": 0, "Index": 190}, {"Word": "7", "Confidence": 0.96, "X1": 0.611, "Y1": 0.42069, "X2": 0.616, "Y2": 0.42049, "X3": 0.616, "Y3": 0.43241, "X4": 0.611, "Y4": 0.43241, "page": 0, "Index": 191}, {"Word": "284.10", "Confidence": 0.779, "X1": 0.794, "Y1": 0.42338, "X2": 0.831, "Y2": 0.42318, "X3": 0.832, "Y3": 0.43376, "X4": 0.794, "Y4": 0.43376, "page": 0, "Index": 192}, {"Word": "Deleted", "Confidence": 0.376, "X1": 0.882, "Y1": 0.42338, "X2": 0.928, "Y2": 0.42318, "X3": 0.928, "Y3": 0.43646, "X4": 0.881, "Y4": 0.43511, "page": 0, "Index": 193}, {"Word": "16", "Confidence": 0.997, "X1": 0.144, "Y1": 0.43012, "X2": 0.158, "Y2": 0.42992, "X3": 0.158, "Y3": 0.44454, "X4": 0.144, "Y4": 0.44454, "page": 0, "Index": 194}, {"Word": "341.10", "Confidence": 0.774, "X1": 0.186, "Y1": 0.43281, "X2": 0.225, "Y2": 0.43261, "X3": 0.225, "Y3": 0.44454, "X4": 0.186, "Y4": 0.44454, "page": 0, "Index": 195}, {"Word": "20", "Confidence": 0.737, "X1": 0.386, "Y1": 0.43147, "X2": 0.399, "Y2": 0.43127, "X3": 0.399, "Y3": 0.44454, "X4": 0.387, "Y4": 0.44589, "page": 0, "Index": 196}, {"Word": "34", "Confidence": 0.983, "X1": 0.447, "Y1": 0.42608, "X2": 0.464, "Y2": 0.42588, "X3": 0.467, "Y3": 0.4432, "X4": 0.451, "Y4": 0.44859, "page": 0, "Index": 197}, {"Word": "355.80", "Confidence": 0.633, "X1": 0.49, "Y1": 0.43551, "X2": 0.528, "Y2": 0.43531, "X3": 0.528, "Y3": 0.44589, "X4": 0.49, "Y4": 0.44589, "page": 0, "Index": 198}, {"Word": "7", "Confidence": 0.896, "X1": 0.608, "Y1": 0.43416, "X2": 0.614, "Y2": 0.43396, "X3": 0.614, "Y3": 0.44724, "X4": 0.608, "Y4": 0.44724, "page": 0, "Index": 199}, {"Word": "27", "Confidence": 0.991, "X1": 0.689, "Y1": 0.43147, "X2": 0.702, "Y2": 0.43127, "X3": 0.702, "Y3": 0.44724, "X4": 0.689, "Y4": 0.44724, "page": 0, "Index": 200}, {"Word": "222.70", "Confidence": 0.938, "X1": 0.793, "Y1": 0.43686, "X2": 0.831, "Y2": 0.43666, "X3": 0.831, "Y3": 0.44724, "X4": 0.793, "Y4": 0.44724, "page": 0, "Index": 201}, {"Word": "Deleted", "Confidence": 0.562, "X1": 0.881, "Y1": 0.43955, "X2": 0.927, "Y2": 0.43935, "X3": 0.927, "Y3": 0.44859, "X4": 0.882, "Y4": 0.44859, "page": 0, "Index": 202}, {"Word": "17", "Confidence": 0.995, "X1": 0.145, "Y1": 0.4436, "X2": 0.16, "Y2": 0.4434, "X3": 0.16, "Y3": 0.45937, "X4": 0.145, "Y4": 0.45937, "page": 0, "Index": 203}, {"Word": "353.70", "Confidence": 0.952, "X1": 0.187, "Y1": 0.44764, "X2": 0.226, "Y2": 0.44744, "X3": 0.226, "Y3": 0.45802, "X4": 0.186, "Y4": 0.45802, "page": 0, "Index": 204}, {"Word": "35", "Confidence": 0.992, "X1": 0.448, "Y1": 0.44629, "X2": 0.462, "Y2": 0.44609, "X3": 0.462, "Y3": 0.46072, "X4": 0.448, "Y4": 0.46072, "page": 0, "Index": 205}, {"Word": "342.90", "Confidence": 0.726, "X1": 0.49, "Y1": 0.45033, "X2": 0.529, "Y2": 0.45013, "X3": 0.529, "Y3": 0.46206, "X4": 0.49, "Y4": 0.46072, "page": 0, "Index": 206}, {"Word": "7", "Confidence": 0.984, "X1": 0.609, "Y1": 0.44899, "X2": 0.614, "Y2": 0.44879, "X3": 0.614, "Y3": 0.46206, "X4": 0.608, "Y4": 0.46072, "page": 0, "Index": 207}, {"Word": "5", "Confidence": 0.863, "X1": 0.695, "Y1": 0.45033, "X2": 0.701, "Y2": 0.45013, "X3": 0.701, "Y3": 0.46206, "X4": 0.696, "Y4": 0.46206, "page": 0, "Index": 208}, {"Word": "271.70", "Confidence": 0.97, "X1": 0.793, "Y1": 0.45168, "X2": 0.832, "Y2": 0.45148, "X3": 0.831, "Y3": 0.46206, "X4": 0.793, "Y4": 0.46206, "page": 0, "Index": 209}, {"Word": "Deleted", "Confidence": 0.637, "X1": 0.882, "Y1": 0.45303, "X2": 0.927, "Y2": 0.45283, "X3": 0.927, "Y3": 0.46341, "X4": 0.882, "Y4": 0.46341, "page": 0, "Index": 210}, {"Word": "18", "Confidence": 0.896, "X1": 0.146, "Y1": 0.45707, "X2": 0.159, "Y2": 0.45687, "X3": 0.159, "Y3": 0.4715, "X4": 0.146, "Y4": 0.4715, "page": 0, "Index": 211}, {"Word": "336.70", "Confidence": 0.984, "X1": 0.187, "Y1": 0.46246, "X2": 0.226, "Y2": 0.46226, "X3": 0.225, "Y3": 0.47285, "X4": 0.186, "Y4": 0.47285, "page": 0, "Index": 212}, {"Word": "35", "Confidence": 0.998, "X1": 0.388, "Y1": 0.45977, "X2": 0.4, "Y2": 0.45957, "X3": 0.4, "Y3": 0.47285, "X4": 0.388, "Y4": 0.47285, "page": 0, "Index": 213}, {"Word": "36", "Confidence": 0.744, "X1": 0.451, "Y1": 0.46112, "X2": 0.463, "Y2": 0.46092, "X3": 0.463, "Y3": 0.47419, "X4": 0.451, "Y4": 0.47419, "page": 0, "Index": 214}, {"Word": "302.30", "Confidence": 0.993, "X1": 0.49, "Y1": 0.46381, "X2": 0.529, "Y2": 0.46361, "X3": 0.528, "Y3": 0.47689, "X4": 0.489, "Y4": 0.47554, "page": 0, "Index": 215}, {"Word": "2", "Confidence": 0.965, "X1": 0.695, "Y1": 0.46112, "X2": 0.701, "Y2": 0.46092, "X3": 0.702, "Y3": 0.47419, "X4": 0.696, "Y4": 0.47554, "page": 0, "Index": 216}, {"Word": "254.10", "Confidence": 0.991, "X1": 0.793, "Y1": 0.46651, "X2": 0.832, "Y2": 0.46631, "X3": 0.831, "Y3": 0.47824, "X4": 0.792, "Y4": 0.47689, "page": 0, "Index": 217}, {"Word": "Deleted", "Confidence": 0.641, "X1": 0.881, "Y1": 0.46651, "X2": 0.928, "Y2": 0.46631, "X3": 0.927, "Y3": 0.47958, "X4": 0.881, "Y4": 0.47824, "page": 0, "Index": 218}, {"Word": "52194", "Confidence": 0.997, "X1": 0.157, "Y1": 0.96651, "X2": 0.113, "Y2": 0.96631, "X3": 0.112, "Y3": 0.94589, "X4": 0.157, "Y4": 0.94185, "page": 0, "Index": 219}, {"Word": "4640", "Confidence": 0.992, "X1": 0.102, "Y1": 0.9719, "X2": 0.066, "Y2": 0.9717, "X3": 0.065, "Y3": 0.95128, "X4": 0.101, "Y4": 0.94724, "page": 0, "Index": 220}]}
"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"
ffbg0065
6
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.89, "X1": 0.042, "Y1": 0.10263, "X2": 0.141, "Y2": 0.10243, "X3": 0.141, "Y3": 0.1157, "X4": 0.042, "Y4": 0.11705, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.788, "X1": 0.82, "Y1": 0.10397, "X2": 0.945, "Y2": 0.10377, "X3": 0.945, "Y3": 0.11705, "X4": 0.82, "Y4": 0.1184, "page": 0}, {"Word": "RAW DATA LISTINGS OF CLINICAL SIGNS WITHOUT MASSES", "Confidence": 0.85925, "X1": 0.359, "Y1": 0.10263, "X2": 0.704, "Y2": 0.10243, "X3": 0.704, "Y3": 0.1184, "X4": 0.359, "Y4": 0.11975, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.831, "X1": 0.042, "Y1": 0.1161, "X2": 0.238, "Y2": 0.1159, "X3": 0.238, "Y3": 0.13053, "X4": 0.042, "Y4": 0.13188, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.679, "X1": 0.453, "Y1": 0.11745, "X2": 0.602, "Y2": 0.11725, "X3": 0.602, "Y3": 0.13188, "X4": 0.453, "Y4": 0.13188, "page": 0}, {"Word": "Page: 3", "Confidence": 0.8555, "X1": 0.833, "Y1": 0.12015, "X2": 0.884, "Y2": 0.11995, "X3": 0.883, "Y3": 0.13322, "X4": 0.833, "Y4": 0.13188, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.9925, "X1": 0.043, "Y1": 0.13093, "X2": 0.141, "Y2": 0.13073, "X3": 0.141, "Y3": 0.1467, "X4": 0.043, "Y4": 0.1467, "page": 0}, {"Word": "DATA FOR STUDY DAY!", "Confidence": 0.88175, "X1": 0.448, "Y1": 0.13228, "X2": 0.58, "Y2": 0.13208, "X3": 0.58, "Y3": 0.1467, "X4": 0.448, "Y4": 0.1467, "page": 0}, {"Word": "-2", "Confidence": 0.877, "X1": 0.595, "Y1": 0.13362, "X2": 0.615, "Y2": 0.13342, "X3": 0.615, "Y3": 0.14535, "X4": 0.596, "Y4": 0.144, "page": 0}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.665, "X1": 0.042, "Y1": 0.1471, "X2": 0.168, "Y2": 0.1469, "X3": 0.168, "Y3": 0.16287, "X4": 0.042, "Y4": 0.16153, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.7705, "X1": 0.433, "Y1": 0.1471, "X2": 0.622, "Y2": 0.1469, "X3": 0.622, "Y3": 0.16018, "X4": 0.433, "Y4": 0.16153, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LD50 PHSA", "Confidence": 0.8985, "X1": 0.742, "Y1": 0.1471, "X2": 0.944, "Y2": 0.1469, "X3": 0.944, "Y3": 0.16153, "X4": 0.742, "Y4": 0.16287, "page": 0}, {"Word": "CAGE", "Confidence": 0.981, "X1": 0.05, "Y1": 0.1754, "X2": 0.078, "Y2": 0.1752, "X3": 0.078, "Y3": 0.18983, "X4": 0.049, "Y4": 0.19117, "page": 0}, {"Word": "ANIMAL SEX/GROUP DATE AND", "Confidence": 0.76025, "X1": 0.085, "Y1": 0.1754, "X2": 0.272, "Y2": 0.1752, "X3": 0.272, "Y3": 0.18983, "X4": 0.085, "Y4": 0.19117, "page": 0}, {"Word": "TINE", "Confidence": 0.605, "X1": 0.289, "Y1": 0.17675, "X2": 0.323, "Y2": 0.17655, "X3": 0.323, "Y3": 0.18983, "X4": 0.289, "Y4": 0.18848, "page": 0}, {"Word": "STUDY DAT/TIME OPER", "Confidence": 0.87767, "X1": 0.332, "Y1": 0.1754, "X2": 0.464, "Y2": 0.1752, "X3": 0.464, "Y3": 0.18983, "X4": 0.332, "Y4": 0.18983, "page": 0}, {"Word": "HUMBER /SUBGROUP DATA WAS ENTERED", "Confidence": 0.85, "X1": 0.088, "Y1": 0.19023, "X2": 0.319, "Y2": 0.19003, "X3": 0.319, "Y3": 0.20465, "X4": 0.088, "Y4": 0.20465, "page": 0}, {"Word": "DATA WAS TAKEN", "Confidence": 0.90567, "X1": 0.332, "Y1": 0.19157, "X2": 0.43, "Y2": 0.19137, "X3": 0.43, "Y3": 0.20465, "X4": 0.332, "Y4": 0.2033, "page": 0}, {"Word": "CLINICAL SIGNS / COMMENTS", "Confidence": 0.7805, "X1": 0.465, "Y1": 0.19023, "X2": 0.641, "Y2": 0.19003, "X3": 0.641, "Y3": 0.20465, "X4": 0.465, "Y4": 0.20465, "page": 0}, {"Word": "1/", "Confidence": 0.738, "X1": 0.146, "Y1": 0.21988, "X2": 0.162, "Y2": 0.21968, "X3": 0.162, "Y3": 0.23565, "X4": 0.146, "Y4": 0.23565, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.622, "X1": 0.208, "Y1": 0.21988, "X2": 0.272, "Y2": 0.21968, "X3": 0.272, "Y3": 0.23161, "X4": 0.208, "Y4": 0.23161, "page": 0}, {"Word": "11:23", "Confidence": 0.911, "X1": 0.283, "Y1": 0.21853, "X2": 0.32, "Y2": 0.21833, "X3": 0.32, "Y3": 0.23295, "X4": 0.283, "Y4": 0.23161, "page": 0}, {"Word": "-2", "Confidence": 0.994, "X1": 0.355, "Y1": 0.22122, "X2": 0.368, "Y2": 0.22102, "X3": 0.368, "Y3": 0.23295, "X4": 0.355, "Y4": 0.23295, "page": 0}, {"Word": "11:23", "Confidence": 0.997, "X1": 0.384, "Y1": 0.21988, "X2": 0.421, "Y2": 0.21968, "X3": 0.421, "Y3": 0.23161, "X4": 0.384, "Y4": 0.23161, "page": 0}, {"Word": "43", "Confidence": 0.682, "X1": 0.442, "Y1": 0.22122, "X2": 0.455, "Y2": 0.22102, "X3": 0.455, "Y3": 0.23295, "X4": 0.442, "Y4": 0.2343, "page": 0}, {"Word": "Normal/no visible abnormalities", "Confidence": 0.55267, "X1": 0.469, "Y1": 0.21988, "X2": 0.682, "Y2": 0.21968, "X3": 0.682, "Y3": 0.23295, "X4": 0.469, "Y4": 0.23295, "page": 0}, {"Word": "90", "Confidence": 0.996, "X1": 0.056, "Y1": 0.23335, "X2": 0.072, "Y2": 0.23315, "X3": 0.071, "Y3": 0.24778, "X4": 0.056, "Y4": 0.24778, "page": 0}, {"Word": "OS-Nov-90", "Confidence": 0.604, "X1": 0.209, "Y1": 0.2347, "X2": 0.27, "Y2": 0.2345, "X3": 0.27, "Y3": 0.24643, "X4": 0.209, "Y4": 0.24643, "page": 0}, {"Word": "11:24", "Confidence": 0.834, "X1": 0.284, "Y1": 0.23605, "X2": 0.321, "Y2": 0.23585, "X3": 0.321, "Y3": 0.24643, "X4": 0.284, "Y4": 0.24508, "page": 0}, {"Word": "11:24", "Confidence": 0.969, "X1": 0.386, "Y1": 0.23605, "X2": 0.422, "Y2": 0.23585, "X3": 0.422, "Y3": 0.24643, "X4": 0.386, "Y4": 0.24643, "page": 0}, {"Word": "47", "Confidence": 0.105, "X1": 0.442, "Y1": 0.23605, "X2": 0.455, "Y2": 0.23585, "X3": 0.455, "Y3": 0.24508, "X4": 0.442, "Y4": 0.24643, "page": 0}, {"Word": "Hormal no visible abnormalities", "Confidence": 0.72975, "X1": 0.471, "Y1": 0.23605, "X2": 0.682, "Y2": 0.23585, "X3": 0.682, "Y3": 0.24643, "X4": 0.471, "Y4": 0.24778, "page": 0}, {"Word": "P/", "Confidence": 0.333, "X1": 0.147, "Y1": 0.23066, "X2": 0.164, "Y2": 0.23046, "X3": 0.164, "Y3": 0.24913, "X4": 0.147, "Y4": 0.24913, "page": 0}, {"Word": "91", "Confidence": 0.997, "X1": 0.057, "Y1": 0.24818, "X2": 0.071, "Y2": 0.24798, "X3": 0.071, "Y3": 0.26126, "X4": 0.057, "Y4": 0.2626, "page": 0}, {"Word": "91", "Confidence": 0.969, "X1": 0.117, "Y1": 0.24818, "X2": 0.134, "Y2": 0.24798, "X3": 0.133, "Y3": 0.26126, "X4": 0.117, "Y4": 0.2626, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.637, "X1": 0.208, "Y1": 0.24953, "X2": 0.27, "Y2": 0.24933, "X3": 0.27, "Y3": 0.25991, "X4": 0.208, "Y4": 0.26126, "page": 0}, {"Word": "11:24", "Confidence": 0.745, "X1": 0.281, "Y1": 0.24953, "X2": 0.318, "Y2": 0.24933, "X3": 0.318, "Y3": 0.26126, "X4": 0.281, "Y4": 0.25991, "page": 0}, {"Word": "-2", "Confidence": 0.784, "X1": 0.351, "Y1": 0.25087, "X2": 0.368, "Y2": 0.25067, "X3": 0.368, "Y3": 0.25991, "X4": 0.351, "Y4": 0.25991, "page": 0}, {"Word": "11:24", "Confidence": 0.941, "X1": 0.387, "Y1": 0.25087, "X2": 0.423, "Y2": 0.25067, "X3": 0.422, "Y3": 0.26126, "X4": 0.387, "Y4": 0.25991, "page": 0}, {"Word": "43", "Confidence": 0.58, "X1": 0.442, "Y1": 0.24953, "X2": 0.454, "Y2": 0.24933, "X3": 0.454, "Y3": 0.25991, "X4": 0.442, "Y4": 0.25991, "page": 0}, {"Word": "Normal no visible", "Confidence": 0.99933, "X1": 0.469, "Y1": 0.24953, "X2": 0.589, "Y2": 0.24933, "X3": 0.589, "Y3": 0.2626, "X4": 0.469, "Y4": 0.2626, "page": 0}, {"Word": "abnormalities", "Confidence": 0.651, "X1": 0.59, "Y1": 0.24953, "X2": 0.685, "Y2": 0.24933, "X3": 0.685, "Y3": 0.26126, "X4": 0.59, "Y4": 0.26126, "page": 0}, {"Word": "92", "Confidence": 0.96, "X1": 0.057, "Y1": 0.26435, "X2": 0.07, "Y2": 0.26415, "X3": 0.069, "Y3": 0.27608, "X4": 0.056, "Y4": 0.27743, "page": 0}, {"Word": "92", "Confidence": 0.962, "X1": 0.118, "Y1": 0.26166, "X2": 0.134, "Y2": 0.26146, "X3": 0.134, "Y3": 0.27608, "X4": 0.118, "Y4": 0.27743, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.615, "X1": 0.207, "Y1": 0.26435, "X2": 0.27, "Y2": 0.26415, "X3": 0.27, "Y3": 0.27473, "X4": 0.207, "Y4": 0.27473, "page": 0}, {"Word": "11 :25", "Confidence": 0.9945, "X1": 0.285, "Y1": 0.26435, "X2": 0.319, "Y2": 0.26415, "X3": 0.319, "Y3": 0.27473, "X4": 0.285, "Y4": 0.27473, "page": 0}, {"Word": "11:25", "Confidence": 0.925, "X1": 0.386, "Y1": 0.26435, "X2": 0.422, "Y2": 0.26415, "X3": 0.422, "Y3": 0.27473, "X4": 0.386, "Y4": 0.27473, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.44, "Y1": 0.26435, "X2": 0.456, "Y2": 0.26415, "X3": 0.455, "Y3": 0.27608, "X4": 0.44, "Y4": 0.27743, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.445, "X1": 0.471, "Y1": 0.26435, "X2": 0.587, "Y2": 0.26415, "X3": 0.587, "Y3": 0.27743, "X4": 0.471, "Y4": 0.27743, "page": 0}, {"Word": "abnormaliti.", "Confidence": 0.493, "X1": 0.59, "Y1": 0.26435, "X2": 0.674, "Y2": 0.26415, "X3": 0.674, "Y3": 0.27473, "X4": 0.591, "Y4": 0.27743, "page": 0}, {"Word": "93", "Confidence": 0.933, "X1": 0.057, "Y1": 0.27513, "X2": 0.071, "Y2": 0.27493, "X3": 0.07, "Y3": 0.29091, "X4": 0.057, "Y4": 0.29091, "page": 0}, {"Word": "93", "Confidence": 0.995, "X1": 0.117, "Y1": 0.27648, "X2": 0.134, "Y2": 0.27628, "X3": 0.134, "Y3": 0.29091, "X4": 0.117, "Y4": 0.29225, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.468, "X1": 0.208, "Y1": 0.27783, "X2": 0.27, "Y2": 0.27763, "X3": 0.27, "Y3": 0.28956, "X4": 0.207, "Y4": 0.28956, "page": 0}, {"Word": "11 :25", "Confidence": 0.9245, "X1": 0.284, "Y1": 0.27783, "X2": 0.32, "Y2": 0.27763, "X3": 0.32, "Y3": 0.28956, "X4": 0.284, "Y4": 0.28821, "page": 0}, {"Word": "11:25", "Confidence": 0.997, "X1": 0.386, "Y1": 0.27918, "X2": 0.421, "Y2": 0.27898, "X3": 0.421, "Y3": 0.28956, "X4": 0.386, "Y4": 0.28956, "page": 0}, {"Word": "43", "Confidence": 0.602, "X1": 0.443, "Y1": 0.27648, "X2": 0.456, "Y2": 0.27628, "X3": 0.457, "Y3": 0.28821, "X4": 0.443, "Y4": 0.28956, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.4575, "X1": 0.468, "Y1": 0.27918, "X2": 0.588, "Y2": 0.27898, "X3": 0.588, "Y3": 0.29091, "X4": 0.468, "Y4": 0.29091, "page": 0}, {"Word": "abnormaliti", "Confidence": 0.623, "X1": 0.593, "Y1": 0.27918, "X2": 0.669, "Y2": 0.27898, "X3": 0.669, "Y3": 0.28821, "X4": 0.593, "Y4": 0.29091, "page": 0}, {"Word": "94", "Confidence": 0.902, "X1": 0.057, "Y1": 0.29265, "X2": 0.071, "Y2": 0.29245, "X3": 0.071, "Y3": 0.30708, "X4": 0.057, "Y4": 0.30573, "page": 0}, {"Word": "94", "Confidence": 0.928, "X1": 0.117, "Y1": 0.28996, "X2": 0.134, "Y2": 0.28976, "X3": 0.133, "Y3": 0.30438, "X4": 0.117, "Y4": 0.30438, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.533, "X1": 0.207, "Y1": 0.294, "X2": 0.269, "Y2": 0.2938, "X3": 0.269, "Y3": 0.30438, "X4": 0.207, "Y4": 0.30438, "page": 0}, {"Word": "11 :26", "Confidence": 0.945, "X1": 0.282, "Y1": 0.294, "X2": 0.32, "Y2": 0.2938, "X3": 0.32, "Y3": 0.30438, "X4": 0.281, "Y4": 0.30438, "page": 0}, {"Word": "-2", "Confidence": 0.631, "X1": 0.352, "Y1": 0.29535, "X2": 0.369, "Y2": 0.29515, "X3": 0.369, "Y3": 0.30438, "X4": 0.352, "Y4": 0.30573, "page": 0}, {"Word": "11 :26", "Confidence": 0.8715, "X1": 0.387, "Y1": 0.294, "X2": 0.421, "Y2": 0.2938, "X3": 0.421, "Y3": 0.30573, "X4": 0.387, "Y4": 0.30438, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.44, "Y1": 0.294, "X2": 0.455, "Y2": 0.2938, "X3": 0.456, "Y3": 0.30573, "X4": 0.441, "Y4": 0.30573, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.646, "X1": 0.467, "Y1": 0.29265, "X2": 0.588, "Y2": 0.29245, "X3": 0.588, "Y3": 0.30573, "X4": 0.467, "Y4": 0.30708, "page": 0}, {"Word": "abnormalitio", "Confidence": 0.33, "X1": 0.591, "Y1": 0.29265, "X2": 0.674, "Y2": 0.29245, "X3": 0.674, "Y3": 0.30438, "X4": 0.591, "Y4": 0.30573, "page": 0}, {"Word": "95", "Confidence": 0.993, "X1": 0.057, "Y1": 0.30748, "X2": 0.071, "Y2": 0.30728, "X3": 0.071, "Y3": 0.31921, "X4": 0.057, "Y4": 0.32055, "page": 0}, {"Word": "95", "Confidence": 0.996, "X1": 0.117, "Y1": 0.30613, "X2": 0.134, "Y2": 0.30593, "X3": 0.134, "Y3": 0.31921, "X4": 0.117, "Y4": 0.32055, "page": 0}, {"Word": "-/-", "Confidence": 0.624, "X1": 0.165, "Y1": 0.30613, "X2": 0.186, "Y2": 0.30593, "X3": 0.187, "Y3": 0.31921, "X4": 0.165, "Y4": 0.32055, "page": 0}, {"Word": "05-nov-90", "Confidence": 0.607, "X1": 0.207, "Y1": 0.30748, "X2": 0.269, "Y2": 0.30728, "X3": 0.269, "Y3": 0.31921, "X4": 0.207, "Y4": 0.31921, "page": 0}, {"Word": "11 :26", "Confidence": 0.971, "X1": 0.281, "Y1": 0.30748, "X2": 0.319, "Y2": 0.30728, "X3": 0.32, "Y3": 0.31921, "X4": 0.281, "Y4": 0.31921, "page": 0}, {"Word": "-7", "Confidence": 0.618, "X1": 0.352, "Y1": 0.30883, "X2": 0.369, "Y2": 0.30863, "X3": 0.369, "Y3": 0.31921, "X4": 0.352, "Y4": 0.31921, "page": 0}, {"Word": "11:26", "Confidence": 0.834, "X1": 0.387, "Y1": 0.30883, "X2": 0.422, "Y2": 0.30863, "X3": 0.421, "Y3": 0.32055, "X4": 0.387, "Y4": 0.31921, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.439, "Y1": 0.30748, "X2": 0.457, "Y2": 0.30728, "X3": 0.457, "Y3": 0.31921, "X4": 0.439, "Y4": 0.32055, "page": 0}, {"Word": "Wormal/no", "Confidence": 0.517, "X1": 0.467, "Y1": 0.30883, "X2": 0.534, "Y2": 0.30863, "X3": 0.534, "Y3": 0.32055, "X4": 0.467, "Y4": 0.32055, "page": 0}, {"Word": "visible", "Confidence": 0.893, "X1": 0.534, "Y1": 0.30748, "X2": 0.587, "Y2": 0.30728, "X3": 0.586, "Y3": 0.32055, "X4": 0.534, "Y4": 0.31921, "page": 0}, {"Word": "abnormalities", "Confidence": 0.414, "X1": 0.593, "Y1": 0.30883, "X2": 0.68, "Y2": 0.30863, "X3": 0.68, "Y3": 0.31921, "X4": 0.593, "Y4": 0.31921, "page": 0}, {"Word": "96", "Confidence": 0.991, "X1": 0.056, "Y1": 0.3223, "X2": 0.072, "Y2": 0.3221, "X3": 0.072, "Y3": 0.33403, "X4": 0.056, "Y4": 0.33403, "page": 0}, {"Word": "96", "Confidence": 0.955, "X1": 0.117, "Y1": 0.32095, "X2": 0.133, "Y2": 0.32075, "X3": 0.133, "Y3": 0.33268, "X4": 0.117, "Y4": 0.33268, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.613, "X1": 0.207, "Y1": 0.32095, "X2": 0.269, "Y2": 0.32075, "X3": 0.269, "Y3": 0.33403, "X4": 0.207, "Y4": 0.33268, "page": 0}, {"Word": "11:27", "Confidence": 0.933, "X1": 0.283, "Y1": 0.3223, "X2": 0.32, "Y2": 0.3221, "X3": 0.32, "Y3": 0.33268, "X4": 0.283, "Y4": 0.33268, "page": 0}, {"Word": "-2", "Confidence": 0.855, "X1": 0.351, "Y1": 0.3223, "X2": 0.369, "Y2": 0.3221, "X3": 0.369, "Y3": 0.33268, "X4": 0.352, "Y4": 0.33268, "page": 0}, {"Word": "11:27", "Confidence": 0.995, "X1": 0.384, "Y1": 0.3223, "X2": 0.423, "Y2": 0.3221, "X3": 0.423, "Y3": 0.33403, "X4": 0.384, "Y4": 0.33268, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.439, "Y1": 0.31961, "X2": 0.455, "Y2": 0.31941, "X3": 0.456, "Y3": 0.33268, "X4": 0.44, "Y4": 0.33268, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.8005, "X1": 0.468, "Y1": 0.3223, "X2": 0.586, "Y2": 0.3221, "X3": 0.586, "Y3": 0.33403, "X4": 0.468, "Y4": 0.33403, "page": 0}, {"Word": "abnormalities", "Confidence": 0.532, "X1": 0.593, "Y1": 0.32365, "X2": 0.683, "Y2": 0.32345, "X3": 0.683, "Y3": 0.33403, "X4": 0.593, "Y4": 0.33403, "page": 0}, {"Word": "05-804-90", "Confidence": 0.62, "X1": 0.207, "Y1": 0.33578, "X2": 0.269, "Y2": 0.33558, "X3": 0.269, "Y3": 0.34751, "X4": 0.207, "Y4": 0.34751, "page": 0}, {"Word": "11:27", "Confidence": 0.972, "X1": 0.282, "Y1": 0.33578, "X2": 0.32, "Y2": 0.33558, "X3": 0.32, "Y3": 0.34751, "X4": 0.282, "Y4": 0.34751, "page": 0}, {"Word": "97", "Confidence": 0.941, "X1": 0.056, "Y1": 0.33578, "X2": 0.072, "Y2": 0.33558, "X3": 0.071, "Y3": 0.34886, "X4": 0.056, "Y4": 0.34886, "page": 0}, {"Word": "97", "Confidence": 0.971, "X1": 0.117, "Y1": 0.33443, "X2": 0.133, "Y2": 0.33423, "X3": 0.133, "Y3": 0.34886, "X4": 0.116, "Y4": 0.34886, "page": 0}, {"Word": "11:27", "Confidence": 0.901, "X1": 0.387, "Y1": 0.33847, "X2": 0.421, "Y2": 0.33827, "X3": 0.421, "Y3": 0.34886, "X4": 0.387, "Y4": 0.34751, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.439, "Y1": 0.33578, "X2": 0.458, "Y2": 0.33558, "X3": 0.459, "Y3": 0.34886, "X4": 0.44, "Y4": 0.3502, "page": 0}, {"Word": "Tozaal/no visible", "Confidence": 0.6755, "X1": 0.47, "Y1": 0.33713, "X2": 0.588, "Y2": 0.33693, "X3": 0.588, "Y3": 0.34886, "X4": 0.47, "Y4": 0.34886, "page": 0}, {"Word": "abnormalities", "Confidence": 0.156, "X1": 0.595, "Y1": 0.33713, "X2": 0.68, "Y2": 0.33693, "X3": 0.68, "Y3": 0.34886, "X4": 0.595, "Y4": 0.34886, "page": 0}, {"Word": "98", "Confidence": 0.412, "X1": 0.116, "Y1": 0.3506, "X2": 0.133, "Y2": 0.3504, "X3": 0.133, "Y3": 0.36233, "X4": 0.116, "Y4": 0.36368, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.726, "X1": 0.207, "Y1": 0.3506, "X2": 0.27, "Y2": 0.3504, "X3": 0.27, "Y3": 0.36233, "X4": 0.207, "Y4": 0.36233, "page": 0}, {"Word": "11:28", "Confidence": 0.878, "X1": 0.284, "Y1": 0.3506, "X2": 0.319, "Y2": 0.3504, "X3": 0.319, "Y3": 0.36099, "X4": 0.284, "Y4": 0.36233, "page": 0}, {"Word": "-2", "Confidence": 0.791, "X1": 0.351, "Y1": 0.35195, "X2": 0.369, "Y2": 0.35175, "X3": 0.369, "Y3": 0.36233, "X4": 0.351, "Y4": 0.36233, "page": 0}, {"Word": "11:28", "Confidence": 0.813, "X1": 0.386, "Y1": 0.3506, "X2": 0.422, "Y2": 0.3504, "X3": 0.422, "Y3": 0.36233, "X4": 0.386, "Y4": 0.36233, "page": 0}, {"Word": "43", "Confidence": 0.941, "X1": 0.441, "Y1": 0.34926, "X2": 0.457, "Y2": 0.34906, "X3": 0.458, "Y3": 0.36233, "X4": 0.443, "Y4": 0.36233, "page": 0}, {"Word": "Normal no visible", "Confidence": 0.631, "X1": 0.467, "Y1": 0.3506, "X2": 0.589, "Y2": 0.3504, "X3": 0.589, "Y3": 0.36233, "X4": 0.467, "Y4": 0.36368, "page": 0}, {"Word": "abnormaliti", "Confidence": 0.691, "X1": 0.591, "Y1": 0.35195, "X2": 0.672, "Y2": 0.35175, "X3": 0.672, "Y3": 0.36233, "X4": 0.591, "Y4": 0.36233, "page": 0}, {"Word": "99", "Confidence": 0.941, "X1": 0.055, "Y1": 0.36543, "X2": 0.07, "Y2": 0.36523, "X3": 0.069, "Y3": 0.37581, "X4": 0.054, "Y4": 0.37581, "page": 0}, {"Word": "99", "Confidence": 0.805, "X1": 0.117, "Y1": 0.36408, "X2": 0.133, "Y2": 0.36388, "X3": 0.132, "Y3": 0.37581, "X4": 0.117, "Y4": 0.37716, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.633, "X1": 0.208, "Y1": 0.36408, "X2": 0.269, "Y2": 0.36388, "X3": 0.269, "Y3": 0.37581, "X4": 0.208, "Y4": 0.37581, "page": 0}, {"Word": "11 :28", "Confidence": 0.8995, "X1": 0.283, "Y1": 0.36543, "X2": 0.318, "Y2": 0.36523, "X3": 0.318, "Y3": 0.37581, "X4": 0.283, "Y4": 0.37581, "page": 0}, {"Word": "-2", "Confidence": 0.934, "X1": 0.351, "Y1": 0.36543, "X2": 0.368, "Y2": 0.36523, "X3": 0.368, "Y3": 0.37581, "X4": 0.352, "Y4": 0.37581, "page": 0}, {"Word": "11:20", "Confidence": 0.657, "X1": 0.384, "Y1": 0.36543, "X2": 0.421, "Y2": 0.36523, "X3": 0.421, "Y3": 0.37581, "X4": 0.384, "Y4": 0.37581, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.439, "Y1": 0.36543, "X2": 0.455, "Y2": 0.36523, "X3": 0.456, "Y3": 0.37716, "X4": 0.44, "Y4": 0.37851, "page": 0}, {"Word": "visibl.", "Confidence": 0.469, "X1": 0.534, "Y1": 0.36543, "X2": 0.586, "Y2": 0.36523, "X3": 0.586, "Y3": 0.37716, "X4": 0.534, "Y4": 0.37716, "page": 0}, {"Word": "abnormalities", "Confidence": 0.283, "X1": 0.591, "Y1": 0.36543, "X2": 0.677, "Y2": 0.36523, "X3": 0.677, "Y3": 0.37581, "X4": 0.591, "Y4": 0.37716, "page": 0}, {"Word": "Normal/no", "Confidence": 0.726, "X1": 0.465, "Y1": 0.36543, "X2": 0.531, "Y2": 0.36523, "X3": 0.531, "Y3": 0.37851, "X4": 0.465, "Y4": 0.37851, "page": 0}, {"Word": "100", "Confidence": 0.479, "X1": 0.111, "Y1": 0.37891, "X2": 0.133, "Y2": 0.37871, "X3": 0.133, "Y3": 0.39064, "X4": 0.111, "Y4": 0.39198, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.207, "Y1": 0.37891, "X2": 0.268, "Y2": 0.37871, "X3": 0.268, "Y3": 0.39064, "X4": 0.207, "Y4": 0.39064, "page": 0}, {"Word": "11:29", "Confidence": 0.798, "X1": 0.283, "Y1": 0.38025, "X2": 0.318, "Y2": 0.38005, "X3": 0.318, "Y3": 0.38929, "X4": 0.283, "Y4": 0.39064, "page": 0}, {"Word": "11 :29", "Confidence": 0.964, "X1": 0.386, "Y1": 0.38025, "X2": 0.421, "Y2": 0.38005, "X3": 0.421, "Y3": 0.39064, "X4": 0.386, "Y4": 0.39064, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.441, "Y1": 0.37756, "X2": 0.457, "Y2": 0.37736, "X3": 0.457, "Y3": 0.39198, "X4": 0.441, "Y4": 0.39333, "page": 0}, {"Word": "Normal/no", "Confidence": 0.81, "X1": 0.466, "Y1": 0.38025, "X2": 0.531, "Y2": 0.38005, "X3": 0.531, "Y3": 0.39198, "X4": 0.466, "Y4": 0.39198, "page": 0}, {"Word": "visible", "Confidence": 0.901, "X1": 0.537, "Y1": 0.38025, "X2": 0.587, "Y2": 0.38005, "X3": 0.587, "Y3": 0.39198, "X4": 0.537, "Y4": 0.39064, "page": 0}, {"Word": "abnormalities", "Confidence": 0.498, "X1": 0.591, "Y1": 0.38025, "X2": 0.679, "Y2": 0.38005, "X3": 0.679, "Y3": 0.39198, "X4": 0.591, "Y4": 0.39198, "page": 0}, {"Word": "101", "Confidence": 0.889, "X1": 0.049, "Y1": 0.38969, "X2": 0.069, "Y2": 0.38949, "X3": 0.069, "Y3": 0.40546, "X4": 0.049, "Y4": 0.40816, "page": 0}, {"Word": "101", "Confidence": 0.883, "X1": 0.11, "Y1": 0.39373, "X2": 0.133, "Y2": 0.39353, "X3": 0.133, "Y3": 0.40546, "X4": 0.11, "Y4": 0.40546, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.655, "X1": 0.207, "Y1": 0.39508, "X2": 0.269, "Y2": 0.39488, "X3": 0.269, "Y3": 0.40546, "X4": 0.207, "Y4": 0.40546, "page": 0}, {"Word": "11:29", "Confidence": 0.741, "X1": 0.283, "Y1": 0.39508, "X2": 0.318, "Y2": 0.39488, "X3": 0.318, "Y3": 0.40546, "X4": 0.283, "Y4": 0.40411, "page": 0}, {"Word": "11:29", "Confidence": 0.676, "X1": 0.386, "Y1": 0.39373, "X2": 0.42, "Y2": 0.39353, "X3": 0.42, "Y3": 0.40411, "X4": 0.386, "Y4": 0.40546, "page": 0}, {"Word": "13", "Confidence": 0.926, "X1": 0.441, "Y1": 0.39104, "X2": 0.457, "Y2": 0.39084, "X3": 0.457, "Y3": 0.40681, "X4": 0.441, "Y4": 0.40681, "page": 0}, {"Word": "Normal/no visible abnormalities", "Confidence": 0.69733, "X1": 0.465, "Y1": 0.39508, "X2": 0.68, "Y2": 0.39488, "X3": 0.68, "Y3": 0.40681, "X4": 0.465, "Y4": 0.40681, "page": 0}, {"Word": "202", "Confidence": 0.717, "X1": 0.048, "Y1": 0.40451, "X2": 0.069, "Y2": 0.40431, "X3": 0.069, "Y3": 0.41894, "X4": 0.049, "Y4": 0.42163, "page": 0}, {"Word": "102", "Confidence": 0.886, "X1": 0.11, "Y1": 0.40856, "X2": 0.132, "Y2": 0.40836, "X3": 0.131, "Y3": 0.41894, "X4": 0.11, "Y4": 0.42029, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.713, "X1": 0.208, "Y1": 0.4099, "X2": 0.268, "Y2": 0.4097, "X3": 0.268, "Y3": 0.42029, "X4": 0.208, "Y4": 0.41894, "page": 0}, {"Word": "11:29", "Confidence": 0.827, "X1": 0.282, "Y1": 0.4099, "X2": 0.318, "Y2": 0.4097, "X3": 0.318, "Y3": 0.42029, "X4": 0.282, "Y4": 0.42029, "page": 0}, {"Word": "11:29", "Confidence": 0.881, "X1": 0.386, "Y1": 0.4099, "X2": 0.421, "Y2": 0.4097, "X3": 0.421, "Y3": 0.42029, "X4": 0.386, "Y4": 0.41894, "page": 0}, {"Word": "43", "Confidence": 0.395, "X1": 0.439, "Y1": 0.40586, "X2": 0.456, "Y2": 0.40566, "X3": 0.456, "Y3": 0.41894, "X4": 0.44, "Y4": 0.42029, "page": 0}, {"Word": "Normal/no", "Confidence": 0.432, "X1": 0.466, "Y1": 0.40856, "X2": 0.531, "Y2": 0.40836, "X3": 0.532, "Y3": 0.42163, "X4": 0.466, "Y4": 0.42163, "page": 0}, {"Word": "visible", "Confidence": 0.81, "X1": 0.532, "Y1": 0.4099, "X2": 0.585, "Y2": 0.4097, "X3": 0.585, "Y3": 0.42163, "X4": 0.532, "Y4": 0.42029, "page": 0}, {"Word": "abnormalities", "Confidence": 0.508, "X1": 0.588, "Y1": 0.4099, "X2": 0.68, "Y2": 0.4097, "X3": 0.68, "Y3": 0.42029, "X4": 0.588, "Y4": 0.42029, "page": 0}, {"Word": "103", "Confidence": 0.998, "X1": 0.11, "Y1": 0.42338, "X2": 0.133, "Y2": 0.42318, "X3": 0.132, "Y3": 0.43376, "X4": 0.11, "Y4": 0.43376, "page": 0}, {"Word": "/-", "Confidence": 0.591, "X1": 0.164, "Y1": 0.42069, "X2": 0.187, "Y2": 0.42049, "X3": 0.187, "Y3": 0.43781, "X4": 0.164, "Y4": 0.43646, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.815, "X1": 0.208, "Y1": 0.42473, "X2": 0.268, "Y2": 0.42453, "X3": 0.268, "Y3": 0.43511, "X4": 0.208, "Y4": 0.43376, "page": 0}, {"Word": "11 :30", "Confidence": 0.995, "X1": 0.283, "Y1": 0.42338, "X2": 0.318, "Y2": 0.42318, "X3": 0.318, "Y3": 0.43376, "X4": 0.283, "Y4": 0.43376, "page": 0}, {"Word": "11:30", "Confidence": 0.884, "X1": 0.385, "Y1": 0.42473, "X2": 0.42, "Y2": 0.42453, "X3": 0.42, "Y3": 0.43511, "X4": 0.385, "Y4": 0.43376, "page": 0}, {"Word": "43", "Confidence": 0.477, "X1": 0.439, "Y1": 0.42069, "X2": 0.454, "Y2": 0.42049, "X3": 0.454, "Y3": 0.43376, "X4": 0.439, "Y4": 0.43376, "page": 0}, {"Word": "formal no visible", "Confidence": 0.71967, "X1": 0.465, "Y1": 0.42338, "X2": 0.588, "Y2": 0.42318, "X3": 0.588, "Y3": 0.43646, "X4": 0.465, "Y4": 0.43646, "page": 0}, {"Word": "abnormalities", "Confidence": 0.623, "X1": 0.589, "Y1": 0.42338, "X2": 0.679, "Y2": 0.42318, "X3": 0.679, "Y3": 0.43376, "X4": 0.589, "Y4": 0.43511, "page": 0}, {"Word": "104", "Confidence": 0.666, "X1": 0.111, "Y1": 0.43821, "X2": 0.132, "Y2": 0.43801, "X3": 0.132, "Y3": 0.44724, "X4": 0.11, "Y4": 0.44859, "page": 0}, {"Word": "10", "Confidence": 0.255, "X1": 0.053, "Y1": 0.43686, "X2": 0.069, "Y2": 0.43666, "X3": 0.067, "Y3": 0.44859, "X4": 0.052, "Y4": 0.44993, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.208, "Y1": 0.43821, "X2": 0.269, "Y2": 0.43801, "X3": 0.269, "Y3": 0.44993, "X4": 0.208, "Y4": 0.44993, "page": 0}, {"Word": "11:30", "Confidence": 0.937, "X1": 0.282, "Y1": 0.43821, "X2": 0.318, "Y2": 0.43801, "X3": 0.318, "Y3": 0.44993, "X4": 0.282, "Y4": 0.44993, "page": 0}, {"Word": "11:30", "Confidence": 0.8, "X1": 0.385, "Y1": 0.43821, "X2": 0.421, "Y2": 0.43801, "X3": 0.421, "Y3": 0.45128, "X4": 0.385, "Y4": 0.45128, "page": 0}, {"Word": "43", "Confidence": 0.971, "X1": 0.44, "Y1": 0.43551, "X2": 0.455, "Y2": 0.43531, "X3": 0.455, "Y3": 0.44859, "X4": 0.44, "Y4": 0.44859, "page": 0}, {"Word": "Normal no", "Confidence": 0.822, "X1": 0.47, "Y1": 0.4409, "X2": 0.535, "Y2": 0.4407, "X3": 0.534, "Y3": 0.45128, "X4": 0.47, "Y4": 0.44993, "page": 0}, {"Word": "52194 4638", "Confidence": 0.9875, "X1": 0.164, "Y1": 0.96785, "X2": 0.067, "Y2": 0.96765, "X3": 0.067, "Y3": 0.94589, "X4": 0.163, "Y4": 0.94454, "page": 0}], "words_data": [{"Word": "TOBACCO", "Confidence": 0.798, "X1": 0.092, "Y1": 0.10263, "X2": 0.139, "Y2": 0.10243, "X3": 0.138, "Y3": 0.1157, "X4": 0.091, "Y4": 0.11705, "page": 0, "Index": 0}, {"Word": "R.J.R.", "Confidence": 0.982, "X1": 0.043, "Y1": 0.10263, "X2": 0.084, "Y2": 0.10243, "X3": 0.084, "Y3": 0.1184, "X4": 0.043, "Y4": 0.11705, "page": 0, "Index": 1}, {"Word": "RAW", "Confidence": 0.941, "X1": 0.36, "Y1": 0.10263, "X2": 0.38, "Y2": 0.10243, "X3": 0.379, "Y3": 0.11975, "X4": 0.36, "Y4": 0.11975, "page": 0, "Index": 2}, {"Word": "DATA", "Confidence": 0.991, "X1": 0.386, "Y1": 0.10263, "X2": 0.413, "Y2": 0.10243, "X3": 0.413, "Y3": 0.11975, "X4": 0.386, "Y4": 0.11975, "page": 0, "Index": 3}, {"Word": "LISTINGS", "Confidence": 0.943, "X1": 0.42, "Y1": 0.10263, "X2": 0.475, "Y2": 0.10243, "X3": 0.475, "Y3": 0.11975, "X4": 0.42, "Y4": 0.11975, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.899, "X1": 0.483, "Y1": 0.10263, "X2": 0.497, "Y2": 0.10243, "X3": 0.497, "Y3": 0.11975, "X4": 0.482, "Y4": 0.11975, "page": 0, "Index": 5}, {"Word": "CLINICAL", "Confidence": 0.85, "X1": 0.502, "Y1": 0.10263, "X2": 0.559, "Y2": 0.10243, "X3": 0.558, "Y3": 0.11975, "X4": 0.502, "Y4": 0.11975, "page": 0, "Index": 6}, {"Word": "SIGNS", "Confidence": 0.618, "X1": 0.564, "Y1": 0.10263, "X2": 0.599, "Y2": 0.10243, "X3": 0.599, "Y3": 0.1184, "X4": 0.564, "Y4": 0.11975, "page": 0, "Index": 7}, {"Word": "WITHOUT", "Confidence": 0.991, "X1": 0.605, "Y1": 0.10397, "X2": 0.655, "Y2": 0.10377, "X3": 0.655, "Y3": 0.1184, "X4": 0.605, "Y4": 0.1184, "page": 0, "Index": 8}, {"Word": "MASSES", "Confidence": 0.641, "X1": 0.66, "Y1": 0.10397, "X2": 0.703, "Y2": 0.10377, "X3": 0.703, "Y3": 0.1184, "X4": 0.66, "Y4": 0.1184, "page": 0, "Index": 9}, {"Word": "PRINTED:", "Confidence": 0.767, "X1": 0.821, "Y1": 0.10397, "X2": 0.876, "Y2": 0.10377, "X3": 0.875, "Y3": 0.1184, "X4": 0.821, "Y4": 0.1184, "page": 0, "Index": 10}, {"Word": "05-Nov-90", "Confidence": 0.809, "X1": 0.882, "Y1": 0.10397, "X2": 0.943, "Y2": 0.10377, "X3": 0.943, "Y3": 0.1184, "X4": 0.882, "Y4": 0.1184, "page": 0, "Index": 11}, {"Word": "TOXICOLOGY", "Confidence": 0.937, "X1": 0.044, "Y1": 0.1188, "X2": 0.111, "Y2": 0.1186, "X3": 0.111, "Y3": 0.13188, "X4": 0.043, "Y4": 0.13188, "page": 0, "Index": 12}, {"Word": "RESEARCH", "Confidence": 0.614, "X1": 0.119, "Y1": 0.11745, "X2": 0.173, "Y2": 0.11725, "X3": 0.173, "Y3": 0.13188, "X4": 0.118, "Y4": 0.13188, "page": 0, "Index": 13}, {"Word": "DIVISION", "Confidence": 0.942, "X1": 0.181, "Y1": 0.11745, "X2": 0.234, "Y2": 0.11725, "X3": 0.234, "Y3": 0.13188, "X4": 0.18, "Y4": 0.13188, "page": 0, "Index": 14}, {"Word": "Study", "Confidence": 0.93, "X1": 0.455, "Y1": 0.1188, "X2": 0.49, "Y2": 0.1186, "X3": 0.489, "Y3": 0.13322, "X4": 0.454, "Y4": 0.13322, "page": 0, "Index": 15}, {"Word": "number:", "Confidence": 0.206, "X1": 0.496, "Y1": 0.1188, "X2": 0.545, "Y2": 0.1186, "X3": 0.545, "Y3": 0.13322, "X4": 0.496, "Y4": 0.13322, "page": 0, "Index": 16}, {"Word": "TOX-035", "Confidence": 0.901, "X1": 0.552, "Y1": 0.1188, "X2": 0.598, "Y2": 0.1186, "X3": 0.598, "Y3": 0.13322, "X4": 0.552, "Y4": 0.13322, "page": 0, "Index": 17}, {"Word": "Page:", "Confidence": 0.717, "X1": 0.834, "Y1": 0.12149, "X2": 0.868, "Y2": 0.12129, "X3": 0.868, "Y3": 0.13322, "X4": 0.834, "Y4": 0.13322, "page": 0, "Index": 18}, {"Word": "3", "Confidence": 0.994, "X1": 0.875, "Y1": 0.12149, "X2": 0.881, "Y2": 0.12129, "X3": 0.881, "Y3": 0.13322, "X4": 0.875, "Y4": 0.13322, "page": 0, "Index": 19}, {"Word": "630/2", "Confidence": 0.994, "X1": 0.104, "Y1": 0.13362, "X2": 0.139, "Y2": 0.13342, "X3": 0.139, "Y3": 0.1467, "X4": 0.104, "Y4": 0.14805, "page": 0, "Index": 20}, {"Word": "DATA", "Confidence": 0.992, "X1": 0.449, "Y1": 0.13228, "X2": 0.475, "Y2": 0.13208, "X3": 0.474, "Y3": 0.1467, "X4": 0.449, "Y4": 0.1467, "page": 0, "Index": 21}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.483, "Y1": 0.13362, "X2": 0.502, "Y2": 0.13342, "X3": 0.502, "Y3": 0.1467, "X4": 0.482, "Y4": 0.1467, "page": 0, "Index": 22}, {"Word": "STUDY", "Confidence": 0.955, "X1": 0.511, "Y1": 0.13362, "X2": 0.544, "Y2": 0.13342, "X3": 0.544, "Y3": 0.1467, "X4": 0.51, "Y4": 0.1467, "page": 0, "Index": 23}, {"Word": "DAY!", "Confidence": 0.582, "X1": 0.552, "Y1": 0.13362, "X2": 0.58, "Y2": 0.13342, "X3": 0.579, "Y3": 0.14535, "X4": 0.551, "Y4": 0.1467, "page": 0, "Index": 24}, {"Word": "-2", "Confidence": 0.877, "X1": 0.602, "Y1": 0.13362, "X2": 0.614, "Y2": 0.13342, "X3": 0.614, "Y3": 0.14535, "X4": 0.602, "Y4": 0.144, "page": 0, "Index": 25}, {"Word": "Building", "Confidence": 0.991, "X1": 0.043, "Y1": 0.13228, "X2": 0.098, "Y2": 0.13208, "X3": 0.098, "Y3": 0.14805, "X4": 0.043, "Y4": 0.1467, "page": 0, "Index": 26}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.665, "X1": 0.043, "Y1": 0.14845, "X2": 0.166, "Y2": 0.14825, "X3": 0.166, "Y3": 0.16153, "X4": 0.042, "Y4": 0.16287, "page": 0, "Index": 27}, {"Word": "Study", "Confidence": 0.996, "X1": 0.434, "Y1": 0.14845, "X2": 0.468, "Y2": 0.14825, "X3": 0.468, "Y3": 0.16287, "X4": 0.434, "Y4": 0.16153, "page": 0, "Index": 28}, {"Word": "start", "Confidence": 0.612, "X1": 0.475, "Y1": 0.14845, "X2": 0.509, "Y2": 0.14825, "X3": 0.509, "Y3": 0.16287, "X4": 0.475, "Y4": 0.16287, "page": 0, "Index": 29}, {"Word": "date:", "Confidence": 0.831, "X1": 0.517, "Y1": 0.1471, "X2": 0.551, "Y2": 0.1469, "X3": 0.551, "Y3": 0.16153, "X4": 0.517, "Y4": 0.16287, "page": 0, "Index": 30}, {"Word": "07-Nov-90", "Confidence": 0.643, "X1": 0.558, "Y1": 0.14845, "X2": 0.619, "Y2": 0.14825, "X3": 0.619, "Y3": 0.16018, "X4": 0.558, "Y4": 0.16153, "page": 0, "Index": 31}, {"Word": "ACUTE", "Confidence": 0.995, "X1": 0.743, "Y1": 0.14845, "X2": 0.777, "Y2": 0.14825, "X3": 0.777, "Y3": 0.16287, "X4": 0.743, "Y4": 0.16287, "page": 0, "Index": 32}, {"Word": "TOXICITY/ORAL", "Confidence": 0.791, "X1": 0.785, "Y1": 0.1471, "X2": 0.874, "Y2": 0.1469, "X3": 0.874, "Y3": 0.16287, "X4": 0.785, "Y4": 0.16287, "page": 0, "Index": 33}, {"Word": "LD50", "Confidence": 0.849, "X1": 0.882, "Y1": 0.1471, "X2": 0.908, "Y2": 0.1469, "X3": 0.908, "Y3": 0.16287, "X4": 0.882, "Y4": 0.16287, "page": 0, "Index": 34}, {"Word": "PHSA", "Confidence": 0.959, "X1": 0.916, "Y1": 0.1471, "X2": 0.943, "Y2": 0.1469, "X3": 0.943, "Y3": 0.16287, "X4": 0.916, "Y4": 0.16287, "page": 0, "Index": 35}, {"Word": "CAGE", "Confidence": 0.981, "X1": 0.049, "Y1": 0.1754, "X2": 0.077, "Y2": 0.1752, "X3": 0.077, "Y3": 0.19117, "X4": 0.05, "Y4": 0.19117, "page": 0, "Index": 36}, {"Word": "ANIMAL", "Confidence": 0.456, "X1": 0.091, "Y1": 0.1754, "X2": 0.131, "Y2": 0.1752, "X3": 0.131, "Y3": 0.18983, "X4": 0.09, "Y4": 0.19117, "page": 0, "Index": 37}, {"Word": "SEX/GROUP", "Confidence": 0.623, "X1": 0.139, "Y1": 0.17675, "X2": 0.201, "Y2": 0.17655, "X3": 0.2, "Y3": 0.18983, "X4": 0.138, "Y4": 0.18983, "page": 0, "Index": 38}, {"Word": "DATE", "Confidence": 0.991, "X1": 0.208, "Y1": 0.17675, "X2": 0.234, "Y2": 0.17655, "X3": 0.234, "Y3": 0.18983, "X4": 0.207, "Y4": 0.18983, "page": 0, "Index": 39}, {"Word": "AND", "Confidence": 0.971, "X1": 0.249, "Y1": 0.17675, "X2": 0.269, "Y2": 0.17655, "X3": 0.269, "Y3": 0.18983, "X4": 0.248, "Y4": 0.18983, "page": 0, "Index": 40}, {"Word": "TINE", "Confidence": 0.605, "X1": 0.29, "Y1": 0.1781, "X2": 0.317, "Y2": 0.1779, "X3": 0.317, "Y3": 0.18983, "X4": 0.29, "Y4": 0.18983, "page": 0, "Index": 41}, {"Word": "STUDY", "Confidence": 0.953, "X1": 0.333, "Y1": 0.17675, "X2": 0.366, "Y2": 0.17655, "X3": 0.365, "Y3": 0.18983, "X4": 0.333, "Y4": 0.18983, "page": 0, "Index": 42}, {"Word": "DAT/TIME", "Confidence": 0.73, "X1": 0.373, "Y1": 0.17675, "X2": 0.427, "Y2": 0.17655, "X3": 0.426, "Y3": 0.18983, "X4": 0.373, "Y4": 0.18983, "page": 0, "Index": 43}, {"Word": "OPER", "Confidence": 0.95, "X1": 0.434, "Y1": 0.17675, "X2": 0.462, "Y2": 0.17655, "X3": 0.461, "Y3": 0.18983, "X4": 0.433, "Y4": 0.18983, "page": 0, "Index": 44}, {"Word": "HUMBER", "Confidence": 0.611, "X1": 0.09, "Y1": 0.19157, "X2": 0.131, "Y2": 0.19137, "X3": 0.13, "Y3": 0.20465, "X4": 0.09, "Y4": 0.206, "page": 0, "Index": 45}, {"Word": "/SUBGROUP", "Confidence": 0.66, "X1": 0.139, "Y1": 0.19157, "X2": 0.2, "Y2": 0.19137, "X3": 0.2, "Y3": 0.20465, "X4": 0.139, "Y4": 0.20465, "page": 0, "Index": 46}, {"Word": "DATA", "Confidence": 0.988, "X1": 0.207, "Y1": 0.19157, "X2": 0.234, "Y2": 0.19137, "X3": 0.233, "Y3": 0.20465, "X4": 0.207, "Y4": 0.20465, "page": 0, "Index": 47}, {"Word": "WAS", "Confidence": 0.998, "X1": 0.241, "Y1": 0.19157, "X2": 0.261, "Y2": 0.19137, "X3": 0.261, "Y3": 0.20465, "X4": 0.241, "Y4": 0.20465, "page": 0, "Index": 48}, {"Word": "ENTERED", "Confidence": 0.993, "X1": 0.269, "Y1": 0.19292, "X2": 0.317, "Y2": 0.19272, "X3": 0.317, "Y3": 0.20465, "X4": 0.268, "Y4": 0.20465, "page": 0, "Index": 49}, {"Word": "DATA", "Confidence": 0.994, "X1": 0.333, "Y1": 0.19157, "X2": 0.358, "Y2": 0.19137, "X3": 0.357, "Y3": 0.20465, "X4": 0.333, "Y4": 0.20465, "page": 0, "Index": 50}, {"Word": "WAS", "Confidence": 0.789, "X1": 0.365, "Y1": 0.19157, "X2": 0.385, "Y2": 0.19137, "X3": 0.385, "Y3": 0.20465, "X4": 0.365, "Y4": 0.20465, "page": 0, "Index": 51}, {"Word": "TAKEN", "Confidence": 0.934, "X1": 0.394, "Y1": 0.19292, "X2": 0.425, "Y2": 0.19272, "X3": 0.425, "Y3": 0.20465, "X4": 0.394, "Y4": 0.20465, "page": 0, "Index": 52}, {"Word": "CLINICAL", "Confidence": 0.79, "X1": 0.468, "Y1": 0.19157, "X2": 0.524, "Y2": 0.19137, "X3": 0.523, "Y3": 0.20465, "X4": 0.467, "Y4": 0.20465, "page": 0, "Index": 53}, {"Word": "SIGNS", "Confidence": 0.676, "X1": 0.53, "Y1": 0.19157, "X2": 0.564, "Y2": 0.19137, "X3": 0.563, "Y3": 0.20465, "X4": 0.53, "Y4": 0.20465, "page": 0, "Index": 54}, {"Word": "/", "Confidence": 0.997, "X1": 0.572, "Y1": 0.19157, "X2": 0.578, "Y2": 0.19137, "X3": 0.577, "Y3": 0.20465, "X4": 0.571, "Y4": 0.20465, "page": 0, "Index": 55}, {"Word": "COMMENTS", "Confidence": 0.659, "X1": 0.585, "Y1": 0.19023, "X2": 0.64, "Y2": 0.19003, "X3": 0.64, "Y3": 0.20465, "X4": 0.584, "Y4": 0.20465, "page": 0, "Index": 56}, {"Word": "1/", "Confidence": 0.738, "X1": 0.146, "Y1": 0.21988, "X2": 0.161, "Y2": 0.21968, "X3": 0.161, "Y3": 0.23565, "X4": 0.146, "Y4": 0.23565, "page": 0, "Index": 57}, {"Word": "05-Nov-90", "Confidence": 0.622, "X1": 0.209, "Y1": 0.22122, "X2": 0.267, "Y2": 0.22102, "X3": 0.267, "Y3": 0.23295, "X4": 0.209, "Y4": 0.23295, "page": 0, "Index": 58}, {"Word": "11:23", "Confidence": 0.911, "X1": 0.283, "Y1": 0.21988, "X2": 0.316, "Y2": 0.21968, "X3": 0.316, "Y3": 0.23295, "X4": 0.283, "Y4": 0.23161, "page": 0, "Index": 59}, {"Word": "-2", "Confidence": 0.994, "X1": 0.355, "Y1": 0.22122, "X2": 0.366, "Y2": 0.22102, "X3": 0.366, "Y3": 0.23295, "X4": 0.355, "Y4": 0.23295, "page": 0, "Index": 60}, {"Word": "11:23", "Confidence": 0.997, "X1": 0.386, "Y1": 0.22122, "X2": 0.419, "Y2": 0.22102, "X3": 0.419, "Y3": 0.23161, "X4": 0.387, "Y4": 0.23295, "page": 0, "Index": 61}, {"Word": "43", "Confidence": 0.682, "X1": 0.442, "Y1": 0.22122, "X2": 0.453, "Y2": 0.22102, "X3": 0.454, "Y3": 0.23295, "X4": 0.442, "Y4": 0.2343, "page": 0, "Index": 62}, {"Word": "Normal/no", "Confidence": 0.507, "X1": 0.47, "Y1": 0.22122, "X2": 0.53, "Y2": 0.22102, "X3": 0.53, "Y3": 0.2343, "X4": 0.47, "Y4": 0.23295, "page": 0, "Index": 63}, {"Word": "visible", "Confidence": 0.807, "X1": 0.537, "Y1": 0.22122, "X2": 0.584, "Y2": 0.22102, "X3": 0.584, "Y3": 0.2343, "X4": 0.537, "Y4": 0.2343, "page": 0, "Index": 64}, {"Word": "abnormalities", "Confidence": 0.344, "X1": 0.592, "Y1": 0.22122, "X2": 0.681, "Y2": 0.22102, "X3": 0.681, "Y3": 0.23295, "X4": 0.592, "Y4": 0.2343, "page": 0, "Index": 65}, {"Word": "90", "Confidence": 0.996, "X1": 0.057, "Y1": 0.23335, "X2": 0.07, "Y2": 0.23315, "X3": 0.07, "Y3": 0.24778, "X4": 0.057, "Y4": 0.24778, "page": 0, "Index": 66}, {"Word": "OS-Nov-90", "Confidence": 0.604, "X1": 0.21, "Y1": 0.2347, "X2": 0.267, "Y2": 0.2345, "X3": 0.267, "Y3": 0.24643, "X4": 0.209, "Y4": 0.24643, "page": 0, "Index": 67}, {"Word": "11:24", "Confidence": 0.834, "X1": 0.284, "Y1": 0.23605, "X2": 0.317, "Y2": 0.23585, "X3": 0.317, "Y3": 0.24643, "X4": 0.284, "Y4": 0.24508, "page": 0, "Index": 68}, {"Word": "11:24", "Confidence": 0.969, "X1": 0.387, "Y1": 0.23605, "X2": 0.419, "Y2": 0.23585, "X3": 0.419, "Y3": 0.24778, "X4": 0.387, "Y4": 0.24643, "page": 0, "Index": 69}, {"Word": "47", "Confidence": 0.105, "X1": 0.442, "Y1": 0.23605, "X2": 0.453, "Y2": 0.23585, "X3": 0.453, "Y3": 0.24508, "X4": 0.442, "Y4": 0.24643, "page": 0, "Index": 70}, {"Word": "Hormal", "Confidence": 0.4, "X1": 0.471, "Y1": 0.23605, "X2": 0.508, "Y2": 0.23585, "X3": 0.508, "Y3": 0.24778, "X4": 0.472, "Y4": 0.24778, "page": 0, "Index": 71}, {"Word": "no", "Confidence": 0.862, "X1": 0.517, "Y1": 0.23605, "X2": 0.529, "Y2": 0.23585, "X3": 0.529, "Y3": 0.24778, "X4": 0.517, "Y4": 0.24778, "page": 0, "Index": 72}, {"Word": "visible", "Confidence": 0.84, "X1": 0.537, "Y1": 0.23605, "X2": 0.584, "Y2": 0.23585, "X3": 0.584, "Y3": 0.24778, "X4": 0.537, "Y4": 0.24778, "page": 0, "Index": 73}, {"Word": "abnormalities", "Confidence": 0.817, "X1": 0.593, "Y1": 0.23605, "X2": 0.681, "Y2": 0.23585, "X3": 0.681, "Y3": 0.24643, "X4": 0.593, "Y4": 0.24778, "page": 0, "Index": 74}, {"Word": "P/", "Confidence": 0.333, "X1": 0.147, "Y1": 0.23066, "X2": 0.164, "Y2": 0.23046, "X3": 0.164, "Y3": 0.24913, "X4": 0.147, "Y4": 0.24913, "page": 0, "Index": 75}, {"Word": "91", "Confidence": 0.997, "X1": 0.057, "Y1": 0.24818, "X2": 0.069, "Y2": 0.24798, "X3": 0.07, "Y3": 0.26126, "X4": 0.057, "Y4": 0.2626, "page": 0, "Index": 76}, {"Word": "91", "Confidence": 0.969, "X1": 0.118, "Y1": 0.24818, "X2": 0.132, "Y2": 0.24798, "X3": 0.132, "Y3": 0.2626, "X4": 0.118, "Y4": 0.2626, "page": 0, "Index": 77}, {"Word": "05-Nov-90", "Confidence": 0.637, "X1": 0.209, "Y1": 0.24953, "X2": 0.266, "Y2": 0.24933, "X3": 0.266, "Y3": 0.26126, "X4": 0.209, "Y4": 0.26126, "page": 0, "Index": 78}, {"Word": "11:24", "Confidence": 0.745, "X1": 0.283, "Y1": 0.25087, "X2": 0.317, "Y2": 0.25067, "X3": 0.316, "Y3": 0.26126, "X4": 0.283, "Y4": 0.26126, "page": 0, "Index": 79}, {"Word": "-2", "Confidence": 0.784, "X1": 0.353, "Y1": 0.25087, "X2": 0.368, "Y2": 0.25067, "X3": 0.368, "Y3": 0.25856, "X4": 0.353, "Y4": 0.25991, "page": 0, "Index": 80}, {"Word": "11:24", "Confidence": 0.941, "X1": 0.387, "Y1": 0.25087, "X2": 0.419, "Y2": 0.25067, "X3": 0.419, "Y3": 0.26126, "X4": 0.388, "Y4": 0.26126, "page": 0, "Index": 81}, {"Word": "43", "Confidence": 0.58, "X1": 0.443, "Y1": 0.24953, "X2": 0.454, "Y2": 0.24933, "X3": 0.454, "Y3": 0.25991, "X4": 0.443, "Y4": 0.25991, "page": 0, "Index": 82}, {"Word": "Normal", "Confidence": 1, "X1": 0.469, "Y1": 0.25087, "X2": 0.508, "Y2": 0.25067, "X3": 0.508, "Y3": 0.2626, "X4": 0.47, "Y4": 0.2626, "page": 0, "Index": 83}, {"Word": "no", "Confidence": 0.998, "X1": 0.517, "Y1": 0.25087, "X2": 0.529, "Y2": 0.25067, "X3": 0.529, "Y3": 0.2626, "X4": 0.517, "Y4": 0.2626, "page": 0, "Index": 84}, {"Word": "visible", "Confidence": 1, "X1": 0.537, "Y1": 0.25087, "X2": 0.584, "Y2": 0.25067, "X3": 0.584, "Y3": 0.2626, "X4": 0.537, "Y4": 0.2626, "page": 0, "Index": 85}, {"Word": "abnormalities", "Confidence": 0.651, "X1": 0.592, "Y1": 0.25087, "X2": 0.68, "Y2": 0.25067, "X3": 0.68, "Y3": 0.2626, "X4": 0.592, "Y4": 0.2626, "page": 0, "Index": 86}, {"Word": "92", "Confidence": 0.96, "X1": 0.056, "Y1": 0.26435, "X2": 0.07, "Y2": 0.26415, "X3": 0.07, "Y3": 0.27608, "X4": 0.056, "Y4": 0.27743, "page": 0, "Index": 87}, {"Word": "92", "Confidence": 0.962, "X1": 0.118, "Y1": 0.26166, "X2": 0.131, "Y2": 0.26146, "X3": 0.132, "Y3": 0.27608, "X4": 0.118, "Y4": 0.27743, "page": 0, "Index": 88}, {"Word": "05-NOV-90", "Confidence": 0.615, "X1": 0.208, "Y1": 0.26435, "X2": 0.266, "Y2": 0.26415, "X3": 0.266, "Y3": 0.27608, "X4": 0.208, "Y4": 0.27608, "page": 0, "Index": 89}, {"Word": "11", "Confidence": 0.998, "X1": 0.285, "Y1": 0.26435, "X2": 0.294, "Y2": 0.26415, "X3": 0.294, "Y3": 0.27473, "X4": 0.285, "Y4": 0.27473, "page": 0, "Index": 90}, {"Word": ":25", "Confidence": 0.991, "X1": 0.298, "Y1": 0.26435, "X2": 0.316, "Y2": 0.26415, "X3": 0.316, "Y3": 0.27608, "X4": 0.298, "Y4": 0.27473, "page": 0, "Index": 91}, {"Word": "11:25", "Confidence": 0.925, "X1": 0.386, "Y1": 0.2657, "X2": 0.418, "Y2": 0.2655, "X3": 0.418, "Y3": 0.27608, "X4": 0.387, "Y4": 0.27608, "page": 0, "Index": 92}, {"Word": "43", "Confidence": 0.997, "X1": 0.44, "Y1": 0.26435, "X2": 0.453, "Y2": 0.26415, "X3": 0.453, "Y3": 0.27608, "X4": 0.441, "Y4": 0.27743, "page": 0, "Index": 93}, {"Word": "Normal/no", "Confidence": 0.352, "X1": 0.471, "Y1": 0.2657, "X2": 0.529, "Y2": 0.2655, "X3": 0.529, "Y3": 0.27743, "X4": 0.472, "Y4": 0.27743, "page": 0, "Index": 94}, {"Word": "visible", "Confidence": 0.538, "X1": 0.537, "Y1": 0.2657, "X2": 0.584, "Y2": 0.2655, "X3": 0.584, "Y3": 0.27743, "X4": 0.537, "Y4": 0.27743, "page": 0, "Index": 95}, {"Word": "abnormaliti.", "Confidence": 0.493, "X1": 0.592, "Y1": 0.2657, "X2": 0.673, "Y2": 0.2655, "X3": 0.673, "Y3": 0.27473, "X4": 0.592, "Y4": 0.27743, "page": 0, "Index": 96}, {"Word": "93", "Confidence": 0.933, "X1": 0.057, "Y1": 0.27513, "X2": 0.07, "Y2": 0.27493, "X3": 0.071, "Y3": 0.29091, "X4": 0.057, "Y4": 0.29091, "page": 0, "Index": 97}, {"Word": "93", "Confidence": 0.995, "X1": 0.118, "Y1": 0.27648, "X2": 0.131, "Y2": 0.27628, "X3": 0.132, "Y3": 0.29091, "X4": 0.118, "Y4": 0.29225, "page": 0, "Index": 98}, {"Word": "05-NOV-90", "Confidence": 0.468, "X1": 0.208, "Y1": 0.27918, "X2": 0.266, "Y2": 0.27898, "X3": 0.266, "Y3": 0.29091, "X4": 0.208, "Y4": 0.28956, "page": 0, "Index": 99}, {"Word": "11", "Confidence": 0.998, "X1": 0.285, "Y1": 0.27918, "X2": 0.294, "Y2": 0.27898, "X3": 0.294, "Y3": 0.28956, "X4": 0.285, "Y4": 0.28956, "page": 0, "Index": 100}, {"Word": ":25", "Confidence": 0.851, "X1": 0.298, "Y1": 0.27918, "X2": 0.316, "Y2": 0.27898, "X3": 0.316, "Y3": 0.28956, "X4": 0.298, "Y4": 0.28956, "page": 0, "Index": 101}, {"Word": "11:25", "Confidence": 0.997, "X1": 0.387, "Y1": 0.27918, "X2": 0.418, "Y2": 0.27898, "X3": 0.418, "Y3": 0.29091, "X4": 0.388, "Y4": 0.28956, "page": 0, "Index": 102}, {"Word": "43", "Confidence": 0.602, "X1": 0.443, "Y1": 0.27648, "X2": 0.453, "Y2": 0.27628, "X3": 0.454, "Y3": 0.28821, "X4": 0.443, "Y4": 0.28956, "page": 0, "Index": 103}, {"Word": "Normal/no", "Confidence": 0.619, "X1": 0.468, "Y1": 0.27918, "X2": 0.529, "Y2": 0.27898, "X3": 0.529, "Y3": 0.29091, "X4": 0.469, "Y4": 0.29091, "page": 0, "Index": 104}, {"Word": "visible", "Confidence": 0.296, "X1": 0.536, "Y1": 0.27918, "X2": 0.583, "Y2": 0.27898, "X3": 0.584, "Y3": 0.29225, "X4": 0.537, "Y4": 0.29225, "page": 0, "Index": 105}, {"Word": "abnormaliti", "Confidence": 0.623, "X1": 0.593, "Y1": 0.27918, "X2": 0.666, "Y2": 0.27898, "X3": 0.665, "Y3": 0.28956, "X4": 0.594, "Y4": 0.29091, "page": 0, "Index": 106}, {"Word": "94", "Confidence": 0.902, "X1": 0.057, "Y1": 0.29265, "X2": 0.07, "Y2": 0.29245, "X3": 0.069, "Y3": 0.30708, "X4": 0.057, "Y4": 0.30573, "page": 0, "Index": 107}, {"Word": "94", "Confidence": 0.928, "X1": 0.118, "Y1": 0.28996, "X2": 0.132, "Y2": 0.28976, "X3": 0.132, "Y3": 0.30438, "X4": 0.118, "Y4": 0.30438, "page": 0, "Index": 108}, {"Word": "05-NOV-90", "Confidence": 0.533, "X1": 0.208, "Y1": 0.294, "X2": 0.266, "Y2": 0.2938, "X3": 0.266, "Y3": 0.30573, "X4": 0.208, "Y4": 0.30573, "page": 0, "Index": 109}, {"Word": "11", "Confidence": 0.995, "X1": 0.283, "Y1": 0.294, "X2": 0.294, "Y2": 0.2938, "X3": 0.294, "Y3": 0.30438, "X4": 0.283, "Y4": 0.30438, "page": 0, "Index": 110}, {"Word": ":26", "Confidence": 0.895, "X1": 0.298, "Y1": 0.294, "X2": 0.315, "Y2": 0.2938, "X3": 0.316, "Y3": 0.30573, "X4": 0.297, "Y4": 0.30438, "page": 0, "Index": 111}, {"Word": "-2", "Confidence": 0.631, "X1": 0.352, "Y1": 0.29535, "X2": 0.364, "Y2": 0.29515, "X3": 0.365, "Y3": 0.30438, "X4": 0.352, "Y4": 0.30573, "page": 0, "Index": 112}, {"Word": "11", "Confidence": 0.802, "X1": 0.387, "Y1": 0.294, "X2": 0.398, "Y2": 0.2938, "X3": 0.398, "Y3": 0.30573, "X4": 0.388, "Y4": 0.30573, "page": 0, "Index": 113}, {"Word": ":26", "Confidence": 0.941, "X1": 0.401, "Y1": 0.294, "X2": 0.418, "Y2": 0.2938, "X3": 0.418, "Y3": 0.30573, "X4": 0.401, "Y4": 0.30573, "page": 0, "Index": 114}, {"Word": "43", "Confidence": 0.998, "X1": 0.44, "Y1": 0.294, "X2": 0.453, "Y2": 0.2938, "X3": 0.453, "Y3": 0.30573, "X4": 0.44, "Y4": 0.30573, "page": 0, "Index": 115}, {"Word": "Normal/no", "Confidence": 0.629, "X1": 0.468, "Y1": 0.294, "X2": 0.529, "Y2": 0.2938, "X3": 0.529, "Y3": 0.30573, "X4": 0.468, "Y4": 0.30573, "page": 0, "Index": 116}, {"Word": "visible", "Confidence": 0.663, "X1": 0.537, "Y1": 0.294, "X2": 0.583, "Y2": 0.2938, "X3": 0.583, "Y3": 0.30708, "X4": 0.537, "Y4": 0.30708, "page": 0, "Index": 117}, {"Word": "abnormalitio", "Confidence": 0.33, "X1": 0.592, "Y1": 0.294, "X2": 0.672, "Y2": 0.2938, "X3": 0.672, "Y3": 0.30438, "X4": 0.592, "Y4": 0.30573, "page": 0, "Index": 118}, {"Word": "95", "Confidence": 0.993, "X1": 0.057, "Y1": 0.30748, "X2": 0.069, "Y2": 0.30728, "X3": 0.069, "Y3": 0.32055, "X4": 0.057, "Y4": 0.32055, "page": 0, "Index": 119}, {"Word": "95", "Confidence": 0.996, "X1": 0.117, "Y1": 0.30613, "X2": 0.131, "Y2": 0.30593, "X3": 0.132, "Y3": 0.31921, "X4": 0.118, "Y4": 0.32055, "page": 0, "Index": 120}, {"Word": "-/-", "Confidence": 0.624, "X1": 0.165, "Y1": 0.30613, "X2": 0.186, "Y2": 0.30593, "X3": 0.186, "Y3": 0.31921, "X4": 0.165, "Y4": 0.32055, "page": 0, "Index": 121}, {"Word": "05-nov-90", "Confidence": 0.607, "X1": 0.208, "Y1": 0.30883, "X2": 0.266, "Y2": 0.30863, "X3": 0.266, "Y3": 0.31921, "X4": 0.207, "Y4": 0.32055, "page": 0, "Index": 122}, {"Word": "11", "Confidence": 0.998, "X1": 0.283, "Y1": 0.30883, "X2": 0.294, "Y2": 0.30863, "X3": 0.294, "Y3": 0.32055, "X4": 0.282, "Y4": 0.32055, "page": 0, "Index": 123}, {"Word": ":26", "Confidence": 0.944, "X1": 0.298, "Y1": 0.30883, "X2": 0.316, "Y2": 0.30863, "X3": 0.316, "Y3": 0.32055, "X4": 0.298, "Y4": 0.32055, "page": 0, "Index": 124}, {"Word": "-7", "Confidence": 0.618, "X1": 0.352, "Y1": 0.30883, "X2": 0.364, "Y2": 0.30863, "X3": 0.364, "Y3": 0.31921, "X4": 0.352, "Y4": 0.31921, "page": 0, "Index": 125}, {"Word": "11:26", "Confidence": 0.834, "X1": 0.387, "Y1": 0.30883, "X2": 0.418, "Y2": 0.30863, "X3": 0.418, "Y3": 0.32055, "X4": 0.388, "Y4": 0.31921, "page": 0, "Index": 126}, {"Word": "43", "Confidence": 0.995, "X1": 0.441, "Y1": 0.30748, "X2": 0.453, "Y2": 0.30728, "X3": 0.454, "Y3": 0.31921, "X4": 0.441, "Y4": 0.32055, "page": 0, "Index": 127}, {"Word": "Wormal/no", "Confidence": 0.517, "X1": 0.468, "Y1": 0.30883, "X2": 0.528, "Y2": 0.30863, "X3": 0.528, "Y3": 0.32055, "X4": 0.469, "Y4": 0.32055, "page": 0, "Index": 128}, {"Word": "visible", "Confidence": 0.893, "X1": 0.536, "Y1": 0.30883, "X2": 0.583, "Y2": 0.30863, "X3": 0.583, "Y3": 0.32055, "X4": 0.536, "Y4": 0.32055, "page": 0, "Index": 129}, {"Word": "abnormalities", "Confidence": 0.414, "X1": 0.593, "Y1": 0.31017, "X2": 0.68, "Y2": 0.30997, "X3": 0.679, "Y3": 0.31921, "X4": 0.594, "Y4": 0.32055, "page": 0, "Index": 130}, {"Word": "96", "Confidence": 0.991, "X1": 0.057, "Y1": 0.3223, "X2": 0.069, "Y2": 0.3221, "X3": 0.069, "Y3": 0.33403, "X4": 0.057, "Y4": 0.33403, "page": 0, "Index": 131}, {"Word": "96", "Confidence": 0.955, "X1": 0.119, "Y1": 0.32095, "X2": 0.131, "Y2": 0.32075, "X3": 0.131, "Y3": 0.33268, "X4": 0.119, "Y4": 0.33268, "page": 0, "Index": 132}, {"Word": "05-Nov-90", "Confidence": 0.613, "X1": 0.208, "Y1": 0.3223, "X2": 0.266, "Y2": 0.3221, "X3": 0.266, "Y3": 0.33403, "X4": 0.208, "Y4": 0.33403, "page": 0, "Index": 133}, {"Word": "11:27", "Confidence": 0.933, "X1": 0.284, "Y1": 0.3223, "X2": 0.316, "Y2": 0.3221, "X3": 0.316, "Y3": 0.33268, "X4": 0.284, "Y4": 0.33268, "page": 0, "Index": 134}, {"Word": "-2", "Confidence": 0.855, "X1": 0.351, "Y1": 0.3223, "X2": 0.364, "Y2": 0.3221, "X3": 0.365, "Y3": 0.33268, "X4": 0.351, "Y4": 0.33268, "page": 0, "Index": 135}, {"Word": "11:27", "Confidence": 0.995, "X1": 0.386, "Y1": 0.3223, "X2": 0.419, "Y2": 0.3221, "X3": 0.419, "Y3": 0.33403, "X4": 0.386, "Y4": 0.33268, "page": 0, "Index": 136}, {"Word": "43", "Confidence": 0.998, "X1": 0.441, "Y1": 0.31961, "X2": 0.453, "Y2": 0.31941, "X3": 0.453, "Y3": 0.33268, "X4": 0.441, "Y4": 0.33268, "page": 0, "Index": 137}, {"Word": "Normal/no", "Confidence": 0.61, "X1": 0.468, "Y1": 0.32365, "X2": 0.529, "Y2": 0.32345, "X3": 0.529, "Y3": 0.33538, "X4": 0.469, "Y4": 0.33403, "page": 0, "Index": 138}, {"Word": "visible", "Confidence": 0.991, "X1": 0.536, "Y1": 0.3223, "X2": 0.583, "Y2": 0.3221, "X3": 0.583, "Y3": 0.33403, "X4": 0.537, "Y4": 0.33538, "page": 0, "Index": 139}, {"Word": "abnormalities", "Confidence": 0.532, "X1": 0.593, "Y1": 0.325, "X2": 0.68, "Y2": 0.3248, "X3": 0.679, "Y3": 0.33403, "X4": 0.594, "Y4": 0.33403, "page": 0, "Index": 140}, {"Word": "97", "Confidence": 0.971, "X1": 0.118, "Y1": 0.33443, "X2": 0.132, "Y2": 0.33423, "X3": 0.132, "Y3": 0.34751, "X4": 0.118, "Y4": 0.34886, "page": 0, "Index": 141}, {"Word": "11:27", "Confidence": 0.972, "X1": 0.283, "Y1": 0.33713, "X2": 0.316, "Y2": 0.33693, "X3": 0.316, "Y3": 0.34751, "X4": 0.283, "Y4": 0.34751, "page": 0, "Index": 142}, {"Word": "97", "Confidence": 0.941, "X1": 0.056, "Y1": 0.33578, "X2": 0.07, "Y2": 0.33558, "X3": 0.07, "Y3": 0.34886, "X4": 0.056, "Y4": 0.34886, "page": 0, "Index": 143}, {"Word": "05-804-90", "Confidence": 0.62, "X1": 0.208, "Y1": 0.33713, "X2": 0.266, "Y2": 0.33693, "X3": 0.266, "Y3": 0.34886, "X4": 0.208, "Y4": 0.34886, "page": 0, "Index": 144}, {"Word": "11:27", "Confidence": 0.901, "X1": 0.388, "Y1": 0.33847, "X2": 0.418, "Y2": 0.33827, "X3": 0.418, "Y3": 0.3502, "X4": 0.388, "Y4": 0.34886, "page": 0, "Index": 145}, {"Word": "43", "Confidence": 0.998, "X1": 0.44, "Y1": 0.33578, "X2": 0.453, "Y2": 0.33558, "X3": 0.454, "Y3": 0.34886, "X4": 0.441, "Y4": 0.3502, "page": 0, "Index": 146}, {"Word": "Tozaal/no", "Confidence": 0.657, "X1": 0.47, "Y1": 0.33713, "X2": 0.528, "Y2": 0.33693, "X3": 0.528, "Y3": 0.3502, "X4": 0.47, "Y4": 0.3502, "page": 0, "Index": 147}, {"Word": "visible", "Confidence": 0.694, "X1": 0.536, "Y1": 0.33847, "X2": 0.583, "Y2": 0.33827, "X3": 0.583, "Y3": 0.3502, "X4": 0.537, "Y4": 0.3502, "page": 0, "Index": 148}, {"Word": "abnormalities", "Confidence": 0.156, "X1": 0.595, "Y1": 0.33847, "X2": 0.679, "Y2": 0.33827, "X3": 0.679, "Y3": 0.34886, "X4": 0.596, "Y4": 0.34886, "page": 0, "Index": 149}, {"Word": "98", "Confidence": 0.412, "X1": 0.118, "Y1": 0.3506, "X2": 0.131, "Y2": 0.3504, "X3": 0.131, "Y3": 0.36368, "X4": 0.118, "Y4": 0.36368, "page": 0, "Index": 150}, {"Word": "05-Nov-90", "Confidence": 0.726, "X1": 0.208, "Y1": 0.35195, "X2": 0.266, "Y2": 0.35175, "X3": 0.266, "Y3": 0.36233, "X4": 0.208, "Y4": 0.36233, "page": 0, "Index": 151}, {"Word": "11:28", "Confidence": 0.878, "X1": 0.284, "Y1": 0.3506, "X2": 0.316, "Y2": 0.3504, "X3": 0.315, "Y3": 0.36233, "X4": 0.285, "Y4": 0.36233, "page": 0, "Index": 152}, {"Word": "-2", "Confidence": 0.791, "X1": 0.351, "Y1": 0.35195, "X2": 0.364, "Y2": 0.35175, "X3": 0.365, "Y3": 0.36233, "X4": 0.351, "Y4": 0.36233, "page": 0, "Index": 153}, {"Word": "11:28", "Confidence": 0.813, "X1": 0.387, "Y1": 0.35195, "X2": 0.418, "Y2": 0.35175, "X3": 0.418, "Y3": 0.36368, "X4": 0.387, "Y4": 0.36233, "page": 0, "Index": 154}, {"Word": "43", "Confidence": 0.941, "X1": 0.441, "Y1": 0.34926, "X2": 0.453, "Y2": 0.34906, "X3": 0.453, "Y3": 0.36233, "X4": 0.441, "Y4": 0.36233, "page": 0, "Index": 155}, {"Word": "Normal", "Confidence": 0.648, "X1": 0.467, "Y1": 0.3533, "X2": 0.507, "Y2": 0.3531, "X3": 0.508, "Y3": 0.36368, "X4": 0.468, "Y4": 0.36503, "page": 0, "Index": 156}, {"Word": "no", "Confidence": 0.613, "X1": 0.516, "Y1": 0.35195, "X2": 0.528, "Y2": 0.35175, "X3": 0.528, "Y3": 0.36368, "X4": 0.516, "Y4": 0.36368, "page": 0, "Index": 157}, {"Word": "visible", "Confidence": 0.632, "X1": 0.536, "Y1": 0.35195, "X2": 0.583, "Y2": 0.35175, "X3": 0.583, "Y3": 0.36368, "X4": 0.537, "Y4": 0.36368, "page": 0, "Index": 158}, {"Word": "abnormaliti", "Confidence": 0.691, "X1": 0.592, "Y1": 0.3533, "X2": 0.666, "Y2": 0.3531, "X3": 0.665, "Y3": 0.36368, "X4": 0.592, "Y4": 0.36233, "page": 0, "Index": 159}, {"Word": "99", "Confidence": 0.941, "X1": 0.057, "Y1": 0.36543, "X2": 0.069, "Y2": 0.36523, "X3": 0.069, "Y3": 0.37581, "X4": 0.057, "Y4": 0.37581, "page": 0, "Index": 160}, {"Word": "99", "Confidence": 0.805, "X1": 0.118, "Y1": 0.36408, "X2": 0.131, "Y2": 0.36388, "X3": 0.131, "Y3": 0.37716, "X4": 0.118, "Y4": 0.37716, "page": 0, "Index": 161}, {"Word": "05-Nov-90", "Confidence": 0.633, "X1": 0.208, "Y1": 0.36543, "X2": 0.266, "Y2": 0.36523, "X3": 0.266, "Y3": 0.37581, "X4": 0.208, "Y4": 0.37581, "page": 0, "Index": 162}, {"Word": "11", "Confidence": 0.995, "X1": 0.283, "Y1": 0.36678, "X2": 0.293, "Y2": 0.36658, "X3": 0.293, "Y3": 0.37581, "X4": 0.283, "Y4": 0.37716, "page": 0, "Index": 163}, {"Word": ":28", "Confidence": 0.804, "X1": 0.298, "Y1": 0.36543, "X2": 0.315, "Y2": 0.36523, "X3": 0.315, "Y3": 0.37581, "X4": 0.298, "Y4": 0.37581, "page": 0, "Index": 164}, {"Word": "-2", "Confidence": 0.934, "X1": 0.351, "Y1": 0.36543, "X2": 0.364, "Y2": 0.36523, "X3": 0.365, "Y3": 0.37581, "X4": 0.351, "Y4": 0.37581, "page": 0, "Index": 165}, {"Word": "11:20", "Confidence": 0.657, "X1": 0.386, "Y1": 0.36678, "X2": 0.418, "Y2": 0.36658, "X3": 0.418, "Y3": 0.37716, "X4": 0.386, "Y4": 0.37716, "page": 0, "Index": 166}, {"Word": "visibl.", "Confidence": 0.469, "X1": 0.535, "Y1": 0.36543, "X2": 0.583, "Y2": 0.36523, "X3": 0.583, "Y3": 0.37716, "X4": 0.535, "Y4": 0.37716, "page": 0, "Index": 167}, {"Word": "abnormalities", "Confidence": 0.283, "X1": 0.591, "Y1": 0.36678, "X2": 0.678, "Y2": 0.36658, "X3": 0.677, "Y3": 0.37716, "X4": 0.592, "Y4": 0.37716, "page": 0, "Index": 168}, {"Word": "43", "Confidence": 0.995, "X1": 0.44, "Y1": 0.36543, "X2": 0.453, "Y2": 0.36523, "X3": 0.453, "Y3": 0.37851, "X4": 0.441, "Y4": 0.37851, "page": 0, "Index": 169}, {"Word": "Normal/no", "Confidence": 0.726, "X1": 0.467, "Y1": 0.36678, "X2": 0.529, "Y2": 0.36658, "X3": 0.528, "Y3": 0.37851, "X4": 0.467, "Y4": 0.37851, "page": 0, "Index": 170}, {"Word": "100", "Confidence": 0.479, "X1": 0.111, "Y1": 0.37891, "X2": 0.13, "Y2": 0.37871, "X3": 0.13, "Y3": 0.39064, "X4": 0.111, "Y4": 0.39198, "page": 0, "Index": 171}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.208, "Y1": 0.38025, "X2": 0.266, "Y2": 0.38005, "X3": 0.266, "Y3": 0.39198, "X4": 0.207, "Y4": 0.39198, "page": 0, "Index": 172}, {"Word": "11:29", "Confidence": 0.798, "X1": 0.284, "Y1": 0.38025, "X2": 0.315, "Y2": 0.38005, "X3": 0.315, "Y3": 0.39064, "X4": 0.284, "Y4": 0.39064, "page": 0, "Index": 173}, {"Word": "11", "Confidence": 0.991, "X1": 0.387, "Y1": 0.38025, "X2": 0.398, "Y2": 0.38005, "X3": 0.398, "Y3": 0.39064, "X4": 0.387, "Y4": 0.39198, "page": 0, "Index": 174}, {"Word": ":29", "Confidence": 0.937, "X1": 0.4, "Y1": 0.3816, "X2": 0.418, "Y2": 0.3814, "X3": 0.417, "Y3": 0.39198, "X4": 0.4, "Y4": 0.39064, "page": 0, "Index": 175}, {"Word": "43", "Confidence": 0.998, "X1": 0.441, "Y1": 0.37756, "X2": 0.453, "Y2": 0.37736, "X3": 0.454, "Y3": 0.39198, "X4": 0.441, "Y4": 0.39333, "page": 0, "Index": 176}, {"Word": "Normal/no", "Confidence": 0.81, "X1": 0.467, "Y1": 0.3816, "X2": 0.528, "Y2": 0.3814, "X3": 0.527, "Y3": 0.39333, "X4": 0.467, "Y4": 0.39198, "page": 0, "Index": 177}, {"Word": "visible", "Confidence": 0.901, "X1": 0.538, "Y1": 0.3816, "X2": 0.582, "Y2": 0.3814, "X3": 0.582, "Y3": 0.39198, "X4": 0.538, "Y4": 0.39198, "page": 0, "Index": 178}, {"Word": "abnormalities", "Confidence": 0.498, "X1": 0.591, "Y1": 0.38295, "X2": 0.679, "Y2": 0.38275, "X3": 0.679, "Y3": 0.39198, "X4": 0.592, "Y4": 0.39198, "page": 0, "Index": 179}, {"Word": "101", "Confidence": 0.889, "X1": 0.049, "Y1": 0.38969, "X2": 0.068, "Y2": 0.38949, "X3": 0.069, "Y3": 0.40411, "X4": 0.051, "Y4": 0.40816, "page": 0, "Index": 180}, {"Word": "101", "Confidence": 0.883, "X1": 0.111, "Y1": 0.39373, "X2": 0.13, "Y2": 0.39353, "X3": 0.131, "Y3": 0.40546, "X4": 0.111, "Y4": 0.40546, "page": 0, "Index": 181}, {"Word": "05-Nov-90", "Confidence": 0.655, "X1": 0.208, "Y1": 0.39508, "X2": 0.266, "Y2": 0.39488, "X3": 0.266, "Y3": 0.40681, "X4": 0.208, "Y4": 0.40546, "page": 0, "Index": 182}, {"Word": "11:29", "Confidence": 0.741, "X1": 0.284, "Y1": 0.39508, "X2": 0.315, "Y2": 0.39488, "X3": 0.315, "Y3": 0.40546, "X4": 0.284, "Y4": 0.40411, "page": 0, "Index": 183}, {"Word": "11:29", "Confidence": 0.676, "X1": 0.387, "Y1": 0.39508, "X2": 0.418, "Y2": 0.39488, "X3": 0.418, "Y3": 0.40546, "X4": 0.387, "Y4": 0.40546, "page": 0, "Index": 184}, {"Word": "13", "Confidence": 0.926, "X1": 0.441, "Y1": 0.39104, "X2": 0.457, "Y2": 0.39084, "X3": 0.457, "Y3": 0.40546, "X4": 0.441, "Y4": 0.40681, "page": 0, "Index": 185}, {"Word": "Normal/no", "Confidence": 0.741, "X1": 0.467, "Y1": 0.39508, "X2": 0.528, "Y2": 0.39488, "X3": 0.528, "Y3": 0.40681, "X4": 0.467, "Y4": 0.40681, "page": 0, "Index": 186}, {"Word": "visible", "Confidence": 0.971, "X1": 0.537, "Y1": 0.39508, "X2": 0.583, "Y2": 0.39488, "X3": 0.582, "Y3": 0.40681, "X4": 0.536, "Y4": 0.40681, "page": 0, "Index": 187}, {"Word": "abnormalities", "Confidence": 0.38, "X1": 0.591, "Y1": 0.39643, "X2": 0.679, "Y2": 0.39623, "X3": 0.679, "Y3": 0.40681, "X4": 0.591, "Y4": 0.40681, "page": 0, "Index": 188}, {"Word": "202", "Confidence": 0.717, "X1": 0.051, "Y1": 0.40451, "X2": 0.068, "Y2": 0.40431, "X3": 0.069, "Y3": 0.41759, "X4": 0.052, "Y4": 0.42163, "page": 0, "Index": 189}, {"Word": "102", "Confidence": 0.886, "X1": 0.11, "Y1": 0.40856, "X2": 0.13, "Y2": 0.40836, "X3": 0.13, "Y3": 0.41894, "X4": 0.111, "Y4": 0.42029, "page": 0, "Index": 190}, {"Word": "05-Nov-90", "Confidence": 0.713, "X1": 0.208, "Y1": 0.41125, "X2": 0.265, "Y2": 0.41105, "X3": 0.265, "Y3": 0.42029, "X4": 0.208, "Y4": 0.41894, "page": 0, "Index": 191}, {"Word": "11:29", "Confidence": 0.827, "X1": 0.283, "Y1": 0.4099, "X2": 0.315, "Y2": 0.4097, "X3": 0.314, "Y3": 0.42029, "X4": 0.283, "Y4": 0.42029, "page": 0, "Index": 192}, {"Word": "11:29", "Confidence": 0.881, "X1": 0.386, "Y1": 0.4099, "X2": 0.418, "Y2": 0.4097, "X3": 0.418, "Y3": 0.42163, "X4": 0.386, "Y4": 0.42029, "page": 0, "Index": 193}, {"Word": "43", "Confidence": 0.395, "X1": 0.439, "Y1": 0.40586, "X2": 0.452, "Y2": 0.40566, "X3": 0.453, "Y3": 0.41894, "X4": 0.44, "Y4": 0.42029, "page": 0, "Index": 194}, {"Word": "Normal/no", "Confidence": 0.432, "X1": 0.467, "Y1": 0.4099, "X2": 0.528, "Y2": 0.4097, "X3": 0.528, "Y3": 0.42163, "X4": 0.467, "Y4": 0.42298, "page": 0, "Index": 195}, {"Word": "visible", "Confidence": 0.81, "X1": 0.536, "Y1": 0.4099, "X2": 0.583, "Y2": 0.4097, "X3": 0.583, "Y3": 0.42163, "X4": 0.536, "Y4": 0.42029, "page": 0, "Index": 196}, {"Word": "abnormalities", "Confidence": 0.508, "X1": 0.591, "Y1": 0.41125, "X2": 0.679, "Y2": 0.41105, "X3": 0.679, "Y3": 0.42029, "X4": 0.591, "Y4": 0.42163, "page": 0, "Index": 197}, {"Word": "103", "Confidence": 0.998, "X1": 0.11, "Y1": 0.42338, "X2": 0.129, "Y2": 0.42318, "X3": 0.129, "Y3": 0.43376, "X4": 0.11, "Y4": 0.43376, "page": 0, "Index": 198}, {"Word": "/-", "Confidence": 0.591, "X1": 0.173, "Y1": 0.42069, "X2": 0.187, "Y2": 0.42049, "X3": 0.186, "Y3": 0.43781, "X4": 0.173, "Y4": 0.43781, "page": 0, "Index": 199}, {"Word": "05-Nov-90", "Confidence": 0.815, "X1": 0.209, "Y1": 0.42473, "X2": 0.266, "Y2": 0.42453, "X3": 0.265, "Y3": 0.43511, "X4": 0.208, "Y4": 0.43376, "page": 0, "Index": 200}, {"Word": "11", "Confidence": 0.995, "X1": 0.283, "Y1": 0.42473, "X2": 0.293, "Y2": 0.42453, "X3": 0.293, "Y3": 0.43376, "X4": 0.283, "Y4": 0.43376, "page": 0, "Index": 201}, {"Word": ":30", "Confidence": 0.995, "X1": 0.297, "Y1": 0.42473, "X2": 0.314, "Y2": 0.42453, "X3": 0.314, "Y3": 0.43511, "X4": 0.297, "Y4": 0.43376, "page": 0, "Index": 202}, {"Word": "11:30", "Confidence": 0.884, "X1": 0.386, "Y1": 0.42473, "X2": 0.417, "Y2": 0.42453, "X3": 0.417, "Y3": 0.43511, "X4": 0.386, "Y4": 0.43376, "page": 0, "Index": 203}, {"Word": "43", "Confidence": 0.477, "X1": 0.442, "Y1": 0.42069, "X2": 0.454, "Y2": 0.42049, "X3": 0.454, "Y3": 0.43376, "X4": 0.442, "Y4": 0.43376, "page": 0, "Index": 204}, {"Word": "formal", "Confidence": 0.63, "X1": 0.466, "Y1": 0.42473, "X2": 0.507, "Y2": 0.42453, "X3": 0.507, "Y3": 0.43646, "X4": 0.466, "Y4": 0.43781, "page": 0, "Index": 205}, {"Word": "no", "Confidence": 0.673, "X1": 0.515, "Y1": 0.42473, "X2": 0.528, "Y2": 0.42453, "X3": 0.528, "Y3": 0.43646, "X4": 0.515, "Y4": 0.43646, "page": 0, "Index": 206}, {"Word": "visible", "Confidence": 0.856, "X1": 0.536, "Y1": 0.42608, "X2": 0.582, "Y2": 0.42588, "X3": 0.582, "Y3": 0.43646, "X4": 0.536, "Y4": 0.43646, "page": 0, "Index": 207}, {"Word": "abnormalities", "Confidence": 0.623, "X1": 0.591, "Y1": 0.42473, "X2": 0.679, "Y2": 0.42453, "X3": 0.679, "Y3": 0.43511, "X4": 0.591, "Y4": 0.43646, "page": 0, "Index": 208}, {"Word": "10", "Confidence": 0.255, "X1": 0.052, "Y1": 0.43686, "X2": 0.061, "Y2": 0.43666, "X3": 0.061, "Y3": 0.44859, "X4": 0.052, "Y4": 0.44993, "page": 0, "Index": 209}, {"Word": "104", "Confidence": 0.666, "X1": 0.111, "Y1": 0.43821, "X2": 0.13, "Y2": 0.43801, "X3": 0.13, "Y3": 0.44859, "X4": 0.111, "Y4": 0.44859, "page": 0, "Index": 210}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.209, "Y1": 0.43955, "X2": 0.265, "Y2": 0.43935, "X3": 0.265, "Y3": 0.45128, "X4": 0.208, "Y4": 0.44993, "page": 0, "Index": 211}, {"Word": "11:30", "Confidence": 0.937, "X1": 0.283, "Y1": 0.43955, "X2": 0.315, "Y2": 0.43935, "X3": 0.315, "Y3": 0.45128, "X4": 0.283, "Y4": 0.44993, "page": 0, "Index": 212}, {"Word": "11:30", "Confidence": 0.8, "X1": 0.386, "Y1": 0.43955, "X2": 0.418, "Y2": 0.43935, "X3": 0.418, "Y3": 0.45128, "X4": 0.386, "Y4": 0.45128, "page": 0, "Index": 213}, {"Word": "43", "Confidence": 0.971, "X1": 0.44, "Y1": 0.43551, "X2": 0.453, "Y2": 0.43531, "X3": 0.453, "Y3": 0.44859, "X4": 0.44, "Y4": 0.44859, "page": 0, "Index": 214}, {"Word": "Normal", "Confidence": 0.711, "X1": 0.47, "Y1": 0.4409, "X2": 0.507, "Y2": 0.4407, "X3": 0.507, "Y3": 0.45128, "X4": 0.47, "Y4": 0.44993, "page": 0, "Index": 215}, {"Word": "no", "Confidence": 0.933, "X1": 0.516, "Y1": 0.4409, "X2": 0.528, "Y2": 0.4407, "X3": 0.527, "Y3": 0.45128, "X4": 0.516, "Y4": 0.45128, "page": 0, "Index": 216}, {"Word": "4638", "Confidence": 0.981, "X1": 0.108, "Y1": 0.96785, "X2": 0.071, "Y2": 0.96765, "X3": 0.07, "Y3": 0.94724, "X4": 0.108, "Y4": 0.94589, "page": 0, "Index": 217}, {"Word": "52194", "Confidence": 0.994, "X1": 0.163, "Y1": 0.96651, "X2": 0.117, "Y2": 0.96631, "X3": 0.117, "Y3": 0.94589, "X4": 0.164, "Y4": 0.94454, "page": 0, "Index": 218}]}
"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"
ffbg0065
10
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.956, "X1": 0.045, "Y1": 0.08106, "X2": 0.143, "Y2": 0.08086, "X3": 0.143, "Y3": 0.09414, "X4": 0.045, "Y4": 0.09414, "page": 0}, {"Word": "Preliminary assignment statistics", "Confidence": 0.658, "X1": 0.417, "Y1": 0.08915, "X2": 0.642, "Y2": 0.08895, "X3": 0.642, "Y3": 0.10357, "X4": 0.417, "Y4": 0.10223, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.85033, "X1": 0.046, "Y1": 0.09724, "X2": 0.24, "Y2": 0.09704, "X3": 0.24, "Y3": 0.11166, "X4": 0.046, "Y4": 0.10896, "page": 0}, {"Word": "Study: TOX-035", "Confidence": 0.847, "X1": 0.485, "Y1": 0.10397, "X2": 0.581, "Y2": 0.10377, "X3": 0.581, "Y3": 0.11705, "X4": 0.485, "Y4": 0.11705, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.7635, "X1": 0.821, "Y1": 0.09589, "X2": 0.947, "Y2": 0.09569, "X3": 0.947, "Y3": 0.10896, "X4": 0.821, "Y4": 0.10762, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.941, "X1": 0.045, "Y1": 0.11206, "X2": 0.143, "Y2": 0.11186, "X3": 0.143, "Y3": 0.12514, "X4": 0.045, "Y4": 0.12379, "page": 0}, {"Word": "Page: 1", "Confidence": 0.632, "X1": 0.834, "Y1": 0.11206, "X2": 0.884, "Y2": 0.11186, "X3": 0.884, "Y3": 0.12379, "X4": 0.834, "Y4": 0.12379, "page": 0}, {"Word": "WINSTON-SALEM, NORTH CAROLINA 27102", "Confidence": 0.6865, "X1": 0.044, "Y1": 0.12823, "X2": 0.288, "Y2": 0.12803, "X3": 0.287, "Y3": 0.14266, "X4": 0.044, "Y4": 0.13861, "page": 0}, {"Word": ".......", "Confidence": 0.539, "X1": 0.501, "Y1": 0.1754, "X2": 0.596, "Y2": 0.1752, "X3": 0.596, "Y3": 0.19252, "X4": 0.501, "Y4": 0.18983, "page": 0}, {"Word": "Group", "Confidence": 0.774, "X1": 0.133, "Y1": 0.20236, "X2": 0.169, "Y2": 0.20216, "X3": 0.168, "Y3": 0.21543, "X4": 0.132, "Y4": 0.21274, "page": 0}, {"Word": "Control", "Confidence": 0.659, "X1": 0.208, "Y1": 0.20236, "X2": 0.258, "Y2": 0.20216, "X3": 0.258, "Y3": 0.21543, "X4": 0.208, "Y4": 0.21543, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.319, "Y1": 0.20505, "X2": 0.327, "Y2": 0.20485, "X3": 0.327, "Y3": 0.21678, "X4": 0.319, "Y4": 0.21678, "page": 0}, {"Word": "3", "Confidence": 0.997, "X1": 0.401, "Y1": 0.20505, "X2": 0.409, "Y2": 0.20485, "X3": 0.41, "Y3": 0.21813, "X4": 0.401, "Y4": 0.21948, "page": 0}, {"Word": "5", "Confidence": 0.994, "X1": 0.564, "Y1": 0.20775, "X2": 0.574, "Y2": 0.20755, "X3": 0.575, "Y3": 0.22217, "X4": 0.565, "Y4": 0.22217, "page": 0}, {"Word": "6", "Confidence": 0.801, "X1": 0.647, "Y1": 0.21044, "X2": 0.657, "Y2": 0.21024, "X3": 0.658, "Y3": 0.22217, "X4": 0.648, "Y4": 0.22352, "page": 0}, {"Word": "7", "Confidence": 0.995, "X1": 0.73, "Y1": 0.21179, "X2": 0.74, "Y2": 0.21159, "X3": 0.74, "Y3": 0.22622, "X4": 0.731, "Y4": 0.22622, "page": 0}, {"Word": "Tushar/group", "Confidence": 0.614, "X1": 0.084, "Y1": 0.21718, "X2": 0.169, "Y2": 0.21698, "X3": 0.169, "Y3": 0.23026, "X4": 0.084, "Y4": 0.22756, "page": 0}, {"Word": "5", "Confidence": 0.674, "X1": 0.401, "Y1": 0.21583, "X2": 0.41, "Y2": 0.21563, "X3": 0.411, "Y3": 0.23026, "X4": 0.402, "Y4": 0.23026, "page": 0}, {"Word": "5", "Confidence": 0.612, "X1": 0.481, "Y1": 0.21853, "X2": 0.492, "Y2": 0.21833, "X3": 0.494, "Y3": 0.23161, "X4": 0.482, "Y4": 0.23161, "page": 0}, {"Word": "5", "Confidence": 0.64, "X1": 0.564, "Y1": 0.21988, "X2": 0.574, "Y2": 0.21968, "X3": 0.575, "Y3": 0.23295, "X4": 0.564, "Y4": 0.23295, "page": 0}, {"Word": "5", "Confidence": 0.105, "X1": 0.647, "Y1": 0.21988, "X2": 0.657, "Y2": 0.21968, "X3": 0.657, "Y3": 0.2343, "X4": 0.647, "Y4": 0.2343, "page": 0}, {"Word": "Mean", "Confidence": 0.622, "X1": 0.138, "Y1": 0.23201, "X2": 0.169, "Y2": 0.23181, "X3": 0.169, "Y3": 0.24374, "X4": 0.138, "Y4": 0.24239, "page": 0}, {"Word": "231.1", "Confidence": 0.994, "X1": 0.217, "Y1": 0.23335, "X2": 0.25, "Y2": 0.23315, "X3": 0.25, "Y3": 0.24643, "X4": 0.216, "Y4": 0.24508, "page": 0}, {"Word": "227.3", "Confidence": 0.993, "X1": 0.298, "Y1": 0.23201, "X2": 0.332, "Y2": 0.23181, "X3": 0.332, "Y3": 0.24643, "X4": 0.298, "Y4": 0.24643, "page": 0}, {"Word": "232-3", "Confidence": 0.609, "X1": 0.382, "Y1": 0.2347, "X2": 0.416, "Y2": 0.2345, "X3": 0.416, "Y3": 0.24643, "X4": 0.382, "Y4": 0.24643, "page": 0}, {"Word": "229.9", "Confidence": 0.992, "X1": 0.462, "Y1": 0.2347, "X2": 0.497, "Y2": 0.2345, "X3": 0.497, "Y3": 0.24778, "X4": 0.462, "Y4": 0.24913, "page": 0}, {"Word": "5", "Confidence": 0.919, "X1": 0.812, "Y1": 0.22527, "X2": 0.822, "Y2": 0.22507, "X3": 0.823, "Y3": 0.23969, "X4": 0.813, "Y4": 0.23969, "page": 0}, {"Word": "232.1", "Confidence": 0.993, "X1": 0.544, "Y1": 0.2374, "X2": 0.579, "Y2": 0.2372, "X3": 0.579, "Y3": 0.25047, "X4": 0.544, "Y4": 0.25047, "page": 0}, {"Word": "231.6", "Confidence": 0.991, "X1": 0.627, "Y1": 0.23874, "X2": 0.664, "Y2": 0.23854, "X3": 0.663, "Y3": 0.25047, "X4": 0.627, "Y4": 0.25047, "page": 0}, {"Word": "231.0", "Confidence": 0.998, "X1": 0.71, "Y1": 0.24009, "X2": 0.745, "Y2": 0.23989, "X3": 0.745, "Y3": 0.25452, "X4": 0.71, "Y4": 0.25317, "page": 0}, {"Word": "232.9", "Confidence": 0.994, "X1": 0.792, "Y1": 0.24279, "X2": 0.826, "Y2": 0.24259, "X3": 0.826, "Y3": 0.25586, "X4": 0.792, "Y4": 0.25452, "page": 0}, {"Word": "Standard deviation", "Confidence": 0.8405, "X1": 0.044, "Y1": 0.24414, "X2": 0.169, "Y2": 0.24394, "X3": 0.169, "Y3": 0.25856, "X4": 0.044, "Y4": 0.25721, "page": 0}, {"Word": "20.38", "Confidence": 0.994, "X1": 0.216, "Y1": 0.24683, "X2": 0.251, "Y2": 0.24663, "X3": 0.251, "Y3": 0.25991, "X4": 0.216, "Y4": 0.25856, "page": 0}, {"Word": "20.01", "Confidence": 0.991, "X1": 0.298, "Y1": 0.24953, "X2": 0.333, "Y2": 0.24933, "X3": 0.333, "Y3": 0.25991, "X4": 0.298, "Y4": 0.25856, "page": 0}, {"Word": "20.95", "Confidence": 0.844, "X1": 0.382, "Y1": 0.25087, "X2": 0.416, "Y2": 0.25067, "X3": 0.416, "Y3": 0.2626, "X4": 0.382, "Y4": 0.26126, "page": 0}, {"Word": "23.50", "Confidence": 0.994, "X1": 0.463, "Y1": 0.25087, "X2": 0.497, "Y2": 0.25067, "X3": 0.497, "Y3": 0.26395, "X4": 0.463, "Y4": 0.2626, "page": 0}, {"Word": "19.17", "Confidence": 0.997, "X1": 0.544, "Y1": 0.25222, "X2": 0.581, "Y2": 0.25202, "X3": 0.581, "Y3": 0.2653, "X4": 0.544, "Y4": 0.2653, "page": 0}, {"Word": "23.19", "Confidence": 0.994, "X1": 0.629, "Y1": 0.25492, "X2": 0.663, "Y2": 0.25472, "X3": 0.663, "Y3": 0.2653, "X4": 0.629, "Y4": 0.2653, "page": 0}, {"Word": "Group diff.@ P =. 05", "Confidence": 0.901, "X1": 0.044, "Y1": 0.26031, "X2": 0.169, "Y2": 0.26011, "X3": 0.169, "Y3": 0.27338, "X4": 0.044, "Y4": 0.27204, "page": 0}, {"Word": "37.74", "Confidence": 0.997, "X1": 0.298, "Y1": 0.263, "X2": 0.333, "Y2": 0.2628, "X3": 0.332, "Y3": 0.27473, "X4": 0.298, "Y4": 0.27473, "page": 0}, {"Word": "37.74", "Confidence": 0.899, "X1": 0.382, "Y1": 0.26435, "X2": 0.416, "Y2": 0.26415, "X3": 0.416, "Y3": 0.27608, "X4": 0.382, "Y4": 0.27608, "page": 0}, {"Word": "37.74", "Confidence": 0.665, "X1": 0.463, "Y1": 0.2657, "X2": 0.497, "Y2": 0.2655, "X3": 0.497, "Y3": 0.27743, "X4": 0.462, "Y4": 0.27743, "page": 0}, {"Word": "20.65", "Confidence": 0.991, "X1": 0.709, "Y1": 0.25492, "X2": 0.745, "Y2": 0.25472, "X3": 0.745, "Y3": 0.26934, "X4": 0.709, "Y4": 0.26934, "page": 0}, {"Word": "24.40", "Confidence": 0.993, "X1": 0.792, "Y1": 0.25761, "X2": 0.827, "Y2": 0.25741, "X3": 0.826, "Y3": 0.26934, "X4": 0.792, "Y4": 0.26934, "page": 0}, {"Word": "37.74", "Confidence": 0.676, "X1": 0.544, "Y1": 0.26839, "X2": 0.58, "Y2": 0.26819, "X3": 0.58, "Y3": 0.28012, "X4": 0.544, "Y4": 0.27878, "page": 0}, {"Word": "37.74", "Confidence": 0.97, "X1": 0.629, "Y1": 0.26974, "X2": 0.663, "Y2": 0.26954, "X3": 0.663, "Y3": 0.28147, "X4": 0.629, "Y4": 0.28012, "page": 0}, {"Word": "37.74", "Confidence": 0.994, "X1": 0.709, "Y1": 0.26974, "X2": 0.745, "Y2": 0.26954, "X3": 0.745, "Y3": 0.28282, "X4": 0.709, "Y4": 0.28282, "page": 0}, {"Word": "37.74", "Confidence": 0.659, "X1": 0.793, "Y1": 0.27244, "X2": 0.827, "Y2": 0.27224, "X3": 0.827, "Y3": 0.28417, "X4": 0.793, "Y4": 0.28282, "page": 0}, {"Word": "Group diff.@ P =. 01", "Confidence": 0.8, "X1": 0.044, "Y1": 0.27513, "X2": 0.168, "Y2": 0.27493, "X3": 0.168, "Y3": 0.28956, "X4": 0.044, "Y4": 0.28686, "page": 0}, {"Word": "46.67", "Confidence": 0.992, "X1": 0.298, "Y1": 0.27648, "X2": 0.333, "Y2": 0.27628, "X3": 0.333, "Y3": 0.29225, "X4": 0.298, "Y4": 0.29225, "page": 0}, {"Word": "46.67", "Confidence": 0.996, "X1": 0.381, "Y1": 0.28052, "X2": 0.415, "Y2": 0.28032, "X3": 0.415, "Y3": 0.29225, "X4": 0.381, "Y4": 0.29225, "page": 0}, {"Word": "46.67", "Confidence": 0.994, "X1": 0.461, "Y1": 0.28052, "X2": 0.498, "Y2": 0.28032, "X3": 0.497, "Y3": 0.2936, "X4": 0.461, "Y4": 0.2936, "page": 0}, {"Word": "46.67", "Confidence": 0.955, "X1": 0.544, "Y1": 0.28322, "X2": 0.579, "Y2": 0.28302, "X3": 0.579, "Y3": 0.29495, "X4": 0.544, "Y4": 0.29495, "page": 0}, {"Word": "46.67", "Confidence": 0.806, "X1": 0.628, "Y1": 0.28457, "X2": 0.663, "Y2": 0.28437, "X3": 0.663, "Y3": 0.2963, "X4": 0.628, "Y4": 0.2963, "page": 0}, {"Word": "46.67", "Confidence": 0.991, "X1": 0.71, "Y1": 0.28591, "X2": 0.744, "Y2": 0.28571, "X3": 0.745, "Y3": 0.29764, "X4": 0.71, "Y4": 0.29764, "page": 0}, {"Word": "46.67", "Confidence": 0.994, "X1": 0.792, "Y1": 0.28591, "X2": 0.827, "Y2": 0.28571, "X3": 0.827, "Y3": 0.29899, "X4": 0.792, "Y4": 0.30034, "page": 0}, {"Word": "Analysis of variance: F ratio =", "Confidence": 0.80733, "X1": 0.043, "Y1": 0.30613, "X2": 0.267, "Y2": 0.30593, "X3": 0.267, "Y3": 0.32055, "X4": 0.043, "Y4": 0.31651, "page": 0}, {"Word": "0.03", "Confidence": 0.976, "X1": 0.283, "Y1": 0.30613, "X2": 0.319, "Y2": 0.30593, "X3": 0.319, "Y3": 0.32055, "X4": 0.283, "Y4": 0.32055, "page": 0}, {"Word": "7/ 32", "Confidence": 0.8685, "X1": 0.381, "Y1": 0.30613, "X2": 0.439, "Y2": 0.30593, "X3": 0.439, "Y3": 0.3246, "X4": 0.381, "Y4": 0.32595, "page": 0}, {"Word": "F probability - 1.000", "Confidence": 0.73625, "X1": 0.462, "Y1": 0.31152, "X2": 0.607, "Y2": 0.31132, "X3": 0.606, "Y3": 0.32595, "X4": 0.462, "Y4": 0.3246, "page": 0}, {"Word": "Foto: . * indicates group mean is significantly different from control at level of significance shown.", "Confidence": 0.68281, "X1": 0.042, "Y1": 0.32904, "X2": 0.742, "Y2": 0.32884, "X3": 0.741, "Y3": 0.34347, "X4": 0.042, "Y4": 0.33134, "page": 0}, {"Word": "10", "Confidence": 0.886, "X1": 0.315, "Y1": 0.37217, "X2": 0.335, "Y2": 0.37197, "X3": 0.335, "Y3": 0.38524, "X4": 0.315, "Y4": 0.38659, "page": 0}, {"Word": "50 mg/ml", "Confidence": 0.9325, "X1": 0.21, "Y1": 0.36543, "X2": 0.278, "Y2": 0.36523, "X3": 0.279, "Y3": 0.39064, "X4": 0.21, "Y4": 0.39603, "page": 0}, {"Word": "2", "Confidence": 0.989, "X1": 0.386, "Y1": 0.37217, "X2": 0.405, "Y2": 0.37197, "X3": 0.405, "Y3": 0.39064, "X4": 0.387, "Y4": 0.39198, "page": 0}, {"Word": "0:4", "Confidence": 0.668, "X1": 0.459, "Y1": 0.37217, "X2": 0.488, "Y2": 0.37197, "X3": 0.488, "Y3": 0.39198, "X4": 0.459, "Y4": 0.39198, "page": 0}, {"Word": "1515/we Bagry", "Confidence": 0.167, "X1": 0.551, "Y1": 0.37082, "X2": 0.703, "Y2": 0.37062, "X3": 0.703, "Y3": 0.40276, "X4": 0.551, "Y4": 0.40142, "page": 0}, {"Word": "2.31", "Confidence": 0.889, "X1": 0.22, "Y1": 0.40182, "X2": 0.254, "Y2": 0.40162, "X3": 0.254, "Y3": 0.42029, "X4": 0.219, "Y4": 0.42298, "page": 0}, {"Word": "3 mg each", "Confidence": 0.58833, "X1": 0.217, "Y1": 0.43281, "X2": 0.291, "Y2": 0.43261, "X3": 0.292, "Y3": 0.44993, "X4": 0.218, "Y4": 0.45533, "page": 0}, {"Word": "15 ml", "Confidence": 0.8805, "X1": 0.556, "Y1": 0.42742, "X2": 0.598, "Y2": 0.42722, "X3": 0.599, "Y3": 0.45263, "X4": 0.555, "Y4": 0.45398, "page": 0}, {"Word": "15 ml total .", "Confidence": 0.408, "X1": 0.205, "Y1": 0.44629, "X2": 0.294, "Y2": 0.44609, "X3": 0.294, "Y3": 0.46745, "X4": 0.205, "Y4": 0.47015, "page": 0}, {"Word": "2265", "Confidence": 0.991, "X1": 0.556, "Y1": 0.48538, "X2": 0.61, "Y2": 0.48518, "X3": 0.612, "Y3": 0.50789, "X4": 0.558, "Y4": 0.52002, "page": 0}, {"Word": "454.5", "Confidence": 0.98, "X1": 0.648, "Y1": 0.47998, "X2": 0.704, "Y2": 0.47978, "X3": 0.705, "Y3": 0.50654, "X4": 0.649, "Y4": 0.51193, "page": 0}, {"Word": "18", "Confidence": 0.26, "X1": 0.828, "Y1": 0.48133, "X2": 0.853, "Y2": 0.48113, "X3": 0.853, "Y3": 0.50654, "X4": 0.828, "Y4": 0.50519, "page": 0}, {"Word": "90", "Confidence": 0.954, "X1": 0.748, "Y1": 0.48403, "X2": 0.779, "Y2": 0.48383, "X3": 0.78, "Y3": 0.50923, "X4": 0.748, "Y4": 0.51058, "page": 0}, {"Word": "750 mg", "Confidence": 0.9935, "X1": 0.199, "Y1": 0.50424, "X2": 0.272, "Y2": 0.50404, "X3": 0.272, "Y3": 0.52945, "X4": 0.199, "Y4": 0.52945, "page": 0}, {"Word": "150", "Confidence": 0.995, "X1": 0.297, "Y1": 0.50424, "X2": 0.338, "Y2": 0.50404, "X3": 0.338, "Y3": 0.52945, "X4": 0.297, "Y4": 0.53349, "page": 0}, {"Word": "30", "Confidence": 0.969, "X1": 0.371, "Y1": 0.51233, "X2": 0.394, "Y2": 0.51213, "X3": 0.394, "Y3": 0.53754, "X4": 0.371, "Y4": 0.53754, "page": 0}, {"Word": "6.", "Confidence": 0.875, "X1": 0.461, "Y1": 0.50829, "X2": 0.479, "Y2": 0.50809, "X3": 0.48, "Y3": 0.52945, "X4": 0.462, "Y4": 0.5308, "page": 0}, {"Word": "2822.5 mg", "Confidence": 0.756, "X1": 0.667, "Y1": 0.54872, "X2": 0.781, "Y2": 0.54852, "X3": 0.782, "Y3": 0.57797, "X4": 0.668, "Y4": 0.58875, "page": 0}, {"Word": "736 mg Females", "Confidence": 0.85067, "X1": 0.29, "Y1": 0.55411, "X2": 0.463, "Y2": 0.55391, "X3": 0.464, "Y3": 0.58066, "X4": 0.291, "Y4": 0.59144, "page": 0}, {"Word": "52194 4642", "Confidence": 0.994, "X1": 0.176, "Y1": 0.95707, "X2": 0.078, "Y2": 0.95687, "X3": 0.078, "Y3": 0.93511, "X4": 0.175, "Y4": 0.93241, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.921, "X1": 0.046, "Y1": 0.08106, "X2": 0.088, "Y2": 0.08086, "X3": 0.087, "Y3": 0.09549, "X4": 0.046, "Y4": 0.09549, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.991, "X1": 0.094, "Y1": 0.08241, "X2": 0.142, "Y2": 0.08221, "X3": 0.141, "Y3": 0.09414, "X4": 0.094, "Y4": 0.09414, "page": 0, "Index": 1}, {"Word": "Preliminary", "Confidence": 0.557, "X1": 0.417, "Y1": 0.08915, "X2": 0.491, "Y2": 0.08895, "X3": 0.491, "Y3": 0.10357, "X4": 0.417, "Y4": 0.10223, "page": 0, "Index": 2}, {"Word": "assignment", "Confidence": 0.645, "X1": 0.498, "Y1": 0.08915, "X2": 0.566, "Y2": 0.08895, "X3": 0.566, "Y3": 0.10492, "X4": 0.498, "Y4": 0.10357, "page": 0, "Index": 3}, {"Word": "statistics", "Confidence": 0.772, "X1": 0.573, "Y1": 0.0905, "X2": 0.642, "Y2": 0.0903, "X3": 0.642, "Y3": 0.10492, "X4": 0.573, "Y4": 0.10492, "page": 0, "Index": 4}, {"Word": "TOXICOLOGY", "Confidence": 0.958, "X1": 0.047, "Y1": 0.09724, "X2": 0.114, "Y2": 0.09704, "X3": 0.113, "Y3": 0.11031, "X4": 0.046, "Y4": 0.10896, "page": 0, "Index": 5}, {"Word": "RESEARCH", "Confidence": 0.659, "X1": 0.12, "Y1": 0.09724, "X2": 0.175, "Y2": 0.09704, "X3": 0.174, "Y3": 0.11166, "X4": 0.12, "Y4": 0.11031, "page": 0, "Index": 6}, {"Word": "DIVISION", "Confidence": 0.934, "X1": 0.182, "Y1": 0.09993, "X2": 0.237, "Y2": 0.09973, "X3": 0.237, "Y3": 0.11301, "X4": 0.181, "Y4": 0.11166, "page": 0, "Index": 7}, {"Word": "PRINTED:", "Confidence": 0.851, "X1": 0.821, "Y1": 0.09724, "X2": 0.875, "Y2": 0.09704, "X3": 0.875, "Y3": 0.10896, "X4": 0.822, "Y4": 0.10896, "page": 0, "Index": 8}, {"Word": "05-Nov-90", "Confidence": 0.676, "X1": 0.882, "Y1": 0.09724, "X2": 0.943, "Y2": 0.09704, "X3": 0.943, "Y3": 0.11031, "X4": 0.882, "Y4": 0.10896, "page": 0, "Index": 9}, {"Word": "Building", "Confidence": 0.891, "X1": 0.045, "Y1": 0.11206, "X2": 0.1, "Y2": 0.11186, "X3": 0.099, "Y3": 0.12514, "X4": 0.045, "Y4": 0.12514, "page": 0, "Index": 10}, {"Word": "630/2", "Confidence": 0.991, "X1": 0.108, "Y1": 0.11341, "X2": 0.142, "Y2": 0.11321, "X3": 0.141, "Y3": 0.12648, "X4": 0.107, "Y4": 0.12514, "page": 0, "Index": 11}, {"Word": "Study:", "Confidence": 0.793, "X1": 0.486, "Y1": 0.10532, "X2": 0.526, "Y2": 0.10512, "X3": 0.525, "Y3": 0.1184, "X4": 0.485, "Y4": 0.1184, "page": 0, "Index": 12}, {"Word": "TOX-035", "Confidence": 0.901, "X1": 0.533, "Y1": 0.10532, "X2": 0.58, "Y2": 0.10512, "X3": 0.58, "Y3": 0.1184, "X4": 0.533, "Y4": 0.1184, "page": 0, "Index": 13}, {"Word": "Page:", "Confidence": 0.609, "X1": 0.835, "Y1": 0.11341, "X2": 0.868, "Y2": 0.11321, "X3": 0.868, "Y3": 0.12514, "X4": 0.835, "Y4": 0.12379, "page": 0, "Index": 14}, {"Word": "1", "Confidence": 0.655, "X1": 0.876, "Y1": 0.11341, "X2": 0.881, "Y2": 0.11321, "X3": 0.881, "Y3": 0.12514, "X4": 0.876, "Y4": 0.12514, "page": 0, "Index": 15}, {"Word": "WINSTON-SALEM,", "Confidence": 0.64, "X1": 0.045, "Y1": 0.12688, "X2": 0.142, "Y2": 0.12668, "X3": 0.142, "Y3": 0.13996, "X4": 0.044, "Y4": 0.13996, "page": 0, "Index": 16}, {"Word": "NORTH", "Confidence": 0.238, "X1": 0.147, "Y1": 0.12688, "X2": 0.182, "Y2": 0.12668, "X3": 0.181, "Y3": 0.14131, "X4": 0.147, "Y4": 0.13996, "page": 0, "Index": 17}, {"Word": "CAROLINA", "Confidence": 0.951, "X1": 0.189, "Y1": 0.12823, "X2": 0.245, "Y2": 0.12803, "X3": 0.244, "Y3": 0.14266, "X4": 0.188, "Y4": 0.14131, "page": 0, "Index": 18}, {"Word": "27102", "Confidence": 0.917, "X1": 0.252, "Y1": 0.12958, "X2": 0.285, "Y2": 0.12938, "X3": 0.285, "Y3": 0.14266, "X4": 0.252, "Y4": 0.14266, "page": 0, "Index": 19}, {"Word": ".......", "Confidence": 0.539, "X1": 0.504, "Y1": 0.17675, "X2": 0.593, "Y2": 0.17655, "X3": 0.592, "Y3": 0.19387, "X4": 0.503, "Y4": 0.18983, "page": 0, "Index": 20}, {"Word": "Group", "Confidence": 0.774, "X1": 0.133, "Y1": 0.2037, "X2": 0.166, "Y2": 0.2035, "X3": 0.166, "Y3": 0.21543, "X4": 0.133, "Y4": 0.21274, "page": 0, "Index": 21}, {"Word": "Control", "Confidence": 0.659, "X1": 0.209, "Y1": 0.2037, "X2": 0.257, "Y2": 0.2035, "X3": 0.257, "Y3": 0.21678, "X4": 0.209, "Y4": 0.21678, "page": 0, "Index": 22}, {"Word": "2", "Confidence": 0.995, "X1": 0.32, "Y1": 0.20505, "X2": 0.325, "Y2": 0.20485, "X3": 0.325, "Y3": 0.21678, "X4": 0.32, "Y4": 0.21678, "page": 0, "Index": 23}, {"Word": "3", "Confidence": 0.997, "X1": 0.401, "Y1": 0.20505, "X2": 0.408, "Y2": 0.20485, "X3": 0.409, "Y3": 0.21948, "X4": 0.401, "Y4": 0.21948, "page": 0, "Index": 24}, {"Word": "5", "Confidence": 0.994, "X1": 0.565, "Y1": 0.20775, "X2": 0.572, "Y2": 0.20755, "X3": 0.572, "Y3": 0.22217, "X4": 0.565, "Y4": 0.22217, "page": 0, "Index": 25}, {"Word": "6", "Confidence": 0.801, "X1": 0.648, "Y1": 0.21044, "X2": 0.654, "Y2": 0.21024, "X3": 0.655, "Y3": 0.22352, "X4": 0.649, "Y4": 0.22352, "page": 0, "Index": 26}, {"Word": "7", "Confidence": 0.995, "X1": 0.731, "Y1": 0.21179, "X2": 0.738, "Y2": 0.21159, "X3": 0.738, "Y3": 0.22622, "X4": 0.731, "Y4": 0.22622, "page": 0, "Index": 27}, {"Word": "Tushar/group", "Confidence": 0.614, "X1": 0.085, "Y1": 0.21718, "X2": 0.166, "Y2": 0.21698, "X3": 0.166, "Y3": 0.23026, "X4": 0.085, "Y4": 0.22891, "page": 0, "Index": 28}, {"Word": "5", "Confidence": 0.674, "X1": 0.402, "Y1": 0.21583, "X2": 0.408, "Y2": 0.21563, "X3": 0.408, "Y3": 0.23026, "X4": 0.402, "Y4": 0.23026, "page": 0, "Index": 29}, {"Word": "5", "Confidence": 0.612, "X1": 0.483, "Y1": 0.21853, "X2": 0.489, "Y2": 0.21833, "X3": 0.489, "Y3": 0.23161, "X4": 0.483, "Y4": 0.23161, "page": 0, "Index": 30}, {"Word": "5", "Confidence": 0.64, "X1": 0.565, "Y1": 0.21988, "X2": 0.57, "Y2": 0.21968, "X3": 0.571, "Y3": 0.23295, "X4": 0.565, "Y4": 0.23295, "page": 0, "Index": 31}, {"Word": "5", "Confidence": 0.105, "X1": 0.648, "Y1": 0.21988, "X2": 0.655, "Y2": 0.21968, "X3": 0.655, "Y3": 0.2343, "X4": 0.648, "Y4": 0.2343, "page": 0, "Index": 32}, {"Word": "Mean", "Confidence": 0.622, "X1": 0.139, "Y1": 0.23201, "X2": 0.166, "Y2": 0.23181, "X3": 0.166, "Y3": 0.24374, "X4": 0.139, "Y4": 0.24239, "page": 0, "Index": 33}, {"Word": "231.1", "Confidence": 0.994, "X1": 0.217, "Y1": 0.23335, "X2": 0.249, "Y2": 0.23315, "X3": 0.249, "Y3": 0.24643, "X4": 0.217, "Y4": 0.24508, "page": 0, "Index": 34}, {"Word": "227.3", "Confidence": 0.993, "X1": 0.299, "Y1": 0.23335, "X2": 0.331, "Y2": 0.23315, "X3": 0.331, "Y3": 0.24643, "X4": 0.299, "Y4": 0.24643, "page": 0, "Index": 35}, {"Word": "232-3", "Confidence": 0.609, "X1": 0.382, "Y1": 0.23605, "X2": 0.413, "Y2": 0.23585, "X3": 0.413, "Y3": 0.24778, "X4": 0.382, "Y4": 0.24643, "page": 0, "Index": 36}, {"Word": "5", "Confidence": 0.919, "X1": 0.813, "Y1": 0.22527, "X2": 0.82, "Y2": 0.22507, "X3": 0.82, "Y3": 0.23969, "X4": 0.813, "Y4": 0.23969, "page": 0, "Index": 37}, {"Word": "Standard", "Confidence": 0.995, "X1": 0.045, "Y1": 0.24414, "X2": 0.097, "Y2": 0.24394, "X3": 0.097, "Y3": 0.25721, "X4": 0.045, "Y4": 0.25856, "page": 0, "Index": 38}, {"Word": "229.9", "Confidence": 0.992, "X1": 0.463, "Y1": 0.2347, "X2": 0.496, "Y2": 0.2345, "X3": 0.496, "Y3": 0.24913, "X4": 0.463, "Y4": 0.24913, "page": 0, "Index": 39}, {"Word": "232.1", "Confidence": 0.993, "X1": 0.545, "Y1": 0.2374, "X2": 0.578, "Y2": 0.2372, "X3": 0.578, "Y3": 0.25047, "X4": 0.545, "Y4": 0.25047, "page": 0, "Index": 40}, {"Word": "231.6", "Confidence": 0.991, "X1": 0.628, "Y1": 0.24009, "X2": 0.66, "Y2": 0.23989, "X3": 0.66, "Y3": 0.25182, "X4": 0.629, "Y4": 0.25047, "page": 0, "Index": 41}, {"Word": "231.0", "Confidence": 0.998, "X1": 0.711, "Y1": 0.24144, "X2": 0.743, "Y2": 0.24124, "X3": 0.743, "Y3": 0.25452, "X4": 0.71, "Y4": 0.25452, "page": 0, "Index": 42}, {"Word": "232.9", "Confidence": 0.994, "X1": 0.793, "Y1": 0.24414, "X2": 0.825, "Y2": 0.24394, "X3": 0.825, "Y3": 0.25586, "X4": 0.792, "Y4": 0.25452, "page": 0, "Index": 43}, {"Word": "deviation", "Confidence": 0.686, "X1": 0.106, "Y1": 0.24683, "X2": 0.166, "Y2": 0.24663, "X3": 0.166, "Y3": 0.25856, "X4": 0.106, "Y4": 0.25856, "page": 0, "Index": 44}, {"Word": "20.38", "Confidence": 0.994, "X1": 0.217, "Y1": 0.24818, "X2": 0.248, "Y2": 0.24798, "X3": 0.248, "Y3": 0.25991, "X4": 0.217, "Y4": 0.25991, "page": 0, "Index": 45}, {"Word": "20.01", "Confidence": 0.991, "X1": 0.299, "Y1": 0.24953, "X2": 0.33, "Y2": 0.24933, "X3": 0.33, "Y3": 0.26126, "X4": 0.299, "Y4": 0.25991, "page": 0, "Index": 46}, {"Word": "20.95", "Confidence": 0.844, "X1": 0.383, "Y1": 0.25087, "X2": 0.413, "Y2": 0.25067, "X3": 0.413, "Y3": 0.2626, "X4": 0.383, "Y4": 0.2626, "page": 0, "Index": 47}, {"Word": "23.50", "Confidence": 0.994, "X1": 0.463, "Y1": 0.25222, "X2": 0.495, "Y2": 0.25202, "X3": 0.495, "Y3": 0.26395, "X4": 0.463, "Y4": 0.2626, "page": 0, "Index": 48}, {"Word": "19.17", "Confidence": 0.997, "X1": 0.545, "Y1": 0.25357, "X2": 0.579, "Y2": 0.25337, "X3": 0.578, "Y3": 0.2653, "X4": 0.545, "Y4": 0.26665, "page": 0, "Index": 49}, {"Word": "23.19", "Confidence": 0.994, "X1": 0.629, "Y1": 0.25492, "X2": 0.66, "Y2": 0.25472, "X3": 0.66, "Y3": 0.26665, "X4": 0.629, "Y4": 0.2653, "page": 0, "Index": 50}, {"Word": "Group", "Confidence": 0.993, "X1": 0.045, "Y1": 0.25896, "X2": 0.077, "Y2": 0.25876, "X3": 0.077, "Y3": 0.27338, "X4": 0.045, "Y4": 0.27338, "page": 0, "Index": 51}, {"Word": "diff.@", "Confidence": 0.613, "X1": 0.084, "Y1": 0.26031, "X2": 0.124, "Y2": 0.26011, "X3": 0.124, "Y3": 0.27338, "X4": 0.084, "Y4": 0.27338, "page": 0, "Index": 52}, {"Word": "P", "Confidence": 0.962, "X1": 0.133, "Y1": 0.26031, "X2": 0.137, "Y2": 0.26011, "X3": 0.137, "Y3": 0.27338, "X4": 0.133, "Y4": 0.27338, "page": 0, "Index": 53}, {"Word": "=.", "Confidence": 0.941, "X1": 0.139, "Y1": 0.26031, "X2": 0.151, "Y2": 0.26011, "X3": 0.151, "Y3": 0.27338, "X4": 0.139, "Y4": 0.27338, "page": 0, "Index": 54}, {"Word": "05", "Confidence": 0.996, "X1": 0.152, "Y1": 0.26031, "X2": 0.165, "Y2": 0.26011, "X3": 0.166, "Y3": 0.27338, "X4": 0.153, "Y4": 0.27338, "page": 0, "Index": 55}, {"Word": "37.74", "Confidence": 0.997, "X1": 0.299, "Y1": 0.26435, "X2": 0.33, "Y2": 0.26415, "X3": 0.33, "Y3": 0.27608, "X4": 0.299, "Y4": 0.27473, "page": 0, "Index": 56}, {"Word": "37.74", "Confidence": 0.899, "X1": 0.382, "Y1": 0.2657, "X2": 0.414, "Y2": 0.2655, "X3": 0.414, "Y3": 0.27608, "X4": 0.382, "Y4": 0.27608, "page": 0, "Index": 57}, {"Word": "20.65", "Confidence": 0.991, "X1": 0.711, "Y1": 0.25492, "X2": 0.743, "Y2": 0.25472, "X3": 0.743, "Y3": 0.26934, "X4": 0.71, "Y4": 0.26799, "page": 0, "Index": 58}, {"Word": "24.40", "Confidence": 0.993, "X1": 0.793, "Y1": 0.25896, "X2": 0.825, "Y2": 0.25876, "X3": 0.825, "Y3": 0.27069, "X4": 0.793, "Y4": 0.26934, "page": 0, "Index": 59}, {"Word": "37.74", "Confidence": 0.665, "X1": 0.463, "Y1": 0.2657, "X2": 0.495, "Y2": 0.2655, "X3": 0.495, "Y3": 0.27878, "X4": 0.463, "Y4": 0.27878, "page": 0, "Index": 60}, {"Word": "37.74", "Confidence": 0.676, "X1": 0.545, "Y1": 0.26839, "X2": 0.577, "Y2": 0.26819, "X3": 0.577, "Y3": 0.28147, "X4": 0.545, "Y4": 0.28012, "page": 0, "Index": 61}, {"Word": "37.74", "Confidence": 0.97, "X1": 0.63, "Y1": 0.27109, "X2": 0.66, "Y2": 0.27089, "X3": 0.66, "Y3": 0.28147, "X4": 0.63, "Y4": 0.28012, "page": 0, "Index": 62}, {"Word": "37.74", "Confidence": 0.994, "X1": 0.71, "Y1": 0.27109, "X2": 0.742, "Y2": 0.27089, "X3": 0.743, "Y3": 0.28417, "X4": 0.71, "Y4": 0.28417, "page": 0, "Index": 63}, {"Word": "37.74", "Confidence": 0.659, "X1": 0.793, "Y1": 0.27244, "X2": 0.825, "Y2": 0.27224, "X3": 0.825, "Y3": 0.28551, "X4": 0.793, "Y4": 0.28417, "page": 0, "Index": 64}, {"Word": "Group", "Confidence": 0.993, "X1": 0.045, "Y1": 0.27513, "X2": 0.077, "Y2": 0.27493, "X3": 0.077, "Y3": 0.28821, "X4": 0.045, "Y4": 0.28821, "page": 0, "Index": 65}, {"Word": "diff.@", "Confidence": 0.617, "X1": 0.084, "Y1": 0.27513, "X2": 0.124, "Y2": 0.27493, "X3": 0.124, "Y3": 0.28956, "X4": 0.083, "Y4": 0.28821, "page": 0, "Index": 66}, {"Word": "P", "Confidence": 0.998, "X1": 0.132, "Y1": 0.27513, "X2": 0.138, "Y2": 0.27493, "X3": 0.138, "Y3": 0.28956, "X4": 0.132, "Y4": 0.28956, "page": 0, "Index": 67}, {"Word": "=.", "Confidence": 0.396, "X1": 0.14, "Y1": 0.27513, "X2": 0.151, "Y2": 0.27493, "X3": 0.15, "Y3": 0.28956, "X4": 0.14, "Y4": 0.28956, "page": 0, "Index": 68}, {"Word": "01", "Confidence": 0.996, "X1": 0.153, "Y1": 0.27648, "X2": 0.166, "Y2": 0.27628, "X3": 0.166, "Y3": 0.28956, "X4": 0.152, "Y4": 0.28956, "page": 0, "Index": 69}, {"Word": "46.67", "Confidence": 0.992, "X1": 0.299, "Y1": 0.27783, "X2": 0.332, "Y2": 0.27763, "X3": 0.331, "Y3": 0.29225, "X4": 0.298, "Y4": 0.29225, "page": 0, "Index": 70}, {"Word": "46.67", "Confidence": 0.996, "X1": 0.382, "Y1": 0.28052, "X2": 0.414, "Y2": 0.28032, "X3": 0.414, "Y3": 0.2936, "X4": 0.381, "Y4": 0.29225, "page": 0, "Index": 71}, {"Word": "46.67", "Confidence": 0.994, "X1": 0.462, "Y1": 0.28187, "X2": 0.496, "Y2": 0.28167, "X3": 0.496, "Y3": 0.2936, "X4": 0.462, "Y4": 0.2936, "page": 0, "Index": 72}, {"Word": "46.67", "Confidence": 0.955, "X1": 0.545, "Y1": 0.28322, "X2": 0.578, "Y2": 0.28302, "X3": 0.577, "Y3": 0.2963, "X4": 0.545, "Y4": 0.29495, "page": 0, "Index": 73}, {"Word": "46.67", "Confidence": 0.806, "X1": 0.629, "Y1": 0.28457, "X2": 0.661, "Y2": 0.28437, "X3": 0.66, "Y3": 0.2963, "X4": 0.629, "Y4": 0.2963, "page": 0, "Index": 74}, {"Word": "46.67", "Confidence": 0.991, "X1": 0.71, "Y1": 0.28591, "X2": 0.743, "Y2": 0.28571, "X3": 0.742, "Y3": 0.29899, "X4": 0.71, "Y4": 0.29899, "page": 0, "Index": 75}, {"Word": "46.67", "Confidence": 0.994, "X1": 0.793, "Y1": 0.28726, "X2": 0.826, "Y2": 0.28706, "X3": 0.825, "Y3": 0.30034, "X4": 0.793, "Y4": 0.29899, "page": 0, "Index": 76}, {"Word": "Analysis", "Confidence": 0.882, "X1": 0.044, "Y1": 0.30343, "X2": 0.097, "Y2": 0.30323, "X3": 0.097, "Y3": 0.31786, "X4": 0.043, "Y4": 0.31786, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.105, "Y1": 0.30478, "X2": 0.118, "Y2": 0.30458, "X3": 0.118, "Y3": 0.31921, "X4": 0.104, "Y4": 0.31786, "page": 0, "Index": 78}, {"Word": "variance:", "Confidence": 0.958, "X1": 0.126, "Y1": 0.30478, "X2": 0.187, "Y2": 0.30458, "X3": 0.187, "Y3": 0.31921, "X4": 0.125, "Y4": 0.31921, "page": 0, "Index": 79}, {"Word": "F", "Confidence": 0.994, "X1": 0.2, "Y1": 0.30613, "X2": 0.207, "Y2": 0.30593, "X3": 0.206, "Y3": 0.32055, "X4": 0.2, "Y4": 0.32055, "page": 0, "Index": 80}, {"Word": "ratio", "Confidence": 0.981, "X1": 0.215, "Y1": 0.30613, "X2": 0.248, "Y2": 0.30593, "X3": 0.248, "Y3": 0.32055, "X4": 0.214, "Y4": 0.32055, "page": 0, "Index": 81}, {"Word": "=", "Confidence": 0.031, "X1": 0.255, "Y1": 0.30613, "X2": 0.262, "Y2": 0.30593, "X3": 0.262, "Y3": 0.32055, "X4": 0.255, "Y4": 0.32055, "page": 0, "Index": 82}, {"Word": "0.03", "Confidence": 0.976, "X1": 0.29, "Y1": 0.30748, "X2": 0.317, "Y2": 0.30728, "X3": 0.317, "Y3": 0.3219, "X4": 0.29, "Y4": 0.3219, "page": 0, "Index": 83}, {"Word": "7/", "Confidence": 0.886, "X1": 0.392, "Y1": 0.30748, "X2": 0.408, "Y2": 0.30728, "X3": 0.408, "Y3": 0.32595, "X4": 0.392, "Y4": 0.32595, "page": 0, "Index": 84}, {"Word": "32", "Confidence": 0.851, "X1": 0.42, "Y1": 0.30748, "X2": 0.436, "Y2": 0.30728, "X3": 0.435, "Y3": 0.32595, "X4": 0.42, "Y4": 0.32595, "page": 0, "Index": 85}, {"Word": "F", "Confidence": 0.356, "X1": 0.463, "Y1": 0.31017, "X2": 0.469, "Y2": 0.30997, "X3": 0.469, "Y3": 0.3246, "X4": 0.463, "Y4": 0.3246, "page": 0, "Index": 86}, {"Word": "probability", "Confidence": 0.93, "X1": 0.474, "Y1": 0.31152, "X2": 0.549, "Y2": 0.31132, "X3": 0.549, "Y3": 0.32595, "X4": 0.474, "Y4": 0.3246, "page": 0, "Index": 87}, {"Word": "-", "Confidence": 0.664, "X1": 0.557, "Y1": 0.31152, "X2": 0.563, "Y2": 0.31132, "X3": 0.563, "Y3": 0.32595, "X4": 0.557, "Y4": 0.32595, "page": 0, "Index": 88}, {"Word": "1.000", "Confidence": 0.995, "X1": 0.571, "Y1": 0.31287, "X2": 0.605, "Y2": 0.31267, "X3": 0.604, "Y3": 0.3246, "X4": 0.571, "Y4": 0.32595, "page": 0, "Index": 89}, {"Word": "Foto:", "Confidence": 0.497, "X1": 0.043, "Y1": 0.31826, "X2": 0.078, "Y2": 0.31806, "X3": 0.077, "Y3": 0.33268, "X4": 0.043, "Y4": 0.33268, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0.048, "X1": 0.084, "Y1": 0.31961, "X2": 0.09, "Y2": 0.31941, "X3": 0.089, "Y3": 0.33268, "X4": 0.083, "Y4": 0.33268, "page": 0, "Index": 91}, {"Word": "*", "Confidence": 0.133, "X1": 0.099, "Y1": 0.31961, "X2": 0.105, "Y2": 0.31941, "X3": 0.104, "Y3": 0.33403, "X4": 0.098, "Y4": 0.33268, "page": 0, "Index": 92}, {"Word": "indicates", "Confidence": 0.942, "X1": 0.111, "Y1": 0.31961, "X2": 0.173, "Y2": 0.31941, "X3": 0.172, "Y3": 0.33403, "X4": 0.111, "Y4": 0.33403, "page": 0, "Index": 93}, {"Word": "group", "Confidence": 0.991, "X1": 0.18, "Y1": 0.32095, "X2": 0.213, "Y2": 0.32075, "X3": 0.213, "Y3": 0.33538, "X4": 0.179, "Y4": 0.33403, "page": 0, "Index": 94}, {"Word": "mean", "Confidence": 0.619, "X1": 0.221, "Y1": 0.32095, "X2": 0.247, "Y2": 0.32075, "X3": 0.247, "Y3": 0.33538, "X4": 0.221, "Y4": 0.33538, "page": 0, "Index": 95}, {"Word": "is", "Confidence": 0.997, "X1": 0.256, "Y1": 0.3223, "X2": 0.269, "Y2": 0.3221, "X3": 0.268, "Y3": 0.33538, "X4": 0.256, "Y4": 0.33538, "page": 0, "Index": 96}, {"Word": "significantly", "Confidence": 0.677, "X1": 0.275, "Y1": 0.32365, "X2": 0.364, "Y2": 0.32345, "X3": 0.364, "Y3": 0.33807, "X4": 0.275, "Y4": 0.33673, "page": 0, "Index": 97}, {"Word": "different", "Confidence": 0.61, "X1": 0.373, "Y1": 0.325, "X2": 0.434, "Y2": 0.3248, "X3": 0.433, "Y3": 0.33942, "X4": 0.372, "Y4": 0.33807, "page": 0, "Index": 98}, {"Word": "from", "Confidence": 0.665, "X1": 0.442, "Y1": 0.325, "X2": 0.467, "Y2": 0.3248, "X3": 0.467, "Y3": 0.33942, "X4": 0.441, "Y4": 0.33942, "page": 0, "Index": 99}, {"Word": "control", "Confidence": 0.887, "X1": 0.475, "Y1": 0.32635, "X2": 0.522, "Y2": 0.32615, "X3": 0.522, "Y3": 0.34077, "X4": 0.475, "Y4": 0.33942, "page": 0, "Index": 100}, {"Word": "at", "Confidence": 0.614, "X1": 0.53, "Y1": 0.32635, "X2": 0.544, "Y2": 0.32615, "X3": 0.544, "Y3": 0.34077, "X4": 0.53, "Y4": 0.34077, "page": 0, "Index": 101}, {"Word": "level", "Confidence": 0.663, "X1": 0.55, "Y1": 0.32769, "X2": 0.584, "Y2": 0.32749, "X3": 0.583, "Y3": 0.34212, "X4": 0.55, "Y4": 0.34077, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.998, "X1": 0.592, "Y1": 0.32769, "X2": 0.605, "Y2": 0.32749, "X3": 0.604, "Y3": 0.34212, "X4": 0.592, "Y4": 0.34212, "page": 0, "Index": 103}, {"Word": "significance", "Confidence": 0.81, "X1": 0.612, "Y1": 0.32904, "X2": 0.695, "Y2": 0.32884, "X3": 0.694, "Y3": 0.34347, "X4": 0.611, "Y4": 0.34212, "page": 0, "Index": 104}, {"Word": "shown.", "Confidence": 0.774, "X1": 0.701, "Y1": 0.33039, "X2": 0.742, "Y2": 0.33019, "X3": 0.742, "Y3": 0.34481, "X4": 0.701, "Y4": 0.34347, "page": 0, "Index": 105}, {"Word": "10", "Confidence": 0.886, "X1": 0.317, "Y1": 0.37217, "X2": 0.334, "Y2": 0.37197, "X3": 0.335, "Y3": 0.38524, "X4": 0.318, "Y4": 0.38659, "page": 0, "Index": 106}, {"Word": "50", "Confidence": 0.99, "X1": 0.214, "Y1": 0.37082, "X2": 0.227, "Y2": 0.37062, "X3": 0.227, "Y3": 0.39468, "X4": 0.213, "Y4": 0.39603, "page": 0, "Index": 107}, {"Word": "mg/ml", "Confidence": 0.875, "X1": 0.231, "Y1": 0.36678, "X2": 0.276, "Y2": 0.36658, "X3": 0.277, "Y3": 0.39198, "X4": 0.231, "Y4": 0.39468, "page": 0, "Index": 108}, {"Word": "2", "Confidence": 0.989, "X1": 0.395, "Y1": 0.37217, "X2": 0.404, "Y2": 0.37197, "X3": 0.405, "Y3": 0.39064, "X4": 0.395, "Y4": 0.39064, "page": 0, "Index": 109}, {"Word": "0:4", "Confidence": 0.668, "X1": 0.463, "Y1": 0.37217, "X2": 0.487, "Y2": 0.37197, "X3": 0.487, "Y3": 0.39198, "X4": 0.463, "Y4": 0.39198, "page": 0, "Index": 110}, {"Word": "1515/we", "Confidence": 0.141, "X1": 0.553, "Y1": 0.37352, "X2": 0.624, "Y2": 0.37332, "X3": 0.624, "Y3": 0.40276, "X4": 0.552, "Y4": 0.40007, "page": 0, "Index": 111}, {"Word": "Bagry", "Confidence": 0.193, "X1": 0.639, "Y1": 0.37217, "X2": 0.695, "Y2": 0.37197, "X3": 0.695, "Y3": 0.40142, "X4": 0.639, "Y4": 0.40276, "page": 0, "Index": 112}, {"Word": "2.31", "Confidence": 0.889, "X1": 0.226, "Y1": 0.40182, "X2": 0.252, "Y2": 0.40162, "X3": 0.252, "Y3": 0.42029, "X4": 0.227, "Y4": 0.42298, "page": 0, "Index": 113}, {"Word": "3", "Confidence": 0.994, "X1": 0.225, "Y1": 0.43551, "X2": 0.233, "Y2": 0.43531, "X3": 0.234, "Y3": 0.45398, "X4": 0.225, "Y4": 0.45533, "page": 0, "Index": 114}, {"Word": "mg", "Confidence": 0.532, "X1": 0.237, "Y1": 0.43416, "X2": 0.254, "Y2": 0.43396, "X3": 0.255, "Y3": 0.45128, "X4": 0.237, "Y4": 0.45263, "page": 0, "Index": 115}, {"Word": "each", "Confidence": 0.239, "X1": 0.257, "Y1": 0.43416, "X2": 0.287, "Y2": 0.43396, "X3": 0.288, "Y3": 0.44993, "X4": 0.257, "Y4": 0.44993, "page": 0, "Index": 116}, {"Word": "15", "Confidence": 0.929, "X1": 0.555, "Y1": 0.42877, "X2": 0.571, "Y2": 0.42857, "X3": 0.572, "Y3": 0.45398, "X4": 0.555, "Y4": 0.45533, "page": 0, "Index": 117}, {"Word": "ml", "Confidence": 0.832, "X1": 0.574, "Y1": 0.42742, "X2": 0.597, "Y2": 0.42722, "X3": 0.598, "Y3": 0.45128, "X4": 0.576, "Y4": 0.45398, "page": 0, "Index": 118}, {"Word": "15", "Confidence": 0.969, "X1": 0.206, "Y1": 0.44899, "X2": 0.227, "Y2": 0.44879, "X3": 0.226, "Y3": 0.47015, "X4": 0.206, "Y4": 0.4715, "page": 0, "Index": 119}, {"Word": "ml", "Confidence": 0.061, "X1": 0.231, "Y1": 0.44764, "X2": 0.252, "Y2": 0.44744, "X3": 0.252, "Y3": 0.4688, "X4": 0.231, "Y4": 0.47015, "page": 0, "Index": 120}, {"Word": "total", "Confidence": 0.151, "X1": 0.255, "Y1": 0.44764, "X2": 0.279, "Y2": 0.44744, "X3": 0.279, "Y3": 0.4688, "X4": 0.256, "Y4": 0.4688, "page": 0, "Index": 121}, {"Word": ".", "Confidence": 0.451, "X1": 0.282, "Y1": 0.44764, "X2": 0.292, "Y2": 0.44744, "X3": 0.292, "Y3": 0.4688, "X4": 0.282, "Y4": 0.4688, "page": 0, "Index": 122}, {"Word": "454.5", "Confidence": 0.98, "X1": 0.653, "Y1": 0.47998, "X2": 0.703, "Y2": 0.47978, "X3": 0.705, "Y3": 0.50519, "X4": 0.655, "Y4": 0.51193, "page": 0, "Index": 123}, {"Word": "18", "Confidence": 0.26, "X1": 0.828, "Y1": 0.48133, "X2": 0.851, "Y2": 0.48113, "X3": 0.85, "Y3": 0.50654, "X4": 0.828, "Y4": 0.50519, "page": 0, "Index": 124}, {"Word": "2265", "Confidence": 0.991, "X1": 0.561, "Y1": 0.48672, "X2": 0.608, "Y2": 0.48652, "X3": 0.609, "Y3": 0.51058, "X4": 0.563, "Y4": 0.51867, "page": 0, "Index": 125}, {"Word": "90", "Confidence": 0.954, "X1": 0.756, "Y1": 0.48403, "X2": 0.779, "Y2": 0.48383, "X3": 0.78, "Y3": 0.50923, "X4": 0.756, "Y4": 0.51058, "page": 0, "Index": 126}, {"Word": "750", "Confidence": 0.998, "X1": 0.205, "Y1": 0.50424, "X2": 0.238, "Y2": 0.50404, "X3": 0.238, "Y3": 0.52945, "X4": 0.205, "Y4": 0.5308, "page": 0, "Index": 127}, {"Word": "mg", "Confidence": 0.989, "X1": 0.241, "Y1": 0.50559, "X2": 0.268, "Y2": 0.50539, "X3": 0.268, "Y3": 0.52945, "X4": 0.242, "Y4": 0.52945, "page": 0, "Index": 128}, {"Word": "150", "Confidence": 0.995, "X1": 0.298, "Y1": 0.50424, "X2": 0.331, "Y2": 0.50404, "X3": 0.332, "Y3": 0.52945, "X4": 0.3, "Y4": 0.53349, "page": 0, "Index": 129}, {"Word": "30", "Confidence": 0.969, "X1": 0.376, "Y1": 0.51233, "X2": 0.393, "Y2": 0.51213, "X3": 0.394, "Y3": 0.53619, "X4": 0.376, "Y4": 0.53754, "page": 0, "Index": 130}, {"Word": "6.", "Confidence": 0.875, "X1": 0.465, "Y1": 0.50829, "X2": 0.479, "Y2": 0.50809, "X3": 0.479, "Y3": 0.52945, "X4": 0.466, "Y4": 0.5308, "page": 0, "Index": 131}, {"Word": "mg", "Confidence": 0.929, "X1": 0.346, "Y1": 0.56085, "X2": 0.369, "Y2": 0.56065, "X3": 0.371, "Y3": 0.5874, "X4": 0.348, "Y4": 0.58875, "page": 0, "Index": 132}, {"Word": "Females", "Confidence": 0.871, "X1": 0.393, "Y1": 0.55546, "X2": 0.464, "Y2": 0.55526, "X3": 0.464, "Y3": 0.57931, "X4": 0.394, "Y4": 0.58605, "page": 0, "Index": 133}, {"Word": "2822.5", "Confidence": 0.639, "X1": 0.671, "Y1": 0.55141, "X2": 0.745, "Y2": 0.55121, "X3": 0.747, "Y3": 0.58066, "X4": 0.672, "Y4": 0.58875, "page": 0, "Index": 134}, {"Word": "mg", "Confidence": 0.873, "X1": 0.751, "Y1": 0.54872, "X2": 0.779, "Y2": 0.54852, "X3": 0.782, "Y3": 0.57931, "X4": 0.753, "Y4": 0.58066, "page": 0, "Index": 135}, {"Word": "736", "Confidence": 0.752, "X1": 0.294, "Y1": 0.56219, "X2": 0.33, "Y2": 0.56199, "X3": 0.332, "Y3": 0.5901, "X4": 0.296, "Y4": 0.59144, "page": 0, "Index": 136}, {"Word": "4642", "Confidence": 0.991, "X1": 0.118, "Y1": 0.95707, "X2": 0.08, "Y2": 0.95687, "X3": 0.08, "Y3": 0.93646, "X4": 0.118, "Y4": 0.93646, "page": 0, "Index": 137}, {"Word": "52194", "Confidence": 0.997, "X1": 0.175, "Y1": 0.95707, "X2": 0.129, "Y2": 0.95687, "X3": 0.129, "Y3": 0.93511, "X4": 0.175, "Y4": 0.93376, "page": 0, "Index": 138}]}
"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"
ffbg0065
2
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.938, "X1": 0.042, "Y1": 0.09454, "X2": 0.142, "Y2": 0.09434, "X3": 0.142, "Y3": 0.10762, "X4": 0.042, "Y4": 0.10762, "page": 0}, {"Word": "RAW DATA LISTING OF SMALL ANIMAL BODY WEIGHTS (GMS)", "Confidence": 0.76056, "X1": 0.351, "Y1": 0.09589, "X2": 0.704, "Y2": 0.09569, "X3": 0.704, "Y3": 0.11166, "X4": 0.351, "Y4": 0.11166, "page": 0}, {"Word": "PRINTED: 05-504-90", "Confidence": 0.6495, "X1": 0.817, "Y1": 0.09858, "X2": 0.944, "Y2": 0.09838, "X3": 0.944, "Y3": 0.11301, "X4": 0.817, "Y4": 0.11301, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.78133, "X1": 0.042, "Y1": 0.10936, "X2": 0.238, "Y2": 0.10916, "X3": 0.238, "Y3": 0.12379, "X4": 0.042, "Y4": 0.12379, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.77533, "X1": 0.456, "Y1": 0.11071, "X2": 0.602, "Y2": 0.11051, "X3": 0.602, "Y3": 0.12514, "X4": 0.456, "Y4": 0.12514, "page": 0}, {"Word": "Page: 3", "Confidence": 0.8415, "X1": 0.833, "Y1": 0.11476, "X2": 0.881, "Y2": 0.11456, "X3": 0.881, "Y3": 0.12783, "X4": 0.833, "Y4": 0.12648, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.794, "X1": 0.042, "Y1": 0.12284, "X2": 0.143, "Y2": 0.12264, "X3": 0.143, "Y3": 0.13727, "X4": 0.042, "Y4": 0.13727, "page": 0}, {"Word": "RAT/SPRAGUE-DAWLEY", "Confidence": 0.503, "X1": 0.042, "Y1": 0.13901, "X2": 0.168, "Y2": 0.13881, "X3": 0.168, "Y3": 0.15209, "X4": 0.042, "Y4": 0.15209, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.8545, "X1": 0.435, "Y1": 0.14036, "X2": 0.621, "Y2": 0.14016, "X3": 0.621, "Y3": 0.15613, "X4": 0.435, "Y4": 0.15613, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LD50 FESA", "Confidence": 0.672, "X1": 0.742, "Y1": 0.14306, "X2": 0.945, "Y2": 0.14286, "X3": 0.945, "Y3": 0.15748, "X4": 0.742, "Y4": 0.15748, "page": 0}, {"Word": "CAGE", "Confidence": 0.687, "X1": 0.049, "Y1": 0.17001, "X2": 0.08, "Y2": 0.16981, "X3": 0.08, "Y3": 0.18174, "X4": 0.049, "Y4": 0.18174, "page": 0}, {"Word": "ANIMAL", "Confidence": 0.708, "X1": 0.086, "Y1": 0.16866, "X2": 0.135, "Y2": 0.16846, "X3": 0.135, "Y3": 0.18174, "X4": 0.086, "Y4": 0.18174, "page": 0}, {"Word": "GROUP/ DATE AND TIME", "Confidence": 0.72, "X1": 0.172, "Y1": 0.16866, "X2": 0.333, "Y2": 0.16846, "X3": 0.333, "Y3": 0.18309, "X4": 0.172, "Y4": 0.18309, "page": 0}, {"Word": "DAY/WEEK OPER. PREVIOUS CURRENT", "Confidence": 0.8805, "X1": 0.421, "Y1": 0.17001, "X2": 0.635, "Y2": 0.16981, "X3": 0.635, "Y3": 0.18578, "X4": 0.421, "Y4": 0.18444, "page": 0}, {"Word": ".", "Confidence": 0.872, "X1": 0.654, "Y1": 0.17136, "X2": 0.669, "Y2": 0.17116, "X3": 0.669, "Y3": 0.18578, "X4": 0.653, "Y4": 0.18444, "page": 0}, {"Word": "AVG GAIN", "Confidence": 0.6895, "X1": 0.671, "Y1": 0.17271, "X2": 0.731, "Y2": 0.17251, "X3": 0.731, "Y3": 0.18444, "X4": 0.671, "Y4": 0.18444, "page": 0}, {"Word": "NUMBER SEX SUBGROUP DATA WAS ENTERED", "Confidence": 0.85383, "X1": 0.091, "Y1": 0.18484, "X2": 0.341, "Y2": 0.18464, "X3": 0.341, "Y3": 0.19791, "X4": 0.09, "Y4": 0.19657, "page": 0}, {"Word": "SESSION", "Confidence": 0.636, "X1": 0.356, "Y1": 0.18349, "X2": 0.409, "Y2": 0.18329, "X3": 0.409, "Y3": 0.19791, "X4": 0.356, "Y4": 0.19791, "page": 0}, {"Word": "OF STUDY", "Confidence": 0.5345, "X1": 0.421, "Y1": 0.18484, "X2": 0.476, "Y2": 0.18464, "X3": 0.476, "Y3": 0.19926, "X4": 0.421, "Y4": 0.19791, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.682, "X1": 0.527, "Y1": 0.18618, "X2": 0.575, "Y2": 0.18598, "X3": 0.575, "Y3": 0.19926, "X4": 0.527, "Y4": 0.19926, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.61, "X1": 0.584, "Y1": 0.18618, "X2": 0.63, "Y2": 0.18598, "X3": 0.63, "Y3": 0.19926, "X4": 0.583, "Y4": 0.19791, "page": 0}, {"Word": "DAYS PER DAY", "Confidence": 0.91067, "X1": 0.64, "Y1": 0.18753, "X2": 0.724, "Y2": 0.18733, "X3": 0.724, "Y3": 0.19926, "X4": 0.64, "Y4": 0.19926, "page": 0}, {"Word": "COMMENT", "Confidence": 0.933, "X1": 0.736, "Y1": 0.18618, "X2": 0.785, "Y2": 0.18598, "X3": 0.785, "Y3": 0.20061, "X4": 0.736, "Y4": 0.20061, "page": 0}, {"Word": "84", "Confidence": 0.609, "X1": 0.119, "Y1": 0.21718, "X2": 0.135, "Y2": 0.21698, "X3": 0.134, "Y3": 0.22756, "X4": 0.12, "Y4": 0.22756, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.886, "X1": 0.227, "Y1": 0.21449, "X2": 0.293, "Y2": 0.21429, "X3": 0.293, "Y3": 0.22622, "X4": 0.227, "Y4": 0.22622, "page": 0}, {"Word": "11:21", "Confidence": 0.813, "X1": 0.304, "Y1": 0.21449, "X2": 0.339, "Y2": 0.21429, "X3": 0.339, "Y3": 0.22622, "X4": 0.304, "Y4": 0.22622, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.725, "X1": 0.351, "Y1": 0.21449, "X2": 0.415, "Y2": 0.21429, "X3": 0.415, "Y3": 0.22622, "X4": 0.351, "Y4": 0.22622, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.435, "Y1": 0.21449, "X2": 0.471, "Y2": 0.21429, "X3": 0.471, "Y3": 0.22756, "X4": 0.434, "Y4": 0.23026, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.492, "Y1": 0.21449, "X2": 0.503, "Y2": 0.21429, "X3": 0.501, "Y3": 0.22756, "X4": 0.49, "Y4": 0.22756, "page": 0}, {"Word": "----", "Confidence": 0.665, "X1": 0.535, "Y1": 0.21853, "X2": 0.566, "Y2": 0.21833, "X3": 0.567, "Y3": 0.22622, "X4": 0.535, "Y4": 0.22756, "page": 0}, {"Word": "215.6", "Confidence": 0.994, "X1": 0.592, "Y1": 0.21583, "X2": 0.627, "Y2": 0.21563, "X3": 0.627, "Y3": 0.22756, "X4": 0.592, "Y4": 0.22891, "page": 0}, {"Word": "-/1", "Confidence": 0.353, "X1": 0.187, "Y1": 0.22662, "X2": 0.206, "Y2": 0.22642, "X3": 0.205, "Y3": 0.24643, "X4": 0.187, "Y4": 0.24643, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.69, "X1": 0.227, "Y1": 0.22931, "X2": 0.291, "Y2": 0.22911, "X3": 0.291, "Y3": 0.24104, "X4": 0.227, "Y4": 0.23969, "page": 0}, {"Word": "11:22", "Confidence": 0.834, "X1": 0.305, "Y1": 0.22931, "X2": 0.341, "Y2": 0.22911, "X3": 0.34, "Y3": 0.24104, "X4": 0.305, "Y4": 0.24104, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.351, "Y1": 0.22931, "X2": 0.414, "Y2": 0.22911, "X3": 0.414, "Y3": 0.24104, "X4": 0.351, "Y4": 0.24104, "page": 0}, {"Word": "-2/-1", "Confidence": 0.85, "X1": 0.434, "Y1": 0.22796, "X2": 0.468, "Y2": 0.22776, "X3": 0.468, "Y3": 0.24239, "X4": 0.434, "Y4": 0.24508, "page": 0}, {"Word": "43", "Confidence": 0.962, "X1": 0.488, "Y1": 0.22662, "X2": 0.505, "Y2": 0.22642, "X3": 0.506, "Y3": 0.24374, "X4": 0.489, "Y4": 0.24508, "page": 0}, {"Word": "199.8", "Confidence": 0.994, "X1": 0.592, "Y1": 0.22931, "X2": 0.628, "Y2": 0.22911, "X3": 0.628, "Y3": 0.24239, "X4": 0.592, "Y4": 0.24239, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.226, "Y1": 0.24414, "X2": 0.291, "Y2": 0.24394, "X3": 0.291, "Y3": 0.25452, "X4": 0.226, "Y4": 0.25452, "page": 0}, {"Word": "11:22", "Confidence": 0.651, "X1": 0.305, "Y1": 0.24414, "X2": 0.338, "Y2": 0.24394, "X3": 0.338, "Y3": 0.25586, "X4": 0.305, "Y4": 0.25452, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.536, "X1": 0.351, "Y1": 0.24279, "X2": 0.414, "Y2": 0.24259, "X3": 0.414, "Y3": 0.25586, "X4": 0.351, "Y4": 0.25586, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.24144, "X2": 0.469, "Y2": 0.24124, "X3": 0.469, "Y3": 0.25721, "X4": 0.434, "Y4": 0.25856, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.489, "Y1": 0.24414, "X2": 0.504, "Y2": 0.24394, "X3": 0.504, "Y3": 0.25721, "X4": 0.489, "Y4": 0.25856, "page": 0}, {"Word": "249.7", "Confidence": 0.997, "X1": 0.591, "Y1": 0.24548, "X2": 0.628, "Y2": 0.24528, "X3": 0.628, "Y3": 0.25721, "X4": 0.591, "Y4": 0.25586, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.991, "X1": 0.227, "Y1": 0.25896, "X2": 0.291, "Y2": 0.25876, "X3": 0.291, "Y3": 0.26934, "X4": 0.227, "Y4": 0.26934, "page": 0}, {"Word": "11:23", "Confidence": 0.955, "X1": 0.305, "Y1": 0.25761, "X2": 0.337, "Y2": 0.25741, "X3": 0.337, "Y3": 0.27069, "X4": 0.305, "Y4": 0.26934, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.351, "Y1": 0.25761, "X2": 0.413, "Y2": 0.25741, "X3": 0.413, "Y3": 0.27069, "X4": 0.351, "Y4": 0.26934, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.25626, "X2": 0.469, "Y2": 0.25606, "X3": 0.469, "Y3": 0.27069, "X4": 0.434, "Y4": 0.27204, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.489, "Y1": 0.25761, "X2": 0.503, "Y2": 0.25741, "X3": 0.504, "Y3": 0.27338, "X4": 0.489, "Y4": 0.27338, "page": 0}, {"Word": "266.7", "Confidence": 0.957, "X1": 0.592, "Y1": 0.25896, "X2": 0.627, "Y2": 0.25876, "X3": 0.627, "Y3": 0.27204, "X4": 0.592, "Y4": 0.27069, "page": 0}, {"Word": "O", "Confidence": 0.51, "X1": 0.66, "Y1": 0.26974, "X2": 0.66, "Y2": 0.26954, "X3": 0.655, "Y3": 0.27069, "X4": 0.655, "Y4": 0.25721, "page": 0}, {"Word": "-11", "Confidence": 0.131, "X1": 0.182, "Y1": 0.26839, "X2": 0.209, "Y2": 0.26819, "X3": 0.208, "Y3": 0.28551, "X4": 0.183, "Y4": 0.28551, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.227, "Y1": 0.27244, "X2": 0.291, "Y2": 0.27224, "X3": 0.291, "Y3": 0.28417, "X4": 0.227, "Y4": 0.28417, "page": 0}, {"Word": "11:23", "Confidence": 0.804, "X1": 0.305, "Y1": 0.27244, "X2": 0.337, "Y2": 0.27224, "X3": 0.337, "Y3": 0.28417, "X4": 0.305, "Y4": 0.28282, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.351, "Y1": 0.27244, "X2": 0.415, "Y2": 0.27224, "X3": 0.415, "Y3": 0.28417, "X4": 0.351, "Y4": 0.28417, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.27109, "X2": 0.469, "Y2": 0.27089, "X3": 0.469, "Y3": 0.28551, "X4": 0.434, "Y4": 0.28686, "page": 0}, {"Word": "211.6", "Confidence": 0.993, "X1": 0.592, "Y1": 0.27378, "X2": 0.627, "Y2": 0.27358, "X3": 0.627, "Y3": 0.28551, "X4": 0.592, "Y4": 0.28686, "page": 0}, {"Word": "NNNN", "Confidence": 0.682, "X1": 0.451, "Y1": 0.29131, "X2": 0.45, "Y2": 0.29111, "X3": 0.44, "Y3": 0.29091, "X4": 0.44, "Y4": 0.22622, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.488, "Y1": 0.27109, "X2": 0.503, "Y2": 0.27089, "X3": 0.503, "Y3": 0.28821, "X4": 0.489, "Y4": 0.28821, "page": 0}, {"Word": "89", "Confidence": 0.941, "X1": 0.054, "Y1": 0.28861, "X2": 0.072, "Y2": 0.28841, "X3": 0.072, "Y3": 0.29899, "X4": 0.054, "Y4": 0.29899, "page": 0}, {"Word": "89", "Confidence": 0.63, "X1": 0.118, "Y1": 0.28861, "X2": 0.135, "Y2": 0.28841, "X3": 0.134, "Y3": 0.29899, "X4": 0.118, "Y4": 0.29899, "page": 0}, {"Word": "-/1", "Confidence": 0.75, "X1": 0.184, "Y1": 0.28187, "X2": 0.208, "Y2": 0.28167, "X3": 0.208, "Y3": 0.29899, "X4": 0.185, "Y4": 0.30303, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.657, "X1": 0.226, "Y1": 0.28726, "X2": 0.292, "Y2": 0.28706, "X3": 0.291, "Y3": 0.29899, "X4": 0.226, "Y4": 0.29764, "page": 0}, {"Word": "11:24", "Confidence": 0.814, "X1": 0.305, "Y1": 0.28861, "X2": 0.34, "Y2": 0.28841, "X3": 0.34, "Y3": 0.29899, "X4": 0.305, "Y4": 0.29764, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.35, "Y1": 0.28726, "X2": 0.415, "Y2": 0.28706, "X3": 0.415, "Y3": 0.29899, "X4": 0.35, "Y4": 0.29899, "page": 0}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.435, "Y1": 0.28591, "X2": 0.469, "Y2": 0.28571, "X3": 0.469, "Y3": 0.30034, "X4": 0.435, "Y4": 0.30169, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.488, "Y1": 0.28591, "X2": 0.503, "Y2": 0.28571, "X3": 0.503, "Y3": 0.30034, "X4": 0.488, "Y4": 0.30034, "page": 0}, {"Word": "239.3", "Confidence": 0.994, "X1": 0.592, "Y1": 0.28861, "X2": 0.627, "Y2": 0.28841, "X3": 0.627, "Y3": 0.30034, "X4": 0.592, "Y4": 0.30034, "page": 0}, {"Word": "90", "Confidence": 0.941, "X1": 0.057, "Y1": 0.30209, "X2": 0.074, "Y2": 0.30189, "X3": 0.074, "Y3": 0.31247, "X4": 0.057, "Y4": 0.31112, "page": 0}, {"Word": "-/1", "Confidence": 0.365, "X1": 0.181, "Y1": 0.2967, "X2": 0.21, "Y2": 0.2965, "X3": 0.209, "Y3": 0.31516, "X4": 0.182, "Y4": 0.31786, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.945, "X1": 0.227, "Y1": 0.30209, "X2": 0.291, "Y2": 0.30189, "X3": 0.291, "Y3": 0.31382, "X4": 0.226, "Y4": 0.31247, "page": 0}, {"Word": "11:24", "Confidence": 0.963, "X1": 0.305, "Y1": 0.30343, "X2": 0.34, "Y2": 0.30323, "X3": 0.34, "Y3": 0.31382, "X4": 0.305, "Y4": 0.31112, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.351, "Y1": 0.30209, "X2": 0.414, "Y2": 0.30189, "X3": 0.414, "Y3": 0.31382, "X4": 0.351, "Y4": 0.31382, "page": 0}, {"Word": "-2/-1", "Confidence": 0.825, "X1": 0.435, "Y1": 0.30074, "X2": 0.469, "Y2": 0.30054, "X3": 0.469, "Y3": 0.31516, "X4": 0.435, "Y4": 0.31382, "page": 0}, {"Word": "43", "Confidence": 0.97, "X1": 0.488, "Y1": 0.29939, "X2": 0.502, "Y2": 0.29919, "X3": 0.503, "Y3": 0.31516, "X4": 0.488, "Y4": 0.31516, "page": 0}, {"Word": "248.8", "Confidence": 0.704, "X1": 0.592, "Y1": 0.30209, "X2": 0.627, "Y2": 0.30189, "X3": 0.627, "Y3": 0.31516, "X4": 0.592, "Y4": 0.31516, "page": 0}, {"Word": "91", "Confidence": 0.996, "X1": 0.054, "Y1": 0.31826, "X2": 0.073, "Y2": 0.31806, "X3": 0.073, "Y3": 0.32864, "X4": 0.054, "Y4": 0.32729, "page": 0}, {"Word": "05-Nov-99", "Confidence": 0.657, "X1": 0.227, "Y1": 0.31556, "X2": 0.289, "Y2": 0.31536, "X3": 0.289, "Y3": 0.32864, "X4": 0.227, "Y4": 0.32864, "page": 0}, {"Word": "11:25", "Confidence": 0.846, "X1": 0.304, "Y1": 0.31826, "X2": 0.339, "Y2": 0.31806, "X3": 0.339, "Y3": 0.32864, "X4": 0.304, "Y4": 0.32729, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.35, "Y1": 0.31691, "X2": 0.414, "Y2": 0.31671, "X3": 0.414, "Y3": 0.32864, "X4": 0.35, "Y4": 0.32729, "page": 0}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.433, "Y1": 0.31556, "X2": 0.47, "Y2": 0.31536, "X3": 0.47, "Y3": 0.32999, "X4": 0.433, "Y4": 0.32999, "page": 0}, {"Word": "43", "Confidence": 0.955, "X1": 0.489, "Y1": 0.31691, "X2": 0.505, "Y2": 0.31671, "X3": 0.504, "Y3": 0.33134, "X4": 0.49, "Y4": 0.33134, "page": 0}, {"Word": "202.5", "Confidence": 0.993, "X1": 0.592, "Y1": 0.31826, "X2": 0.627, "Y2": 0.31806, "X3": 0.627, "Y3": 0.32999, "X4": 0.592, "Y4": 0.32999, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.677, "X1": 0.226, "Y1": 0.33039, "X2": 0.289, "Y2": 0.33019, "X3": 0.289, "Y3": 0.34347, "X4": 0.226, "Y4": 0.34212, "page": 0}, {"Word": "11:25", "Confidence": 0.867, "X1": 0.304, "Y1": 0.33039, "X2": 0.336, "Y2": 0.33019, "X3": 0.336, "Y3": 0.34212, "X4": 0.304, "Y4": 0.34212, "page": 0}, {"Word": "05-304-90", "Confidence": 0.577, "X1": 0.351, "Y1": 0.33174, "X2": 0.413, "Y2": 0.33154, "X3": 0.413, "Y3": 0.34212, "X4": 0.351, "Y4": 0.34212, "page": 0}, {"Word": "-2/-1", "Confidence": 0.835, "X1": 0.434, "Y1": 0.33174, "X2": 0.469, "Y2": 0.33154, "X3": 0.469, "Y3": 0.34481, "X4": 0.434, "Y4": 0.34481, "page": 0}, {"Word": "43", "Confidence": 0.97, "X1": 0.489, "Y1": 0.33039, "X2": 0.505, "Y2": 0.33019, "X3": 0.504, "Y3": 0.34481, "X4": 0.489, "Y4": 0.34616, "page": 0}, {"Word": "226.9", "Confidence": 0.991, "X1": 0.592, "Y1": 0.33308, "X2": 0.627, "Y2": 0.33288, "X3": 0.627, "Y3": 0.34347, "X4": 0.592, "Y4": 0.34347, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.854, "X1": 0.225, "Y1": 0.34656, "X2": 0.289, "Y2": 0.34636, "X3": 0.289, "Y3": 0.35694, "X4": 0.225, "Y4": 0.35829, "page": 0}, {"Word": "11:25", "Confidence": 0.944, "X1": 0.304, "Y1": 0.34656, "X2": 0.337, "Y2": 0.34636, "X3": 0.337, "Y3": 0.35694, "X4": 0.304, "Y4": 0.3556, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.655, "X1": 0.351, "Y1": 0.34656, "X2": 0.414, "Y2": 0.34636, "X3": 0.414, "Y3": 0.35694, "X4": 0.351, "Y4": 0.35694, "page": 0}, {"Word": "-12", "Confidence": 0.276, "X1": 0.186, "Y1": 0.33847, "X2": 0.209, "Y2": 0.33827, "X3": 0.209, "Y3": 0.35964, "X4": 0.186, "Y4": 0.36233, "page": 0}, {"Word": "-2/-1", "Confidence": 0.918, "X1": 0.432, "Y1": 0.34656, "X2": 0.469, "Y2": 0.34636, "X3": 0.469, "Y3": 0.35964, "X4": 0.432, "Y4": 0.35829, "page": 0}, {"Word": "43", "Confidence": 0.942, "X1": 0.489, "Y1": 0.34387, "X2": 0.505, "Y2": 0.34367, "X3": 0.505, "Y3": 0.35829, "X4": 0.49, "Y4": 0.36099, "page": 0}, {"Word": "214.9", "Confidence": 0.855, "X1": 0.592, "Y1": 0.34791, "X2": 0.625, "Y2": 0.34771, "X3": 0.625, "Y3": 0.35829, "X4": 0.592, "Y4": 0.35964, "page": 0}, {"Word": "94", "Confidence": 0.882, "X1": 0.056, "Y1": 0.36004, "X2": 0.074, "Y2": 0.35984, "X3": 0.074, "Y3": 0.37177, "X4": 0.056, "Y4": 0.36907, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.227, "Y1": 0.36004, "X2": 0.289, "Y2": 0.35984, "X3": 0.289, "Y3": 0.37177, "X4": 0.227, "Y4": 0.37177, "page": 0}, {"Word": "11:26", "Confidence": 0.981, "X1": 0.305, "Y1": 0.36139, "X2": 0.338, "Y2": 0.36119, "X3": 0.337, "Y3": 0.37042, "X4": 0.305, "Y4": 0.36907, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.366, "X1": 0.351, "Y1": 0.36004, "X2": 0.413, "Y2": 0.35984, "X3": 0.413, "Y3": 0.37177, "X4": 0.351, "Y4": 0.37042, "page": 0}, {"Word": "-2/-1", "Confidence": 0.981, "X1": 0.432, "Y1": 0.36004, "X2": 0.468, "Y2": 0.35984, "X3": 0.468, "Y3": 0.37177, "X4": 0.432, "Y4": 0.37312, "page": 0}, {"Word": "43", "Confidence": 0.849, "X1": 0.489, "Y1": 0.35869, "X2": 0.504, "Y2": 0.35849, "X3": 0.504, "Y3": 0.37312, "X4": 0.489, "Y4": 0.37312, "page": 0}, {"Word": "253.0", "Confidence": 0.993, "X1": 0.591, "Y1": 0.36139, "X2": 0.625, "Y2": 0.36119, "X3": 0.625, "Y3": 0.37177, "X4": 0.591, "Y4": 0.37312, "page": 0}, {"Word": "95", "Confidence": 0.996, "X1": 0.058, "Y1": 0.37486, "X2": 0.071, "Y2": 0.37466, "X3": 0.07, "Y3": 0.3839, "X4": 0.058, "Y4": 0.3839, "page": 0}, {"Word": "95", "Confidence": 0.958, "X1": 0.119, "Y1": 0.37486, "X2": 0.132, "Y2": 0.37466, "X3": 0.132, "Y3": 0.38524, "X4": 0.119, "Y4": 0.3839, "page": 0}, {"Word": "-/1", "Confidence": 0.596, "X1": 0.187, "Y1": 0.36812, "X2": 0.207, "Y2": 0.36792, "X3": 0.207, "Y3": 0.38794, "X4": 0.188, "Y4": 0.39198, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.798, "X1": 0.226, "Y1": 0.37621, "X2": 0.289, "Y2": 0.37601, "X3": 0.289, "Y3": 0.38659, "X4": 0.226, "Y4": 0.38659, "page": 0}, {"Word": "11:26", "Confidence": 0.638, "X1": 0.305, "Y1": 0.37621, "X2": 0.337, "Y2": 0.37601, "X3": 0.337, "Y3": 0.38659, "X4": 0.305, "Y4": 0.3839, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.631, "X1": 0.351, "Y1": 0.37621, "X2": 0.413, "Y2": 0.37601, "X3": 0.413, "Y3": 0.38659, "X4": 0.351, "Y4": 0.38524, "page": 0}, {"Word": "-2/-1", "Confidence": 0.901, "X1": 0.432, "Y1": 0.37486, "X2": 0.469, "Y2": 0.37466, "X3": 0.469, "Y3": 0.38794, "X4": 0.432, "Y4": 0.38794, "page": 0}, {"Word": "49", "Confidence": 0.846, "X1": 0.487, "Y1": 0.37352, "X2": 0.502, "Y2": 0.37332, "X3": 0.503, "Y3": 0.38794, "X4": 0.487, "Y4": 0.38929, "page": 0}, {"Word": "253.9", "Confidence": 0.993, "X1": 0.592, "Y1": 0.37621, "X2": 0.625, "Y2": 0.37601, "X3": 0.625, "Y3": 0.38659, "X4": 0.592, "Y4": 0.38929, "page": 0}, {"Word": "96", "Confidence": 0.903, "X1": 0.117, "Y1": 0.38699, "X2": 0.134, "Y2": 0.38679, "X3": 0.133, "Y3": 0.40007, "X4": 0.117, "Y4": 0.40007, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.226, "Y1": 0.38969, "X2": 0.289, "Y2": 0.38949, "X3": 0.289, "Y3": 0.40007, "X4": 0.226, "Y4": 0.40007, "page": 0}, {"Word": "11:27", "Confidence": 0.958, "X1": 0.305, "Y1": 0.39104, "X2": 0.337, "Y2": 0.39084, "X3": 0.337, "Y3": 0.40007, "X4": 0.304, "Y4": 0.39872, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.625, "X1": 0.351, "Y1": 0.39104, "X2": 0.413, "Y2": 0.39084, "X3": 0.413, "Y3": 0.40142, "X4": 0.351, "Y4": 0.40007, "page": 0}, {"Word": "-2/-1", "Confidence": 0.823, "X1": 0.432, "Y1": 0.38969, "X2": 0.467, "Y2": 0.38949, "X3": 0.467, "Y3": 0.40142, "X4": 0.432, "Y4": 0.40142, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.489, "Y1": 0.38699, "X2": 0.504, "Y2": 0.38679, "X3": 0.504, "Y3": 0.40142, "X4": 0.489, "Y4": 0.40276, "page": 0}, {"Word": "239.2", "Confidence": 0.971, "X1": 0.59, "Y1": 0.38969, "X2": 0.626, "Y2": 0.38949, "X3": 0.626, "Y3": 0.40142, "X4": 0.59, "Y4": 0.40276, "page": 0}, {"Word": "97", "Confidence": 0.993, "X1": 0.052, "Y1": 0.39912, "X2": 0.07, "Y2": 0.39892, "X3": 0.07, "Y3": 0.41624, "X4": 0.053, "Y4": 0.41894, "page": 0}, {"Word": "97", "Confidence": 0.671, "X1": 0.119, "Y1": 0.40182, "X2": 0.132, "Y2": 0.40162, "X3": 0.132, "Y3": 0.41355, "X4": 0.118, "Y4": 0.41489, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.226, "Y1": 0.40451, "X2": 0.289, "Y2": 0.40431, "X3": 0.289, "Y3": 0.41489, "X4": 0.226, "Y4": 0.41489, "page": 0}, {"Word": "11:27", "Confidence": 0.886, "X1": 0.302, "Y1": 0.40451, "X2": 0.337, "Y2": 0.40431, "X3": 0.337, "Y3": 0.41624, "X4": 0.302, "Y4": 0.41489, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.871, "X1": 0.351, "Y1": 0.40451, "X2": 0.412, "Y2": 0.40431, "X3": 0.412, "Y3": 0.41624, "X4": 0.351, "Y4": 0.41489, "page": 0}, {"Word": "-2/-1", "Confidence": 0.959, "X1": 0.433, "Y1": 0.40316, "X2": 0.467, "Y2": 0.40296, "X3": 0.467, "Y3": 0.41624, "X4": 0.433, "Y4": 0.41624, "page": 0}, {"Word": "43", "Confidence": 0.955, "X1": 0.487, "Y1": 0.40182, "X2": 0.502, "Y2": 0.40162, "X3": 0.503, "Y3": 0.41759, "X4": 0.488, "Y4": 0.41759, "page": 0}, {"Word": "213.0", "Confidence": 0.994, "X1": 0.59, "Y1": 0.40451, "X2": 0.626, "Y2": 0.40431, "X3": 0.626, "Y3": 0.41489, "X4": 0.59, "Y4": 0.41759, "page": 0}, {"Word": "98", "Confidence": 0.958, "X1": 0.052, "Y1": 0.41664, "X2": 0.07, "Y2": 0.41644, "X3": 0.069, "Y3": 0.43107, "X4": 0.051, "Y4": 0.43107, "page": 0}, {"Word": "-/1", "Confidence": 0.942, "X1": 0.185, "Y1": 0.41395, "X2": 0.206, "Y2": 0.41375, "X3": 0.206, "Y3": 0.43511, "X4": 0.185, "Y4": 0.43511, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.804, "X1": 0.226, "Y1": 0.41799, "X2": 0.29, "Y2": 0.41779, "X3": 0.289, "Y3": 0.42972, "X4": 0.226, "Y4": 0.42972, "page": 0}, {"Word": "11:28", "Confidence": 0.996, "X1": 0.303, "Y1": 0.41934, "X2": 0.336, "Y2": 0.41914, "X3": 0.336, "Y3": 0.42972, "X4": 0.303, "Y4": 0.42837, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.616, "X1": 0.351, "Y1": 0.41934, "X2": 0.413, "Y2": 0.41914, "X3": 0.413, "Y3": 0.42972, "X4": 0.351, "Y4": 0.42972, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.487, "Y1": 0.41799, "X2": 0.502, "Y2": 0.41779, "X3": 0.503, "Y3": 0.43376, "X4": 0.488, "Y4": 0.43376, "page": 0}, {"Word": "260.1", "Confidence": 0.957, "X1": 0.59, "Y1": 0.41934, "X2": 0.625, "Y2": 0.41914, "X3": 0.625, "Y3": 0.43107, "X4": 0.59, "Y4": 0.43241, "page": 0}, {"Word": "99", "Confidence": 0.717, "X1": 0.051, "Y1": 0.43012, "X2": 0.069, "Y2": 0.42992, "X3": 0.069, "Y3": 0.44454, "X4": 0.051, "Y4": 0.44724, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.839, "X1": 0.226, "Y1": 0.43281, "X2": 0.29, "Y2": 0.43261, "X3": 0.29, "Y3": 0.44454, "X4": 0.226, "Y4": 0.44454, "page": 0}, {"Word": "11:28", "Confidence": 0.859, "X1": 0.303, "Y1": 0.43416, "X2": 0.337, "Y2": 0.43396, "X3": 0.336, "Y3": 0.44454, "X4": 0.303, "Y4": 0.44185, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.667, "X1": 0.35, "Y1": 0.43281, "X2": 0.413, "Y2": 0.43261, "X3": 0.413, "Y3": 0.44454, "X4": 0.35, "Y4": 0.4432, "page": 0}, {"Word": "43", "Confidence": 0.989, "X1": 0.487, "Y1": 0.43147, "X2": 0.502, "Y2": 0.43127, "X3": 0.503, "Y3": 0.44724, "X4": 0.488, "Y4": 0.44859, "page": 0}, {"Word": "259.6", "Confidence": 0.969, "X1": 0.591, "Y1": 0.43281, "X2": 0.626, "Y2": 0.43261, "X3": 0.627, "Y3": 0.44454, "X4": 0.591, "Y4": 0.44589, "page": 0}, {"Word": "100", "Confidence": 0.993, "X1": 0.049, "Y1": 0.44629, "X2": 0.069, "Y2": 0.44609, "X3": 0.068, "Y3": 0.46072, "X4": 0.048, "Y4": 0.46072, "page": 0}, {"Word": "-/1", "Confidence": 0.893, "X1": 0.185, "Y1": 0.44494, "X2": 0.205, "Y2": 0.44474, "X3": 0.205, "Y3": 0.46341, "X4": 0.185, "Y4": 0.46341, "page": 0}, {"Word": "OS-Nov-90", "Confidence": 0.558, "X1": 0.227, "Y1": 0.44764, "X2": 0.289, "Y2": 0.44744, "X3": 0.289, "Y3": 0.45937, "X4": 0.227, "Y4": 0.45937, "page": 0}, {"Word": "11:29", "Confidence": 0.83, "X1": 0.301, "Y1": 0.45033, "X2": 0.338, "Y2": 0.45013, "X3": 0.338, "Y3": 0.45937, "X4": 0.301, "Y4": 0.45802, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.658, "X1": 0.351, "Y1": 0.44899, "X2": 0.413, "Y2": 0.44879, "X3": 0.413, "Y3": 0.45937, "X4": 0.351, "Y4": 0.45802, "page": 0}, {"Word": "43", "Confidence": 0.938, "X1": 0.488, "Y1": 0.44494, "X2": 0.502, "Y2": 0.44474, "X3": 0.502, "Y3": 0.46206, "X4": 0.488, "Y4": 0.46206, "page": 0}, {"Word": "267.9", "Confidence": 0.993, "X1": 0.591, "Y1": 0.44899, "X2": 0.625, "Y2": 0.44879, "X3": 0.626, "Y3": 0.46072, "X4": 0.591, "Y4": 0.46206, "page": 0}, {"Word": "101", "Confidence": 0.995, "X1": 0.047, "Y1": 0.45977, "X2": 0.07, "Y2": 0.45957, "X3": 0.069, "Y3": 0.47285, "X4": 0.047, "Y4": 0.47285, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.5, "X1": 0.226, "Y1": 0.46246, "X2": 0.288, "Y2": 0.46226, "X3": 0.288, "Y3": 0.47285, "X4": 0.226, "Y4": 0.47419, "page": 0}, {"Word": "11:29", "Confidence": 0.997, "X1": 0.301, "Y1": 0.46381, "X2": 0.337, "Y2": 0.46361, "X3": 0.337, "Y3": 0.47285, "X4": 0.301, "Y4": 0.4715, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.688, "X1": 0.351, "Y1": 0.46381, "X2": 0.413, "Y2": 0.46361, "X3": 0.413, "Y3": 0.47419, "X4": 0.35, "Y4": 0.47285, "page": 0}, {"Word": "-2/-1", "Confidence": 0.956, "X1": 0.434, "Y1": 0.46246, "X2": 0.468, "Y2": 0.46226, "X3": 0.468, "Y3": 0.47419, "X4": 0.434, "Y4": 0.47554, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.488, "Y1": 0.45977, "X2": 0.503, "Y2": 0.45957, "X3": 0.503, "Y3": 0.47554, "X4": 0.488, "Y4": 0.47689, "page": 0}, {"Word": "260.7", "Confidence": 0.955, "X1": 0.591, "Y1": 0.46246, "X2": 0.627, "Y2": 0.46226, "X3": 0.627, "Y3": 0.47554, "X4": 0.591, "Y4": 0.47689, "page": 0}, {"Word": "102", "Confidence": 0.941, "X1": 0.047, "Y1": 0.47594, "X2": 0.069, "Y2": 0.47574, "X3": 0.068, "Y3": 0.48632, "X4": 0.047, "Y4": 0.48632, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.525, "X1": 0.226, "Y1": 0.47594, "X2": 0.288, "Y2": 0.47574, "X3": 0.288, "Y3": 0.48767, "X4": 0.226, "Y4": 0.48767, "page": 0}, {"Word": "11:30", "Confidence": 0.816, "X1": 0.302, "Y1": 0.47864, "X2": 0.337, "Y2": 0.47844, "X3": 0.337, "Y3": 0.48767, "X4": 0.302, "Y4": 0.48632, "page": 0}, {"Word": "43", "Confidence": 0.681, "X1": 0.488, "Y1": 0.47325, "X2": 0.502, "Y2": 0.47305, "X3": 0.503, "Y3": 0.48767, "X4": 0.49, "Y4": 0.48902, "page": 0}, {"Word": "102", "Confidence": 0.93, "X1": 0.111, "Y1": 0.47325, "X2": 0.133, "Y2": 0.47305, "X3": 0.132, "Y3": 0.49171, "X4": 0.111, "Y4": 0.49037, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.67, "X1": 0.351, "Y1": 0.47729, "X2": 0.412, "Y2": 0.47709, "X3": 0.412, "Y3": 0.48902, "X4": 0.351, "Y4": 0.48767, "page": 0}, {"Word": "+2/-1", "Confidence": 0.657, "X1": 0.433, "Y1": 0.47594, "X2": 0.468, "Y2": 0.47574, "X3": 0.468, "Y3": 0.48902, "X4": 0.433, "Y4": 0.49037, "page": 0}, {"Word": "254.6", "Confidence": 0.991, "X1": 0.589, "Y1": 0.47729, "X2": 0.627, "Y2": 0.47709, "X3": 0.627, "Y3": 0.48902, "X4": 0.589, "Y4": 0.49037, "page": 0}, {"Word": "103", "Confidence": 0.922, "X1": 0.047, "Y1": 0.49077, "X2": 0.068, "Y2": 0.49057, "X3": 0.068, "Y3": 0.50115, "X4": 0.046, "Y4": 0.50115, "page": 0}, {"Word": "103", "Confidence": 0.676, "X1": 0.11, "Y1": 0.48672, "X2": 0.131, "Y2": 0.48652, "X3": 0.131, "Y3": 0.50115, "X4": 0.111, "Y4": 0.4998, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.722, "X1": 0.225, "Y1": 0.49077, "X2": 0.288, "Y2": 0.49057, "X3": 0.288, "Y3": 0.5025, "X4": 0.225, "Y4": 0.5025, "page": 0}, {"Word": "11:30", "Confidence": 0.991, "X1": 0.304, "Y1": 0.49346, "X2": 0.337, "Y2": 0.49326, "X3": 0.337, "Y3": 0.50384, "X4": 0.304, "Y4": 0.50115, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.669, "X1": 0.351, "Y1": 0.49211, "X2": 0.412, "Y2": 0.49191, "X3": 0.412, "Y3": 0.50384, "X4": 0.35, "Y4": 0.50115, "page": 0}, {"Word": "NNNNN", "Confidence": 0.124, "X1": 0.447, "Y1": 0.49885, "X2": 0.45, "Y2": 0.49865, "X3": 0.441, "Y3": 0.49845, "X4": 0.439, "Y4": 0.43241, "page": 0}, {"Word": "205.3", "Confidence": 0.991, "X1": 0.591, "Y1": 0.49077, "X2": 0.626, "Y2": 0.49057, "X3": 0.626, "Y3": 0.50384, "X4": 0.591, "Y4": 0.50384, "page": 0}, {"Word": "104", "Confidence": 0.993, "X1": 0.111, "Y1": 0.50424, "X2": 0.131, "Y2": 0.50404, "X3": 0.13, "Y3": 0.51597, "X4": 0.11, "Y4": 0.51597, "page": 0}, {"Word": "11:31", "Confidence": 0.992, "X1": 0.302, "Y1": 0.50694, "X2": 0.336, "Y2": 0.50674, "X3": 0.336, "Y3": 0.51732, "X4": 0.302, "Y4": 0.51597, "page": 0}, {"Word": "05-Rov-90", "Confidence": 0.665, "X1": 0.35, "Y1": 0.50559, "X2": 0.413, "Y2": 0.50539, "X3": 0.412, "Y3": 0.51732, "X4": 0.35, "Y4": 0.51597, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.562, "X1": 0.225, "Y1": 0.50559, "X2": 0.289, "Y2": 0.50539, "X3": 0.289, "Y3": 0.51867, "X4": 0.225, "Y4": 0.51732, "page": 0}, {"Word": "NNN", "Confidence": 0.798, "X1": 0.445, "Y1": 0.52176, "X2": 0.448, "Y2": 0.52156, "X3": 0.438, "Y3": 0.52271, "X4": 0.437, "Y4": 0.47419, "page": 0}, {"Word": "1", "Confidence": 0.795, "X1": 0.558, "Y1": 0.51907, "X2": 0.558, "Y2": 0.51887, "X3": 0.541, "Y3": 0.51867, "X4": 0.541, "Y4": 0.50115, "page": 0}, {"Word": "52194 4634", "Confidence": 0.9925, "X1": 0.166, "Y1": 0.96785, "X2": 0.07, "Y2": 0.96765, "X3": 0.07, "Y3": 0.94724, "X4": 0.165, "Y4": 0.9432, "page": 0}], "words_data": [{"Word": "TOBACCO", "Confidence": 0.991, "X1": 0.091, "Y1": 0.09589, "X2": 0.138, "Y2": 0.09569, "X3": 0.138, "Y3": 0.10762, "X4": 0.091, "Y4": 0.10896, "page": 0, "Index": 0}, {"Word": "R.J.R.", "Confidence": 0.885, "X1": 0.042, "Y1": 0.09454, "X2": 0.084, "Y2": 0.09434, "X3": 0.084, "Y3": 0.10896, "X4": 0.042, "Y4": 0.10896, "page": 0, "Index": 1}, {"Word": "RAW", "Confidence": 0.639, "X1": 0.352, "Y1": 0.09589, "X2": 0.372, "Y2": 0.09569, "X3": 0.372, "Y3": 0.11166, "X4": 0.351, "Y4": 0.11166, "page": 0, "Index": 2}, {"Word": "DATA", "Confidence": 0.974, "X1": 0.378, "Y1": 0.09589, "X2": 0.407, "Y2": 0.09569, "X3": 0.406, "Y3": 0.11166, "X4": 0.378, "Y4": 0.11166, "page": 0, "Index": 3}, {"Word": "LISTING", "Confidence": 0.993, "X1": 0.413, "Y1": 0.09589, "X2": 0.462, "Y2": 0.09569, "X3": 0.462, "Y3": 0.11166, "X4": 0.413, "Y4": 0.11166, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.998, "X1": 0.467, "Y1": 0.09589, "X2": 0.482, "Y2": 0.09569, "X3": 0.481, "Y3": 0.11166, "X4": 0.467, "Y4": 0.11166, "page": 0, "Index": 5}, {"Word": "SMALL", "Confidence": 0.683, "X1": 0.489, "Y1": 0.09589, "X2": 0.523, "Y2": 0.09569, "X3": 0.522, "Y3": 0.11166, "X4": 0.488, "Y4": 0.11166, "page": 0, "Index": 6}, {"Word": "ANIMAL", "Confidence": 0.656, "X1": 0.529, "Y1": 0.09589, "X2": 0.571, "Y2": 0.09569, "X3": 0.571, "Y3": 0.11166, "X4": 0.529, "Y4": 0.11166, "page": 0, "Index": 7}, {"Word": "BODY", "Confidence": 0.961, "X1": 0.578, "Y1": 0.09589, "X2": 0.606, "Y2": 0.09569, "X3": 0.606, "Y3": 0.11166, "X4": 0.578, "Y4": 0.11166, "page": 0, "Index": 8}, {"Word": "WEIGHTS", "Confidence": 0.277, "X1": 0.612, "Y1": 0.09589, "X2": 0.661, "Y2": 0.09569, "X3": 0.66, "Y3": 0.11166, "X4": 0.612, "Y4": 0.11166, "page": 0, "Index": 9}, {"Word": "(GMS)", "Confidence": 0.664, "X1": 0.669, "Y1": 0.09589, "X2": 0.703, "Y2": 0.09569, "X3": 0.702, "Y3": 0.11301, "X4": 0.668, "Y4": 0.11166, "page": 0, "Index": 10}, {"Word": "PRINTED:", "Confidence": 0.685, "X1": 0.818, "Y1": 0.09858, "X2": 0.873, "Y2": 0.09838, "X3": 0.873, "Y3": 0.11301, "X4": 0.818, "Y4": 0.11436, "page": 0, "Index": 11}, {"Word": "05-504-90", "Confidence": 0.614, "X1": 0.88, "Y1": 0.09858, "X2": 0.942, "Y2": 0.09838, "X3": 0.942, "Y3": 0.11301, "X4": 0.879, "Y4": 0.11301, "page": 0, "Index": 12}, {"Word": "TOXICOLOGY", "Confidence": 0.608, "X1": 0.043, "Y1": 0.10936, "X2": 0.111, "Y2": 0.10916, "X3": 0.111, "Y3": 0.12379, "X4": 0.043, "Y4": 0.12379, "page": 0, "Index": 13}, {"Word": "RESEARCH", "Confidence": 0.793, "X1": 0.118, "Y1": 0.10936, "X2": 0.172, "Y2": 0.10916, "X3": 0.172, "Y3": 0.12379, "X4": 0.118, "Y4": 0.12379, "page": 0, "Index": 14}, {"Word": "DIVISION", "Confidence": 0.943, "X1": 0.179, "Y1": 0.10936, "X2": 0.234, "Y2": 0.10916, "X3": 0.234, "Y3": 0.12514, "X4": 0.179, "Y4": 0.12379, "page": 0, "Index": 15}, {"Word": "Study", "Confidence": 0.996, "X1": 0.457, "Y1": 0.11206, "X2": 0.488, "Y2": 0.11186, "X3": 0.488, "Y3": 0.12648, "X4": 0.457, "Y4": 0.12648, "page": 0, "Index": 16}, {"Word": "number:", "Confidence": 0.668, "X1": 0.495, "Y1": 0.11206, "X2": 0.544, "Y2": 0.11186, "X3": 0.544, "Y3": 0.12648, "X4": 0.495, "Y4": 0.12648, "page": 0, "Index": 17}, {"Word": "TOX-035", "Confidence": 0.662, "X1": 0.552, "Y1": 0.11206, "X2": 0.599, "Y2": 0.11186, "X3": 0.599, "Y3": 0.12648, "X4": 0.551, "Y4": 0.12648, "page": 0, "Index": 18}, {"Word": "Page:", "Confidence": 0.685, "X1": 0.834, "Y1": 0.11476, "X2": 0.866, "Y2": 0.11456, "X3": 0.866, "Y3": 0.12783, "X4": 0.833, "Y4": 0.12648, "page": 0, "Index": 19}, {"Word": "3", "Confidence": 0.998, "X1": 0.873, "Y1": 0.11476, "X2": 0.879, "Y2": 0.11456, "X3": 0.878, "Y3": 0.12918, "X4": 0.873, "Y4": 0.12918, "page": 0, "Index": 20}, {"Word": "Building", "Confidence": 0.645, "X1": 0.043, "Y1": 0.12419, "X2": 0.097, "Y2": 0.12399, "X3": 0.097, "Y3": 0.13861, "X4": 0.042, "Y4": 0.13861, "page": 0, "Index": 21}, {"Word": "630/2", "Confidence": 0.943, "X1": 0.105, "Y1": 0.12554, "X2": 0.139, "Y2": 0.12534, "X3": 0.139, "Y3": 0.13861, "X4": 0.105, "Y4": 0.13861, "page": 0, "Index": 22}, {"Word": "RAT/SPRAGUE-DAWLEY", "Confidence": 0.503, "X1": 0.043, "Y1": 0.14036, "X2": 0.166, "Y2": 0.14016, "X3": 0.166, "Y3": 0.15209, "X4": 0.042, "Y4": 0.15344, "page": 0, "Index": 23}, {"Word": "Study", "Confidence": 0.995, "X1": 0.435, "Y1": 0.14036, "X2": 0.469, "Y2": 0.14016, "X3": 0.468, "Y3": 0.15613, "X4": 0.435, "Y4": 0.15613, "page": 0, "Index": 24}, {"Word": "start", "Confidence": 0.941, "X1": 0.475, "Y1": 0.14036, "X2": 0.509, "Y2": 0.14016, "X3": 0.509, "Y3": 0.15613, "X4": 0.474, "Y4": 0.15613, "page": 0, "Index": 25}, {"Word": "date:", "Confidence": 0.626, "X1": 0.516, "Y1": 0.14171, "X2": 0.551, "Y2": 0.14151, "X3": 0.551, "Y3": 0.15613, "X4": 0.515, "Y4": 0.15613, "page": 0, "Index": 26}, {"Word": "07-Nov-90", "Confidence": 0.856, "X1": 0.557, "Y1": 0.14171, "X2": 0.62, "Y2": 0.14151, "X3": 0.62, "Y3": 0.15479, "X4": 0.557, "Y4": 0.15613, "page": 0, "Index": 27}, {"Word": "ACUTE", "Confidence": 0.955, "X1": 0.743, "Y1": 0.14306, "X2": 0.777, "Y2": 0.14286, "X3": 0.777, "Y3": 0.15748, "X4": 0.742, "Y4": 0.15748, "page": 0, "Index": 28}, {"Word": "TOXICITY/ORAL", "Confidence": 0.256, "X1": 0.784, "Y1": 0.14306, "X2": 0.873, "Y2": 0.14286, "X3": 0.873, "Y3": 0.15748, "X4": 0.783, "Y4": 0.15748, "page": 0, "Index": 29}, {"Word": "LD50", "Confidence": 0.855, "X1": 0.88, "Y1": 0.14306, "X2": 0.907, "Y2": 0.14286, "X3": 0.907, "Y3": 0.15883, "X4": 0.879, "Y4": 0.15748, "page": 0, "Index": 30}, {"Word": "FESA", "Confidence": 0.622, "X1": 0.915, "Y1": 0.1444, "X2": 0.941, "Y2": 0.1442, "X3": 0.941, "Y3": 0.15883, "X4": 0.914, "Y4": 0.15883, "page": 0, "Index": 31}, {"Word": "CAGE", "Confidence": 0.687, "X1": 0.05, "Y1": 0.17136, "X2": 0.075, "Y2": 0.17116, "X3": 0.075, "Y3": 0.18309, "X4": 0.049, "Y4": 0.18309, "page": 0, "Index": 32}, {"Word": "ANIMAL", "Confidence": 0.708, "X1": 0.091, "Y1": 0.17001, "X2": 0.131, "Y2": 0.16981, "X3": 0.131, "Y3": 0.18309, "X4": 0.09, "Y4": 0.18309, "page": 0, "Index": 33}, {"Word": "GROUP/", "Confidence": 0.841, "X1": 0.173, "Y1": 0.17001, "X2": 0.213, "Y2": 0.16981, "X3": 0.213, "Y3": 0.18309, "X4": 0.172, "Y4": 0.18309, "page": 0, "Index": 34}, {"Word": "DATE", "Confidence": 0.665, "X1": 0.227, "Y1": 0.17001, "X2": 0.255, "Y2": 0.16981, "X3": 0.255, "Y3": 0.18309, "X4": 0.226, "Y4": 0.18309, "page": 0, "Index": 35}, {"Word": "AND", "Confidence": 0.685, "X1": 0.269, "Y1": 0.17001, "X2": 0.289, "Y2": 0.16981, "X3": 0.289, "Y3": 0.18444, "X4": 0.269, "Y4": 0.18444, "page": 0, "Index": 36}, {"Word": "TIME", "Confidence": 0.689, "X1": 0.304, "Y1": 0.17001, "X2": 0.33, "Y2": 0.16981, "X3": 0.33, "Y3": 0.18309, "X4": 0.304, "Y4": 0.18309, "page": 0, "Index": 37}, {"Word": "DAY/WEEK", "Confidence": 0.674, "X1": 0.422, "Y1": 0.17001, "X2": 0.474, "Y2": 0.16981, "X3": 0.474, "Y3": 0.18444, "X4": 0.421, "Y4": 0.18578, "page": 0, "Index": 38}, {"Word": "OPER.", "Confidence": 0.942, "X1": 0.481, "Y1": 0.17136, "X2": 0.516, "Y2": 0.17116, "X3": 0.516, "Y3": 0.18444, "X4": 0.481, "Y4": 0.18444, "page": 0, "Index": 39}, {"Word": "PREVIOUS", "Confidence": 0.941, "X1": 0.522, "Y1": 0.17136, "X2": 0.577, "Y2": 0.17116, "X3": 0.577, "Y3": 0.18444, "X4": 0.522, "Y4": 0.18444, "page": 0, "Index": 40}, {"Word": "CURRENT", "Confidence": 0.965, "X1": 0.586, "Y1": 0.17271, "X2": 0.634, "Y2": 0.17251, "X3": 0.633, "Y3": 0.18444, "X4": 0.585, "Y4": 0.18444, "page": 0, "Index": 41}, {"Word": ".", "Confidence": 0.872, "X1": 0.656, "Y1": 0.17136, "X2": 0.663, "Y2": 0.17116, "X3": 0.663, "Y3": 0.18578, "X4": 0.655, "Y4": 0.18444, "page": 0, "Index": 42}, {"Word": "AVG", "Confidence": 0.722, "X1": 0.674, "Y1": 0.17271, "X2": 0.693, "Y2": 0.17251, "X3": 0.693, "Y3": 0.18578, "X4": 0.673, "Y4": 0.18578, "page": 0, "Index": 43}, {"Word": "GAIN", "Confidence": 0.657, "X1": 0.701, "Y1": 0.17271, "X2": 0.727, "Y2": 0.17251, "X3": 0.727, "Y3": 0.18578, "X4": 0.701, "Y4": 0.18578, "page": 0, "Index": 44}, {"Word": "NUMBER", "Confidence": 0.396, "X1": 0.091, "Y1": 0.18484, "X2": 0.13, "Y2": 0.18464, "X3": 0.13, "Y3": 0.19657, "X4": 0.091, "Y4": 0.19657, "page": 0, "Index": 45}, {"Word": "SEX", "Confidence": 0.997, "X1": 0.139, "Y1": 0.18484, "X2": 0.158, "Y2": 0.18464, "X3": 0.158, "Y3": 0.19657, "X4": 0.139, "Y4": 0.19657, "page": 0, "Index": 46}, {"Word": "SUBGROUP", "Confidence": 0.797, "X1": 0.166, "Y1": 0.18484, "X2": 0.22, "Y2": 0.18464, "X3": 0.219, "Y3": 0.19791, "X4": 0.165, "Y4": 0.19657, "page": 0, "Index": 47}, {"Word": "DATA", "Confidence": 0.987, "X1": 0.227, "Y1": 0.18484, "X2": 0.254, "Y2": 0.18464, "X3": 0.254, "Y3": 0.19791, "X4": 0.227, "Y4": 0.19791, "page": 0, "Index": 48}, {"Word": "WAS", "Confidence": 0.998, "X1": 0.262, "Y1": 0.18618, "X2": 0.283, "Y2": 0.18598, "X3": 0.282, "Y3": 0.19791, "X4": 0.262, "Y4": 0.19791, "page": 0, "Index": 49}, {"Word": "ENTERED", "Confidence": 0.948, "X1": 0.29, "Y1": 0.18618, "X2": 0.337, "Y2": 0.18598, "X3": 0.337, "Y3": 0.19791, "X4": 0.29, "Y4": 0.19791, "page": 0, "Index": 50}, {"Word": "SESSION", "Confidence": 0.636, "X1": 0.359, "Y1": 0.18618, "X2": 0.406, "Y2": 0.18598, "X3": 0.405, "Y3": 0.19791, "X4": 0.358, "Y4": 0.19791, "page": 0, "Index": 51}, {"Word": "OF", "Confidence": 0.654, "X1": 0.422, "Y1": 0.18484, "X2": 0.434, "Y2": 0.18464, "X3": 0.434, "Y3": 0.19926, "X4": 0.421, "Y4": 0.19926, "page": 0, "Index": 52}, {"Word": "STUDY", "Confidence": 0.415, "X1": 0.44, "Y1": 0.18618, "X2": 0.475, "Y2": 0.18598, "X3": 0.474, "Y3": 0.19926, "X4": 0.44, "Y4": 0.19926, "page": 0, "Index": 53}, {"Word": "WEIGHT", "Confidence": 0.682, "X1": 0.529, "Y1": 0.18618, "X2": 0.571, "Y2": 0.18598, "X3": 0.57, "Y3": 0.19926, "X4": 0.529, "Y4": 0.19926, "page": 0, "Index": 54}, {"Word": "WEIGHT", "Confidence": 0.61, "X1": 0.586, "Y1": 0.18753, "X2": 0.626, "Y2": 0.18733, "X3": 0.625, "Y3": 0.19926, "X4": 0.585, "Y4": 0.19926, "page": 0, "Index": 55}, {"Word": "DAYS", "Confidence": 0.89, "X1": 0.641, "Y1": 0.18753, "X2": 0.666, "Y2": 0.18733, "X3": 0.666, "Y3": 0.19926, "X4": 0.64, "Y4": 0.19926, "page": 0, "Index": 56}, {"Word": "PER", "Confidence": 0.884, "X1": 0.674, "Y1": 0.18753, "X2": 0.693, "Y2": 0.18733, "X3": 0.692, "Y3": 0.20061, "X4": 0.673, "Y4": 0.19926, "page": 0, "Index": 57}, {"Word": "DAY", "Confidence": 0.958, "X1": 0.701, "Y1": 0.18753, "X2": 0.721, "Y2": 0.18733, "X3": 0.72, "Y3": 0.20061, "X4": 0.701, "Y4": 0.20061, "page": 0, "Index": 58}, {"Word": "COMMENT", "Confidence": 0.933, "X1": 0.737, "Y1": 0.18753, "X2": 0.783, "Y2": 0.18733, "X3": 0.783, "Y3": 0.20196, "X4": 0.736, "Y4": 0.19926, "page": 0, "Index": 59}, {"Word": "84", "Confidence": 0.609, "X1": 0.119, "Y1": 0.21718, "X2": 0.131, "Y2": 0.21698, "X3": 0.131, "Y3": 0.22756, "X4": 0.119, "Y4": 0.22756, "page": 0, "Index": 60}, {"Word": "05-Nov-90", "Confidence": 0.886, "X1": 0.229, "Y1": 0.21583, "X2": 0.288, "Y2": 0.21563, "X3": 0.288, "Y3": 0.22756, "X4": 0.228, "Y4": 0.22622, "page": 0, "Index": 61}, {"Word": "11:21", "Confidence": 0.813, "X1": 0.305, "Y1": 0.21583, "X2": 0.337, "Y2": 0.21563, "X3": 0.337, "Y3": 0.22756, "X4": 0.305, "Y4": 0.22622, "page": 0, "Index": 62}, {"Word": "05-Nov-90", "Confidence": 0.725, "X1": 0.352, "Y1": 0.21449, "X2": 0.412, "Y2": 0.21429, "X3": 0.412, "Y3": 0.22622, "X4": 0.351, "Y4": 0.22756, "page": 0, "Index": 63}, {"Word": "43", "Confidence": 0.997, "X1": 0.49, "Y1": 0.21449, "X2": 0.502, "Y2": 0.21429, "X3": 0.502, "Y3": 0.22756, "X4": 0.49, "Y4": 0.22756, "page": 0, "Index": 64}, {"Word": "----", "Confidence": 0.665, "X1": 0.536, "Y1": 0.21853, "X2": 0.562, "Y2": 0.21833, "X3": 0.561, "Y3": 0.22756, "X4": 0.536, "Y4": 0.22756, "page": 0, "Index": 65}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.21314, "X2": 0.469, "Y2": 0.21294, "X3": 0.469, "Y3": 0.23026, "X4": 0.435, "Y4": 0.23026, "page": 0, "Index": 66}, {"Word": "215.6", "Confidence": 0.994, "X1": 0.593, "Y1": 0.21718, "X2": 0.624, "Y2": 0.21698, "X3": 0.624, "Y3": 0.22891, "X4": 0.593, "Y4": 0.22891, "page": 0, "Index": 67}, {"Word": "-/1", "Confidence": 0.353, "X1": 0.187, "Y1": 0.22662, "X2": 0.205, "Y2": 0.22642, "X3": 0.205, "Y3": 0.24643, "X4": 0.187, "Y4": 0.24643, "page": 0, "Index": 68}, {"Word": "05-Nov-90", "Confidence": 0.69, "X1": 0.229, "Y1": 0.23066, "X2": 0.288, "Y2": 0.23046, "X3": 0.288, "Y3": 0.24104, "X4": 0.228, "Y4": 0.24104, "page": 0, "Index": 69}, {"Word": "11:22", "Confidence": 0.834, "X1": 0.305, "Y1": 0.22931, "X2": 0.337, "Y2": 0.22911, "X3": 0.337, "Y3": 0.24239, "X4": 0.306, "Y4": 0.24104, "page": 0, "Index": 70}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.352, "Y1": 0.22931, "X2": 0.412, "Y2": 0.22911, "X3": 0.412, "Y3": 0.24239, "X4": 0.352, "Y4": 0.24239, "page": 0, "Index": 71}, {"Word": "-2/-1", "Confidence": 0.85, "X1": 0.434, "Y1": 0.22662, "X2": 0.467, "Y2": 0.22642, "X3": 0.468, "Y3": 0.24508, "X4": 0.434, "Y4": 0.24508, "page": 0, "Index": 72}, {"Word": "43", "Confidence": 0.962, "X1": 0.489, "Y1": 0.22662, "X2": 0.504, "Y2": 0.22642, "X3": 0.505, "Y3": 0.24374, "X4": 0.49, "Y4": 0.24508, "page": 0, "Index": 73}, {"Word": "199.8", "Confidence": 0.994, "X1": 0.593, "Y1": 0.23066, "X2": 0.625, "Y2": 0.23046, "X3": 0.625, "Y3": 0.24374, "X4": 0.593, "Y4": 0.24239, "page": 0, "Index": 74}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.228, "Y1": 0.24414, "X2": 0.288, "Y2": 0.24394, "X3": 0.288, "Y3": 0.25586, "X4": 0.227, "Y4": 0.25586, "page": 0, "Index": 75}, {"Word": "11:22", "Confidence": 0.651, "X1": 0.305, "Y1": 0.24414, "X2": 0.336, "Y2": 0.24394, "X3": 0.336, "Y3": 0.25586, "X4": 0.306, "Y4": 0.25586, "page": 0, "Index": 76}, {"Word": "05-Nov-90", "Confidence": 0.536, "X1": 0.352, "Y1": 0.24414, "X2": 0.412, "Y2": 0.24394, "X3": 0.412, "Y3": 0.25721, "X4": 0.352, "Y4": 0.25586, "page": 0, "Index": 77}, {"Word": "249.7", "Confidence": 0.997, "X1": 0.592, "Y1": 0.24548, "X2": 0.625, "Y2": 0.24528, "X3": 0.625, "Y3": 0.25721, "X4": 0.592, "Y4": 0.25721, "page": 0, "Index": 78}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.24009, "X2": 0.469, "Y2": 0.23989, "X3": 0.469, "Y3": 0.25856, "X4": 0.434, "Y4": 0.25856, "page": 0, "Index": 79}, {"Word": "43", "Confidence": 0.998, "X1": 0.489, "Y1": 0.24414, "X2": 0.502, "Y2": 0.24394, "X3": 0.503, "Y3": 0.25856, "X4": 0.489, "Y4": 0.25856, "page": 0, "Index": 80}, {"Word": "O", "Confidence": 0.51, "X1": 0.66, "Y1": 0.26435, "X2": 0.66, "Y2": 0.26415, "X3": 0.655, "Y3": 0.26395, "X4": 0.655, "Y4": 0.25991, "page": 0, "Index": 81}, {"Word": "05-Nov-90", "Confidence": 0.991, "X1": 0.228, "Y1": 0.25896, "X2": 0.288, "Y2": 0.25876, "X3": 0.287, "Y3": 0.27069, "X4": 0.227, "Y4": 0.26934, "page": 0, "Index": 82}, {"Word": "11:23", "Confidence": 0.955, "X1": 0.306, "Y1": 0.25896, "X2": 0.336, "Y2": 0.25876, "X3": 0.336, "Y3": 0.27069, "X4": 0.306, "Y4": 0.26934, "page": 0, "Index": 83}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.352, "Y1": 0.25896, "X2": 0.412, "Y2": 0.25876, "X3": 0.412, "Y3": 0.27069, "X4": 0.351, "Y4": 0.27069, "page": 0, "Index": 84}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.25492, "X2": 0.469, "Y2": 0.25472, "X3": 0.469, "Y3": 0.27204, "X4": 0.434, "Y4": 0.27204, "page": 0, "Index": 85}, {"Word": "43", "Confidence": 0.998, "X1": 0.49, "Y1": 0.25761, "X2": 0.503, "Y2": 0.25741, "X3": 0.503, "Y3": 0.27338, "X4": 0.49, "Y4": 0.27338, "page": 0, "Index": 86}, {"Word": "266.7", "Confidence": 0.957, "X1": 0.593, "Y1": 0.26031, "X2": 0.625, "Y2": 0.26011, "X3": 0.625, "Y3": 0.27204, "X4": 0.593, "Y4": 0.27069, "page": 0, "Index": 87}, {"Word": "-11", "Confidence": 0.131, "X1": 0.186, "Y1": 0.26839, "X2": 0.208, "Y2": 0.26819, "X3": 0.208, "Y3": 0.28551, "X4": 0.186, "Y4": 0.28551, "page": 0, "Index": 88}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.228, "Y1": 0.27378, "X2": 0.289, "Y2": 0.27358, "X3": 0.288, "Y3": 0.28551, "X4": 0.228, "Y4": 0.28417, "page": 0, "Index": 89}, {"Word": "11:23", "Confidence": 0.804, "X1": 0.306, "Y1": 0.27244, "X2": 0.336, "Y2": 0.27224, "X3": 0.337, "Y3": 0.28417, "X4": 0.306, "Y4": 0.28417, "page": 0, "Index": 90}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.352, "Y1": 0.27378, "X2": 0.412, "Y2": 0.27358, "X3": 0.412, "Y3": 0.28551, "X4": 0.352, "Y4": 0.28551, "page": 0, "Index": 91}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.27109, "X2": 0.468, "Y2": 0.27089, "X3": 0.468, "Y3": 0.28686, "X4": 0.434, "Y4": 0.28686, "page": 0, "Index": 92}, {"Word": "NNNN", "Confidence": 0.682, "X1": 0.451, "Y1": 0.28052, "X2": 0.45, "Y2": 0.28032, "X3": 0.441, "Y3": 0.27878, "X4": 0.441, "Y4": 0.22756, "page": 0, "Index": 93}, {"Word": "211.6", "Confidence": 0.993, "X1": 0.593, "Y1": 0.27513, "X2": 0.625, "Y2": 0.27493, "X3": 0.625, "Y3": 0.28686, "X4": 0.593, "Y4": 0.28686, "page": 0, "Index": 94}, {"Word": "43", "Confidence": 0.996, "X1": 0.489, "Y1": 0.27109, "X2": 0.503, "Y2": 0.27089, "X3": 0.503, "Y3": 0.28821, "X4": 0.489, "Y4": 0.28821, "page": 0, "Index": 95}, {"Word": "89", "Confidence": 0.941, "X1": 0.057, "Y1": 0.28726, "X2": 0.069, "Y2": 0.28706, "X3": 0.068, "Y3": 0.29899, "X4": 0.057, "Y4": 0.29899, "page": 0, "Index": 96}, {"Word": "89", "Confidence": 0.63, "X1": 0.12, "Y1": 0.28726, "X2": 0.131, "Y2": 0.28706, "X3": 0.131, "Y3": 0.29899, "X4": 0.119, "Y4": 0.29899, "page": 0, "Index": 97}, {"Word": "-/1", "Confidence": 0.75, "X1": 0.184, "Y1": 0.28187, "X2": 0.206, "Y2": 0.28167, "X3": 0.207, "Y3": 0.30034, "X4": 0.185, "Y4": 0.30303, "page": 0, "Index": 98}, {"Word": "05-Nov-90", "Confidence": 0.657, "X1": 0.228, "Y1": 0.28861, "X2": 0.288, "Y2": 0.28841, "X3": 0.288, "Y3": 0.29899, "X4": 0.227, "Y4": 0.29899, "page": 0, "Index": 99}, {"Word": "11:24", "Confidence": 0.814, "X1": 0.306, "Y1": 0.28861, "X2": 0.336, "Y2": 0.28841, "X3": 0.336, "Y3": 0.29899, "X4": 0.306, "Y4": 0.29764, "page": 0, "Index": 100}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.351, "Y1": 0.28861, "X2": 0.412, "Y2": 0.28841, "X3": 0.412, "Y3": 0.30034, "X4": 0.351, "Y4": 0.30034, "page": 0, "Index": 101}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.435, "Y1": 0.28591, "X2": 0.468, "Y2": 0.28571, "X3": 0.468, "Y3": 0.30034, "X4": 0.435, "Y4": 0.30169, "page": 0, "Index": 102}, {"Word": "43", "Confidence": 0.994, "X1": 0.489, "Y1": 0.28591, "X2": 0.502, "Y2": 0.28571, "X3": 0.502, "Y3": 0.30034, "X4": 0.489, "Y4": 0.30034, "page": 0, "Index": 103}, {"Word": "239.3", "Confidence": 0.994, "X1": 0.593, "Y1": 0.28861, "X2": 0.624, "Y2": 0.28841, "X3": 0.624, "Y3": 0.30034, "X4": 0.593, "Y4": 0.30034, "page": 0, "Index": 104}, {"Word": "90", "Confidence": 0.941, "X1": 0.057, "Y1": 0.30209, "X2": 0.068, "Y2": 0.30189, "X3": 0.067, "Y3": 0.31247, "X4": 0.057, "Y4": 0.31112, "page": 0, "Index": 105}, {"Word": "-/1", "Confidence": 0.365, "X1": 0.185, "Y1": 0.2967, "X2": 0.209, "Y2": 0.2965, "X3": 0.21, "Y3": 0.31516, "X4": 0.186, "Y4": 0.31786, "page": 0, "Index": 106}, {"Word": "05-Nov-90", "Confidence": 0.945, "X1": 0.227, "Y1": 0.30343, "X2": 0.288, "Y2": 0.30323, "X3": 0.288, "Y3": 0.31382, "X4": 0.227, "Y4": 0.31382, "page": 0, "Index": 107}, {"Word": "11:24", "Confidence": 0.963, "X1": 0.306, "Y1": 0.30343, "X2": 0.336, "Y2": 0.30323, "X3": 0.336, "Y3": 0.31382, "X4": 0.306, "Y4": 0.31247, "page": 0, "Index": 108}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.351, "Y1": 0.30343, "X2": 0.411, "Y2": 0.30323, "X3": 0.411, "Y3": 0.31382, "X4": 0.351, "Y4": 0.31382, "page": 0, "Index": 109}, {"Word": "-2/-1", "Confidence": 0.825, "X1": 0.436, "Y1": 0.30209, "X2": 0.467, "Y2": 0.30189, "X3": 0.467, "Y3": 0.31516, "X4": 0.436, "Y4": 0.31516, "page": 0, "Index": 110}, {"Word": "43", "Confidence": 0.97, "X1": 0.489, "Y1": 0.29939, "X2": 0.502, "Y2": 0.29919, "X3": 0.502, "Y3": 0.31382, "X4": 0.489, "Y4": 0.31516, "page": 0, "Index": 111}, {"Word": "248.8", "Confidence": 0.704, "X1": 0.593, "Y1": 0.30343, "X2": 0.624, "Y2": 0.30323, "X3": 0.624, "Y3": 0.31516, "X4": 0.593, "Y4": 0.31516, "page": 0, "Index": 112}, {"Word": "91", "Confidence": 0.996, "X1": 0.057, "Y1": 0.31826, "X2": 0.068, "Y2": 0.31806, "X3": 0.068, "Y3": 0.32864, "X4": 0.056, "Y4": 0.32729, "page": 0, "Index": 113}, {"Word": "05-Nov-99", "Confidence": 0.657, "X1": 0.228, "Y1": 0.31691, "X2": 0.287, "Y2": 0.31671, "X3": 0.287, "Y3": 0.32864, "X4": 0.227, "Y4": 0.32864, "page": 0, "Index": 114}, {"Word": "11:25", "Confidence": 0.846, "X1": 0.305, "Y1": 0.31826, "X2": 0.335, "Y2": 0.31806, "X3": 0.335, "Y3": 0.32864, "X4": 0.304, "Y4": 0.32729, "page": 0, "Index": 115}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.351, "Y1": 0.31826, "X2": 0.411, "Y2": 0.31806, "X3": 0.411, "Y3": 0.32864, "X4": 0.351, "Y4": 0.32729, "page": 0, "Index": 116}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.434, "Y1": 0.31691, "X2": 0.467, "Y2": 0.31671, "X3": 0.467, "Y3": 0.32999, "X4": 0.434, "Y4": 0.32999, "page": 0, "Index": 117}, {"Word": "43", "Confidence": 0.955, "X1": 0.489, "Y1": 0.31691, "X2": 0.501, "Y2": 0.31671, "X3": 0.501, "Y3": 0.33134, "X4": 0.489, "Y4": 0.33134, "page": 0, "Index": 118}, {"Word": "202.5", "Confidence": 0.993, "X1": 0.593, "Y1": 0.31826, "X2": 0.624, "Y2": 0.31806, "X3": 0.624, "Y3": 0.32999, "X4": 0.592, "Y4": 0.32999, "page": 0, "Index": 119}, {"Word": "05-Nov-90", "Confidence": 0.677, "X1": 0.227, "Y1": 0.33174, "X2": 0.288, "Y2": 0.33154, "X3": 0.287, "Y3": 0.34347, "X4": 0.226, "Y4": 0.34347, "page": 0, "Index": 120}, {"Word": "11:25", "Confidence": 0.867, "X1": 0.304, "Y1": 0.33174, "X2": 0.335, "Y2": 0.33154, "X3": 0.335, "Y3": 0.34347, "X4": 0.304, "Y4": 0.34212, "page": 0, "Index": 121}, {"Word": "05-304-90", "Confidence": 0.577, "X1": 0.352, "Y1": 0.33308, "X2": 0.412, "Y2": 0.33288, "X3": 0.411, "Y3": 0.34347, "X4": 0.351, "Y4": 0.34347, "page": 0, "Index": 122}, {"Word": "-2/-1", "Confidence": 0.835, "X1": 0.435, "Y1": 0.33174, "X2": 0.467, "Y2": 0.33154, "X3": 0.467, "Y3": 0.34616, "X4": 0.435, "Y4": 0.34481, "page": 0, "Index": 123}, {"Word": "43", "Confidence": 0.97, "X1": 0.489, "Y1": 0.33039, "X2": 0.505, "Y2": 0.33019, "X3": 0.505, "Y3": 0.34481, "X4": 0.489, "Y4": 0.34616, "page": 0, "Index": 124}, {"Word": "226.9", "Confidence": 0.991, "X1": 0.593, "Y1": 0.33308, "X2": 0.624, "Y2": 0.33288, "X3": 0.624, "Y3": 0.34347, "X4": 0.593, "Y4": 0.34481, "page": 0, "Index": 125}, {"Word": "-12", "Confidence": 0.276, "X1": 0.186, "Y1": 0.33847, "X2": 0.207, "Y2": 0.33827, "X3": 0.209, "Y3": 0.35964, "X4": 0.186, "Y4": 0.36233, "page": 0, "Index": 126}, {"Word": "05-Nov-90", "Confidence": 0.854, "X1": 0.227, "Y1": 0.34656, "X2": 0.287, "Y2": 0.34636, "X3": 0.287, "Y3": 0.35829, "X4": 0.226, "Y4": 0.35829, "page": 0, "Index": 127}, {"Word": "11:25", "Confidence": 0.944, "X1": 0.305, "Y1": 0.34791, "X2": 0.335, "Y2": 0.34771, "X3": 0.335, "Y3": 0.35829, "X4": 0.305, "Y4": 0.35694, "page": 0, "Index": 128}, {"Word": "05-Nov-90", "Confidence": 0.655, "X1": 0.352, "Y1": 0.34791, "X2": 0.411, "Y2": 0.34771, "X3": 0.41, "Y3": 0.35829, "X4": 0.351, "Y4": 0.35694, "page": 0, "Index": 129}, {"Word": "-2/-1", "Confidence": 0.918, "X1": 0.434, "Y1": 0.34791, "X2": 0.467, "Y2": 0.34771, "X3": 0.466, "Y3": 0.35964, "X4": 0.433, "Y4": 0.35964, "page": 0, "Index": 130}, {"Word": "43", "Confidence": 0.942, "X1": 0.489, "Y1": 0.34387, "X2": 0.501, "Y2": 0.34367, "X3": 0.502, "Y3": 0.35964, "X4": 0.49, "Y4": 0.36099, "page": 0, "Index": 131}, {"Word": "214.9", "Confidence": 0.855, "X1": 0.593, "Y1": 0.34791, "X2": 0.623, "Y2": 0.34771, "X3": 0.623, "Y3": 0.35829, "X4": 0.593, "Y4": 0.35964, "page": 0, "Index": 132}, {"Word": "94", "Confidence": 0.882, "X1": 0.056, "Y1": 0.35869, "X2": 0.069, "Y2": 0.35849, "X3": 0.068, "Y3": 0.37042, "X4": 0.056, "Y4": 0.36907, "page": 0, "Index": 133}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.228, "Y1": 0.36139, "X2": 0.288, "Y2": 0.36119, "X3": 0.287, "Y3": 0.37177, "X4": 0.227, "Y4": 0.37177, "page": 0, "Index": 134}, {"Word": "11:26", "Confidence": 0.981, "X1": 0.305, "Y1": 0.36139, "X2": 0.335, "Y2": 0.36119, "X3": 0.335, "Y3": 0.37177, "X4": 0.306, "Y4": 0.37042, "page": 0, "Index": 135}, {"Word": "05-Nov-90", "Confidence": 0.366, "X1": 0.352, "Y1": 0.36139, "X2": 0.411, "Y2": 0.36119, "X3": 0.41, "Y3": 0.37177, "X4": 0.351, "Y4": 0.37177, "page": 0, "Index": 136}, {"Word": "-2/-1", "Confidence": 0.981, "X1": 0.434, "Y1": 0.36004, "X2": 0.467, "Y2": 0.35984, "X3": 0.466, "Y3": 0.37312, "X4": 0.433, "Y4": 0.37312, "page": 0, "Index": 137}, {"Word": "43", "Confidence": 0.849, "X1": 0.489, "Y1": 0.35869, "X2": 0.502, "Y2": 0.35849, "X3": 0.503, "Y3": 0.37312, "X4": 0.489, "Y4": 0.37312, "page": 0, "Index": 138}, {"Word": "253.0", "Confidence": 0.993, "X1": 0.592, "Y1": 0.36273, "X2": 0.623, "Y2": 0.36253, "X3": 0.623, "Y3": 0.37177, "X4": 0.592, "Y4": 0.37312, "page": 0, "Index": 139}, {"Word": "95", "Confidence": 0.996, "X1": 0.058, "Y1": 0.37486, "X2": 0.067, "Y2": 0.37466, "X3": 0.067, "Y3": 0.3839, "X4": 0.058, "Y4": 0.3839, "page": 0, "Index": 140}, {"Word": "95", "Confidence": 0.958, "X1": 0.119, "Y1": 0.37486, "X2": 0.13, "Y2": 0.37466, "X3": 0.13, "Y3": 0.38524, "X4": 0.119, "Y4": 0.3839, "page": 0, "Index": 141}, {"Word": "-/1", "Confidence": 0.596, "X1": 0.187, "Y1": 0.36812, "X2": 0.205, "Y2": 0.36792, "X3": 0.208, "Y3": 0.38794, "X4": 0.188, "Y4": 0.39198, "page": 0, "Index": 142}, {"Word": "05-Nov-90", "Confidence": 0.798, "X1": 0.227, "Y1": 0.37621, "X2": 0.287, "Y2": 0.37601, "X3": 0.287, "Y3": 0.38659, "X4": 0.227, "Y4": 0.38659, "page": 0, "Index": 143}, {"Word": "11:26", "Confidence": 0.638, "X1": 0.306, "Y1": 0.37621, "X2": 0.335, "Y2": 0.37601, "X3": 0.335, "Y3": 0.38659, "X4": 0.306, "Y4": 0.38524, "page": 0, "Index": 144}, {"Word": "05-Nov-90", "Confidence": 0.631, "X1": 0.352, "Y1": 0.37756, "X2": 0.411, "Y2": 0.37736, "X3": 0.411, "Y3": 0.38794, "X4": 0.352, "Y4": 0.38659, "page": 0, "Index": 145}, {"Word": "49", "Confidence": 0.846, "X1": 0.49, "Y1": 0.37352, "X2": 0.503, "Y2": 0.37332, "X3": 0.503, "Y3": 0.38794, "X4": 0.49, "Y4": 0.38929, "page": 0, "Index": 146}, {"Word": "253.9", "Confidence": 0.993, "X1": 0.593, "Y1": 0.37621, "X2": 0.623, "Y2": 0.37601, "X3": 0.623, "Y3": 0.38794, "X4": 0.593, "Y4": 0.38929, "page": 0, "Index": 147}, {"Word": "-2/-1", "Confidence": 0.901, "X1": 0.434, "Y1": 0.37621, "X2": 0.467, "Y2": 0.37601, "X3": 0.467, "Y3": 0.38929, "X4": 0.433, "Y4": 0.38794, "page": 0, "Index": 148}, {"Word": "96", "Confidence": 0.903, "X1": 0.118, "Y1": 0.38699, "X2": 0.13, "Y2": 0.38679, "X3": 0.13, "Y3": 0.40007, "X4": 0.118, "Y4": 0.40007, "page": 0, "Index": 149}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.227, "Y1": 0.39104, "X2": 0.287, "Y2": 0.39084, "X3": 0.287, "Y3": 0.40007, "X4": 0.227, "Y4": 0.40007, "page": 0, "Index": 150}, {"Word": "11:27", "Confidence": 0.958, "X1": 0.305, "Y1": 0.39104, "X2": 0.335, "Y2": 0.39084, "X3": 0.335, "Y3": 0.40142, "X4": 0.305, "Y4": 0.39872, "page": 0, "Index": 151}, {"Word": "05-Nov-90", "Confidence": 0.625, "X1": 0.352, "Y1": 0.39104, "X2": 0.411, "Y2": 0.39084, "X3": 0.41, "Y3": 0.40142, "X4": 0.352, "Y4": 0.40142, "page": 0, "Index": 152}, {"Word": "-2/-1", "Confidence": 0.823, "X1": 0.434, "Y1": 0.38969, "X2": 0.467, "Y2": 0.38949, "X3": 0.466, "Y3": 0.40276, "X4": 0.433, "Y4": 0.40142, "page": 0, "Index": 153}, {"Word": "43", "Confidence": 0.991, "X1": 0.489, "Y1": 0.38699, "X2": 0.501, "Y2": 0.38679, "X3": 0.502, "Y3": 0.40142, "X4": 0.489, "Y4": 0.40276, "page": 0, "Index": 154}, {"Word": "239.2", "Confidence": 0.971, "X1": 0.592, "Y1": 0.39104, "X2": 0.624, "Y2": 0.39084, "X3": 0.624, "Y3": 0.40276, "X4": 0.591, "Y4": 0.40276, "page": 0, "Index": 155}, {"Word": "97", "Confidence": 0.993, "X1": 0.053, "Y1": 0.39912, "X2": 0.069, "Y2": 0.39892, "X3": 0.07, "Y3": 0.41489, "X4": 0.055, "Y4": 0.41894, "page": 0, "Index": 156}, {"Word": "97", "Confidence": 0.671, "X1": 0.118, "Y1": 0.40182, "X2": 0.13, "Y2": 0.40162, "X3": 0.131, "Y3": 0.41355, "X4": 0.118, "Y4": 0.41489, "page": 0, "Index": 157}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.227, "Y1": 0.40451, "X2": 0.286, "Y2": 0.40431, "X3": 0.286, "Y3": 0.41489, "X4": 0.226, "Y4": 0.41489, "page": 0, "Index": 158}, {"Word": "11:27", "Confidence": 0.886, "X1": 0.303, "Y1": 0.40586, "X2": 0.335, "Y2": 0.40566, "X3": 0.335, "Y3": 0.41624, "X4": 0.303, "Y4": 0.41489, "page": 0, "Index": 159}, {"Word": "05-Nov-90", "Confidence": 0.871, "X1": 0.351, "Y1": 0.40586, "X2": 0.411, "Y2": 0.40566, "X3": 0.41, "Y3": 0.41624, "X4": 0.351, "Y4": 0.41489, "page": 0, "Index": 160}, {"Word": "-2/-1", "Confidence": 0.959, "X1": 0.434, "Y1": 0.40316, "X2": 0.467, "Y2": 0.40296, "X3": 0.466, "Y3": 0.41759, "X4": 0.433, "Y4": 0.41624, "page": 0, "Index": 161}, {"Word": "43", "Confidence": 0.955, "X1": 0.487, "Y1": 0.40182, "X2": 0.501, "Y2": 0.40162, "X3": 0.502, "Y3": 0.41624, "X4": 0.488, "Y4": 0.41759, "page": 0, "Index": 162}, {"Word": "213.0", "Confidence": 0.994, "X1": 0.592, "Y1": 0.40451, "X2": 0.623, "Y2": 0.40431, "X3": 0.623, "Y3": 0.41624, "X4": 0.591, "Y4": 0.41759, "page": 0, "Index": 163}, {"Word": "98", "Confidence": 0.958, "X1": 0.054, "Y1": 0.41664, "X2": 0.068, "Y2": 0.41644, "X3": 0.068, "Y3": 0.43107, "X4": 0.054, "Y4": 0.43107, "page": 0, "Index": 164}, {"Word": "-/1", "Confidence": 0.942, "X1": 0.185, "Y1": 0.41395, "X2": 0.204, "Y2": 0.41375, "X3": 0.204, "Y3": 0.43511, "X4": 0.185, "Y4": 0.43511, "page": 0, "Index": 165}, {"Word": "05-Nov-90", "Confidence": 0.804, "X1": 0.226, "Y1": 0.41934, "X2": 0.286, "Y2": 0.41914, "X3": 0.286, "Y3": 0.43107, "X4": 0.226, "Y4": 0.42972, "page": 0, "Index": 166}, {"Word": "11:28", "Confidence": 0.996, "X1": 0.304, "Y1": 0.42069, "X2": 0.334, "Y2": 0.42049, "X3": 0.334, "Y3": 0.42972, "X4": 0.304, "Y4": 0.42972, "page": 0, "Index": 167}, {"Word": "05-Nov-90", "Confidence": 0.616, "X1": 0.351, "Y1": 0.42069, "X2": 0.411, "Y2": 0.42049, "X3": 0.41, "Y3": 0.42972, "X4": 0.351, "Y4": 0.42972, "page": 0, "Index": 168}, {"Word": "43", "Confidence": 0.997, "X1": 0.487, "Y1": 0.41799, "X2": 0.501, "Y2": 0.41779, "X3": 0.502, "Y3": 0.43241, "X4": 0.488, "Y4": 0.43376, "page": 0, "Index": 169}, {"Word": "260.1", "Confidence": 0.957, "X1": 0.592, "Y1": 0.42069, "X2": 0.623, "Y2": 0.42049, "X3": 0.623, "Y3": 0.43107, "X4": 0.591, "Y4": 0.43107, "page": 0, "Index": 170}, {"Word": "99", "Confidence": 0.717, "X1": 0.055, "Y1": 0.43012, "X2": 0.067, "Y2": 0.42992, "X3": 0.068, "Y3": 0.4432, "X4": 0.056, "Y4": 0.44454, "page": 0, "Index": 171}, {"Word": "05-Nov-90", "Confidence": 0.839, "X1": 0.227, "Y1": 0.43416, "X2": 0.287, "Y2": 0.43396, "X3": 0.287, "Y3": 0.44454, "X4": 0.227, "Y4": 0.44454, "page": 0, "Index": 172}, {"Word": "11:28", "Confidence": 0.859, "X1": 0.303, "Y1": 0.43551, "X2": 0.334, "Y2": 0.43531, "X3": 0.334, "Y3": 0.44454, "X4": 0.304, "Y4": 0.4432, "page": 0, "Index": 173}, {"Word": "05-Nov-90", "Confidence": 0.667, "X1": 0.351, "Y1": 0.43416, "X2": 0.411, "Y2": 0.43396, "X3": 0.41, "Y3": 0.44454, "X4": 0.351, "Y4": 0.4432, "page": 0, "Index": 174}, {"Word": "43", "Confidence": 0.989, "X1": 0.489, "Y1": 0.43147, "X2": 0.502, "Y2": 0.43127, "X3": 0.503, "Y3": 0.44724, "X4": 0.49, "Y4": 0.44859, "page": 0, "Index": 175}, {"Word": "259.6", "Confidence": 0.969, "X1": 0.592, "Y1": 0.43416, "X2": 0.623, "Y2": 0.43396, "X3": 0.623, "Y3": 0.44589, "X4": 0.592, "Y4": 0.44589, "page": 0, "Index": 176}, {"Word": "100", "Confidence": 0.993, "X1": 0.048, "Y1": 0.44629, "X2": 0.067, "Y2": 0.44609, "X3": 0.067, "Y3": 0.46072, "X4": 0.048, "Y4": 0.46072, "page": 0, "Index": 177}, {"Word": "-/1", "Confidence": 0.893, "X1": 0.185, "Y1": 0.44494, "X2": 0.205, "Y2": 0.44474, "X3": 0.205, "Y3": 0.46341, "X4": 0.185, "Y4": 0.46341, "page": 0, "Index": 178}, {"Word": "OS-Nov-90", "Confidence": 0.558, "X1": 0.227, "Y1": 0.44899, "X2": 0.286, "Y2": 0.44879, "X3": 0.286, "Y3": 0.45937, "X4": 0.227, "Y4": 0.45937, "page": 0, "Index": 179}, {"Word": "11:29", "Confidence": 0.83, "X1": 0.303, "Y1": 0.45033, "X2": 0.334, "Y2": 0.45013, "X3": 0.334, "Y3": 0.45937, "X4": 0.303, "Y4": 0.45937, "page": 0, "Index": 180}, {"Word": "05-Nov-90", "Confidence": 0.658, "X1": 0.352, "Y1": 0.45033, "X2": 0.411, "Y2": 0.45013, "X3": 0.411, "Y3": 0.46072, "X4": 0.351, "Y4": 0.45802, "page": 0, "Index": 181}, {"Word": "43", "Confidence": 0.938, "X1": 0.488, "Y1": 0.44494, "X2": 0.501, "Y2": 0.44474, "X3": 0.502, "Y3": 0.46072, "X4": 0.489, "Y4": 0.46206, "page": 0, "Index": 182}, {"Word": "267.9", "Confidence": 0.993, "X1": 0.592, "Y1": 0.44899, "X2": 0.623, "Y2": 0.44879, "X3": 0.624, "Y3": 0.46072, "X4": 0.592, "Y4": 0.46206, "page": 0, "Index": 183}, {"Word": "101", "Confidence": 0.995, "X1": 0.048, "Y1": 0.45977, "X2": 0.067, "Y2": 0.45957, "X3": 0.067, "Y3": 0.47285, "X4": 0.048, "Y4": 0.47285, "page": 0, "Index": 184}, {"Word": "05-Nov-90", "Confidence": 0.5, "X1": 0.227, "Y1": 0.46246, "X2": 0.286, "Y2": 0.46226, "X3": 0.286, "Y3": 0.47285, "X4": 0.227, "Y4": 0.47419, "page": 0, "Index": 185}, {"Word": "11:29", "Confidence": 0.997, "X1": 0.303, "Y1": 0.46516, "X2": 0.334, "Y2": 0.46496, "X3": 0.333, "Y3": 0.47419, "X4": 0.303, "Y4": 0.47285, "page": 0, "Index": 186}, {"Word": "05-Nov-90", "Confidence": 0.688, "X1": 0.351, "Y1": 0.46381, "X2": 0.41, "Y2": 0.46361, "X3": 0.41, "Y3": 0.47419, "X4": 0.351, "Y4": 0.47285, "page": 0, "Index": 187}, {"Word": "-2/-1", "Confidence": 0.956, "X1": 0.435, "Y1": 0.46246, "X2": 0.466, "Y2": 0.46226, "X3": 0.465, "Y3": 0.47554, "X4": 0.434, "Y4": 0.47554, "page": 0, "Index": 188}, {"Word": "43", "Confidence": 0.991, "X1": 0.488, "Y1": 0.45977, "X2": 0.502, "Y2": 0.45957, "X3": 0.502, "Y3": 0.47689, "X4": 0.488, "Y4": 0.47689, "page": 0, "Index": 189}, {"Word": "260.7", "Confidence": 0.955, "X1": 0.591, "Y1": 0.46381, "X2": 0.624, "Y2": 0.46361, "X3": 0.624, "Y3": 0.47689, "X4": 0.591, "Y4": 0.47554, "page": 0, "Index": 190}, {"Word": "102", "Confidence": 0.941, "X1": 0.048, "Y1": 0.47594, "X2": 0.067, "Y2": 0.47574, "X3": 0.067, "Y3": 0.48632, "X4": 0.048, "Y4": 0.48632, "page": 0, "Index": 191}, {"Word": "05-Nov-90", "Confidence": 0.525, "X1": 0.227, "Y1": 0.47729, "X2": 0.286, "Y2": 0.47709, "X3": 0.286, "Y3": 0.48767, "X4": 0.227, "Y4": 0.48902, "page": 0, "Index": 192}, {"Word": "11:30", "Confidence": 0.816, "X1": 0.303, "Y1": 0.47864, "X2": 0.334, "Y2": 0.47844, "X3": 0.334, "Y3": 0.48767, "X4": 0.303, "Y4": 0.48632, "page": 0, "Index": 193}, {"Word": "43", "Confidence": 0.681, "X1": 0.488, "Y1": 0.47325, "X2": 0.5, "Y2": 0.47305, "X3": 0.501, "Y3": 0.48767, "X4": 0.488, "Y4": 0.48902, "page": 0, "Index": 194}, {"Word": "102", "Confidence": 0.93, "X1": 0.111, "Y1": 0.47325, "X2": 0.132, "Y2": 0.47305, "X3": 0.131, "Y3": 0.49171, "X4": 0.111, "Y4": 0.49037, "page": 0, "Index": 195}, {"Word": "05-Nov-90", "Confidence": 0.67, "X1": 0.352, "Y1": 0.47864, "X2": 0.41, "Y2": 0.47844, "X3": 0.41, "Y3": 0.48902, "X4": 0.351, "Y4": 0.48767, "page": 0, "Index": 196}, {"Word": "+2/-1", "Confidence": 0.657, "X1": 0.434, "Y1": 0.47729, "X2": 0.466, "Y2": 0.47709, "X3": 0.466, "Y3": 0.49037, "X4": 0.433, "Y4": 0.49037, "page": 0, "Index": 197}, {"Word": "NNNNN", "Confidence": 0.124, "X1": 0.448, "Y1": 0.4975, "X2": 0.451, "Y2": 0.4973, "X3": 0.442, "Y3": 0.4971, "X4": 0.439, "Y4": 0.43376, "page": 0, "Index": 198}, {"Word": "254.6", "Confidence": 0.991, "X1": 0.591, "Y1": 0.47864, "X2": 0.622, "Y2": 0.47844, "X3": 0.623, "Y3": 0.49037, "X4": 0.59, "Y4": 0.49037, "page": 0, "Index": 199}, {"Word": "103", "Confidence": 0.922, "X1": 0.048, "Y1": 0.49077, "X2": 0.067, "Y2": 0.49057, "X3": 0.067, "Y3": 0.50115, "X4": 0.048, "Y4": 0.50115, "page": 0, "Index": 200}, {"Word": "103", "Confidence": 0.676, "X1": 0.111, "Y1": 0.48672, "X2": 0.13, "Y2": 0.48652, "X3": 0.13, "Y3": 0.50115, "X4": 0.11, "Y4": 0.4998, "page": 0, "Index": 201}, {"Word": "05-Nov-90", "Confidence": 0.722, "X1": 0.226, "Y1": 0.49211, "X2": 0.286, "Y2": 0.49191, "X3": 0.286, "Y3": 0.5025, "X4": 0.226, "Y4": 0.5025, "page": 0, "Index": 202}, {"Word": "11:30", "Confidence": 0.991, "X1": 0.304, "Y1": 0.49346, "X2": 0.333, "Y2": 0.49326, "X3": 0.333, "Y3": 0.50384, "X4": 0.304, "Y4": 0.5025, "page": 0, "Index": 203}, {"Word": "05-Nov-90", "Confidence": 0.669, "X1": 0.351, "Y1": 0.49346, "X2": 0.41, "Y2": 0.49326, "X3": 0.41, "Y3": 0.50384, "X4": 0.351, "Y4": 0.50115, "page": 0, "Index": 204}, {"Word": "205.3", "Confidence": 0.991, "X1": 0.591, "Y1": 0.49077, "X2": 0.623, "Y2": 0.49057, "X3": 0.623, "Y3": 0.50384, "X4": 0.591, "Y4": 0.50384, "page": 0, "Index": 205}, {"Word": "104", "Confidence": 0.993, "X1": 0.11, "Y1": 0.50424, "X2": 0.13, "Y2": 0.50404, "X3": 0.13, "Y3": 0.51597, "X4": 0.11, "Y4": 0.51597, "page": 0, "Index": 206}, {"Word": "11:31", "Confidence": 0.992, "X1": 0.303, "Y1": 0.50694, "X2": 0.334, "Y2": 0.50674, "X3": 0.334, "Y3": 0.51732, "X4": 0.303, "Y4": 0.51732, "page": 0, "Index": 207}, {"Word": "NNN", "Confidence": 0.798, "X1": 0.446, "Y1": 0.51233, "X2": 0.447, "Y2": 0.51213, "X3": 0.438, "Y3": 0.51193, "X4": 0.437, "Y4": 0.47554, "page": 0, "Index": 208}, {"Word": "1", "Confidence": 0.795, "X1": 0.558, "Y1": 0.51637, "X2": 0.558, "Y2": 0.51617, "X3": 0.541, "Y3": 0.51597, "X4": 0.541, "Y4": 0.50519, "page": 0, "Index": 209}, {"Word": "05-Nov-90", "Confidence": 0.562, "X1": 0.226, "Y1": 0.50694, "X2": 0.286, "Y2": 0.50674, "X3": 0.286, "Y3": 0.51867, "X4": 0.226, "Y4": 0.51732, "page": 0, "Index": 210}, {"Word": "05-Rov-90", "Confidence": 0.665, "X1": 0.351, "Y1": 0.50829, "X2": 0.411, "Y2": 0.50809, "X3": 0.41, "Y3": 0.51867, "X4": 0.35, "Y4": 0.51732, "page": 0, "Index": 211}, {"Word": "52194", "Confidence": 0.994, "X1": 0.165, "Y1": 0.96381, "X2": 0.121, "Y2": 0.96361, "X3": 0.121, "Y3": 0.94454, "X4": 0.165, "Y4": 0.9432, "page": 0, "Index": 212}, {"Word": "4634", "Confidence": 0.991, "X1": 0.11, "Y1": 0.96785, "X2": 0.074, "Y2": 0.96765, "X3": 0.074, "Y3": 0.94859, "X4": 0.11, "Y4": 0.94589, "page": 0, "Index": 213}]}
"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"
ffbg0065
11
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.8105, "X1": 0.043, "Y1": 0.0905, "X2": 0.142, "Y2": 0.0903, "X3": 0.142, "Y3": 0.10492, "X4": 0.043, "Y4": 0.10357, "page": 0}, {"Word": "Preliminary assignment statistics", "Confidence": 0.77033, "X1": 0.415, "Y1": 0.09589, "X2": 0.646, "Y2": 0.09569, "X3": 0.646, "Y3": 0.11301, "X4": 0.415, "Y4": 0.11166, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.7585, "X1": 0.821, "Y1": 0.09993, "X2": 0.946, "Y2": 0.09973, "X3": 0.946, "Y3": 0.1157, "X4": 0.821, "Y4": 0.11436, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.80833, "X1": 0.044, "Y1": 0.10667, "X2": 0.239, "Y2": 0.10647, "X3": 0.239, "Y3": 0.12109, "X4": 0.044, "Y4": 0.1184, "page": 0}, {"Word": "Study: TOX-035", "Confidence": 0.947, "X1": 0.482, "Y1": 0.11071, "X2": 0.581, "Y2": 0.11051, "X3": 0.581, "Y3": 0.12514, "X4": 0.482, "Y4": 0.12648, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.5995, "X1": 0.044, "Y1": 0.12149, "X2": 0.143, "Y2": 0.12129, "X3": 0.143, "Y3": 0.13457, "X4": 0.044, "Y4": 0.13322, "page": 0}, {"Word": "Pago: 1", "Confidence": 0.682, "X1": 0.836, "Y1": 0.1161, "X2": 0.885, "Y2": 0.1159, "X3": 0.885, "Y3": 0.12918, "X4": 0.836, "Y4": 0.12918, "page": 0}, {"Word": "WINSTON-SALEM, NORTH CAROLINA 27102", "Confidence": 0.86925, "X1": 0.044, "Y1": 0.13632, "X2": 0.287, "Y2": 0.13612, "X3": 0.287, "Y3": 0.15074, "X4": 0.044, "Y4": 0.1494, "page": 0}, {"Word": ".....", "Confidence": 0.122, "X1": 0.518, "Y1": 0.18484, "X2": 0.58, "Y2": 0.18464, "X3": 0.58, "Y3": 0.19926, "X4": 0.518, "Y4": 0.19791, "page": 0}, {"Word": "Group", "Confidence": 0.948, "X1": 0.133, "Y1": 0.21179, "X2": 0.168, "Y2": 0.21159, "X3": 0.168, "Y3": 0.22487, "X4": 0.132, "Y4": 0.22217, "page": 0}, {"Word": "Control", "Confidence": 0.515, "X1": 0.208, "Y1": 0.21044, "X2": 0.259, "Y2": 0.21024, "X3": 0.259, "Y3": 0.22487, "X4": 0.207, "Y4": 0.22487, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.318, "Y1": 0.21314, "X2": 0.327, "Y2": 0.21294, "X3": 0.327, "Y3": 0.22487, "X4": 0.318, "Y4": 0.22487, "page": 0}, {"Word": "3", "Confidence": 0.902, "X1": 0.401, "Y1": 0.21314, "X2": 0.409, "Y2": 0.21294, "X3": 0.409, "Y3": 0.22622, "X4": 0.401, "Y4": 0.22622, "page": 0}, {"Word": "5", "Confidence": 0.97, "X1": 0.565, "Y1": 0.21583, "X2": 0.573, "Y2": 0.21563, "X3": 0.574, "Y3": 0.22756, "X4": 0.565, "Y4": 0.22756, "page": 0}, {"Word": "7", "Confidence": 0.907, "X1": 0.731, "Y1": 0.21718, "X2": 0.74, "Y2": 0.21698, "X3": 0.74, "Y3": 0.23161, "X4": 0.731, "Y4": 0.23161, "page": 0}, {"Word": "Husbar/group", "Confidence": 0.238, "X1": 0.083, "Y1": 0.22527, "X2": 0.168, "Y2": 0.22507, "X3": 0.168, "Y3": 0.23969, "X4": 0.083, "Y4": 0.237, "page": 0}, {"Word": "5", "Confidence": 0.675, "X1": 0.236, "Y1": 0.22527, "X2": 0.245, "Y2": 0.22507, "X3": 0.244, "Y3": 0.23834, "X4": 0.235, "Y4": 0.23834, "page": 0}, {"Word": "S", "Confidence": 0.601, "X1": 0.316, "Y1": 0.22527, "X2": 0.326, "Y2": 0.22507, "X3": 0.327, "Y3": 0.23834, "X4": 0.316, "Y4": 0.237, "page": 0}, {"Word": "5", "Confidence": 0.994, "X1": 0.48, "Y1": 0.22662, "X2": 0.493, "Y2": 0.22642, "X3": 0.493, "Y3": 0.24104, "X4": 0.481, "Y4": 0.24104, "page": 0}, {"Word": "5", "Confidence": 0.994, "X1": 0.564, "Y1": 0.22662, "X2": 0.575, "Y2": 0.22642, "X3": 0.575, "Y3": 0.24104, "X4": 0.564, "Y4": 0.24104, "page": 0}, {"Word": "5", "Confidence": 0.403, "X1": 0.814, "Y1": 0.23201, "X2": 0.822, "Y2": 0.23181, "X3": 0.822, "Y3": 0.24374, "X4": 0.814, "Y4": 0.24374, "page": 0}, {"Word": "Mean", "Confidence": 0.717, "X1": 0.139, "Y1": 0.24144, "X2": 0.168, "Y2": 0.24124, "X3": 0.168, "Y3": 0.25317, "X4": 0.139, "Y4": 0.25182, "page": 0}, {"Word": "328.6", "Confidence": 0.997, "X1": 0.216, "Y1": 0.24009, "X2": 0.251, "Y2": 0.23989, "X3": 0.251, "Y3": 0.25452, "X4": 0.216, "Y4": 0.25317, "page": 0}, {"Word": "326.4", "Confidence": 0.994, "X1": 0.299, "Y1": 0.24009, "X2": 0.334, "Y2": 0.23989, "X3": 0.334, "Y3": 0.25317, "X4": 0.299, "Y4": 0.25317, "page": 0}, {"Word": "325.7", "Confidence": 0.994, "X1": 0.38, "Y1": 0.24279, "X2": 0.416, "Y2": 0.24259, "X3": 0.416, "Y3": 0.25586, "X4": 0.38, "Y4": 0.25452, "page": 0}, {"Word": "328.7", "Confidence": 0.783, "X1": 0.543, "Y1": 0.24279, "X2": 0.581, "Y2": 0.24259, "X3": 0.581, "Y3": 0.25721, "X4": 0.543, "Y4": 0.25856, "page": 0}, {"Word": "327.4", "Confidence": 0.997, "X1": 0.629, "Y1": 0.24548, "X2": 0.663, "Y2": 0.24528, "X3": 0.663, "Y3": 0.25721, "X4": 0.629, "Y4": 0.25721, "page": 0}, {"Word": "Standard deviation", "Confidence": 0.8745, "X1": 0.044, "Y1": 0.25492, "X2": 0.168, "Y2": 0.25472, "X3": 0.168, "Y3": 0.26799, "X4": 0.044, "Y4": 0.26665, "page": 0}, {"Word": "* 327.3", "Confidence": 0.5425, "X1": 0.454, "Y1": 0.24279, "X2": 0.5, "Y2": 0.24259, "X3": 0.5, "Y3": 0.25856, "X4": 0.454, "Y4": 0.25317, "page": 0}, {"Word": "329.7", "Confidence": 0.926, "X1": 0.711, "Y1": 0.24548, "X2": 0.746, "Y2": 0.24528, "X3": 0.746, "Y3": 0.25856, "X4": 0.711, "Y4": 0.25856, "page": 0}, {"Word": "324.7", "Confidence": 0.991, "X1": 0.793, "Y1": 0.24818, "X2": 0.828, "Y2": 0.24798, "X3": 0.828, "Y3": 0.26126, "X4": 0.793, "Y4": 0.26126, "page": 0}, {"Word": "22.86", "Confidence": 0.995, "X1": 0.215, "Y1": 0.25492, "X2": 0.252, "Y2": 0.25472, "X3": 0.251, "Y3": 0.26934, "X4": 0.215, "Y4": 0.26799, "page": 0}, {"Word": "23.93", "Confidence": 0.996, "X1": 0.296, "Y1": 0.25626, "X2": 0.334, "Y2": 0.25606, "X3": 0.334, "Y3": 0.26934, "X4": 0.296, "Y4": 0.26934, "page": 0}, {"Word": "26. 17", "Confidence": 0.8885, "X1": 0.38, "Y1": 0.25761, "X2": 0.416, "Y2": 0.25741, "X3": 0.416, "Y3": 0.27069, "X4": 0.38, "Y4": 0.27069, "page": 0}, {"Word": "25.13", "Confidence": 0.983, "X1": 0.462, "Y1": 0.25761, "X2": 0.498, "Y2": 0.25741, "X3": 0.498, "Y3": 0.27069, "X4": 0.462, "Y4": 0.27204, "page": 0}, {"Word": "24.85", "Confidence": 0.994, "X1": 0.544, "Y1": 0.25896, "X2": 0.58, "Y2": 0.25876, "X3": 0.58, "Y3": 0.27204, "X4": 0.544, "Y4": 0.27338, "page": 0}, {"Word": "23.18", "Confidence": 0.991, "X1": 0.629, "Y1": 0.26031, "X2": 0.663, "Y2": 0.26011, "X3": 0.663, "Y3": 0.27204, "X4": 0.629, "Y4": 0.27338, "page": 0}, {"Word": "23.02", "Confidence": 0.997, "X1": 0.712, "Y1": 0.263, "X2": 0.745, "Y2": 0.2628, "X3": 0.745, "Y3": 0.27473, "X4": 0.712, "Y4": 0.27473, "page": 0}, {"Word": "26.65", "Confidence": 0.994, "X1": 0.794, "Y1": 0.263, "X2": 0.827, "Y2": 0.2628, "X3": 0.827, "Y3": 0.27473, "X4": 0.794, "Y4": 0.27338, "page": 0}, {"Word": "Group ditt.@ P =. 05", "Confidence": 0.6308, "X1": 0.042, "Y1": 0.26974, "X2": 0.169, "Y2": 0.26954, "X3": 0.169, "Y3": 0.28282, "X4": 0.042, "Y4": 0.28282, "page": 0}, {"Word": "42.82", "Confidence": 0.963, "X1": 0.295, "Y1": 0.26974, "X2": 0.334, "Y2": 0.26954, "X3": 0.334, "Y3": 0.28282, "X4": 0.295, "Y4": 0.28282, "page": 0}, {"Word": "42.82", "Confidence": 0.675, "X1": 0.38, "Y1": 0.27244, "X2": 0.416, "Y2": 0.27224, "X3": 0.416, "Y3": 0.28417, "X4": 0.38, "Y4": 0.28417, "page": 0}, {"Word": "42.82", "Confidence": 0.991, "X1": 0.462, "Y1": 0.27244, "X2": 0.498, "Y2": 0.27224, "X3": 0.498, "Y3": 0.28686, "X4": 0.462, "Y4": 0.28686, "page": 0}, {"Word": "42.82", "Confidence": 0.885, "X1": 0.543, "Y1": 0.27378, "X2": 0.581, "Y2": 0.27358, "X3": 0.581, "Y3": 0.28686, "X4": 0.543, "Y4": 0.28686, "page": 0}, {"Word": "Group diff.e Pm. 01", "Confidence": 0.586, "X1": 0.044, "Y1": 0.28322, "X2": 0.167, "Y2": 0.28302, "X3": 0.167, "Y3": 0.2963, "X4": 0.044, "Y4": 0.2963, "page": 0}, {"Word": "42.82", "Confidence": 0.908, "X1": 0.628, "Y1": 0.27648, "X2": 0.663, "Y2": 0.27628, "X3": 0.663, "Y3": 0.28821, "X4": 0.628, "Y4": 0.28686, "page": 0}, {"Word": "42.82", "Confidence": 0.964, "X1": 0.712, "Y1": 0.27648, "X2": 0.746, "Y2": 0.27628, "X3": 0.746, "Y3": 0.28821, "X4": 0.712, "Y4": 0.28956, "page": 0}, {"Word": "42.82", "Confidence": 0.997, "X1": 0.794, "Y1": 0.27648, "X2": 0.827, "Y2": 0.27628, "X3": 0.827, "Y3": 0.28956, "X4": 0.794, "Y4": 0.28956, "page": 0}, {"Word": "52.95", "Confidence": 0.994, "X1": 0.297, "Y1": 0.28591, "X2": 0.333, "Y2": 0.28571, "X3": 0.333, "Y3": 0.29899, "X4": 0.297, "Y4": 0.29899, "page": 0}, {"Word": "52.95", "Confidence": 0.996, "X1": 0.38, "Y1": 0.28726, "X2": 0.417, "Y2": 0.28706, "X3": 0.416, "Y3": 0.30034, "X4": 0.38, "Y4": 0.30034, "page": 0}, {"Word": "52.95", "Confidence": 0.777, "X1": 0.46, "Y1": 0.28591, "X2": 0.499, "Y2": 0.28571, "X3": 0.499, "Y3": 0.30169, "X4": 0.46, "Y4": 0.30034, "page": 0}, {"Word": "52.95", "Confidence": 0.997, "X1": 0.543, "Y1": 0.28861, "X2": 0.581, "Y2": 0.28841, "X3": 0.581, "Y3": 0.30169, "X4": 0.543, "Y4": 0.30169, "page": 0}, {"Word": "$2.95", "Confidence": 0.633, "X1": 0.628, "Y1": 0.29131, "X2": 0.663, "Y2": 0.29111, "X3": 0.662, "Y3": 0.30303, "X4": 0.628, "Y4": 0.30169, "page": 0}, {"Word": "52.95", "Confidence": 0.902, "X1": 0.711, "Y1": 0.29131, "X2": 0.746, "Y2": 0.29111, "X3": 0.746, "Y3": 0.30438, "X4": 0.711, "Y4": 0.30438, "page": 0}, {"Word": "52.95", "Confidence": 0.991, "X1": 0.794, "Y1": 0.29265, "X2": 0.828, "Y2": 0.29245, "X3": 0.828, "Y3": 0.30573, "X4": 0.794, "Y4": 0.30438, "page": 0}, {"Word": "Analysis of variance: F ratio", "Confidence": 0.87, "X1": 0.042, "Y1": 0.31287, "X2": 0.259, "Y2": 0.31267, "X3": 0.259, "Y3": 0.32729, "X4": 0.042, "Y4": 0.32595, "page": 0}, {"Word": "0.02", "Confidence": 0.778, "X1": 0.29, "Y1": 0.31422, "X2": 0.319, "Y2": 0.31402, "X3": 0.318, "Y3": 0.32729, "X4": 0.29, "Y4": 0.32729, "page": 0}, {"Word": "DE = 7/ 32", "Confidence": 0.83, "X1": 0.343, "Y1": 0.31422, "X2": 0.441, "Y2": 0.31402, "X3": 0.441, "Y3": 0.33538, "X4": 0.343, "Y4": 0.33268, "page": 0}, {"Word": "probability = 1.000", "Confidence": 0.92367, "X1": 0.47, "Y1": 0.31556, "X2": 0.607, "Y2": 0.31536, "X3": 0.607, "Y3": 0.33268, "X4": 0.47, "Y4": 0.33268, "page": 0}, {"Word": "Foto: . * indicates group mean is significantly", "Confidence": 0.676, "X1": 0.041, "Y1": 0.33039, "X2": 0.366, "Y2": 0.33019, "X3": 0.366, "Y3": 0.34481, "X4": 0.041, "Y4": 0.34077, "page": 0}, {"Word": "different from control at level of significance shown.", "Confidence": 0.86938, "X1": 0.362, "Y1": 0.33308, "X2": 0.746, "Y2": 0.33288, "X3": 0.746, "Y3": 0.35155, "X4": 0.362, "Y4": 0.34481, "page": 0}, {"Word": "6 mg/ml 1.21 mg/ml", "Confidence": 0.291, "X1": 0.732, "Y1": 0.34117, "X2": 0.898, "Y2": 0.34097, "X3": 0.898, "Y3": 0.37177, "X4": 0.732, "Y4": 0.37312, "page": 0}, {"Word": "50mgas", "Confidence": 0.166, "X1": 0.205, "Y1": 0.36139, "X2": 0.257, "Y2": 0.36119, "X3": 0.257, "Y3": 0.38659, "X4": 0.204, "Y4": 0.38524, "page": 0}, {"Word": "10mg/ml", "Confidence": 0.217, "X1": 0.301, "Y1": 0.36004, "X2": 0.354, "Y2": 0.35984, "X3": 0.355, "Y3": 0.38524, "X4": 0.3, "Y4": 0.38794, "page": 0}, {"Word": "2 mg/ml 0. 4mg/ml", "Confidence": 0.51575, "X1": 0.379, "Y1": 0.35734, "X2": 0.521, "Y2": 0.35714, "X3": 0.521, "Y3": 0.3839, "X4": 0.379, "Y4": 0.38659, "page": 0}, {"Word": "5000", "Confidence": 0.661, "X1": 0.575, "Y1": 0.3816, "X2": 0.62, "Y2": 0.3814, "X3": 0.62, "Y3": 0.40142, "X4": 0.575, "Y4": 0.40276, "page": 0}, {"Word": ":+ 133 = 151 mg/ml", "Confidence": 0.6398, "X1": 0.586, "Y1": 0.3816, "X2": 0.803, "Y2": 0.3814, "X3": 0.803, "Y3": 0.40816, "X4": 0.586, "Y4": 0.41355, "page": 0}, {"Word": "16:45 ml", "Confidence": 0.975, "X1": 0.197, "Y1": 0.40047, "X2": 0.26, "Y2": 0.40027, "X3": 0.262, "Y3": 0.42298, "X4": 0.198, "Y4": 0.42972, "page": 0}, {"Word": "16.3", "Confidence": 0.856, "X1": 0.298, "Y1": 0.40182, "X2": 0.332, "Y2": 0.40162, "X3": 0.333, "Y3": 0.42433, "X4": 0.299, "Y4": 0.42568, "page": 0}, {"Word": "10-", "Confidence": 0.883, "X1": 0.594, "Y1": 0.40721, "X2": 0.615, "Y2": 0.40701, "X3": 0.615, "Y3": 0.41894, "X4": 0.594, "Y4": 0.42029, "page": 0}, {"Word": "18 ml", "Confidence": 0.9575, "X1": 0.199, "Y1": 0.42608, "X2": 0.244, "Y2": 0.42588, "X3": 0.244, "Y3": 0.44859, "X4": 0.2, "Y4": 0.44993, "page": 0}, {"Word": "151 mal", "Confidence": 0.351, "X1": 0.582, "Y1": 0.42473, "X2": 0.644, "Y2": 0.42453, "X3": 0.644, "Y3": 0.44993, "X4": 0.582, "Y4": 0.44859, "page": 0}, {"Word": "18-8-", "Confidence": 0.251, "X1": 0.593, "Y1": 0.45573, "X2": 0.677, "Y2": 0.45553, "X3": 0.677, "Y3": 0.47285, "X4": 0.593, "Y4": 0.47285, "page": 0}, {"Word": "900", "Confidence": 0.999, "X1": 0.205, "Y1": 0.47055, "X2": 0.239, "Y2": 0.47035, "X3": 0.241, "Y3": 0.49306, "X4": 0.207, "Y4": 0.49845, "page": 0}, {"Word": "180", "Confidence": 0.998, "X1": 0.313, "Y1": 0.47055, "X2": 0.337, "Y2": 0.47035, "X3": 0.338, "Y3": 0.48902, "X4": 0.314, "Y4": 0.49037, "page": 0}, {"Word": "36", "Confidence": 0.62, "X1": 0.388, "Y1": 0.4692, "X2": 0.41, "Y2": 0.469, "X3": 0.41, "Y3": 0.48902, "X4": 0.388, "Y4": 0.48902, "page": 0}, {"Word": "7.2", "Confidence": 0.943, "X1": 0.463, "Y1": 0.47729, "X2": 0.491, "Y2": 0.47709, "X3": 0.492, "Y3": 0.4971, "X4": 0.464, "Y4": 0.49845, "page": 0}, {"Word": "then 33% nicetax", "Confidence": 0.62867, "X1": 0.717, "Y1": 0.47325, "X2": 0.879, "Y2": 0.47305, "X3": 0.879, "Y3": 0.49576, "X4": 0.717, "Y4": 0.49845, "page": 0}, {"Word": "Cif 1:2 ratio", "Confidence": 0.61133, "X1": 0.584, "Y1": 0.47998, "X2": 0.704, "Y2": 0.47978, "X3": 0.704, "Y3": 0.50519, "X4": 0.584, "Y4": 0.50519, "page": 0}, {"Word": "........", "Confidence": 0.121, "X1": 0.536, "Y1": 0.51772, "X2": 0.547, "Y2": 0.51752, "X3": 0.541, "Y3": 0.51867, "X4": 0.53, "Y4": 0.43646, "page": 0}, {"Word": "1123.2 mg of 1.5g males", "Confidence": 0.8774, "X1": 0.248, "Y1": 0.51637, "X2": 0.503, "Y2": 0.51617, "X3": 0.503, "Y3": 0.54427, "X4": 0.248, "Y4": 0.55506, "page": 0}, {"Word": "2718", "Confidence": 0.987, "X1": 0.583, "Y1": 0.54333, "X2": 0.63, "Y2": 0.54313, "X3": 0.63, "Y3": 0.56584, "X4": 0.584, "Y4": 0.56853, "page": 0}, {"Word": "545", "Confidence": 0.98, "X1": 0.664, "Y1": 0.55411, "X2": 0.699, "Y2": 0.55391, "X3": 0.699, "Y3": 0.57392, "X4": 0.664, "Y4": 0.57392, "page": 0}, {"Word": "108", "Confidence": 0.957, "X1": 0.755, "Y1": 0.55007, "X2": 0.784, "Y2": 0.54987, "X3": 0.783, "Y3": 0.56853, "X4": 0.755, "Y4": 0.57258, "page": 0}, {"Word": "21.6", "Confidence": 0.694, "X1": 0.851, "Y1": 0.55007, "X2": 0.89, "Y2": 0.54987, "X3": 0.89, "Y3": 0.56988, "X4": 0.852, "Y4": 0.57258, "page": 0}, {"Word": "Nicotine", "Confidence": 0.706, "X1": 0.297, "Y1": 0.57163, "X2": 0.37, "Y2": 0.57143, "X3": 0.37, "Y3": 0.59549, "X4": 0.297, "Y4": 0.59953, "page": 0}, {"Word": "Total 3392.6 males", "Confidence": 0.64567, "X1": 0.622, "Y1": 0.60263, "X2": 0.835, "Y2": 0.60243, "X3": 0.837, "Y3": 0.62648, "X4": 0.623, "Y4": 0.65074, "page": 0}, {"Word": "tennis", "Confidence": 0.107, "X1": 0.765, "Y1": 0.62688, "X2": 0.858, "Y2": 0.62668, "X3": 0.859, "Y3": 0.65344, "X4": 0.767, "Y4": 0.66422, "page": 0}, {"Word": "Total 2827.5", "Confidence": 0.801, "X1": 0.632, "Y1": 0.64036, "X2": 0.763, "Y2": 0.64016, "X3": 0.765, "Y3": 0.66557, "X4": 0.633, "Y4": 0.68039, "page": 0}, {"Word": "Total 2.5g Nicotine", "Confidence": 0.88433, "X1": 0.261, "Y1": 0.64171, "X2": 0.486, "Y2": 0.64151, "X3": 0.487, "Y3": 0.6777, "X4": 0.262, "Y4": 0.68713, "page": 0}, {"Word": "6220", "Confidence": 0.989, "X1": 0.693, "Y1": 0.67945, "X2": 0.751, "Y2": 0.67925, "X3": 0.755, "Y3": 0.70196, "X4": 0.696, "Y4": 0.71948, "page": 0}, {"Word": "?g 1:2 mixture.", "Confidence": 0.66767, "X1": 0.704, "Y1": 0.72257, "X2": 0.866, "Y2": 0.72237, "X3": 0.871, "Y3": 0.75452, "X4": 0.707, "Y4": 0.79495, "page": 0}, {"Word": "52194 4643", "Confidence": 0.993, "X1": 0.173, "Y1": 0.96516, "X2": 0.077, "Y2": 0.96496, "X3": 0.077, "Y3": 0.94454, "X4": 0.173, "Y4": 0.93646, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.663, "X1": 0.044, "Y1": 0.09184, "X2": 0.086, "Y2": 0.09164, "X3": 0.085, "Y3": 0.10357, "X4": 0.044, "Y4": 0.10492, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.958, "X1": 0.094, "Y1": 0.09319, "X2": 0.141, "Y2": 0.09299, "X3": 0.14, "Y3": 0.10492, "X4": 0.094, "Y4": 0.10357, "page": 0, "Index": 1}, {"Word": "Preliminary", "Confidence": 0.653, "X1": 0.415, "Y1": 0.09454, "X2": 0.491, "Y2": 0.09434, "X3": 0.491, "Y3": 0.11031, "X4": 0.415, "Y4": 0.11166, "page": 0, "Index": 2}, {"Word": "assignment", "Confidence": 0.665, "X1": 0.498, "Y1": 0.09589, "X2": 0.567, "Y2": 0.09569, "X3": 0.567, "Y3": 0.11166, "X4": 0.498, "Y4": 0.11031, "page": 0, "Index": 3}, {"Word": "statistics", "Confidence": 0.993, "X1": 0.573, "Y1": 0.09589, "X2": 0.643, "Y2": 0.09569, "X3": 0.643, "Y3": 0.11436, "X4": 0.573, "Y4": 0.11166, "page": 0, "Index": 4}, {"Word": "PRINTED:", "Confidence": 0.85, "X1": 0.822, "Y1": 0.10128, "X2": 0.879, "Y2": 0.10108, "X3": 0.878, "Y3": 0.11436, "X4": 0.822, "Y4": 0.11436, "page": 0, "Index": 5}, {"Word": "05-Nov-90", "Confidence": 0.667, "X1": 0.884, "Y1": 0.10128, "X2": 0.944, "Y2": 0.10108, "X3": 0.944, "Y3": 0.1157, "X4": 0.883, "Y4": 0.11436, "page": 0, "Index": 6}, {"Word": "TOXICOLOGY", "Confidence": 0.901, "X1": 0.045, "Y1": 0.10667, "X2": 0.113, "Y2": 0.10647, "X3": 0.112, "Y3": 0.11975, "X4": 0.044, "Y4": 0.1184, "page": 0, "Index": 7}, {"Word": "RESEARCH", "Confidence": 0.637, "X1": 0.12, "Y1": 0.10667, "X2": 0.174, "Y2": 0.10647, "X3": 0.173, "Y3": 0.12109, "X4": 0.12, "Y4": 0.11975, "page": 0, "Index": 8}, {"Word": "DIVISION", "Confidence": 0.887, "X1": 0.181, "Y1": 0.10802, "X2": 0.236, "Y2": 0.10782, "X3": 0.235, "Y3": 0.12244, "X4": 0.181, "Y4": 0.12109, "page": 0, "Index": 9}, {"Word": "Study:", "Confidence": 0.941, "X1": 0.483, "Y1": 0.11071, "X2": 0.526, "Y2": 0.11051, "X3": 0.525, "Y3": 0.12514, "X4": 0.483, "Y4": 0.12648, "page": 0, "Index": 10}, {"Word": "TOX-035", "Confidence": 0.953, "X1": 0.532, "Y1": 0.11206, "X2": 0.58, "Y2": 0.11186, "X3": 0.579, "Y3": 0.12648, "X4": 0.532, "Y4": 0.12514, "page": 0, "Index": 11}, {"Word": "Building", "Confidence": 0.229, "X1": 0.045, "Y1": 0.12149, "X2": 0.099, "Y2": 0.12129, "X3": 0.099, "Y3": 0.13457, "X4": 0.045, "Y4": 0.13322, "page": 0, "Index": 12}, {"Word": "630/2", "Confidence": 0.97, "X1": 0.106, "Y1": 0.12149, "X2": 0.14, "Y2": 0.12129, "X3": 0.14, "Y3": 0.13457, "X4": 0.106, "Y4": 0.13457, "page": 0, "Index": 13}, {"Word": "Pago:", "Confidence": 0.37, "X1": 0.836, "Y1": 0.11745, "X2": 0.871, "Y2": 0.11725, "X3": 0.871, "Y3": 0.13053, "X4": 0.836, "Y4": 0.12918, "page": 0, "Index": 14}, {"Word": "1", "Confidence": 0.994, "X1": 0.878, "Y1": 0.11745, "X2": 0.883, "Y2": 0.11725, "X3": 0.883, "Y3": 0.13053, "X4": 0.878, "Y4": 0.13053, "page": 0, "Index": 15}, {"Word": "WINSTON-SALEM,", "Confidence": 0.698, "X1": 0.045, "Y1": 0.13632, "X2": 0.141, "Y2": 0.13612, "X3": 0.141, "Y3": 0.1494, "X4": 0.045, "Y4": 0.1494, "page": 0, "Index": 16}, {"Word": "NORTH", "Confidence": 0.831, "X1": 0.147, "Y1": 0.13632, "X2": 0.18, "Y2": 0.13612, "X3": 0.18, "Y3": 0.1494, "X4": 0.146, "Y4": 0.1494, "page": 0, "Index": 17}, {"Word": "CAROLINA", "Confidence": 0.951, "X1": 0.188, "Y1": 0.13632, "X2": 0.242, "Y2": 0.13612, "X3": 0.242, "Y3": 0.15074, "X4": 0.188, "Y4": 0.1494, "page": 0, "Index": 18}, {"Word": "27102", "Confidence": 0.997, "X1": 0.252, "Y1": 0.13767, "X2": 0.285, "Y2": 0.13747, "X3": 0.284, "Y3": 0.15074, "X4": 0.251, "Y4": 0.15074, "page": 0, "Index": 19}, {"Word": ".....", "Confidence": 0.122, "X1": 0.519, "Y1": 0.18618, "X2": 0.578, "Y2": 0.18598, "X3": 0.579, "Y3": 0.19926, "X4": 0.518, "Y4": 0.19791, "page": 0, "Index": 20}, {"Word": "Group", "Confidence": 0.948, "X1": 0.134, "Y1": 0.21314, "X2": 0.167, "Y2": 0.21294, "X3": 0.166, "Y3": 0.22487, "X4": 0.133, "Y4": 0.22352, "page": 0, "Index": 21}, {"Word": "Control", "Confidence": 0.515, "X1": 0.208, "Y1": 0.21179, "X2": 0.256, "Y2": 0.21159, "X3": 0.256, "Y3": 0.22622, "X4": 0.208, "Y4": 0.22622, "page": 0, "Index": 22}, {"Word": "2", "Confidence": 0.995, "X1": 0.32, "Y1": 0.21314, "X2": 0.326, "Y2": 0.21294, "X3": 0.326, "Y3": 0.22487, "X4": 0.32, "Y4": 0.22487, "page": 0, "Index": 23}, {"Word": "3", "Confidence": 0.902, "X1": 0.402, "Y1": 0.21314, "X2": 0.408, "Y2": 0.21294, "X3": 0.409, "Y3": 0.22622, "X4": 0.403, "Y4": 0.22622, "page": 0, "Index": 24}, {"Word": "5", "Confidence": 0.97, "X1": 0.566, "Y1": 0.21583, "X2": 0.571, "Y2": 0.21563, "X3": 0.571, "Y3": 0.22756, "X4": 0.566, "Y4": 0.22756, "page": 0, "Index": 25}, {"Word": "7", "Confidence": 0.907, "X1": 0.734, "Y1": 0.21718, "X2": 0.74, "Y2": 0.21698, "X3": 0.74, "Y3": 0.23161, "X4": 0.734, "Y4": 0.23161, "page": 0, "Index": 26}, {"Word": "Husbar/group", "Confidence": 0.238, "X1": 0.084, "Y1": 0.22662, "X2": 0.167, "Y2": 0.22642, "X3": 0.167, "Y3": 0.23969, "X4": 0.084, "Y4": 0.23834, "page": 0, "Index": 27}, {"Word": "5", "Confidence": 0.675, "X1": 0.236, "Y1": 0.22527, "X2": 0.241, "Y2": 0.22507, "X3": 0.241, "Y3": 0.23834, "X4": 0.236, "Y4": 0.23834, "page": 0, "Index": 28}, {"Word": "S", "Confidence": 0.601, "X1": 0.319, "Y1": 0.22527, "X2": 0.325, "Y2": 0.22507, "X3": 0.324, "Y3": 0.23834, "X4": 0.318, "Y4": 0.237, "page": 0, "Index": 29}, {"Word": "5", "Confidence": 0.994, "X1": 0.483, "Y1": 0.22662, "X2": 0.489, "Y2": 0.22642, "X3": 0.489, "Y3": 0.24104, "X4": 0.483, "Y4": 0.24104, "page": 0, "Index": 30}, {"Word": "5", "Confidence": 0.994, "X1": 0.565, "Y1": 0.22662, "X2": 0.572, "Y2": 0.22642, "X3": 0.572, "Y3": 0.24104, "X4": 0.565, "Y4": 0.24104, "page": 0, "Index": 31}, {"Word": "5", "Confidence": 0.403, "X1": 0.814, "Y1": 0.23201, "X2": 0.82, "Y2": 0.23181, "X3": 0.82, "Y3": 0.24374, "X4": 0.814, "Y4": 0.24374, "page": 0, "Index": 32}, {"Word": "Mean", "Confidence": 0.717, "X1": 0.139, "Y1": 0.24144, "X2": 0.166, "Y2": 0.24124, "X3": 0.166, "Y3": 0.25317, "X4": 0.139, "Y4": 0.25317, "page": 0, "Index": 33}, {"Word": "328.6", "Confidence": 0.997, "X1": 0.217, "Y1": 0.24144, "X2": 0.249, "Y2": 0.24124, "X3": 0.249, "Y3": 0.25452, "X4": 0.216, "Y4": 0.25452, "page": 0, "Index": 34}, {"Word": "326.4", "Confidence": 0.994, "X1": 0.299, "Y1": 0.24144, "X2": 0.331, "Y2": 0.24124, "X3": 0.332, "Y3": 0.25452, "X4": 0.299, "Y4": 0.25452, "page": 0, "Index": 35}, {"Word": "325.7", "Confidence": 0.994, "X1": 0.381, "Y1": 0.24279, "X2": 0.414, "Y2": 0.24259, "X3": 0.414, "Y3": 0.25586, "X4": 0.381, "Y4": 0.25586, "page": 0, "Index": 36}, {"Word": "*", "Confidence": 0.094, "X1": 0.454, "Y1": 0.24009, "X2": 0.46, "Y2": 0.23989, "X3": 0.46, "Y3": 0.25452, "X4": 0.454, "Y4": 0.25317, "page": 0, "Index": 37}, {"Word": "327.3", "Confidence": 0.991, "X1": 0.462, "Y1": 0.24414, "X2": 0.496, "Y2": 0.24394, "X3": 0.496, "Y3": 0.25721, "X4": 0.462, "Y4": 0.25452, "page": 0, "Index": 38}, {"Word": "Standard", "Confidence": 0.958, "X1": 0.045, "Y1": 0.25357, "X2": 0.098, "Y2": 0.25337, "X3": 0.098, "Y3": 0.26665, "X4": 0.044, "Y4": 0.26665, "page": 0, "Index": 39}, {"Word": "328.7", "Confidence": 0.783, "X1": 0.545, "Y1": 0.24414, "X2": 0.579, "Y2": 0.24394, "X3": 0.579, "Y3": 0.25856, "X4": 0.544, "Y4": 0.25856, "page": 0, "Index": 40}, {"Word": "327.4", "Confidence": 0.997, "X1": 0.629, "Y1": 0.24683, "X2": 0.661, "Y2": 0.24663, "X3": 0.661, "Y3": 0.25856, "X4": 0.629, "Y4": 0.25856, "page": 0, "Index": 41}, {"Word": "329.7", "Confidence": 0.926, "X1": 0.712, "Y1": 0.24683, "X2": 0.745, "Y2": 0.24663, "X3": 0.745, "Y3": 0.25991, "X4": 0.712, "Y4": 0.25856, "page": 0, "Index": 42}, {"Word": "324.7", "Confidence": 0.991, "X1": 0.794, "Y1": 0.24953, "X2": 0.827, "Y2": 0.24933, "X3": 0.827, "Y3": 0.26126, "X4": 0.794, "Y4": 0.26126, "page": 0, "Index": 43}, {"Word": "deviation", "Confidence": 0.791, "X1": 0.105, "Y1": 0.25492, "X2": 0.166, "Y2": 0.25472, "X3": 0.166, "Y3": 0.26934, "X4": 0.105, "Y4": 0.26799, "page": 0, "Index": 44}, {"Word": "22.86", "Confidence": 0.995, "X1": 0.216, "Y1": 0.25626, "X2": 0.249, "Y2": 0.25606, "X3": 0.249, "Y3": 0.27069, "X4": 0.216, "Y4": 0.26934, "page": 0, "Index": 45}, {"Word": "23.93", "Confidence": 0.996, "X1": 0.298, "Y1": 0.25626, "X2": 0.331, "Y2": 0.25606, "X3": 0.331, "Y3": 0.26934, "X4": 0.298, "Y4": 0.26934, "page": 0, "Index": 46}, {"Word": "26.", "Confidence": 0.779, "X1": 0.381, "Y1": 0.25896, "X2": 0.4, "Y2": 0.25876, "X3": 0.4, "Y3": 0.27069, "X4": 0.381, "Y4": 0.27069, "page": 0, "Index": 47}, {"Word": "17", "Confidence": 0.998, "X1": 0.402, "Y1": 0.25896, "X2": 0.414, "Y2": 0.25876, "X3": 0.414, "Y3": 0.27069, "X4": 0.401, "Y4": 0.27069, "page": 0, "Index": 48}, {"Word": "25.13", "Confidence": 0.983, "X1": 0.464, "Y1": 0.25761, "X2": 0.496, "Y2": 0.25741, "X3": 0.496, "Y3": 0.27069, "X4": 0.463, "Y4": 0.27204, "page": 0, "Index": 49}, {"Word": "24.85", "Confidence": 0.994, "X1": 0.545, "Y1": 0.25896, "X2": 0.578, "Y2": 0.25876, "X3": 0.577, "Y3": 0.27338, "X4": 0.545, "Y4": 0.27338, "page": 0, "Index": 50}, {"Word": "23.18", "Confidence": 0.991, "X1": 0.63, "Y1": 0.26166, "X2": 0.661, "Y2": 0.26146, "X3": 0.66, "Y3": 0.27338, "X4": 0.629, "Y4": 0.27338, "page": 0, "Index": 51}, {"Word": "23.02", "Confidence": 0.997, "X1": 0.712, "Y1": 0.263, "X2": 0.744, "Y2": 0.2628, "X3": 0.744, "Y3": 0.27608, "X4": 0.712, "Y4": 0.27473, "page": 0, "Index": 52}, {"Word": "26.65", "Confidence": 0.994, "X1": 0.795, "Y1": 0.263, "X2": 0.826, "Y2": 0.2628, "X3": 0.825, "Y3": 0.27473, "X4": 0.795, "Y4": 0.27473, "page": 0, "Index": 53}, {"Word": "Group", "Confidence": 0.61, "X1": 0.044, "Y1": 0.26974, "X2": 0.077, "Y2": 0.26954, "X3": 0.076, "Y3": 0.28282, "X4": 0.043, "Y4": 0.28282, "page": 0, "Index": 54}, {"Word": "ditt.@", "Confidence": 0.486, "X1": 0.085, "Y1": 0.26974, "X2": 0.125, "Y2": 0.26954, "X3": 0.124, "Y3": 0.28282, "X4": 0.084, "Y4": 0.28282, "page": 0, "Index": 55}, {"Word": "P", "Confidence": 0.378, "X1": 0.133, "Y1": 0.26974, "X2": 0.138, "Y2": 0.26954, "X3": 0.138, "Y3": 0.28282, "X4": 0.132, "Y4": 0.28282, "page": 0, "Index": 56}, {"Word": "=.", "Confidence": 0.822, "X1": 0.14, "Y1": 0.26974, "X2": 0.152, "Y2": 0.26954, "X3": 0.151, "Y3": 0.28417, "X4": 0.14, "Y4": 0.28282, "page": 0, "Index": 57}, {"Word": "05", "Confidence": 0.858, "X1": 0.154, "Y1": 0.26974, "X2": 0.166, "Y2": 0.26954, "X3": 0.166, "Y3": 0.28417, "X4": 0.154, "Y4": 0.28417, "page": 0, "Index": 58}, {"Word": "42.82", "Confidence": 0.963, "X1": 0.297, "Y1": 0.27109, "X2": 0.332, "Y2": 0.27089, "X3": 0.331, "Y3": 0.28417, "X4": 0.297, "Y4": 0.28417, "page": 0, "Index": 59}, {"Word": "42.82", "Confidence": 0.675, "X1": 0.381, "Y1": 0.27244, "X2": 0.414, "Y2": 0.27224, "X3": 0.414, "Y3": 0.28551, "X4": 0.38, "Y4": 0.28417, "page": 0, "Index": 60}, {"Word": "42.82", "Confidence": 0.991, "X1": 0.463, "Y1": 0.27378, "X2": 0.496, "Y2": 0.27358, "X3": 0.496, "Y3": 0.28686, "X4": 0.462, "Y4": 0.28686, "page": 0, "Index": 61}, {"Word": "Group", "Confidence": 0.611, "X1": 0.045, "Y1": 0.28457, "X2": 0.077, "Y2": 0.28437, "X3": 0.076, "Y3": 0.29764, "X4": 0.045, "Y4": 0.29764, "page": 0, "Index": 62}, {"Word": "diff.e", "Confidence": 0.635, "X1": 0.085, "Y1": 0.28457, "X2": 0.125, "Y2": 0.28437, "X3": 0.124, "Y3": 0.29764, "X4": 0.084, "Y4": 0.29764, "page": 0, "Index": 63}, {"Word": "Pm.", "Confidence": 0.143, "X1": 0.133, "Y1": 0.28457, "X2": 0.152, "Y2": 0.28437, "X3": 0.152, "Y3": 0.29764, "X4": 0.132, "Y4": 0.29764, "page": 0, "Index": 64}, {"Word": "01", "Confidence": 0.955, "X1": 0.154, "Y1": 0.28457, "X2": 0.166, "Y2": 0.28437, "X3": 0.166, "Y3": 0.29764, "X4": 0.154, "Y4": 0.29764, "page": 0, "Index": 65}, {"Word": "42.82", "Confidence": 0.885, "X1": 0.544, "Y1": 0.27378, "X2": 0.578, "Y2": 0.27358, "X3": 0.577, "Y3": 0.28821, "X4": 0.544, "Y4": 0.28686, "page": 0, "Index": 66}, {"Word": "42.82", "Confidence": 0.908, "X1": 0.629, "Y1": 0.27648, "X2": 0.661, "Y2": 0.27628, "X3": 0.661, "Y3": 0.28821, "X4": 0.628, "Y4": 0.28821, "page": 0, "Index": 67}, {"Word": "42.82", "Confidence": 0.964, "X1": 0.712, "Y1": 0.27783, "X2": 0.744, "Y2": 0.27763, "X3": 0.744, "Y3": 0.28956, "X4": 0.712, "Y4": 0.28956, "page": 0, "Index": 68}, {"Word": "42.82", "Confidence": 0.997, "X1": 0.794, "Y1": 0.27783, "X2": 0.826, "Y2": 0.27763, "X3": 0.826, "Y3": 0.29091, "X4": 0.794, "Y4": 0.28956, "page": 0, "Index": 69}, {"Word": "52.95", "Confidence": 0.994, "X1": 0.298, "Y1": 0.28726, "X2": 0.33, "Y2": 0.28706, "X3": 0.33, "Y3": 0.30034, "X4": 0.298, "Y4": 0.29899, "page": 0, "Index": 70}, {"Word": "52.95", "Confidence": 0.996, "X1": 0.381, "Y1": 0.28861, "X2": 0.413, "Y2": 0.28841, "X3": 0.413, "Y3": 0.30169, "X4": 0.38, "Y4": 0.30034, "page": 0, "Index": 71}, {"Word": "52.95", "Confidence": 0.777, "X1": 0.461, "Y1": 0.28726, "X2": 0.496, "Y2": 0.28706, "X3": 0.496, "Y3": 0.30169, "X4": 0.461, "Y4": 0.30169, "page": 0, "Index": 72}, {"Word": "52.95", "Confidence": 0.997, "X1": 0.544, "Y1": 0.28861, "X2": 0.577, "Y2": 0.28841, "X3": 0.577, "Y3": 0.30169, "X4": 0.544, "Y4": 0.30303, "page": 0, "Index": 73}, {"Word": "$2.95", "Confidence": 0.633, "X1": 0.629, "Y1": 0.29131, "X2": 0.66, "Y2": 0.29111, "X3": 0.66, "Y3": 0.30438, "X4": 0.628, "Y4": 0.30303, "page": 0, "Index": 74}, {"Word": "52.95", "Confidence": 0.902, "X1": 0.712, "Y1": 0.29131, "X2": 0.743, "Y2": 0.29111, "X3": 0.743, "Y3": 0.30438, "X4": 0.712, "Y4": 0.30438, "page": 0, "Index": 75}, {"Word": "52.95", "Confidence": 0.991, "X1": 0.795, "Y1": 0.29265, "X2": 0.825, "Y2": 0.29245, "X3": 0.825, "Y3": 0.30573, "X4": 0.795, "Y4": 0.30573, "page": 0, "Index": 76}, {"Word": "Analysis", "Confidence": 0.95, "X1": 0.043, "Y1": 0.31422, "X2": 0.098, "Y2": 0.31402, "X3": 0.097, "Y3": 0.32729, "X4": 0.042, "Y4": 0.32595, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.997, "X1": 0.105, "Y1": 0.31422, "X2": 0.118, "Y2": 0.31402, "X3": 0.117, "Y3": 0.32729, "X4": 0.105, "Y4": 0.32729, "page": 0, "Index": 78}, {"Word": "variance:", "Confidence": 0.49, "X1": 0.126, "Y1": 0.31422, "X2": 0.187, "Y2": 0.31402, "X3": 0.186, "Y3": 0.32729, "X4": 0.125, "Y4": 0.32729, "page": 0, "Index": 79}, {"Word": "F", "Confidence": 0.921, "X1": 0.2, "Y1": 0.31422, "X2": 0.206, "Y2": 0.31402, "X3": 0.205, "Y3": 0.32729, "X4": 0.199, "Y4": 0.32729, "page": 0, "Index": 80}, {"Word": "ratio", "Confidence": 0.992, "X1": 0.214, "Y1": 0.31422, "X2": 0.248, "Y2": 0.31402, "X3": 0.248, "Y3": 0.32729, "X4": 0.214, "Y4": 0.32729, "page": 0, "Index": 81}, {"Word": "0.02", "Confidence": 0.778, "X1": 0.29, "Y1": 0.31422, "X2": 0.318, "Y2": 0.31402, "X3": 0.318, "Y3": 0.32729, "X4": 0.29, "Y4": 0.32729, "page": 0, "Index": 82}, {"Word": "DE", "Confidence": 0.726, "X1": 0.344, "Y1": 0.31287, "X2": 0.361, "Y2": 0.31267, "X3": 0.36, "Y3": 0.33268, "X4": 0.343, "Y4": 0.32999, "page": 0, "Index": 83}, {"Word": "=", "Confidence": 0.67, "X1": 0.364, "Y1": 0.31422, "X2": 0.373, "Y2": 0.31402, "X3": 0.372, "Y3": 0.33403, "X4": 0.363, "Y4": 0.33268, "page": 0, "Index": 84}, {"Word": "7/", "Confidence": 0.927, "X1": 0.393, "Y1": 0.31422, "X2": 0.409, "Y2": 0.31402, "X3": 0.409, "Y3": 0.33538, "X4": 0.393, "Y4": 0.33538, "page": 0, "Index": 85}, {"Word": "32", "Confidence": 0.997, "X1": 0.419, "Y1": 0.31422, "X2": 0.436, "Y2": 0.31402, "X3": 0.436, "Y3": 0.33538, "X4": 0.419, "Y4": 0.33538, "page": 0, "Index": 86}, {"Word": "probability", "Confidence": 0.963, "X1": 0.474, "Y1": 0.31826, "X2": 0.55, "Y2": 0.31806, "X3": 0.55, "Y3": 0.33268, "X4": 0.474, "Y4": 0.33268, "page": 0, "Index": 87}, {"Word": "=", "Confidence": 0.813, "X1": 0.557, "Y1": 0.31826, "X2": 0.564, "Y2": 0.31806, "X3": 0.563, "Y3": 0.33268, "X4": 0.557, "Y4": 0.33268, "page": 0, "Index": 88}, {"Word": "1.000", "Confidence": 0.995, "X1": 0.572, "Y1": 0.31826, "X2": 0.606, "Y2": 0.31806, "X3": 0.606, "Y3": 0.33268, "X4": 0.571, "Y4": 0.33268, "page": 0, "Index": 89}, {"Word": "Foto:", "Confidence": 0.271, "X1": 0.043, "Y1": 0.32904, "X2": 0.078, "Y2": 0.32884, "X3": 0.077, "Y3": 0.34077, "X4": 0.042, "Y4": 0.34077, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0.662, "X1": 0.084, "Y1": 0.32904, "X2": 0.09, "Y2": 0.32884, "X3": 0.089, "Y3": 0.34212, "X4": 0.083, "Y4": 0.34212, "page": 0, "Index": 91}, {"Word": "*", "Confidence": 0.414, "X1": 0.1, "Y1": 0.32904, "X2": 0.106, "Y2": 0.32884, "X3": 0.105, "Y3": 0.34212, "X4": 0.099, "Y4": 0.34212, "page": 0, "Index": 92}, {"Word": "indicates", "Confidence": 0.884, "X1": 0.112, "Y1": 0.32904, "X2": 0.172, "Y2": 0.32884, "X3": 0.172, "Y3": 0.34347, "X4": 0.111, "Y4": 0.34212, "page": 0, "Index": 93}, {"Word": "group", "Confidence": 0.939, "X1": 0.18, "Y1": 0.32904, "X2": 0.213, "Y2": 0.32884, "X3": 0.212, "Y3": 0.34347, "X4": 0.18, "Y4": 0.34347, "page": 0, "Index": 94}, {"Word": "mean", "Confidence": 0.605, "X1": 0.221, "Y1": 0.32904, "X2": 0.247, "Y2": 0.32884, "X3": 0.247, "Y3": 0.34481, "X4": 0.22, "Y4": 0.34347, "page": 0, "Index": 95}, {"Word": "is", "Confidence": 0.998, "X1": 0.256, "Y1": 0.33039, "X2": 0.269, "Y2": 0.33019, "X3": 0.269, "Y3": 0.34481, "X4": 0.255, "Y4": 0.34481, "page": 0, "Index": 96}, {"Word": "significantly", "Confidence": 0.635, "X1": 0.277, "Y1": 0.33174, "X2": 0.364, "Y2": 0.33154, "X3": 0.364, "Y3": 0.34616, "X4": 0.276, "Y4": 0.34481, "page": 0, "Index": 97}, {"Word": "different", "Confidence": 0.785, "X1": 0.371, "Y1": 0.32904, "X2": 0.434, "Y2": 0.32884, "X3": 0.435, "Y3": 0.34751, "X4": 0.372, "Y4": 0.34616, "page": 0, "Index": 98}, {"Word": "from", "Confidence": 0.982, "X1": 0.44, "Y1": 0.32904, "X2": 0.468, "Y2": 0.32884, "X3": 0.469, "Y3": 0.34751, "X4": 0.44, "Y4": 0.34751, "page": 0, "Index": 99}, {"Word": "control", "Confidence": 0.955, "X1": 0.474, "Y1": 0.33039, "X2": 0.523, "Y2": 0.33019, "X3": 0.524, "Y3": 0.34751, "X4": 0.474, "Y4": 0.34751, "page": 0, "Index": 100}, {"Word": "at", "Confidence": 0.993, "X1": 0.529, "Y1": 0.33039, "X2": 0.544, "Y2": 0.33019, "X3": 0.544, "Y3": 0.34886, "X4": 0.529, "Y4": 0.34751, "page": 0, "Index": 101}, {"Word": "level", "Confidence": 0.636, "X1": 0.549, "Y1": 0.33174, "X2": 0.585, "Y2": 0.33154, "X3": 0.585, "Y3": 0.34886, "X4": 0.55, "Y4": 0.34886, "page": 0, "Index": 102}, {"Word": "of", "Confidence": 0.997, "X1": 0.591, "Y1": 0.33174, "X2": 0.606, "Y2": 0.33154, "X3": 0.607, "Y3": 0.34886, "X4": 0.592, "Y4": 0.34886, "page": 0, "Index": 103}, {"Word": "significance", "Confidence": 0.676, "X1": 0.613, "Y1": 0.33308, "X2": 0.697, "Y2": 0.33288, "X3": 0.697, "Y3": 0.35155, "X4": 0.613, "Y4": 0.3502, "page": 0, "Index": 104}, {"Word": "shown.", "Confidence": 0.931, "X1": 0.703, "Y1": 0.33443, "X2": 0.746, "Y2": 0.33423, "X3": 0.746, "Y3": 0.3529, "X4": 0.703, "Y4": 0.35155, "page": 0, "Index": 105}, {"Word": "6", "Confidence": 0.502, "X1": 0.742, "Y1": 0.34521, "X2": 0.749, "Y2": 0.34501, "X3": 0.749, "Y3": 0.37312, "X4": 0.742, "Y4": 0.37312, "page": 0, "Index": 106}, {"Word": "mg/ml", "Confidence": 0.159, "X1": 0.754, "Y1": 0.34387, "X2": 0.797, "Y2": 0.34367, "X3": 0.797, "Y3": 0.37312, "X4": 0.753, "Y4": 0.37312, "page": 0, "Index": 107}, {"Word": "1.21", "Confidence": 0.398, "X1": 0.815, "Y1": 0.34252, "X2": 0.84, "Y2": 0.34232, "X3": 0.839, "Y3": 0.37312, "X4": 0.815, "Y4": 0.37177, "page": 0, "Index": 108}, {"Word": "mg/ml", "Confidence": 0.105, "X1": 0.844, "Y1": 0.34252, "X2": 0.896, "Y2": 0.34232, "X3": 0.896, "Y3": 0.37312, "X4": 0.844, "Y4": 0.37312, "page": 0, "Index": 109}, {"Word": "50mgas", "Confidence": 0.166, "X1": 0.205, "Y1": 0.36139, "X2": 0.256, "Y2": 0.36119, "X3": 0.256, "Y3": 0.38794, "X4": 0.205, "Y4": 0.3839, "page": 0, "Index": 110}, {"Word": "10mg/ml", "Confidence": 0.217, "X1": 0.3, "Y1": 0.36004, "X2": 0.352, "Y2": 0.35984, "X3": 0.353, "Y3": 0.38524, "X4": 0.3, "Y4": 0.38794, "page": 0, "Index": 111}, {"Word": "2", "Confidence": 0.997, "X1": 0.38, "Y1": 0.36139, "X2": 0.386, "Y2": 0.36119, "X3": 0.386, "Y3": 0.38659, "X4": 0.38, "Y4": 0.38659, "page": 0, "Index": 112}, {"Word": "mg/ml", "Confidence": 0.508, "X1": 0.39, "Y1": 0.36139, "X2": 0.429, "Y2": 0.36119, "X3": 0.43, "Y3": 0.38524, "X4": 0.39, "Y4": 0.38659, "page": 0, "Index": 113}, {"Word": "0.", "Confidence": 0.488, "X1": 0.454, "Y1": 0.36004, "X2": 0.465, "Y2": 0.35984, "X3": 0.466, "Y3": 0.38524, "X4": 0.455, "Y4": 0.38524, "page": 0, "Index": 114}, {"Word": "4mg/ml", "Confidence": 0.07, "X1": 0.469, "Y1": 0.35869, "X2": 0.514, "Y2": 0.35849, "X3": 0.515, "Y3": 0.38524, "X4": 0.47, "Y4": 0.38524, "page": 0, "Index": 115}, {"Word": "5000", "Confidence": 0.661, "X1": 0.579, "Y1": 0.3816, "X2": 0.62, "Y2": 0.3814, "X3": 0.62, "Y3": 0.40142, "X4": 0.58, "Y4": 0.40276, "page": 0, "Index": 116}, {"Word": ":+", "Confidence": 0.058, "X1": 0.628, "Y1": 0.38699, "X2": 0.652, "Y2": 0.38679, "X3": 0.651, "Y3": 0.41085, "X4": 0.627, "Y4": 0.4122, "page": 0, "Index": 117}, {"Word": "133", "Confidence": 0.606, "X1": 0.655, "Y1": 0.38564, "X2": 0.684, "Y2": 0.38544, "X3": 0.683, "Y3": 0.41085, "X4": 0.655, "Y4": 0.41085, "page": 0, "Index": 118}, {"Word": "=", "Confidence": 0.763, "X1": 0.688, "Y1": 0.38564, "X2": 0.7, "Y2": 0.38544, "X3": 0.699, "Y3": 0.41085, "X4": 0.687, "Y4": 0.41085, "page": 0, "Index": 119}, {"Word": "151", "Confidence": 0.901, "X1": 0.716, "Y1": 0.3843, "X2": 0.744, "Y2": 0.3841, "X3": 0.743, "Y3": 0.4095, "X4": 0.714, "Y4": 0.4095, "page": 0, "Index": 120}, {"Word": "mg/ml", "Confidence": 0.871, "X1": 0.748, "Y1": 0.38295, "X2": 0.803, "Y2": 0.38275, "X3": 0.801, "Y3": 0.4095, "X4": 0.747, "Y4": 0.4095, "page": 0, "Index": 121}, {"Word": "16:45", "Confidence": 0.955, "X1": 0.198, "Y1": 0.40316, "X2": 0.235, "Y2": 0.40296, "X3": 0.236, "Y3": 0.42568, "X4": 0.199, "Y4": 0.42837, "page": 0, "Index": 122}, {"Word": "ml", "Confidence": 0.995, "X1": 0.238, "Y1": 0.40182, "X2": 0.259, "Y2": 0.40162, "X3": 0.259, "Y3": 0.42433, "X4": 0.239, "Y4": 0.42568, "page": 0, "Index": 123}, {"Word": "16.3", "Confidence": 0.856, "X1": 0.298, "Y1": 0.40182, "X2": 0.331, "Y2": 0.40162, "X3": 0.332, "Y3": 0.42433, "X4": 0.298, "Y4": 0.42568, "page": 0, "Index": 124}, {"Word": "10-", "Confidence": 0.883, "X1": 0.595, "Y1": 0.40721, "X2": 0.614, "Y2": 0.40701, "X3": 0.614, "Y3": 0.41894, "X4": 0.595, "Y4": 0.42029, "page": 0, "Index": 125}, {"Word": "18", "Confidence": 0.997, "X1": 0.199, "Y1": 0.42742, "X2": 0.213, "Y2": 0.42722, "X3": 0.214, "Y3": 0.44859, "X4": 0.199, "Y4": 0.44993, "page": 0, "Index": 126}, {"Word": "ml", "Confidence": 0.918, "X1": 0.217, "Y1": 0.42608, "X2": 0.239, "Y2": 0.42588, "X3": 0.24, "Y3": 0.44859, "X4": 0.217, "Y4": 0.44859, "page": 0, "Index": 127}, {"Word": "151", "Confidence": 0.639, "X1": 0.583, "Y1": 0.42608, "X2": 0.598, "Y2": 0.42588, "X3": 0.599, "Y3": 0.44993, "X4": 0.583, "Y4": 0.44993, "page": 0, "Index": 128}, {"Word": "mal", "Confidence": 0.063, "X1": 0.602, "Y1": 0.42608, "X2": 0.642, "Y2": 0.42588, "X3": 0.643, "Y3": 0.45128, "X4": 0.603, "Y4": 0.44993, "page": 0, "Index": 129}, {"Word": "18-8-", "Confidence": 0.251, "X1": 0.594, "Y1": 0.45707, "X2": 0.665, "Y2": 0.45687, "X3": 0.665, "Y3": 0.47285, "X4": 0.594, "Y4": 0.47419, "page": 0, "Index": 130}, {"Word": "900", "Confidence": 0.999, "X1": 0.207, "Y1": 0.47055, "X2": 0.239, "Y2": 0.47035, "X3": 0.241, "Y3": 0.49306, "X4": 0.209, "Y4": 0.49845, "page": 0, "Index": 131}, {"Word": "180", "Confidence": 0.998, "X1": 0.313, "Y1": 0.47055, "X2": 0.337, "Y2": 0.47035, "X3": 0.337, "Y3": 0.48902, "X4": 0.313, "Y4": 0.49037, "page": 0, "Index": 132}, {"Word": "36", "Confidence": 0.62, "X1": 0.394, "Y1": 0.4692, "X2": 0.41, "Y2": 0.469, "X3": 0.41, "Y3": 0.48902, "X4": 0.394, "Y4": 0.48902, "page": 0, "Index": 133}, {"Word": "7.2", "Confidence": 0.943, "X1": 0.468, "Y1": 0.47729, "X2": 0.49, "Y2": 0.47709, "X3": 0.491, "Y3": 0.4971, "X4": 0.469, "Y4": 0.49845, "page": 0, "Index": 134}, {"Word": "then", "Confidence": 0.648, "X1": 0.723, "Y1": 0.47594, "X2": 0.763, "Y2": 0.47574, "X3": 0.763, "Y3": 0.4971, "X4": 0.722, "Y4": 0.4971, "page": 0, "Index": 135}, {"Word": "33%", "Confidence": 0.994, "X1": 0.779, "Y1": 0.47459, "X2": 0.806, "Y2": 0.47439, "X3": 0.806, "Y3": 0.4971, "X4": 0.778, "Y4": 0.4971, "page": 0, "Index": 136}, {"Word": "nicetax", "Confidence": 0.244, "X1": 0.813, "Y1": 0.47594, "X2": 0.872, "Y2": 0.47574, "X3": 0.872, "Y3": 0.4971, "X4": 0.812, "Y4": 0.4971, "page": 0, "Index": 137}, {"Word": "Cif", "Confidence": 0.628, "X1": 0.587, "Y1": 0.48133, "X2": 0.615, "Y2": 0.48113, "X3": 0.615, "Y3": 0.50519, "X4": 0.587, "Y4": 0.50654, "page": 0, "Index": 138}, {"Word": "1:2", "Confidence": 0.924, "X1": 0.631, "Y1": 0.48268, "X2": 0.66, "Y2": 0.48248, "X3": 0.66, "Y3": 0.50384, "X4": 0.631, "Y4": 0.50384, "page": 0, "Index": 139}, {"Word": "ratio", "Confidence": 0.282, "X1": 0.667, "Y1": 0.48133, "X2": 0.702, "Y2": 0.48113, "X3": 0.702, "Y3": 0.50384, "X4": 0.667, "Y4": 0.50384, "page": 0, "Index": 140}, {"Word": "........", "Confidence": 0.121, "X1": 0.537, "Y1": 0.51637, "X2": 0.547, "Y2": 0.51617, "X3": 0.541, "Y3": 0.51732, "X4": 0.531, "Y4": 0.4405, "page": 0, "Index": 141}, {"Word": "1.5g", "Confidence": 0.876, "X1": 0.391, "Y1": 0.51907, "X2": 0.44, "Y2": 0.51887, "X3": 0.441, "Y3": 0.54697, "X4": 0.392, "Y4": 0.54967, "page": 0, "Index": 142}, {"Word": "males", "Confidence": 0.957, "X1": 0.449, "Y1": 0.51637, "X2": 0.502, "Y2": 0.51617, "X3": 0.503, "Y3": 0.54427, "X4": 0.45, "Y4": 0.54697, "page": 0, "Index": 143}, {"Word": "1123.2", "Confidence": 0.952, "X1": 0.248, "Y1": 0.52446, "X2": 0.312, "Y2": 0.52426, "X3": 0.313, "Y3": 0.55236, "X4": 0.249, "Y4": 0.5564, "page": 0, "Index": 144}, {"Word": "mg", "Confidence": 0.979, "X1": 0.318, "Y1": 0.52311, "X2": 0.349, "Y2": 0.52291, "X3": 0.35, "Y3": 0.55101, "X4": 0.319, "Y4": 0.55236, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.623, "X1": 0.354, "Y1": 0.52176, "X2": 0.379, "Y2": 0.52156, "X3": 0.38, "Y3": 0.54967, "X4": 0.355, "Y4": 0.55101, "page": 0, "Index": 146}, {"Word": "2718", "Confidence": 0.987, "X1": 0.587, "Y1": 0.54333, "X2": 0.63, "Y2": 0.54313, "X3": 0.63, "Y3": 0.56449, "X4": 0.588, "Y4": 0.56853, "page": 0, "Index": 147}, {"Word": "108", "Confidence": 0.957, "X1": 0.755, "Y1": 0.55007, "X2": 0.783, "Y2": 0.54987, "X3": 0.784, "Y3": 0.56719, "X4": 0.755, "Y4": 0.57258, "page": 0, "Index": 148}, {"Word": "545", "Confidence": 0.98, "X1": 0.67, "Y1": 0.55411, "X2": 0.698, "Y2": 0.55391, "X3": 0.698, "Y3": 0.57392, "X4": 0.67, "Y4": 0.57392, "page": 0, "Index": 149}, {"Word": "21.6", "Confidence": 0.694, "X1": 0.855, "Y1": 0.55007, "X2": 0.889, "Y2": 0.54987, "X3": 0.89, "Y3": 0.56853, "X4": 0.856, "Y4": 0.57258, "page": 0, "Index": 150}, {"Word": "Nicotine", "Confidence": 0.706, "X1": 0.3, "Y1": 0.57298, "X2": 0.37, "Y2": 0.57278, "X3": 0.37, "Y3": 0.59549, "X4": 0.3, "Y4": 0.59953, "page": 0, "Index": 151}, {"Word": "males", "Confidence": 0.83, "X1": 0.781, "Y1": 0.60397, "X2": 0.834, "Y2": 0.60377, "X3": 0.836, "Y3": 0.62514, "X4": 0.783, "Y4": 0.63322, "page": 0, "Index": 152}, {"Word": "3392.6", "Confidence": 0.977, "X1": 0.691, "Y1": 0.61341, "X2": 0.756, "Y2": 0.61321, "X3": 0.758, "Y3": 0.63592, "X4": 0.694, "Y4": 0.644, "page": 0, "Index": 153}, {"Word": "Total", "Confidence": 0.13, "X1": 0.622, "Y1": 0.62284, "X2": 0.667, "Y2": 0.62264, "X3": 0.669, "Y3": 0.6467, "X4": 0.625, "Y4": 0.65074, "page": 0, "Index": 154}, {"Word": "tennis", "Confidence": 0.107, "X1": 0.781, "Y1": 0.62823, "X2": 0.858, "Y2": 0.62803, "X3": 0.86, "Y3": 0.65344, "X4": 0.783, "Y4": 0.66287, "page": 0, "Index": 155}, {"Word": "2827.5", "Confidence": 0.973, "X1": 0.692, "Y1": 0.64171, "X2": 0.757, "Y2": 0.64151, "X3": 0.76, "Y3": 0.66692, "X4": 0.694, "Y4": 0.675, "page": 0, "Index": 156}, {"Word": "Total", "Confidence": 0.629, "X1": 0.632, "Y1": 0.65653, "X2": 0.675, "Y2": 0.65633, "X3": 0.676, "Y3": 0.67635, "X4": 0.634, "Y4": 0.67905, "page": 0, "Index": 157}, {"Word": "Total", "Confidence": 0.955, "X1": 0.266, "Y1": 0.64845, "X2": 0.322, "Y2": 0.64825, "X3": 0.322, "Y3": 0.68444, "X4": 0.266, "Y4": 0.68848, "page": 0, "Index": 158}, {"Word": "2.5g", "Confidence": 0.953, "X1": 0.333, "Y1": 0.64575, "X2": 0.389, "Y2": 0.64555, "X3": 0.39, "Y3": 0.68174, "X4": 0.333, "Y4": 0.68444, "page": 0, "Index": 159}, {"Word": "Nicotine", "Confidence": 0.745, "X1": 0.4, "Y1": 0.64171, "X2": 0.485, "Y2": 0.64151, "X3": 0.485, "Y3": 0.67905, "X4": 0.401, "Y4": 0.68039, "page": 0, "Index": 160}, {"Word": "6220", "Confidence": 0.989, "X1": 0.699, "Y1": 0.67945, "X2": 0.75, "Y2": 0.67925, "X3": 0.754, "Y3": 0.70196, "X4": 0.701, "Y4": 0.71813, "page": 0, "Index": 161}, {"Word": "mixture.", "Confidence": 0.636, "X1": 0.789, "Y1": 0.72392, "X2": 0.864, "Y2": 0.72372, "X3": 0.868, "Y3": 0.75452, "X4": 0.793, "Y4": 0.77204, "page": 0, "Index": 162}, {"Word": "1:2", "Confidence": 0.891, "X1": 0.745, "Y1": 0.74279, "X2": 0.783, "Y2": 0.74259, "X3": 0.786, "Y3": 0.77473, "X4": 0.749, "Y4": 0.78417, "page": 0, "Index": 163}, {"Word": "?g", "Confidence": 0.476, "X1": 0.704, "Y1": 0.75222, "X2": 0.739, "Y2": 0.75202, "X3": 0.742, "Y3": 0.78551, "X4": 0.708, "Y4": 0.7963, "page": 0, "Index": 164}, {"Word": "4643", "Confidence": 0.991, "X1": 0.117, "Y1": 0.96516, "X2": 0.081, "Y2": 0.96496, "X3": 0.081, "Y3": 0.94454, "X4": 0.117, "Y4": 0.9432, "page": 0, "Index": 165}, {"Word": "52194", "Confidence": 0.995, "X1": 0.173, "Y1": 0.96246, "X2": 0.128, "Y2": 0.96226, "X3": 0.128, "Y3": 0.94185, "X4": 0.173, "Y4": 0.93781, "page": 0, "Index": 166}]}
"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"
ffbg0065
12
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.755, "X1": 0.044, "Y1": 0.0905, "X2": 0.144, "Y2": 0.0903, "X3": 0.144, "Y3": 0.10357, "X4": 0.044, "Y4": 0.10223, "page": 0}, {"Word": "Animal number Cross Reference List", "Confidence": 0.8182, "X1": 0.416, "Y1": 0.09858, "X2": 0.652, "Y2": 0.09838, "X3": 0.652, "Y3": 0.11301, "X4": 0.416, "Y4": 0.11031, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.8945, "X1": 0.821, "Y1": 0.10397, "X2": 0.948, "Y2": 0.10377, "X3": 0.948, "Y3": 0.11705, "X4": 0.821, "Y4": 0.1157, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DEVISION", "Confidence": 0.84567, "X1": 0.043, "Y1": 0.10667, "X2": 0.239, "Y2": 0.10647, "X3": 0.239, "Y3": 0.12109, "X4": 0.042, "Y4": 0.11705, "page": 0}, {"Word": "Study: TOX-035", "Confidence": 0.8435, "X1": 0.485, "Y1": 0.11206, "X2": 0.583, "Y2": 0.11186, "X3": 0.583, "Y3": 0.12648, "X4": 0.485, "Y4": 0.12514, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.756, "X1": 0.042, "Y1": 0.1188, "X2": 0.141, "Y2": 0.1186, "X3": 0.141, "Y3": 0.13322, "X4": 0.042, "Y4": 0.13188, "page": 0}, {"Word": "Page: 1", "Confidence": 0.864, "X1": 0.836, "Y1": 0.1188, "X2": 0.885, "Y2": 0.1186, "X3": 0.885, "Y3": 0.13188, "X4": 0.836, "Y4": 0.13053, "page": 0}, {"Word": "WINSTON-SALEM, NORTH CAROLINA 27102", "Confidence": 0.64275, "X1": 0.045, "Y1": 0.13497, "X2": 0.287, "Y2": 0.13477, "X3": 0.287, "Y3": 0.1494, "X4": 0.045, "Y4": 0.14805, "page": 0}, {"Word": "Study", "Confidence": 0.66, "X1": 0.128, "Y1": 0.16597, "X2": 0.163, "Y2": 0.16577, "X3": 0.163, "Y3": 0.17905, "X4": 0.127, "Y4": 0.17635, "page": 0}, {"Word": "Protost", "Confidence": 0.683, "X1": 0.189, "Y1": 0.16597, "X2": 0.238, "Y2": 0.16577, "X3": 0.238, "Y3": 0.18039, "X4": 0.188, "Y4": 0.17905, "page": 0}, {"Word": "Study", "Confidence": 0.598, "X1": 0.354, "Y1": 0.17001, "X2": 0.39, "Y2": 0.16981, "X3": 0.389, "Y3": 0.18309, "X4": 0.354, "Y4": 0.18039, "page": 0}, {"Word": "Protost", "Confidence": 0.846, "X1": 0.416, "Y1": 0.17136, "X2": 0.465, "Y2": 0.17116, "X3": 0.465, "Y3": 0.18309, "X4": 0.416, "Y4": 0.18174, "page": 0}, {"Word": "study", "Confidence": 0.996, "X1": 0.58, "Y1": 0.17271, "X2": 0.615, "Y2": 0.17251, "X3": 0.614, "Y3": 0.18578, "X4": 0.579, "Y4": 0.18444, "page": 0}, {"Word": "Protest", "Confidence": 0.66, "X1": 0.642, "Y1": 0.17405, "X2": 0.693, "Y2": 0.17385, "X3": 0.693, "Y3": 0.18713, "X4": 0.642, "Y4": 0.18713, "page": 0}, {"Word": "Group Sox Number", "Confidence": 0.73167, "X1": 0.043, "Y1": 0.17945, "X2": 0.163, "Y2": 0.17925, "X3": 0.163, "Y3": 0.19387, "X4": 0.043, "Y4": 0.19252, "page": 0}, {"Word": "Group Sex Number", "Confidence": 0.70367, "X1": 0.271, "Y1": 0.18349, "X2": 0.39, "Y2": 0.18329, "X3": 0.39, "Y3": 0.19657, "X4": 0.271, "Y4": 0.19522, "page": 0}, {"Word": "Study", "Confidence": 0.994, "X1": 0.808, "Y1": 0.1781, "X2": 0.845, "Y2": 0.1779, "X3": 0.844, "Y3": 0.19252, "X4": 0.807, "Y4": 0.18983, "page": 0}, {"Word": "Protest", "Confidence": 0.47, "X1": 0.87, "Y1": 0.1781, "X2": 0.919, "Y2": 0.1779, "X3": 0.918, "Y3": 0.19117, "X4": 0.87, "Y4": 0.18983, "page": 0}, {"Word": "--", "Confidence": 0.72, "X1": 0.145, "Y1": 0.19697, "X2": 0.167, "Y2": 0.19677, "X3": 0.166, "Y3": 0.20735, "X4": 0.144, "Y4": 0.206, "page": 0}, {"Word": "Group Sex Number", "Confidence": 0.756, "X1": 0.498, "Y1": 0.18753, "X2": 0.617, "Y2": 0.18733, "X3": 0.617, "Y3": 0.20061, "X4": 0.498, "Y4": 0.19926, "page": 0}, {"Word": "Group Sex Number", "Confidence": 0.681, "X1": 0.725, "Y1": 0.19157, "X2": 0.843, "Y2": 0.19137, "X3": 0.843, "Y3": 0.20465, "X4": 0.725, "Y4": 0.2033, "page": 0}, {"Word": "-----", "Confidence": 0.65, "X1": 0.436, "Y1": 0.20236, "X2": 0.47, "Y2": 0.20216, "X3": 0.47, "Y3": 0.21139, "X4": 0.436, "Y4": 0.21139, "page": 0}, {"Word": "----", "Confidence": 0.536, "X1": 0.663, "Y1": 0.20505, "X2": 0.696, "Y2": 0.20485, "X3": 0.696, "Y3": 0.21274, "X4": 0.663, "Y4": 0.21409, "page": 0}, {"Word": "---", "Confidence": 0.655, "X1": 0.804, "Y1": 0.20775, "X2": 0.823, "Y2": 0.20755, "X3": 0.823, "Y3": 0.21678, "X4": 0.804, "Y4": 0.21543, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.057, "Y1": 0.20775, "X2": 0.066, "Y2": 0.20755, "X3": 0.065, "Y3": 0.22217, "X4": 0.057, "Y4": 0.22217, "page": 0}, {"Word": "M", "Confidence": 0.901, "X1": 0.09, "Y1": 0.20775, "X2": 0.101, "Y2": 0.20755, "X3": 0.1, "Y3": 0.22082, "X4": 0.09, "Y4": 0.22082, "page": 0}, {"Word": "1", "Confidence": 0.993, "X1": 0.16, "Y1": 0.20909, "X2": 0.169, "Y2": 0.20889, "X3": 0.169, "Y3": 0.22217, "X4": 0.16, "Y4": 0.22352, "page": 0}, {"Word": "42", "Confidence": 0.802, "X1": 0.226, "Y1": 0.20775, "X2": 0.237, "Y2": 0.20755, "X3": 0.236, "Y3": 0.22487, "X4": 0.225, "Y4": 0.22487, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.283, "Y1": 0.21179, "X2": 0.293, "Y2": 0.21159, "X3": 0.293, "Y3": 0.22487, "X4": 0.283, "Y4": 0.22487, "page": 0}, {"Word": "6", "Confidence": 0.533, "X1": 0.389, "Y1": 0.21449, "X2": 0.396, "Y2": 0.21429, "X3": 0.395, "Y3": 0.22352, "X4": 0.388, "Y4": 0.22352, "page": 0}, {"Word": "3", "Confidence": 0.672, "X1": 0.511, "Y1": 0.21583, "X2": 0.519, "Y2": 0.21563, "X3": 0.52, "Y3": 0.22756, "X4": 0.512, "Y4": 0.22891, "page": 0}, {"Word": "2", "Confidence": 0.895, "X1": 0.159, "Y1": 0.22122, "X2": 0.171, "Y2": 0.22102, "X3": 0.171, "Y3": 0.2343, "X4": 0.159, "Y4": 0.237, "page": 0}, {"Word": "36", "Confidence": 0.18, "X1": 0.678, "Y1": 0.21988, "X2": 0.689, "Y2": 0.21968, "X3": 0.687, "Y3": 0.23295, "X4": 0.676, "Y4": 0.23295, "page": 0}, {"Word": "M", "Confidence": 0.929, "X1": 0.773, "Y1": 0.21988, "X2": 0.784, "Y2": 0.21968, "X3": 0.783, "Y3": 0.23295, "X4": 0.773, "Y4": 0.23295, "page": 0}, {"Word": "16", "Confidence": 0.998, "X1": 0.833, "Y1": 0.22122, "X2": 0.848, "Y2": 0.22102, "X3": 0.848, "Y3": 0.23295, "X4": 0.833, "Y4": 0.23295, "page": 0}, {"Word": "1", "Confidence": 0.332, "X1": 0.224, "Y1": 0.22257, "X2": 0.235, "Y2": 0.22237, "X3": 0.234, "Y3": 0.23969, "X4": 0.223, "Y4": 0.23834, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.284, "Y1": 0.22662, "X2": 0.295, "Y2": 0.22642, "X3": 0.295, "Y3": 0.23834, "X4": 0.285, "Y4": 0.23969, "page": 0}, {"Word": "7", "Confidence": 0.994, "X1": 0.386, "Y1": 0.22662, "X2": 0.396, "Y2": 0.22642, "X3": 0.396, "Y3": 0.23969, "X4": 0.386, "Y4": 0.23969, "page": 0}, {"Word": "43", "Confidence": 0.928, "X1": 0.451, "Y1": 0.22527, "X2": 0.466, "Y2": 0.22507, "X3": 0.466, "Y3": 0.24374, "X4": 0.451, "Y4": 0.24374, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.51, "Y1": 0.23066, "X2": 0.519, "Y2": 0.23046, "X3": 0.519, "Y3": 0.24239, "X4": 0.51, "Y4": 0.24239, "page": 0}, {"Word": "12", "Confidence": 0.959, "X1": 0.606, "Y1": 0.22527, "X2": 0.622, "Y2": 0.22507, "X3": 0.622, "Y3": 0.24374, "X4": 0.606, "Y4": 0.24508, "page": 0}, {"Word": "17", "Confidence": 0.964, "X1": 0.832, "Y1": 0.23066, "X2": 0.85, "Y2": 0.23046, "X3": 0.851, "Y3": 0.24778, "X4": 0.833, "Y4": 0.25047, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.056, "Y1": 0.2374, "X2": 0.066, "Y2": 0.2372, "X3": 0.065, "Y3": 0.25047, "X4": 0.056, "Y4": 0.24913, "page": 0}, {"Word": "3", "Confidence": 0.992, "X1": 0.158, "Y1": 0.23874, "X2": 0.171, "Y2": 0.23854, "X3": 0.171, "Y3": 0.25182, "X4": 0.159, "Y4": 0.25317, "page": 0}, {"Word": "13", "Confidence": 0.832, "X1": 0.227, "Y1": 0.2374, "X2": 0.237, "Y2": 0.2372, "X3": 0.235, "Y3": 0.25317, "X4": 0.225, "Y4": 0.25182, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.283, "Y1": 0.24009, "X2": 0.296, "Y2": 0.23989, "X3": 0.296, "Y3": 0.25452, "X4": 0.283, "Y4": 0.25452, "page": 0}, {"Word": "45", "Confidence": 0.864, "X1": 0.448, "Y1": 0.2374, "X2": 0.467, "Y2": 0.2372, "X3": 0.467, "Y3": 0.25452, "X4": 0.449, "Y4": 0.25586, "page": 0}, {"Word": "3", "Confidence": 0.993, "X1": 0.51, "Y1": 0.24548, "X2": 0.519, "Y2": 0.24528, "X3": 0.519, "Y3": 0.25721, "X4": 0.51, "Y4": 0.25586, "page": 0}, {"Word": "13", "Confidence": 0.756, "X1": 0.607, "Y1": 0.24144, "X2": 0.622, "Y2": 0.24124, "X3": 0.624, "Y3": 0.25721, "X4": 0.608, "Y4": 0.26126, "page": 0}, {"Word": "11", "Confidence": 0.939, "X1": 0.676, "Y1": 0.2347, "X2": 0.691, "Y2": 0.2345, "X3": 0.69, "Y3": 0.24913, "X4": 0.675, "Y4": 0.24778, "page": 0}, {"Word": "28", "Confidence": 0.716, "X1": 0.905, "Y1": 0.23605, "X2": 0.918, "Y2": 0.23585, "X3": 0.917, "Y3": 0.24913, "X4": 0.904, "Y4": 0.24778, "page": 0}, {"Word": "4", "Confidence": 0.995, "X1": 0.158, "Y1": 0.25357, "X2": 0.171, "Y2": 0.25337, "X3": 0.172, "Y3": 0.2653, "X4": 0.158, "Y4": 0.26665, "page": 0}, {"Word": "2", "Confidence": 0.825, "X1": 0.283, "Y1": 0.25492, "X2": 0.297, "Y2": 0.25472, "X3": 0.297, "Y3": 0.26799, "X4": 0.284, "Y4": 0.26799, "page": 0}, {"Word": "16", "Confidence": 0.154, "X1": 0.833, "Y1": 0.24953, "X2": 0.848, "Y2": 0.24933, "X3": 0.847, "Y3": 0.26395, "X4": 0.832, "Y4": 0.26395, "page": 0}, {"Word": "39", "Confidence": 0.993, "X1": 0.905, "Y1": 0.25222, "X2": 0.917, "Y2": 0.25202, "X3": 0.916, "Y3": 0.26395, "X4": 0.904, "Y4": 0.26395, "page": 0}, {"Word": "54", "Confidence": 0.955, "X1": 0.222, "Y1": 0.25222, "X2": 0.238, "Y2": 0.25202, "X3": 0.237, "Y3": 0.26934, "X4": 0.222, "Y4": 0.26934, "page": 0}, {"Word": "49", "Confidence": 0.905, "X1": 0.45, "Y1": 0.25761, "X2": 0.466, "Y2": 0.25741, "X3": 0.466, "Y3": 0.27338, "X4": 0.45, "Y4": 0.27473, "page": 0}, {"Word": "21", "Confidence": 0.782, "X1": 0.674, "Y1": 0.26031, "X2": 0.688, "Y2": 0.26011, "X3": 0.689, "Y3": 0.27473, "X4": 0.674, "Y4": 0.27473, "page": 0}, {"Word": "x", "Confidence": 0.664, "X1": 0.771, "Y1": 0.26166, "X2": 0.785, "Y2": 0.26146, "X3": 0.785, "Y3": 0.27608, "X4": 0.771, "Y4": 0.27608, "page": 0}, {"Word": "5", "Confidence": 0.846, "X1": 0.158, "Y1": 0.26705, "X2": 0.172, "Y2": 0.26685, "X3": 0.171, "Y3": 0.28012, "X4": 0.158, "Y4": 0.28012, "page": 0}, {"Word": "18", "Confidence": 0.991, "X1": 0.222, "Y1": 0.26705, "X2": 0.238, "Y2": 0.26685, "X3": 0.236, "Y3": 0.28282, "X4": 0.222, "Y4": 0.28282, "page": 0}, {"Word": "10", "Confidence": 0.667, "X1": 0.379, "Y1": 0.27244, "X2": 0.396, "Y2": 0.27224, "X3": 0.394, "Y3": 0.28551, "X4": 0.38, "Y4": 0.28686, "page": 0}, {"Word": "24", "Confidence": 0.991, "X1": 0.45, "Y1": 0.26839, "X2": 0.466, "Y2": 0.26819, "X3": 0.466, "Y3": 0.28686, "X4": 0.45, "Y4": 0.28551, "page": 0}, {"Word": "3", "Confidence": 0.885, "X1": 0.511, "Y1": 0.27378, "X2": 0.52, "Y2": 0.27358, "X3": 0.52, "Y3": 0.28686, "X4": 0.511, "Y4": 0.28551, "page": 0}, {"Word": "19", "Confidence": 0.883, "X1": 0.831, "Y1": 0.263, "X2": 0.851, "Y2": 0.2628, "X3": 0.852, "Y3": 0.28147, "X4": 0.832, "Y4": 0.28147, "page": 0}, {"Word": "34", "Confidence": 0.637, "X1": 0.903, "Y1": 0.26435, "X2": 0.917, "Y2": 0.26415, "X3": 0.916, "Y3": 0.27878, "X4": 0.903, "Y4": 0.27878, "page": 0}, {"Word": "20", "Confidence": 0.992, "X1": 0.834, "Y1": 0.27783, "X2": 0.851, "Y2": 0.27763, "X3": 0.849, "Y3": 0.2936, "X4": 0.833, "Y4": 0.2936, "page": 0}, {"Word": "33", "Confidence": 0.848, "X1": 0.901, "Y1": 0.27513, "X2": 0.917, "Y2": 0.27493, "X3": 0.918, "Y3": 0.2936, "X4": 0.902, "Y4": 0.29225, "page": 0}, {"Word": "21", "Confidence": 0.994, "X1": 0.154, "Y1": 0.2967, "X2": 0.167, "Y2": 0.2965, "X3": 0.167, "Y3": 0.30977, "X4": 0.154, "Y4": 0.30977, "page": 0}, {"Word": "23", "Confidence": 0.94, "X1": 0.222, "Y1": 0.2967, "X2": 0.235, "Y2": 0.2965, "X3": 0.235, "Y3": 0.31247, "X4": 0.222, "Y4": 0.31247, "page": 0}, {"Word": "22", "Confidence": 0.7, "X1": 0.149, "Y1": 0.30613, "X2": 0.168, "Y2": 0.30593, "X3": 0.171, "Y3": 0.3246, "X4": 0.152, "Y4": 0.32999, "page": 0}, {"Word": "3", "Confidence": 0.986, "X1": 0.227, "Y1": 0.31152, "X2": 0.237, "Y2": 0.31132, "X3": 0.236, "Y3": 0.32595, "X4": 0.226, "Y4": 0.3246, "page": 0}, {"Word": "32", "Confidence": 0.832, "X1": 0.605, "Y1": 0.30209, "X2": 0.622, "Y2": 0.30189, "X3": 0.623, "Y3": 0.31921, "X4": 0.607, "Y4": 0.3246, "page": 0}, {"Word": "36", "Confidence": 0.997, "X1": 0.829, "Y1": 0.30613, "X2": 0.849, "Y2": 0.30593, "X3": 0.85, "Y3": 0.32325, "X4": 0.83, "Y4": 0.3246, "page": 0}, {"Word": "35", "Confidence": 0.995, "X1": 0.904, "Y1": 0.31017, "X2": 0.917, "Y2": 0.30997, "X3": 0.917, "Y3": 0.3219, "X4": 0.903, "Y4": 0.32325, "page": 0}, {"Word": "32", "Confidence": 0.984, "X1": 0.602, "Y1": 0.31422, "X2": 0.621, "Y2": 0.31402, "X3": 0.623, "Y3": 0.33134, "X4": 0.604, "Y4": 0.33673, "page": 0}, {"Word": "33", "Confidence": 0.616, "X1": 0.602, "Y1": 0.33308, "X2": 0.621, "Y2": 0.33288, "X3": 0.622, "Y3": 0.34616, "X4": 0.603, "Y4": 0.34886, "page": 0}, {"Word": "9", "Confidence": 0.955, "X1": 0.676, "Y1": 0.33174, "X2": 0.693, "Y2": 0.33154, "X3": 0.693, "Y3": 0.34751, "X4": 0.677, "Y4": 0.34886, "page": 0}, {"Word": "37", "Confidence": 0.934, "X1": 0.829, "Y1": 0.31961, "X2": 0.851, "Y2": 0.31941, "X3": 0.851, "Y3": 0.33807, "X4": 0.829, "Y4": 0.33942, "page": 0}, {"Word": "29", "Confidence": 0.968, "X1": 0.9, "Y1": 0.31961, "X2": 0.919, "Y2": 0.31941, "X3": 0.919, "Y3": 0.33807, "X4": 0.901, "Y4": 0.33942, "page": 0}, {"Word": "3.8", "Confidence": 0.335, "X1": 0.833, "Y1": 0.33847, "X2": 0.847, "Y2": 0.33827, "X3": 0.846, "Y3": 0.3502, "X4": 0.832, "Y4": 0.3502, "page": 0}, {"Word": "25", "Confidence": 0.991, "X1": 0.902, "Y1": 0.33982, "X2": 0.916, "Y2": 0.33962, "X3": 0.915, "Y3": 0.3529, "X4": 0.901, "Y4": 0.3529, "page": 0}, {"Word": "34", "Confidence": 0.956, "X1": 0.601, "Y1": 0.34656, "X2": 0.621, "Y2": 0.34636, "X3": 0.622, "Y3": 0.36099, "X4": 0.603, "Y4": 0.36503, "page": 0}, {"Word": "20", "Confidence": 0.998, "X1": 0.671, "Y1": 0.34791, "X2": 0.691, "Y2": 0.34771, "X3": 0.692, "Y3": 0.36638, "X4": 0.672, "Y4": 0.36772, "page": 0}, {"Word": "39", "Confidence": 0.98, "X1": 0.829, "Y1": 0.34926, "X2": 0.849, "Y2": 0.34906, "X3": 0.851, "Y3": 0.36772, "X4": 0.83, "Y4": 0.37042, "page": 0}, {"Word": "37", "Confidence": 0.97, "X1": 0.901, "Y1": 0.3506, "X2": 0.92, "Y2": 0.3504, "X3": 0.92, "Y3": 0.36772, "X4": 0.901, "Y4": 0.37042, "page": 0}, {"Word": "25", "Confidence": 0.992, "X1": 0.148, "Y1": 0.35195, "X2": 0.168, "Y2": 0.35175, "X3": 0.169, "Y3": 0.36907, "X4": 0.149, "Y4": 0.37042, "page": 0}, {"Word": "31", "Confidence": 0.887, "X1": 0.447, "Y1": 0.356, "X2": 0.466, "Y2": 0.3558, "X3": 0.466, "Y3": 0.37312, "X4": 0.448, "Y4": 0.37177, "page": 0}, {"Word": "33333 77777", "Confidence": 0.3495, "X1": 0.52, "Y1": 0.37756, "X2": 0.519, "Y2": 0.37736, "X3": 0.509, "Y3": 0.37716, "X4": 0.511, "Y4": 0.21543, "page": 0}, {"Word": "35", "Confidence": 0.955, "X1": 0.604, "Y1": 0.36004, "X2": 0.621, "Y2": 0.35984, "X3": 0.621, "Y3": 0.37581, "X4": 0.604, "Y4": 0.37851, "page": 0}, {"Word": "M", "Confidence": 0.935, "X1": 0.768, "Y1": 0.36543, "X2": 0.78, "Y2": 0.36523, "X3": 0.781, "Y3": 0.3812, "X4": 0.769, "Y4": 0.3812, "page": 0}, {"Word": "40", "Confidence": 0.991, "X1": 0.833, "Y1": 0.36947, "X2": 0.847, "Y2": 0.36927, "X3": 0.846, "Y3": 0.38255, "X4": 0.832, "Y4": 0.3812, "page": 0}, {"Word": "16", "Confidence": 0.901, "X1": 0.902, "Y1": 0.36812, "X2": 0.914, "Y2": 0.36792, "X3": 0.914, "Y3": 0.3812, "X4": 0.901, "Y4": 0.3812, "page": 0}, {"Word": "61", "Confidence": 0.991, "X1": 0.221, "Y1": 0.3843, "X2": 0.234, "Y2": 0.3841, "X3": 0.234, "Y3": 0.40007, "X4": 0.221, "Y4": 0.40007, "page": 0}, {"Word": "3", "Confidence": 0.864, "X1": 0.509, "Y1": 0.38969, "X2": 0.518, "Y2": 0.38949, "X3": 0.518, "Y3": 0.40276, "X4": 0.51, "Y4": 0.40411, "page": 0}, {"Word": "103", "Confidence": 0.885, "X1": 0.894, "Y1": 0.39643, "X2": 0.916, "Y2": 0.39623, "X3": 0.915, "Y3": 0.41085, "X4": 0.894, "Y4": 0.41085, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.153, "Y1": 0.41529, "X2": 0.166, "Y2": 0.41509, "X3": 0.166, "Y3": 0.42702, "X4": 0.153, "Y4": 0.42702, "page": 0}, {"Word": "71", "Confidence": 0.993, "X1": 0.222, "Y1": 0.42877, "X2": 0.234, "Y2": 0.42857, "X3": 0.233, "Y3": 0.4432, "X4": 0.221, "Y4": 0.44185, "page": 0}, {"Word": "72", "Confidence": 0.993, "X1": 0.902, "Y1": 0.42608, "X2": 0.915, "Y2": 0.42588, "X3": 0.915, "Y3": 0.43915, "X4": 0.903, "Y4": 0.43915, "page": 0}, {"Word": "45", "Confidence": 0.991, "X1": 0.153, "Y1": 0.44225, "X2": 0.166, "Y2": 0.44205, "X3": 0.166, "Y3": 0.45667, "X4": 0.153, "Y4": 0.45667, "page": 0}, {"Word": "86", "Confidence": 0.945, "X1": 0.902, "Y1": 0.4409, "X2": 0.916, "Y2": 0.4407, "X3": 0.916, "Y3": 0.45398, "X4": 0.902, "Y4": 0.45398, "page": 0}, {"Word": "65", "Confidence": 0.941, "X1": 0.901, "Y1": 0.45303, "X2": 0.915, "Y2": 0.45283, "X3": 0.915, "Y3": 0.46745, "X4": 0.901, "Y4": 0.4688, "page": 0}, {"Word": "S", "Confidence": 0.44, "X1": 0.053, "Y1": 0.47325, "X2": 0.064, "Y2": 0.47305, "X3": 0.063, "Y3": 0.48363, "X4": 0.053, "Y4": 0.48363, "page": 0}, {"Word": "7", "Confidence": 0.994, "X1": 0.508, "Y1": 0.47864, "X2": 0.518, "Y2": 0.47844, "X3": 0.519, "Y3": 0.49171, "X4": 0.509, "Y4": 0.49306, "page": 0}, {"Word": "5", "Confidence": 0.898, "X1": 0.053, "Y1": 0.5002, "X2": 0.063, "Y2": 0.5, "X3": 0.063, "Y3": 0.51058, "X4": 0.053, "Y4": 0.51058, "page": 0}, {"Word": "91", "Confidence": 0.941, "X1": 0.899, "Y1": 0.49885, "X2": 0.915, "Y2": 0.49865, "X3": 0.915, "Y3": 0.51058, "X4": 0.899, "Y4": 0.51058, "page": 0}, {"Word": "7", "Confidence": 0.991, "X1": 0.508, "Y1": 0.50829, "X2": 0.518, "Y2": 0.50809, "X3": 0.517, "Y3": 0.52002, "X4": 0.508, "Y4": 0.52002, "page": 0}, {"Word": "...", "Confidence": 0.656, "X1": 0.745, "Y1": 0.52042, "X2": 0.745, "Y2": 0.52022, "X3": 0.734, "Y3": 0.52136, "X4": 0.733, "Y4": 0.48228, "page": 0}, {"Word": "7", "Confidence": 0.938, "X1": 0.508, "Y1": 0.52176, "X2": 0.517, "Y2": 0.52156, "X3": 0.517, "Y3": 0.53484, "X4": 0.508, "Y4": 0.53484, "page": 0}, {"Word": "ARSAL LALLA", "Confidence": 0.5725, "X1": 0.1, "Y1": 0.54198, "X2": 0.098, "Y2": 0.54178, "X3": 0.087, "Y3": 0.54158, "X4": 0.089, "Y4": 0.37446, "page": 0}, {"Word": "63", "Confidence": 0.162, "X1": 0.223, "Y1": 0.53255, "X2": 0.232, "Y2": 0.53235, "X3": 0.23, "Y3": 0.54427, "X4": 0.221, "Y4": 0.54293, "page": 0}, {"Word": "70", "Confidence": 0.715, "X1": 0.38, "Y1": 0.53255, "X2": 0.392, "Y2": 0.53235, "X3": 0.39, "Y3": 0.54697, "X4": 0.378, "Y4": 0.54427, "page": 0}, {"Word": "7", "Confidence": 0.717, "X1": 0.509, "Y1": 0.53794, "X2": 0.515, "Y2": 0.53774, "X3": 0.515, "Y3": 0.54697, "X4": 0.508, "Y4": 0.54697, "page": 0}, {"Word": "===== ===== ==== =====", "Confidence": 0.278, "X1": 0.693, "Y1": 0.55411, "X2": 0.69, "Y2": 0.55391, "X3": 0.667, "Y3": 0.55371, "X4": 0.673, "Y4": 0.21948, "page": 0}, {"Word": "..", "Confidence": 0.933, "X1": 0.745, "Y1": 0.55546, "X2": 0.744, "Y2": 0.55526, "X3": 0.732, "Y3": 0.55506, "X4": 0.733, "Y4": 0.52406, "page": 0}, {"Word": "97", "Confidence": 0.941, "X1": 0.903, "Y1": 0.54198, "X2": 0.914, "Y2": 0.54178, "X3": 0.913, "Y3": 0.55506, "X4": 0.902, "Y4": 0.55506, "page": 0}, {"Word": "52194 4644", "Confidence": 0.9925, "X1": 0.15, "Y1": 0.98403, "X2": 0.054, "Y2": 0.98383, "X3": 0.054, "Y3": 0.96206, "X4": 0.15, "Y4": 0.95937, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.838, "X1": 0.045, "Y1": 0.0905, "X2": 0.086, "Y2": 0.0903, "X3": 0.086, "Y3": 0.10357, "X4": 0.044, "Y4": 0.10357, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.672, "X1": 0.093, "Y1": 0.0905, "X2": 0.141, "Y2": 0.0903, "X3": 0.141, "Y3": 0.10492, "X4": 0.093, "Y4": 0.10357, "page": 0, "Index": 1}, {"Word": "Animal", "Confidence": 0.883, "X1": 0.417, "Y1": 0.09724, "X2": 0.457, "Y2": 0.09704, "X3": 0.457, "Y3": 0.11031, "X4": 0.417, "Y4": 0.11031, "page": 0, "Index": 2}, {"Word": "number", "Confidence": 0.613, "X1": 0.463, "Y1": 0.09724, "X2": 0.506, "Y2": 0.09704, "X3": 0.506, "Y3": 0.11166, "X4": 0.463, "Y4": 0.11031, "page": 0, "Index": 3}, {"Word": "Cross", "Confidence": 0.992, "X1": 0.512, "Y1": 0.09724, "X2": 0.547, "Y2": 0.09704, "X3": 0.547, "Y3": 0.11166, "X4": 0.512, "Y4": 0.11166, "page": 0, "Index": 4}, {"Word": "Reference", "Confidence": 0.621, "X1": 0.553, "Y1": 0.09858, "X2": 0.615, "Y2": 0.09838, "X3": 0.614, "Y3": 0.11301, "X4": 0.553, "Y4": 0.11166, "page": 0, "Index": 5}, {"Word": "List", "Confidence": 0.982, "X1": 0.622, "Y1": 0.09858, "X2": 0.649, "Y2": 0.09838, "X3": 0.649, "Y3": 0.11301, "X4": 0.622, "Y4": 0.11301, "page": 0, "Index": 6}, {"Word": "PRINTED:", "Confidence": 0.942, "X1": 0.822, "Y1": 0.10397, "X2": 0.877, "Y2": 0.10377, "X3": 0.877, "Y3": 0.11705, "X4": 0.822, "Y4": 0.11705, "page": 0, "Index": 7}, {"Word": "TOXICOLOGY", "Confidence": 0.955, "X1": 0.044, "Y1": 0.10532, "X2": 0.113, "Y2": 0.10512, "X3": 0.112, "Y3": 0.1184, "X4": 0.043, "Y4": 0.1184, "page": 0, "Index": 8}, {"Word": "RESEARCH", "Confidence": 0.946, "X1": 0.12, "Y1": 0.10667, "X2": 0.175, "Y2": 0.10647, "X3": 0.175, "Y3": 0.11975, "X4": 0.119, "Y4": 0.1184, "page": 0, "Index": 9}, {"Word": "DEVISION", "Confidence": 0.636, "X1": 0.182, "Y1": 0.10667, "X2": 0.237, "Y2": 0.10647, "X3": 0.236, "Y3": 0.12109, "X4": 0.182, "Y4": 0.11975, "page": 0, "Index": 10}, {"Word": "Study:", "Confidence": 0.768, "X1": 0.486, "Y1": 0.11341, "X2": 0.527, "Y2": 0.11321, "X3": 0.526, "Y3": 0.12648, "X4": 0.485, "Y4": 0.12514, "page": 0, "Index": 11}, {"Word": "TOX-035", "Confidence": 0.919, "X1": 0.535, "Y1": 0.11341, "X2": 0.581, "Y2": 0.11321, "X3": 0.581, "Y3": 0.12648, "X4": 0.534, "Y4": 0.12648, "page": 0, "Index": 12}, {"Word": "05-Nov-90", "Confidence": 0.847, "X1": 0.884, "Y1": 0.10397, "X2": 0.945, "Y2": 0.10377, "X3": 0.945, "Y3": 0.1184, "X4": 0.884, "Y4": 0.11705, "page": 0, "Index": 13}, {"Word": "Building", "Confidence": 0.612, "X1": 0.044, "Y1": 0.1188, "X2": 0.098, "Y2": 0.1186, "X3": 0.098, "Y3": 0.13322, "X4": 0.043, "Y4": 0.13322, "page": 0, "Index": 14}, {"Word": "630/2", "Confidence": 0.9, "X1": 0.107, "Y1": 0.12149, "X2": 0.141, "Y2": 0.12129, "X3": 0.141, "Y3": 0.13322, "X4": 0.107, "Y4": 0.13322, "page": 0, "Index": 15}, {"Word": "Page:", "Confidence": 0.733, "X1": 0.837, "Y1": 0.12015, "X2": 0.87, "Y2": 0.11995, "X3": 0.87, "Y3": 0.13188, "X4": 0.836, "Y4": 0.13053, "page": 0, "Index": 16}, {"Word": "1", "Confidence": 0.995, "X1": 0.878, "Y1": 0.12015, "X2": 0.883, "Y2": 0.11995, "X3": 0.883, "Y3": 0.13322, "X4": 0.877, "Y4": 0.13188, "page": 0, "Index": 17}, {"Word": "WINSTON-SALEM,", "Confidence": 0.265, "X1": 0.046, "Y1": 0.13497, "X2": 0.141, "Y2": 0.13477, "X3": 0.141, "Y3": 0.1494, "X4": 0.045, "Y4": 0.14805, "page": 0, "Index": 18}, {"Word": "NORTH", "Confidence": 0.384, "X1": 0.147, "Y1": 0.13497, "X2": 0.181, "Y2": 0.13477, "X3": 0.18, "Y3": 0.1494, "X4": 0.146, "Y4": 0.1494, "page": 0, "Index": 19}, {"Word": "CAROLINA", "Confidence": 0.928, "X1": 0.189, "Y1": 0.13497, "X2": 0.243, "Y2": 0.13477, "X3": 0.243, "Y3": 0.15074, "X4": 0.188, "Y4": 0.1494, "page": 0, "Index": 20}, {"Word": "27102", "Confidence": 0.994, "X1": 0.251, "Y1": 0.13632, "X2": 0.286, "Y2": 0.13612, "X3": 0.285, "Y3": 0.15074, "X4": 0.251, "Y4": 0.15074, "page": 0, "Index": 21}, {"Word": "Study", "Confidence": 0.66, "X1": 0.128, "Y1": 0.16597, "X2": 0.161, "Y2": 0.16577, "X3": 0.16, "Y3": 0.17905, "X4": 0.128, "Y4": 0.1777, "page": 0, "Index": 22}, {"Word": "Protost", "Confidence": 0.683, "X1": 0.19, "Y1": 0.16732, "X2": 0.236, "Y2": 0.16712, "X3": 0.235, "Y3": 0.18039, "X4": 0.189, "Y4": 0.17905, "page": 0, "Index": 23}, {"Word": "Study", "Confidence": 0.598, "X1": 0.355, "Y1": 0.17001, "X2": 0.388, "Y2": 0.16981, "X3": 0.387, "Y3": 0.18309, "X4": 0.354, "Y4": 0.18174, "page": 0, "Index": 24}, {"Word": "Protost", "Confidence": 0.846, "X1": 0.417, "Y1": 0.17136, "X2": 0.462, "Y2": 0.17116, "X3": 0.462, "Y3": 0.18444, "X4": 0.417, "Y4": 0.18309, "page": 0, "Index": 25}, {"Word": "study", "Confidence": 0.996, "X1": 0.58, "Y1": 0.17405, "X2": 0.614, "Y2": 0.17385, "X3": 0.614, "Y3": 0.18713, "X4": 0.58, "Y4": 0.18578, "page": 0, "Index": 26}, {"Word": "Group", "Confidence": 0.719, "X1": 0.044, "Y1": 0.1781, "X2": 0.077, "Y2": 0.1779, "X3": 0.077, "Y3": 0.19387, "X4": 0.043, "Y4": 0.19387, "page": 0, "Index": 27}, {"Word": "Sox", "Confidence": 0.868, "X1": 0.084, "Y1": 0.17945, "X2": 0.105, "Y2": 0.17925, "X3": 0.105, "Y3": 0.19387, "X4": 0.084, "Y4": 0.19387, "page": 0, "Index": 28}, {"Word": "Number", "Confidence": 0.608, "X1": 0.119, "Y1": 0.18214, "X2": 0.16, "Y2": 0.18194, "X3": 0.16, "Y3": 0.19387, "X4": 0.118, "Y4": 0.19387, "page": 0, "Index": 29}, {"Word": "Group", "Confidence": 0.68, "X1": 0.271, "Y1": 0.18349, "X2": 0.304, "Y2": 0.18329, "X3": 0.304, "Y3": 0.19657, "X4": 0.271, "Y4": 0.19657, "page": 0, "Index": 30}, {"Word": "Sex", "Confidence": 0.606, "X1": 0.312, "Y1": 0.18349, "X2": 0.332, "Y2": 0.18329, "X3": 0.332, "Y3": 0.19657, "X4": 0.312, "Y4": 0.19657, "page": 0, "Index": 31}, {"Word": "Number", "Confidence": 0.825, "X1": 0.347, "Y1": 0.18484, "X2": 0.388, "Y2": 0.18464, "X3": 0.388, "Y3": 0.19791, "X4": 0.346, "Y4": 0.19657, "page": 0, "Index": 32}, {"Word": "Protest", "Confidence": 0.66, "X1": 0.642, "Y1": 0.17405, "X2": 0.69, "Y2": 0.17385, "X3": 0.691, "Y3": 0.18848, "X4": 0.642, "Y4": 0.18848, "page": 0, "Index": 33}, {"Word": "Study", "Confidence": 0.994, "X1": 0.808, "Y1": 0.1781, "X2": 0.841, "Y2": 0.1779, "X3": 0.841, "Y3": 0.19252, "X4": 0.807, "Y4": 0.18983, "page": 0, "Index": 34}, {"Word": "Protest", "Confidence": 0.47, "X1": 0.87, "Y1": 0.1781, "X2": 0.917, "Y2": 0.1779, "X3": 0.917, "Y3": 0.19117, "X4": 0.87, "Y4": 0.19117, "page": 0, "Index": 35}, {"Word": "--", "Confidence": 0.72, "X1": 0.144, "Y1": 0.19562, "X2": 0.163, "Y2": 0.19542, "X3": 0.163, "Y3": 0.20735, "X4": 0.144, "Y4": 0.20465, "page": 0, "Index": 36}, {"Word": "Group", "Confidence": 0.879, "X1": 0.499, "Y1": 0.18753, "X2": 0.531, "Y2": 0.18733, "X3": 0.531, "Y3": 0.19926, "X4": 0.499, "Y4": 0.19926, "page": 0, "Index": 37}, {"Word": "Sex", "Confidence": 0.994, "X1": 0.539, "Y1": 0.18753, "X2": 0.559, "Y2": 0.18733, "X3": 0.558, "Y3": 0.20061, "X4": 0.539, "Y4": 0.20061, "page": 0, "Index": 38}, {"Word": "Number", "Confidence": 0.395, "X1": 0.573, "Y1": 0.18753, "X2": 0.614, "Y2": 0.18733, "X3": 0.614, "Y3": 0.20196, "X4": 0.573, "Y4": 0.20061, "page": 0, "Index": 39}, {"Word": "Group", "Confidence": 0.955, "X1": 0.726, "Y1": 0.19157, "X2": 0.759, "Y2": 0.19137, "X3": 0.759, "Y3": 0.20465, "X4": 0.725, "Y4": 0.20465, "page": 0, "Index": 40}, {"Word": "Sex", "Confidence": 0.641, "X1": 0.766, "Y1": 0.19157, "X2": 0.786, "Y2": 0.19137, "X3": 0.785, "Y3": 0.20465, "X4": 0.765, "Y4": 0.20465, "page": 0, "Index": 41}, {"Word": "Number", "Confidence": 0.447, "X1": 0.799, "Y1": 0.19292, "X2": 0.841, "Y2": 0.19272, "X3": 0.841, "Y3": 0.206, "X4": 0.798, "Y4": 0.20465, "page": 0, "Index": 42}, {"Word": "-----", "Confidence": 0.65, "X1": 0.438, "Y1": 0.20236, "X2": 0.469, "Y2": 0.20216, "X3": 0.467, "Y3": 0.21139, "X4": 0.437, "Y4": 0.21139, "page": 0, "Index": 43}, {"Word": "----", "Confidence": 0.536, "X1": 0.665, "Y1": 0.2064, "X2": 0.696, "Y2": 0.2062, "X3": 0.694, "Y3": 0.21409, "X4": 0.664, "Y4": 0.21409, "page": 0, "Index": 44}, {"Word": "---", "Confidence": 0.655, "X1": 0.804, "Y1": 0.20775, "X2": 0.819, "Y2": 0.20755, "X3": 0.819, "Y3": 0.21678, "X4": 0.804, "Y4": 0.21543, "page": 0, "Index": 45}, {"Word": "1", "Confidence": 0.996, "X1": 0.058, "Y1": 0.20775, "X2": 0.064, "Y2": 0.20755, "X3": 0.064, "Y3": 0.22217, "X4": 0.058, "Y4": 0.22217, "page": 0, "Index": 46}, {"Word": "M", "Confidence": 0.901, "X1": 0.09, "Y1": 0.20775, "X2": 0.096, "Y2": 0.20755, "X3": 0.096, "Y3": 0.22082, "X4": 0.09, "Y4": 0.22082, "page": 0, "Index": 47}, {"Word": "1", "Confidence": 0.993, "X1": 0.161, "Y1": 0.20909, "X2": 0.166, "Y2": 0.20889, "X3": 0.167, "Y3": 0.22082, "X4": 0.162, "Y4": 0.22217, "page": 0, "Index": 48}, {"Word": "42", "Confidence": 0.802, "X1": 0.225, "Y1": 0.20775, "X2": 0.236, "Y2": 0.20755, "X3": 0.236, "Y3": 0.22352, "X4": 0.225, "Y4": 0.22487, "page": 0, "Index": 49}, {"Word": "2", "Confidence": 0.995, "X1": 0.286, "Y1": 0.21179, "X2": 0.291, "Y2": 0.21159, "X3": 0.292, "Y3": 0.22487, "X4": 0.286, "Y4": 0.22487, "page": 0, "Index": 50}, {"Word": "6", "Confidence": 0.533, "X1": 0.391, "Y1": 0.21449, "X2": 0.395, "Y2": 0.21429, "X3": 0.395, "Y3": 0.22352, "X4": 0.391, "Y4": 0.22352, "page": 0, "Index": 51}, {"Word": "2", "Confidence": 0.895, "X1": 0.161, "Y1": 0.22257, "X2": 0.166, "Y2": 0.22237, "X3": 0.167, "Y3": 0.2343, "X4": 0.162, "Y4": 0.23565, "page": 0, "Index": 52}, {"Word": "3", "Confidence": 0.672, "X1": 0.511, "Y1": 0.21583, "X2": 0.517, "Y2": 0.21563, "X3": 0.518, "Y3": 0.22891, "X4": 0.512, "Y4": 0.22891, "page": 0, "Index": 53}, {"Word": "36", "Confidence": 0.18, "X1": 0.676, "Y1": 0.21988, "X2": 0.689, "Y2": 0.21968, "X3": 0.689, "Y3": 0.23295, "X4": 0.676, "Y4": 0.23295, "page": 0, "Index": 54}, {"Word": "M", "Confidence": 0.929, "X1": 0.773, "Y1": 0.21988, "X2": 0.779, "Y2": 0.21968, "X3": 0.779, "Y3": 0.23295, "X4": 0.773, "Y4": 0.23295, "page": 0, "Index": 55}, {"Word": "16", "Confidence": 0.998, "X1": 0.835, "Y1": 0.22122, "X2": 0.848, "Y2": 0.22102, "X3": 0.848, "Y3": 0.23295, "X4": 0.835, "Y4": 0.23295, "page": 0, "Index": 56}, {"Word": "1", "Confidence": 0.332, "X1": 0.224, "Y1": 0.21988, "X2": 0.231, "Y2": 0.21968, "X3": 0.23, "Y3": 0.23834, "X4": 0.223, "Y4": 0.237, "page": 0, "Index": 57}, {"Word": "2", "Confidence": 0.994, "X1": 0.285, "Y1": 0.22662, "X2": 0.291, "Y2": 0.22642, "X3": 0.292, "Y3": 0.23969, "X4": 0.286, "Y4": 0.23969, "page": 0, "Index": 58}, {"Word": "7", "Confidence": 0.994, "X1": 0.389, "Y1": 0.22662, "X2": 0.394, "Y2": 0.22642, "X3": 0.395, "Y3": 0.23969, "X4": 0.389, "Y4": 0.23969, "page": 0, "Index": 59}, {"Word": "43", "Confidence": 0.928, "X1": 0.451, "Y1": 0.22527, "X2": 0.465, "Y2": 0.22507, "X3": 0.466, "Y3": 0.24239, "X4": 0.451, "Y4": 0.24374, "page": 0, "Index": 60}, {"Word": "3", "Confidence": 0.995, "X1": 0.512, "Y1": 0.23066, "X2": 0.518, "Y2": 0.23046, "X3": 0.518, "Y3": 0.24239, "X4": 0.512, "Y4": 0.24239, "page": 0, "Index": 61}, {"Word": "12", "Confidence": 0.959, "X1": 0.607, "Y1": 0.22527, "X2": 0.62, "Y2": 0.22507, "X3": 0.621, "Y3": 0.24374, "X4": 0.608, "Y4": 0.24508, "page": 0, "Index": 62}, {"Word": "17", "Confidence": 0.964, "X1": 0.833, "Y1": 0.23066, "X2": 0.848, "Y2": 0.23046, "X3": 0.85, "Y3": 0.24778, "X4": 0.834, "Y4": 0.25047, "page": 0, "Index": 63}, {"Word": "1", "Confidence": 0.995, "X1": 0.057, "Y1": 0.2374, "X2": 0.063, "Y2": 0.2372, "X3": 0.062, "Y3": 0.25047, "X4": 0.057, "Y4": 0.24913, "page": 0, "Index": 64}, {"Word": "3", "Confidence": 0.992, "X1": 0.16, "Y1": 0.23874, "X2": 0.167, "Y2": 0.23854, "X3": 0.167, "Y3": 0.25317, "X4": 0.161, "Y4": 0.25317, "page": 0, "Index": 65}, {"Word": "13", "Confidence": 0.832, "X1": 0.225, "Y1": 0.2374, "X2": 0.236, "Y2": 0.2372, "X3": 0.236, "Y3": 0.25317, "X4": 0.225, "Y4": 0.25182, "page": 0, "Index": 66}, {"Word": "2", "Confidence": 0.995, "X1": 0.285, "Y1": 0.24009, "X2": 0.291, "Y2": 0.23989, "X3": 0.291, "Y3": 0.25452, "X4": 0.285, "Y4": 0.25452, "page": 0, "Index": 67}, {"Word": "45", "Confidence": 0.864, "X1": 0.449, "Y1": 0.2374, "X2": 0.465, "Y2": 0.2372, "X3": 0.465, "Y3": 0.25452, "X4": 0.45, "Y4": 0.25586, "page": 0, "Index": 68}, {"Word": "3", "Confidence": 0.993, "X1": 0.512, "Y1": 0.24548, "X2": 0.517, "Y2": 0.24528, "X3": 0.516, "Y3": 0.25721, "X4": 0.511, "Y4": 0.25586, "page": 0, "Index": 69}, {"Word": "13", "Confidence": 0.756, "X1": 0.607, "Y1": 0.24144, "X2": 0.621, "Y2": 0.24124, "X3": 0.623, "Y3": 0.25721, "X4": 0.61, "Y4": 0.26126, "page": 0, "Index": 70}, {"Word": "11", "Confidence": 0.939, "X1": 0.676, "Y1": 0.2347, "X2": 0.69, "Y2": 0.2345, "X3": 0.69, "Y3": 0.24913, "X4": 0.676, "Y4": 0.24778, "page": 0, "Index": 71}, {"Word": "28", "Confidence": 0.716, "X1": 0.905, "Y1": 0.23605, "X2": 0.917, "Y2": 0.23585, "X3": 0.917, "Y3": 0.24913, "X4": 0.905, "Y4": 0.24778, "page": 0, "Index": 72}, {"Word": "4", "Confidence": 0.995, "X1": 0.161, "Y1": 0.25357, "X2": 0.167, "Y2": 0.25337, "X3": 0.167, "Y3": 0.26665, "X4": 0.161, "Y4": 0.26665, "page": 0, "Index": 73}, {"Word": "2", "Confidence": 0.825, "X1": 0.285, "Y1": 0.25357, "X2": 0.291, "Y2": 0.25337, "X3": 0.291, "Y3": 0.26799, "X4": 0.285, "Y4": 0.26799, "page": 0, "Index": 74}, {"Word": "16", "Confidence": 0.154, "X1": 0.834, "Y1": 0.24953, "X2": 0.847, "Y2": 0.24933, "X3": 0.847, "Y3": 0.26395, "X4": 0.834, "Y4": 0.26395, "page": 0, "Index": 75}, {"Word": "39", "Confidence": 0.993, "X1": 0.904, "Y1": 0.25222, "X2": 0.916, "Y2": 0.25202, "X3": 0.916, "Y3": 0.26395, "X4": 0.904, "Y4": 0.26395, "page": 0, "Index": 76}, {"Word": "54", "Confidence": 0.955, "X1": 0.223, "Y1": 0.25087, "X2": 0.237, "Y2": 0.25067, "X3": 0.237, "Y3": 0.26934, "X4": 0.222, "Y4": 0.26799, "page": 0, "Index": 77}, {"Word": "49", "Confidence": 0.905, "X1": 0.45, "Y1": 0.25761, "X2": 0.462, "Y2": 0.25741, "X3": 0.463, "Y3": 0.27338, "X4": 0.451, "Y4": 0.27473, "page": 0, "Index": 78}, {"Word": "21", "Confidence": 0.782, "X1": 0.677, "Y1": 0.26031, "X2": 0.689, "Y2": 0.26011, "X3": 0.689, "Y3": 0.27473, "X4": 0.677, "Y4": 0.27473, "page": 0, "Index": 79}, {"Word": "x", "Confidence": 0.664, "X1": 0.771, "Y1": 0.26166, "X2": 0.778, "Y2": 0.26146, "X3": 0.778, "Y3": 0.27608, "X4": 0.771, "Y4": 0.27608, "page": 0, "Index": 80}, {"Word": "5", "Confidence": 0.846, "X1": 0.16, "Y1": 0.26705, "X2": 0.166, "Y2": 0.26685, "X3": 0.166, "Y3": 0.28012, "X4": 0.16, "Y4": 0.28012, "page": 0, "Index": 81}, {"Word": "18", "Confidence": 0.991, "X1": 0.223, "Y1": 0.26705, "X2": 0.236, "Y2": 0.26685, "X3": 0.236, "Y3": 0.28282, "X4": 0.223, "Y4": 0.28282, "page": 0, "Index": 82}, {"Word": "10", "Confidence": 0.667, "X1": 0.381, "Y1": 0.27244, "X2": 0.394, "Y2": 0.27224, "X3": 0.394, "Y3": 0.28551, "X4": 0.381, "Y4": 0.28686, "page": 0, "Index": 83}, {"Word": "24", "Confidence": 0.991, "X1": 0.45, "Y1": 0.26839, "X2": 0.464, "Y2": 0.26819, "X3": 0.464, "Y3": 0.28686, "X4": 0.45, "Y4": 0.28551, "page": 0, "Index": 84}, {"Word": "3", "Confidence": 0.885, "X1": 0.514, "Y1": 0.27378, "X2": 0.52, "Y2": 0.27358, "X3": 0.519, "Y3": 0.28686, "X4": 0.513, "Y4": 0.28551, "page": 0, "Index": 85}, {"Word": "33333", "Confidence": 0.077, "X1": 0.519, "Y1": 0.27918, "X2": 0.519, "Y2": 0.27898, "X3": 0.512, "Y3": 0.27878, "X4": 0.513, "Y4": 0.21543, "page": 0, "Index": 86}, {"Word": "19", "Confidence": 0.883, "X1": 0.834, "Y1": 0.263, "X2": 0.849, "Y2": 0.2628, "X3": 0.849, "Y3": 0.28147, "X4": 0.834, "Y4": 0.28147, "page": 0, "Index": 87}, {"Word": "34", "Confidence": 0.637, "X1": 0.903, "Y1": 0.26435, "X2": 0.916, "Y2": 0.26415, "X3": 0.917, "Y3": 0.27878, "X4": 0.903, "Y4": 0.27878, "page": 0, "Index": 88}, {"Word": "=====", "Confidence": 0.341, "X1": 0.693, "Y1": 0.28996, "X2": 0.692, "Y2": 0.28976, "X3": 0.675, "Y3": 0.28956, "X4": 0.677, "Y4": 0.21948, "page": 0, "Index": 89}, {"Word": "20", "Confidence": 0.992, "X1": 0.834, "Y1": 0.27783, "X2": 0.848, "Y2": 0.27763, "X3": 0.848, "Y3": 0.2936, "X4": 0.834, "Y4": 0.2936, "page": 0, "Index": 90}, {"Word": "33", "Confidence": 0.848, "X1": 0.903, "Y1": 0.27513, "X2": 0.918, "Y2": 0.27493, "X3": 0.917, "Y3": 0.2936, "X4": 0.902, "Y4": 0.29225, "page": 0, "Index": 91}, {"Word": "21", "Confidence": 0.994, "X1": 0.154, "Y1": 0.2967, "X2": 0.166, "Y2": 0.2965, "X3": 0.166, "Y3": 0.30977, "X4": 0.154, "Y4": 0.30977, "page": 0, "Index": 92}, {"Word": "23", "Confidence": 0.94, "X1": 0.223, "Y1": 0.2967, "X2": 0.234, "Y2": 0.2965, "X3": 0.235, "Y3": 0.31247, "X4": 0.224, "Y4": 0.31247, "page": 0, "Index": 93}, {"Word": "22", "Confidence": 0.7, "X1": 0.153, "Y1": 0.30613, "X2": 0.167, "Y2": 0.30593, "X3": 0.17, "Y3": 0.3246, "X4": 0.156, "Y4": 0.32864, "page": 0, "Index": 94}, {"Word": "3", "Confidence": 0.986, "X1": 0.229, "Y1": 0.31152, "X2": 0.236, "Y2": 0.31132, "X3": 0.236, "Y3": 0.32595, "X4": 0.229, "Y4": 0.32595, "page": 0, "Index": 95}, {"Word": "32", "Confidence": 0.832, "X1": 0.605, "Y1": 0.30209, "X2": 0.62, "Y2": 0.30189, "X3": 0.623, "Y3": 0.31921, "X4": 0.609, "Y4": 0.32325, "page": 0, "Index": 96}, {"Word": "36", "Confidence": 0.997, "X1": 0.832, "Y1": 0.30613, "X2": 0.848, "Y2": 0.30593, "X3": 0.848, "Y3": 0.3246, "X4": 0.832, "Y4": 0.3246, "page": 0, "Index": 97}, {"Word": "35", "Confidence": 0.995, "X1": 0.903, "Y1": 0.31017, "X2": 0.916, "Y2": 0.30997, "X3": 0.916, "Y3": 0.32325, "X4": 0.903, "Y4": 0.32325, "page": 0, "Index": 98}, {"Word": "32", "Confidence": 0.984, "X1": 0.606, "Y1": 0.31422, "X2": 0.62, "Y2": 0.31402, "X3": 0.622, "Y3": 0.33134, "X4": 0.609, "Y4": 0.33538, "page": 0, "Index": 99}, {"Word": "33", "Confidence": 0.616, "X1": 0.605, "Y1": 0.33308, "X2": 0.619, "Y2": 0.33288, "X3": 0.62, "Y3": 0.34751, "X4": 0.606, "Y4": 0.34886, "page": 0, "Index": 100}, {"Word": "9", "Confidence": 0.955, "X1": 0.681, "Y1": 0.33174, "X2": 0.688, "Y2": 0.33154, "X3": 0.689, "Y3": 0.34751, "X4": 0.682, "Y4": 0.34886, "page": 0, "Index": 101}, {"Word": "37", "Confidence": 0.934, "X1": 0.832, "Y1": 0.31961, "X2": 0.849, "Y2": 0.31941, "X3": 0.849, "Y3": 0.33942, "X4": 0.833, "Y4": 0.33942, "page": 0, "Index": 102}, {"Word": "29", "Confidence": 0.968, "X1": 0.902, "Y1": 0.31961, "X2": 0.916, "Y2": 0.31941, "X3": 0.917, "Y3": 0.33807, "X4": 0.902, "Y4": 0.33942, "page": 0, "Index": 103}, {"Word": "3.8", "Confidence": 0.335, "X1": 0.833, "Y1": 0.33713, "X2": 0.846, "Y2": 0.33693, "X3": 0.846, "Y3": 0.3502, "X4": 0.833, "Y4": 0.34886, "page": 0, "Index": 104}, {"Word": "25", "Confidence": 0.991, "X1": 0.903, "Y1": 0.33982, "X2": 0.915, "Y2": 0.33962, "X3": 0.915, "Y3": 0.3529, "X4": 0.903, "Y4": 0.3529, "page": 0, "Index": 105}, {"Word": "77777", "Confidence": 0.622, "X1": 0.519, "Y1": 0.36678, "X2": 0.519, "Y2": 0.36658, "X3": 0.51, "Y3": 0.36638, "X4": 0.511, "Y4": 0.30169, "page": 0, "Index": 106}, {"Word": "34", "Confidence": 0.956, "X1": 0.605, "Y1": 0.34656, "X2": 0.618, "Y2": 0.34636, "X3": 0.62, "Y3": 0.36099, "X4": 0.607, "Y4": 0.36368, "page": 0, "Index": 107}, {"Word": "20", "Confidence": 0.998, "X1": 0.675, "Y1": 0.34791, "X2": 0.689, "Y2": 0.34771, "X3": 0.69, "Y3": 0.36638, "X4": 0.675, "Y4": 0.36772, "page": 0, "Index": 108}, {"Word": "39", "Confidence": 0.98, "X1": 0.831, "Y1": 0.34926, "X2": 0.849, "Y2": 0.34906, "X3": 0.85, "Y3": 0.36772, "X4": 0.832, "Y4": 0.37042, "page": 0, "Index": 109}, {"Word": "37", "Confidence": 0.97, "X1": 0.903, "Y1": 0.3506, "X2": 0.917, "Y2": 0.3504, "X3": 0.918, "Y3": 0.36638, "X4": 0.904, "Y4": 0.36907, "page": 0, "Index": 110}, {"Word": "25", "Confidence": 0.992, "X1": 0.151, "Y1": 0.35195, "X2": 0.167, "Y2": 0.35175, "X3": 0.167, "Y3": 0.36907, "X4": 0.152, "Y4": 0.37042, "page": 0, "Index": 111}, {"Word": "31", "Confidence": 0.887, "X1": 0.448, "Y1": 0.356, "X2": 0.462, "Y2": 0.3558, "X3": 0.461, "Y3": 0.37312, "X4": 0.447, "Y4": 0.37177, "page": 0, "Index": 112}, {"Word": "35", "Confidence": 0.955, "X1": 0.605, "Y1": 0.36004, "X2": 0.619, "Y2": 0.35984, "X3": 0.621, "Y3": 0.37581, "X4": 0.607, "Y4": 0.37851, "page": 0, "Index": 113}, {"Word": "=====", "Confidence": 0.486, "X1": 0.691, "Y1": 0.38025, "X2": 0.691, "Y2": 0.38005, "X3": 0.673, "Y3": 0.37851, "X4": 0.675, "Y4": 0.30573, "page": 0, "Index": 114}, {"Word": "M", "Confidence": 0.935, "X1": 0.77, "Y1": 0.36543, "X2": 0.777, "Y2": 0.36523, "X3": 0.777, "Y3": 0.3812, "X4": 0.77, "Y4": 0.3812, "page": 0, "Index": 115}, {"Word": "40", "Confidence": 0.991, "X1": 0.833, "Y1": 0.36947, "X2": 0.846, "Y2": 0.36927, "X3": 0.846, "Y3": 0.38255, "X4": 0.832, "Y4": 0.3812, "page": 0, "Index": 116}, {"Word": "16", "Confidence": 0.901, "X1": 0.902, "Y1": 0.36812, "X2": 0.914, "Y2": 0.36792, "X3": 0.914, "Y3": 0.3812, "X4": 0.902, "Y4": 0.3812, "page": 0, "Index": 117}, {"Word": "61", "Confidence": 0.991, "X1": 0.221, "Y1": 0.3843, "X2": 0.234, "Y2": 0.3841, "X3": 0.234, "Y3": 0.40007, "X4": 0.221, "Y4": 0.40007, "page": 0, "Index": 118}, {"Word": "3", "Confidence": 0.864, "X1": 0.51, "Y1": 0.38969, "X2": 0.517, "Y2": 0.38949, "X3": 0.518, "Y3": 0.40276, "X4": 0.511, "Y4": 0.40411, "page": 0, "Index": 119}, {"Word": "103", "Confidence": 0.885, "X1": 0.894, "Y1": 0.39643, "X2": 0.914, "Y2": 0.39623, "X3": 0.914, "Y3": 0.41085, "X4": 0.895, "Y4": 0.41085, "page": 0, "Index": 120}, {"Word": "43", "Confidence": 0.994, "X1": 0.153, "Y1": 0.41529, "X2": 0.165, "Y2": 0.41509, "X3": 0.165, "Y3": 0.42702, "X4": 0.153, "Y4": 0.42702, "page": 0, "Index": 121}, {"Word": "71", "Confidence": 0.993, "X1": 0.223, "Y1": 0.42877, "X2": 0.233, "Y2": 0.42857, "X3": 0.232, "Y3": 0.4432, "X4": 0.222, "Y4": 0.44185, "page": 0, "Index": 122}, {"Word": "72", "Confidence": 0.993, "X1": 0.902, "Y1": 0.42608, "X2": 0.914, "Y2": 0.42588, "X3": 0.914, "Y3": 0.43915, "X4": 0.902, "Y4": 0.43915, "page": 0, "Index": 123}, {"Word": "ARSAL", "Confidence": 0.301, "X1": 0.1, "Y1": 0.45573, "X2": 0.099, "Y2": 0.45553, "X3": 0.088, "Y3": 0.45533, "X4": 0.089, "Y4": 0.38794, "page": 0, "Index": 124}, {"Word": "45", "Confidence": 0.991, "X1": 0.153, "Y1": 0.44225, "X2": 0.164, "Y2": 0.44205, "X3": 0.164, "Y3": 0.45667, "X4": 0.153, "Y4": 0.45667, "page": 0, "Index": 125}, {"Word": "86", "Confidence": 0.945, "X1": 0.902, "Y1": 0.4409, "X2": 0.914, "Y2": 0.4407, "X3": 0.914, "Y3": 0.45398, "X4": 0.902, "Y4": 0.45398, "page": 0, "Index": 126}, {"Word": "====", "Confidence": 0.224, "X1": 0.691, "Y1": 0.4692, "X2": 0.69, "Y2": 0.469, "X3": 0.67, "Y3": 0.46611, "X4": 0.672, "Y4": 0.39468, "page": 0, "Index": 127}, {"Word": "65", "Confidence": 0.941, "X1": 0.901, "Y1": 0.45303, "X2": 0.914, "Y2": 0.45283, "X3": 0.914, "Y3": 0.46745, "X4": 0.901, "Y4": 0.4688, "page": 0, "Index": 128}, {"Word": "S", "Confidence": 0.44, "X1": 0.054, "Y1": 0.47325, "X2": 0.059, "Y2": 0.47305, "X3": 0.059, "Y3": 0.48363, "X4": 0.054, "Y4": 0.48363, "page": 0, "Index": 129}, {"Word": "7", "Confidence": 0.994, "X1": 0.509, "Y1": 0.47864, "X2": 0.515, "Y2": 0.47844, "X3": 0.516, "Y3": 0.49171, "X4": 0.51, "Y4": 0.49306, "page": 0, "Index": 130}, {"Word": "5", "Confidence": 0.898, "X1": 0.057, "Y1": 0.5002, "X2": 0.063, "Y2": 0.5, "X3": 0.063, "Y3": 0.51058, "X4": 0.057, "Y4": 0.51058, "page": 0, "Index": 131}, {"Word": "91", "Confidence": 0.941, "X1": 0.9, "Y1": 0.49885, "X2": 0.912, "Y2": 0.49865, "X3": 0.912, "Y3": 0.51058, "X4": 0.9, "Y4": 0.51058, "page": 0, "Index": 132}, {"Word": "7", "Confidence": 0.991, "X1": 0.51, "Y1": 0.50829, "X2": 0.515, "Y2": 0.50809, "X3": 0.515, "Y3": 0.52002, "X4": 0.51, "Y4": 0.52002, "page": 0, "Index": 133}, {"Word": "...", "Confidence": 0.656, "X1": 0.745, "Y1": 0.52042, "X2": 0.746, "Y2": 0.52022, "X3": 0.734, "Y3": 0.52002, "X4": 0.733, "Y4": 0.48228, "page": 0, "Index": 134}, {"Word": "7", "Confidence": 0.938, "X1": 0.51, "Y1": 0.52176, "X2": 0.516, "Y2": 0.52156, "X3": 0.516, "Y3": 0.53484, "X4": 0.51, "Y4": 0.53484, "page": 0, "Index": 135}, {"Word": "LALLA", "Confidence": 0.844, "X1": 0.098, "Y1": 0.54198, "X2": 0.099, "Y2": 0.54178, "X3": 0.087, "Y3": 0.54158, "X4": 0.088, "Y4": 0.47689, "page": 0, "Index": 136}, {"Word": "63", "Confidence": 0.162, "X1": 0.222, "Y1": 0.53255, "X2": 0.232, "Y2": 0.53235, "X3": 0.231, "Y3": 0.54427, "X4": 0.221, "Y4": 0.54293, "page": 0, "Index": 137}, {"Word": "70", "Confidence": 0.715, "X1": 0.381, "Y1": 0.53255, "X2": 0.391, "Y2": 0.53235, "X3": 0.389, "Y3": 0.54697, "X4": 0.379, "Y4": 0.54427, "page": 0, "Index": 138}, {"Word": "7", "Confidence": 0.717, "X1": 0.51, "Y1": 0.53659, "X2": 0.514, "Y2": 0.53639, "X3": 0.514, "Y3": 0.54697, "X4": 0.51, "Y4": 0.54562, "page": 0, "Index": 139}, {"Word": "=====", "Confidence": 0.061, "X1": 0.69, "Y1": 0.55546, "X2": 0.69, "Y2": 0.55526, "X3": 0.667, "Y3": 0.55236, "X4": 0.67, "Y4": 0.48093, "page": 0, "Index": 140}, {"Word": "..", "Confidence": 0.933, "X1": 0.745, "Y1": 0.55007, "X2": 0.744, "Y2": 0.54987, "X3": 0.732, "Y3": 0.54832, "X4": 0.733, "Y4": 0.52406, "page": 0, "Index": 141}, {"Word": "97", "Confidence": 0.941, "X1": 0.902, "Y1": 0.54198, "X2": 0.913, "Y2": 0.54178, "X3": 0.913, "Y3": 0.55506, "X4": 0.902, "Y4": 0.55506, "page": 0, "Index": 142}, {"Word": "4644", "Confidence": 0.991, "X1": 0.094, "Y1": 0.98403, "X2": 0.057, "Y2": 0.98383, "X3": 0.058, "Y3": 0.96341, "X4": 0.094, "Y4": 0.96206, "page": 0, "Index": 143}, {"Word": "52194", "Confidence": 0.994, "X1": 0.149, "Y1": 0.98268, "X2": 0.104, "Y2": 0.98248, "X3": 0.104, "Y3": 0.96072, "X4": 0.15, "Y4": 0.95937, "page": 0, "Index": 144}]}
"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"
ffbg0065
9
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.963, "X1": 0.044, "Y1": 0.09589, "X2": 0.143, "Y2": 0.09569, "X3": 0.143, "Y3": 0.10896, "X4": 0.044, "Y4": 0.11031, "page": 0}, {"Word": "Female preliminary group assignments", "Confidence": 0.7885, "X1": 0.409, "Y1": 0.09724, "X2": 0.658, "Y2": 0.09704, "X3": 0.658, "Y3": 0.1157, "X4": 0.409, "Y4": 0.11436, "page": 0}, {"Word": "PRINTED: 05-5ov-90", "Confidence": 0.6795, "X1": 0.821, "Y1": 0.09993, "X2": 0.948, "Y2": 0.09973, "X3": 0.948, "Y3": 0.11436, "X4": 0.821, "Y4": 0.11436, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.82933, "X1": 0.043, "Y1": 0.11071, "X2": 0.241, "Y2": 0.11051, "X3": 0.241, "Y3": 0.12648, "X4": 0.043, "Y4": 0.12514, "page": 0}, {"Word": "Study: TOx-035", "Confidence": 0.923, "X1": 0.483, "Y1": 0.11206, "X2": 0.587, "Y2": 0.11186, "X3": 0.587, "Y3": 0.12648, "X4": 0.483, "Y4": 0.12648, "page": 0}, {"Word": "Page: 1", "Confidence": 0.804, "X1": 0.835, "Y1": 0.1161, "X2": 0.885, "Y2": 0.1159, "X3": 0.885, "Y3": 0.12783, "X4": 0.835, "Y4": 0.12783, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.8065, "X1": 0.043, "Y1": 0.12554, "X2": 0.141, "Y2": 0.12534, "X3": 0.141, "Y3": 0.13996, "X4": 0.043, "Y4": 0.13996, "page": 0}, {"Word": "WINSTON-SALEM, NORTH CAROLINA 27102", "Confidence": 0.66025, "X1": 0.043, "Y1": 0.13901, "X2": 0.288, "Y2": 0.13881, "X3": 0.288, "Y3": 0.15479, "X4": 0.043, "Y4": 0.15479, "page": 0}, {"Word": "Animal Hunbors", "Confidence": 0.6295, "X1": 0.057, "Y1": 0.17001, "X2": 0.158, "Y2": 0.16981, "X3": 0.158, "Y3": 0.18309, "X4": 0.057, "Y4": 0.18309, "page": 0}, {"Word": "Body Weight", "Confidence": 0.785, "X1": 0.174, "Y1": 0.17001, "X2": 0.254, "Y2": 0.16981, "X3": 0.254, "Y3": 0.18444, "X4": 0.174, "Y4": 0.18444, "page": 0}, {"Word": "Dose Group", "Confidence": 0.531, "X1": 0.257, "Y1": 0.17136, "X2": 0.336, "Y2": 0.17116, "X3": 0.335, "Y3": 0.18444, "X4": 0.256, "Y4": 0.18309, "page": 0}, {"Word": "Animal Numbers", "Confidence": 0.6175, "X1": 0.359, "Y1": 0.17001, "X2": 0.459, "Y2": 0.16981, "X3": 0.459, "Y3": 0.18444, "X4": 0.359, "Y4": 0.18444, "page": 0}, {"Word": "Body Weight", "Confidence": 0.639, "X1": 0.477, "Y1": 0.17136, "X2": 0.557, "Y2": 0.17116, "X3": 0.557, "Y3": 0.18444, "X4": 0.477, "Y4": 0.18444, "page": 0}, {"Word": "Dose Group", "Confidence": 0.8225, "X1": 0.568, "Y1": 0.17271, "X2": 0.64, "Y2": 0.17251, "X3": 0.64, "Y3": 0.18713, "X4": 0.567, "Y4": 0.18444, "page": 0}, {"Word": "Animal Numbers", "Confidence": 0.3985, "X1": 0.662, "Y1": 0.17271, "X2": 0.762, "Y2": 0.17251, "X3": 0.762, "Y3": 0.18713, "X4": 0.662, "Y4": 0.18578, "page": 0}, {"Word": "Body Weight", "Confidence": 0.8065, "X1": 0.78, "Y1": 0.17271, "X2": 0.858, "Y2": 0.17251, "X3": 0.858, "Y3": 0.18578, "X4": 0.78, "Y4": 0.18713, "page": 0}, {"Word": "Dose Group", "Confidence": 0.805, "X1": 0.869, "Y1": 0.17405, "X2": 0.94, "Y2": 0.17385, "X3": 0.94, "Y3": 0.18713, "X4": 0.869, "Y4": 0.18713, "page": 0}, {"Word": "Pretest", "Confidence": 0.65, "X1": 0.051, "Y1": 0.18618, "X2": 0.101, "Y2": 0.18598, "X3": 0.101, "Y3": 0.19791, "X4": 0.05, "Y4": 0.19657, "page": 0}, {"Word": "Protest", "Confidence": 0.616, "X1": 0.353, "Y1": 0.18484, "X2": 0.405, "Y2": 0.18464, "X3": 0.405, "Y3": 0.19791, "X4": 0.353, "Y4": 0.19926, "page": 0}, {"Word": "Study", "Confidence": 0.955, "X1": 0.128, "Y1": 0.18618, "X2": 0.163, "Y2": 0.18598, "X3": 0.163, "Y3": 0.19926, "X4": 0.127, "Y4": 0.19791, "page": 0}, {"Word": "(grams)", "Confidence": 0.305, "X1": 0.189, "Y1": 0.18484, "X2": 0.238, "Y2": 0.18464, "X3": 0.237, "Y3": 0.19926, "X4": 0.189, "Y4": 0.19926, "page": 0}, {"Word": "Assignment", "Confidence": 0.593, "X1": 0.263, "Y1": 0.18484, "X2": 0.337, "Y2": 0.18464, "X3": 0.337, "Y3": 0.19926, "X4": 0.263, "Y4": 0.19791, "page": 0}, {"Word": "--", "Confidence": 0.901, "X1": 0.347, "Y1": 0.19966, "X2": 0.347, "Y2": 0.19946, "X3": 0.341, "Y3": 0.20061, "X4": 0.341, "Y4": 0.16961, "page": 0}, {"Word": "Study", "Confidence": 0.658, "X1": 0.43, "Y1": 0.18618, "X2": 0.465, "Y2": 0.18598, "X3": 0.465, "Y3": 0.20061, "X4": 0.43, "Y4": 0.19926, "page": 0}, {"Word": "(gcans )", "Confidence": 0.622, "X1": 0.492, "Y1": 0.18618, "X2": 0.542, "Y2": 0.18598, "X3": 0.542, "Y3": 0.20061, "X4": 0.492, "Y4": 0.19926, "page": 0}, {"Word": "Assignment", "Confidence": 0.779, "X1": 0.568, "Y1": 0.18618, "X2": 0.644, "Y2": 0.18598, "X3": 0.644, "Y3": 0.20061, "X4": 0.568, "Y4": 0.20061, "page": 0}, {"Word": "--", "Confidence": 0.923, "X1": 0.65, "Y1": 0.20236, "X2": 0.65, "Y2": 0.20216, "X3": 0.643, "Y3": 0.20196, "X4": 0.643, "Y4": 0.17096, "page": 0}, {"Word": "Pretest", "Confidence": 0.649, "X1": 0.658, "Y1": 0.18753, "X2": 0.707, "Y2": 0.18733, "X3": 0.707, "Y3": 0.19926, "X4": 0.658, "Y4": 0.19926, "page": 0}, {"Word": "Study", "Confidence": 0.995, "X1": 0.733, "Y1": 0.18888, "X2": 0.768, "Y2": 0.18868, "X3": 0.768, "Y3": 0.20061, "X4": 0.733, "Y4": 0.20061, "page": 0}, {"Word": "(grans )", "Confidence": 0.78, "X1": 0.797, "Y1": 0.18888, "X2": 0.842, "Y2": 0.18868, "X3": 0.842, "Y3": 0.20196, "X4": 0.797, "Y4": 0.20196, "page": 0}, {"Word": "Assignment", "Confidence": 0.559, "X1": 0.867, "Y1": 0.18888, "X2": 0.939, "Y2": 0.18868, "X3": 0.939, "Y3": 0.20196, "X4": 0.867, "Y4": 0.20061, "page": 0}, {"Word": "61", "Confidence": 0.882, "X1": 0.085, "Y1": 0.21449, "X2": 0.099, "Y2": 0.21429, "X3": 0.099, "Y3": 0.22756, "X4": 0.085, "Y4": 0.22756, "page": 0}, {"Word": "41", "Confidence": 0.944, "X1": 0.147, "Y1": 0.21314, "X2": 0.162, "Y2": 0.21294, "X3": 0.161, "Y3": 0.22756, "X4": 0.147, "Y4": 0.22756, "page": 0}, {"Word": "235.50", "Confidence": 0.993, "X1": 0.189, "Y1": 0.21314, "X2": 0.232, "Y2": 0.21294, "X3": 0.232, "Y3": 0.22622, "X4": 0.189, "Y4": 0.22622, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.305, "Y1": 0.21583, "X2": 0.313, "Y2": 0.21563, "X3": 0.314, "Y3": 0.22891, "X4": 0.305, "Y4": 0.22891, "page": 0}, {"Word": "72", "Confidence": 0.996, "X1": 0.389, "Y1": 0.21449, "X2": 0.402, "Y2": 0.21429, "X3": 0.402, "Y3": 0.22891, "X4": 0.388, "Y4": 0.22891, "page": 0}, {"Word": "58", "Confidence": 0.78, "X1": 0.451, "Y1": 0.21449, "X2": 0.465, "Y2": 0.21429, "X3": 0.465, "Y3": 0.22891, "X4": 0.451, "Y4": 0.23026, "page": 0}, {"Word": "220.60", "Confidence": 0.994, "X1": 0.493, "Y1": 0.21583, "X2": 0.534, "Y2": 0.21563, "X3": 0.534, "Y3": 0.22891, "X4": 0.492, "Y4": 0.22756, "page": 0}, {"Word": "82", "Confidence": 0.782, "X1": 0.691, "Y1": 0.21583, "X2": 0.706, "Y2": 0.21563, "X3": 0.707, "Y3": 0.23161, "X4": 0.692, "Y4": 0.23161, "page": 0}, {"Word": "75", "Confidence": 0.996, "X1": 0.755, "Y1": 0.21583, "X2": 0.768, "Y2": 0.21563, "X3": 0.768, "Y3": 0.22891, "X4": 0.754, "Y4": 0.22891, "page": 0}, {"Word": "249.80", "Confidence": 0.976, "X1": 0.795, "Y1": 0.21718, "X2": 0.835, "Y2": 0.21698, "X3": 0.835, "Y3": 0.22891, "X4": 0.795, "Y4": 0.22891, "page": 0}, {"Word": "58", "Confidence": 0.933, "X1": 0.084, "Y1": 0.22527, "X2": 0.101, "Y2": 0.22507, "X3": 0.101, "Y3": 0.23969, "X4": 0.084, "Y4": 0.24104, "page": 0}, {"Word": "42", "Confidence": 0.997, "X1": 0.148, "Y1": 0.22662, "X2": 0.164, "Y2": 0.22642, "X3": 0.164, "Y3": 0.24104, "X4": 0.148, "Y4": 0.24104, "page": 0}, {"Word": "255.50", "Confidence": 0.995, "X1": 0.188, "Y1": 0.22931, "X2": 0.232, "Y2": 0.22911, "X3": 0.232, "Y3": 0.24239, "X4": 0.188, "Y4": 0.24239, "page": 0}, {"Word": "1", "Confidence": 0.941, "X1": 0.305, "Y1": 0.23066, "X2": 0.314, "Y2": 0.23046, "X3": 0.314, "Y3": 0.24374, "X4": 0.305, "Y4": 0.24374, "page": 0}, {"Word": "86", "Confidence": 0.631, "X1": 0.386, "Y1": 0.22662, "X2": 0.402, "Y2": 0.22642, "X3": 0.402, "Y3": 0.24239, "X4": 0.386, "Y4": 0.24239, "page": 0}, {"Word": "59", "Confidence": 0.955, "X1": 0.448, "Y1": 0.22662, "X2": 0.466, "Y2": 0.22642, "X3": 0.466, "Y3": 0.24239, "X4": 0.449, "Y4": 0.24374, "page": 0}, {"Word": "249.70", "Confidence": 0.994, "X1": 0.491, "Y1": 0.22931, "X2": 0.534, "Y2": 0.22911, "X3": 0.534, "Y3": 0.24239, "X4": 0.491, "Y4": 0.24239, "page": 0}, {"Word": "96", "Confidence": 0.993, "X1": 0.691, "Y1": 0.22796, "X2": 0.708, "Y2": 0.22776, "X3": 0.707, "Y3": 0.24374, "X4": 0.69, "Y4": 0.24508, "page": 0}, {"Word": "LL", "Confidence": 0.95, "X1": 0.768, "Y1": 0.25896, "X2": 0.753, "Y2": 0.25876, "X3": 0.754, "Y3": 0.24374, "X4": 0.769, "Y4": 0.24374, "page": 0}, {"Word": "239.20", "Confidence": 0.993, "X1": 0.795, "Y1": 0.23335, "X2": 0.836, "Y2": 0.23315, "X3": 0.836, "Y3": 0.24374, "X4": 0.795, "Y4": 0.24374, "page": 0}, {"Word": "43", "Confidence": 0.98, "X1": 0.148, "Y1": 0.24144, "X2": 0.164, "Y2": 0.24124, "X3": 0.163, "Y3": 0.25452, "X4": 0.148, "Y4": 0.25452, "page": 0}, {"Word": "215.60", "Confidence": 0.996, "X1": 0.188, "Y1": 0.24414, "X2": 0.232, "Y2": 0.24394, "X3": 0.232, "Y3": 0.25721, "X4": 0.188, "Y4": 0.25586, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.304, "Y1": 0.24414, "X2": 0.314, "Y2": 0.24394, "X3": 0.314, "Y3": 0.25721, "X4": 0.304, "Y4": 0.25721, "page": 0}, {"Word": "214.30", "Confidence": 0.995, "X1": 0.491, "Y1": 0.24414, "X2": 0.534, "Y2": 0.24394, "X3": 0.534, "Y3": 0.25586, "X4": 0.491, "Y4": 0.25721, "page": 0}, {"Word": "4", "Confidence": 0.622, "X1": 0.607, "Y1": 0.24548, "X2": 0.619, "Y2": 0.24528, "X3": 0.62, "Y3": 0.25721, "X4": 0.608, "Y4": 0.25721, "page": 0}, {"Word": "65", "Confidence": 0.997, "X1": 0.387, "Y1": 0.24414, "X2": 0.402, "Y2": 0.24394, "X3": 0.403, "Y3": 0.25856, "X4": 0.387, "Y4": 0.25856, "page": 0}, {"Word": "---", "Confidence": 0.648, "X1": 0.651, "Y1": 0.26031, "X2": 0.65, "Y2": 0.26011, "X3": 0.644, "Y3": 0.25856, "X4": 0.644, "Y4": 0.21274, "page": 0}, {"Word": "91", "Confidence": 0.997, "X1": 0.691, "Y1": 0.24279, "X2": 0.708, "Y2": 0.24259, "X3": 0.707, "Y3": 0.25856, "X4": 0.691, "Y4": 0.25991, "page": 0}, {"Word": "202.50", "Confidence": 0.996, "X1": 0.793, "Y1": 0.24683, "X2": 0.835, "Y2": 0.24663, "X3": 0.835, "Y3": 0.25856, "X4": 0.793, "Y4": 0.25856, "page": 0}, {"Word": "71", "Confidence": 0.997, "X1": 0.084, "Y1": 0.25492, "X2": 0.101, "Y2": 0.25472, "X3": 0.101, "Y3": 0.27069, "X4": 0.084, "Y4": 0.27204, "page": 0}, {"Word": "44", "Confidence": 0.97, "X1": 0.148, "Y1": 0.25626, "X2": 0.164, "Y2": 0.25606, "X3": 0.164, "Y3": 0.26934, "X4": 0.148, "Y4": 0.26934, "page": 0}, {"Word": "243.40", "Confidence": 0.992, "X1": 0.189, "Y1": 0.25896, "X2": 0.232, "Y2": 0.25876, "X3": 0.232, "Y3": 0.27069, "X4": 0.189, "Y4": 0.27069, "page": 0}, {"Word": "1", "Confidence": 0.996, "X1": 0.303, "Y1": 0.25761, "X2": 0.314, "Y2": 0.25741, "X3": 0.315, "Y3": 0.27204, "X4": 0.304, "Y4": 0.27204, "page": 0}, {"Word": "----", "Confidence": 0.612, "X1": 0.347, "Y1": 0.27244, "X2": 0.347, "Y2": 0.27224, "X3": 0.341, "Y3": 0.27204, "X4": 0.341, "Y4": 0.21139, "page": 0}, {"Word": "89", "Confidence": 0.931, "X1": 0.387, "Y1": 0.25626, "X2": 0.402, "Y2": 0.25606, "X3": 0.402, "Y3": 0.27204, "X4": 0.387, "Y4": 0.27204, "page": 0}, {"Word": "61", "Confidence": 0.952, "X1": 0.444, "Y1": 0.25492, "X2": 0.467, "Y2": 0.25472, "X3": 0.466, "Y3": 0.27204, "X4": 0.443, "Y4": 0.27338, "page": 0}, {"Word": "239.30", "Confidence": 0.995, "X1": 0.49, "Y1": 0.26031, "X2": 0.534, "Y2": 0.26011, "X3": 0.534, "Y3": 0.27204, "X4": 0.49, "Y4": 0.27069, "page": 0}, {"Word": "67", "Confidence": 0.981, "X1": 0.692, "Y1": 0.25896, "X2": 0.708, "Y2": 0.25876, "X3": 0.707, "Y3": 0.27608, "X4": 0.691, "Y4": 0.27608, "page": 0}, {"Word": "78", "Confidence": 0.778, "X1": 0.753, "Y1": 0.25896, "X2": 0.769, "Y2": 0.25876, "X3": 0.769, "Y3": 0.27338, "X4": 0.752, "Y4": 0.27338, "page": 0}, {"Word": "249.70", "Confidence": 0.943, "X1": 0.795, "Y1": 0.26166, "X2": 0.834, "Y2": 0.26146, "X3": 0.834, "Y3": 0.27338, "X4": 0.795, "Y4": 0.27338, "page": 0}, {"Word": "60", "Confidence": 0.885, "X1": 0.083, "Y1": 0.27109, "X2": 0.1, "Y2": 0.27089, "X3": 0.1, "Y3": 0.28686, "X4": 0.083, "Y4": 0.28686, "page": 0}, {"Word": "45", "Confidence": 0.998, "X1": 0.147, "Y1": 0.27109, "X2": 0.164, "Y2": 0.27089, "X3": 0.164, "Y3": 0.28417, "X4": 0.146, "Y4": 0.28551, "page": 0}, {"Word": "205.50", "Confidence": 0.994, "X1": 0.189, "Y1": 0.27378, "X2": 0.232, "Y2": 0.27358, "X3": 0.232, "Y3": 0.28417, "X4": 0.189, "Y4": 0.28417, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.303, "Y1": 0.27244, "X2": 0.314, "Y2": 0.27224, "X3": 0.315, "Y3": 0.28551, "X4": 0.303, "Y4": 0.28551, "page": 0}, {"Word": "77", "Confidence": 0.991, "X1": 0.387, "Y1": 0.27109, "X2": 0.402, "Y2": 0.27089, "X3": 0.402, "Y3": 0.28686, "X4": 0.387, "Y4": 0.28821, "page": 0}, {"Word": "62", "Confidence": 0.941, "X1": 0.448, "Y1": 0.27109, "X2": 0.467, "Y2": 0.27089, "X3": 0.466, "Y3": 0.28686, "X4": 0.448, "Y4": 0.28821, "page": 0}, {"Word": "210.00", "Confidence": 0.993, "X1": 0.491, "Y1": 0.27378, "X2": 0.534, "Y2": 0.27358, "X3": 0.534, "Y3": 0.28551, "X4": 0.491, "Y4": 0.28551, "page": 0}, {"Word": "5", "Confidence": 0.361, "X1": 0.609, "Y1": 0.27513, "X2": 0.615, "Y2": 0.27493, "X3": 0.616, "Y3": 0.28551, "X4": 0.61, "Y4": 0.28551, "page": 0}, {"Word": "260.10", "Confidence": 0.911, "X1": 0.793, "Y1": 0.27648, "X2": 0.834, "Y2": 0.27628, "X3": 0.834, "Y3": 0.28686, "X4": 0.793, "Y4": 0.28686, "page": 0}, {"Word": "46", "Confidence": 0.781, "X1": 0.146, "Y1": 0.28457, "X2": 0.165, "Y2": 0.28437, "X3": 0.165, "Y3": 0.29764, "X4": 0.146, "Y4": 0.30034, "page": 0}, {"Word": "98", "Confidence": 0.988, "X1": 0.691, "Y1": 0.27378, "X2": 0.708, "Y2": 0.27358, "X3": 0.707, "Y3": 0.28821, "X4": 0.691, "Y4": 0.28956, "page": 0}, {"Word": "79", "Confidence": 0.994, "X1": 0.752, "Y1": 0.27378, "X2": 0.768, "Y2": 0.27358, "X3": 0.767, "Y3": 0.28821, "X4": 0.752, "Y4": 0.28821, "page": 0}, {"Word": "59", "Confidence": 0.686, "X1": 0.083, "Y1": 0.28457, "X2": 0.1, "Y2": 0.28437, "X3": 0.1, "Y3": 0.30034, "X4": 0.083, "Y4": 0.30034, "page": 0}, {"Word": "203.00", "Confidence": 0.843, "X1": 0.189, "Y1": 0.28726, "X2": 0.232, "Y2": 0.28706, "X3": 0.232, "Y3": 0.29899, "X4": 0.189, "Y4": 0.29899, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.303, "Y1": 0.28726, "X2": 0.317, "Y2": 0.28706, "X3": 0.317, "Y3": 0.29899, "X4": 0.304, "Y4": 0.29899, "page": 0}, {"Word": "81", "Confidence": 0.387, "X1": 0.387, "Y1": 0.28457, "X2": 0.403, "Y2": 0.28437, "X3": 0.403, "Y3": 0.30169, "X4": 0.387, "Y4": 0.30169, "page": 0}, {"Word": "213.70", "Confidence": 0.991, "X1": 0.491, "Y1": 0.28726, "X2": 0.533, "Y2": 0.28706, "X3": 0.533, "Y3": 0.30034, "X4": 0.491, "Y4": 0.30034, "page": 0}, {"Word": "5", "Confidence": 0.513, "X1": 0.609, "Y1": 0.28996, "X2": 0.617, "Y2": 0.28976, "X3": 0.616, "Y3": 0.30034, "X4": 0.61, "Y4": 0.30034, "page": 0}, {"Word": "97", "Confidence": 0.994, "X1": 0.689, "Y1": 0.28861, "X2": 0.706, "Y2": 0.28841, "X3": 0.706, "Y3": 0.30303, "X4": 0.689, "Y4": 0.30303, "page": 0}, {"Word": "213.00", "Confidence": 0.995, "X1": 0.793, "Y1": 0.28996, "X2": 0.835, "Y2": 0.28976, "X3": 0.835, "Y3": 0.30169, "X4": 0.793, "Y4": 0.30169, "page": 0}, {"Word": "55", "Confidence": 0.834, "X1": 0.084, "Y1": 0.29804, "X2": 0.102, "Y2": 0.29784, "X3": 0.101, "Y3": 0.31382, "X4": 0.083, "Y4": 0.31516, "page": 0}, {"Word": "47", "Confidence": 0.991, "X1": 0.144, "Y1": 0.30074, "X2": 0.165, "Y2": 0.30054, "X3": 0.164, "Y3": 0.31112, "X4": 0.144, "Y4": 0.31247, "page": 0}, {"Word": "215.10", "Confidence": 0.994, "X1": 0.189, "Y1": 0.30209, "X2": 0.231, "Y2": 0.30189, "X3": 0.231, "Y3": 0.31382, "X4": 0.189, "Y4": 0.31382, "page": 0}, {"Word": "2", "Confidence": 0.942, "X1": 0.303, "Y1": 0.30209, "X2": 0.315, "Y2": 0.30189, "X3": 0.315, "Y3": 0.31382, "X4": 0.304, "Y4": 0.31516, "page": 0}, {"Word": "94", "Confidence": 0.996, "X1": 0.387, "Y1": 0.30074, "X2": 0.402, "Y2": 0.30054, "X3": 0.402, "Y3": 0.31651, "X4": 0.387, "Y4": 0.31651, "page": 0}, {"Word": "64", "Confidence": 0.668, "X1": 0.447, "Y1": 0.29939, "X2": 0.468, "Y2": 0.29919, "X3": 0.469, "Y3": 0.31516, "X4": 0.447, "Y4": 0.31651, "page": 0}, {"Word": "253.00", "Confidence": 0.993, "X1": 0.491, "Y1": 0.30343, "X2": 0.533, "Y2": 0.30323, "X3": 0.533, "Y3": 0.31382, "X4": 0.491, "Y4": 0.31382, "page": 0}, {"Word": "5", "Confidence": 0.795, "X1": 0.609, "Y1": 0.30478, "X2": 0.616, "Y2": 0.30458, "X3": 0.616, "Y3": 0.31516, "X4": 0.609, "Y4": 0.31382, "page": 0}, {"Word": "62", "Confidence": 0.989, "X1": 0.69, "Y1": 0.29939, "X2": 0.706, "Y2": 0.29919, "X3": 0.706, "Y3": 0.31786, "X4": 0.689, "Y4": 0.31651, "page": 0}, {"Word": "285.30", "Confidence": 0.993, "X1": 0.794, "Y1": 0.30613, "X2": 0.834, "Y2": 0.30593, "X3": 0.834, "Y3": 0.31651, "X4": 0.794, "Y4": 0.31651, "page": 0}, {"Word": "Deleted", "Confidence": 0.752, "X1": 0.883, "Y1": 0.30613, "X2": 0.932, "Y2": 0.30593, "X3": 0.932, "Y3": 0.31786, "X4": 0.883, "Y4": 0.31786, "page": 0}, {"Word": "250.90", "Confidence": 0.832, "X1": 0.189, "Y1": 0.31691, "X2": 0.231, "Y2": 0.31671, "X3": 0.231, "Y3": 0.32729, "X4": 0.189, "Y4": 0.32864, "page": 0}, {"Word": "76", "Confidence": 0.997, "X1": 0.083, "Y1": 0.31422, "X2": 0.099, "Y2": 0.31402, "X3": 0.099, "Y3": 0.32999, "X4": 0.083, "Y4": 0.32999, "page": 0}, {"Word": "48", "Confidence": 0.794, "X1": 0.146, "Y1": 0.31556, "X2": 0.165, "Y2": 0.31536, "X3": 0.165, "Y3": 0.32864, "X4": 0.146, "Y4": 0.32864, "page": 0}, {"Word": "2", "Confidence": 0.994, "X1": 0.303, "Y1": 0.31826, "X2": 0.314, "Y2": 0.31806, "X3": 0.314, "Y3": 0.32864, "X4": 0.304, "Y4": 0.32864, "page": 0}, {"Word": "63", "Confidence": 0.822, "X1": 0.389, "Y1": 0.31556, "X2": 0.404, "Y2": 0.31536, "X3": 0.404, "Y3": 0.32999, "X4": 0.389, "Y4": 0.32999, "page": 0}, {"Word": "65", "Confidence": 0.992, "X1": 0.448, "Y1": 0.31691, "X2": 0.466, "Y2": 0.31671, "X3": 0.466, "Y3": 0.32999, "X4": 0.448, "Y4": 0.33134, "page": 0}, {"Word": "244.50", "Confidence": 0.985, "X1": 0.49, "Y1": 0.31826, "X2": 0.533, "Y2": 0.31806, "X3": 0.533, "Y3": 0.32999, "X4": 0.49, "Y4": 0.32999, "page": 0}, {"Word": "5", "Confidence": 0.888, "X1": 0.609, "Y1": 0.31961, "X2": 0.615, "Y2": 0.31941, "X3": 0.615, "Y3": 0.32864, "X4": 0.609, "Y4": 0.32864, "page": 0}, {"Word": "100", "Confidence": 0.986, "X1": 0.684, "Y1": 0.31691, "X2": 0.706, "Y2": 0.31671, "X3": 0.705, "Y3": 0.33268, "X4": 0.685, "Y4": 0.33403, "page": 0}, {"Word": "267.90", "Confidence": 0.993, "X1": 0.793, "Y1": 0.31961, "X2": 0.834, "Y2": 0.31941, "X3": 0.834, "Y3": 0.33134, "X4": 0.793, "Y4": 0.33134, "page": 0}, {"Word": "Deleted", "Confidence": 0.626, "X1": 0.882, "Y1": 0.32095, "X2": 0.932, "Y2": 0.32075, "X3": 0.932, "Y3": 0.33268, "X4": 0.882, "Y4": 0.33268, "page": 0}, {"Word": "68", "Confidence": 0.711, "X1": 0.084, "Y1": 0.32769, "X2": 0.101, "Y2": 0.32749, "X3": 0.1, "Y3": 0.34347, "X4": 0.083, "Y4": 0.34481, "page": 0}, {"Word": "4.9", "Confidence": 0.619, "X1": 0.146, "Y1": 0.33039, "X2": 0.161, "Y2": 0.33019, "X3": 0.161, "Y3": 0.34212, "X4": 0.146, "Y4": 0.34212, "page": 0}, {"Word": "244.30", "Confidence": 0.991, "X1": 0.189, "Y1": 0.33174, "X2": 0.23, "Y2": 0.33154, "X3": 0.231, "Y3": 0.34212, "X4": 0.189, "Y4": 0.34347, "page": 0}, {"Word": "2", "Confidence": 0.959, "X1": 0.304, "Y1": 0.33174, "X2": 0.314, "Y2": 0.33154, "X3": 0.314, "Y3": 0.34212, "X4": 0.304, "Y4": 0.34347, "page": 0}, {"Word": "95", "Confidence": 0.998, "X1": 0.387, "Y1": 0.32904, "X2": 0.402, "Y2": 0.32884, "X3": 0.402, "Y3": 0.34616, "X4": 0.387, "Y4": 0.34616, "page": 0}, {"Word": "66", "Confidence": 0.935, "X1": 0.447, "Y1": 0.33039, "X2": 0.464, "Y2": 0.33019, "X3": 0.465, "Y3": 0.34481, "X4": 0.448, "Y4": 0.34481, "page": 0}, {"Word": "253.90", "Confidence": 0.994, "X1": 0.49, "Y1": 0.33308, "X2": 0.533, "Y2": 0.33288, "X3": 0.533, "Y3": 0.34481, "X4": 0.49, "Y4": 0.34481, "page": 0}, {"Word": "266.70", "Confidence": 0.958, "X1": 0.793, "Y1": 0.33308, "X2": 0.834, "Y2": 0.33288, "X3": 0.834, "Y3": 0.34481, "X4": 0.793, "Y4": 0.34616, "page": 0}, {"Word": "Deleted", "Confidence": 0.41, "X1": 0.883, "Y1": 0.33443, "X2": 0.932, "Y2": 0.33423, "X3": 0.931, "Y3": 0.34616, "X4": 0.883, "Y4": 0.34616, "page": 0}, {"Word": "74", "Confidence": 0.998, "X1": 0.083, "Y1": 0.34387, "X2": 0.101, "Y2": 0.34367, "X3": 0.101, "Y3": 0.35829, "X4": 0.083, "Y4": 0.35829, "page": 0}, {"Word": "50", "Confidence": 0.867, "X1": 0.146, "Y1": 0.34521, "X2": 0.161, "Y2": 0.34501, "X3": 0.161, "Y3": 0.35829, "X4": 0.145, "Y4": 0.35829, "page": 0}, {"Word": "223.20", "Confidence": 0.901, "X1": 0.188, "Y1": 0.34656, "X2": 0.231, "Y2": 0.34636, "X3": 0.231, "Y3": 0.35829, "X4": 0.188, "Y4": 0.35829, "page": 0}, {"Word": "90", "Confidence": 0.899, "X1": 0.387, "Y1": 0.34387, "X2": 0.404, "Y2": 0.34367, "X3": 0.404, "Y3": 0.35964, "X4": 0.387, "Y4": 0.35964, "page": 0}, {"Word": "67", "Confidence": 0.778, "X1": 0.448, "Y1": 0.34656, "X2": 0.466, "Y2": 0.34636, "X3": 0.466, "Y3": 0.36099, "X4": 0.448, "Y4": 0.36233, "page": 0}, {"Word": "248.80", "Confidence": 0.913, "X1": 0.491, "Y1": 0.34656, "X2": 0.533, "Y2": 0.34636, "X3": 0.533, "Y3": 0.35829, "X4": 0.491, "Y4": 0.35964, "page": 0}, {"Word": "261.80", "Confidence": 0.617, "X1": 0.793, "Y1": 0.34926, "X2": 0.834, "Y2": 0.34906, "X3": 0.834, "Y3": 0.35964, "X4": 0.793, "Y4": 0.36099, "page": 0}, {"Word": "Deleted", "Confidence": 0.566, "X1": 0.883, "Y1": 0.3506, "X2": 0.932, "Y2": 0.3504, "X3": 0.932, "Y3": 0.36099, "X4": 0.883, "Y4": 0.36099, "page": 0}, {"Word": "79", "Confidence": 0.983, "X1": 0.084, "Y1": 0.35869, "X2": 0.1, "Y2": 0.35849, "X3": 0.099, "Y3": 0.37177, "X4": 0.084, "Y4": 0.37312, "page": 0}, {"Word": "51", "Confidence": 0.962, "X1": 0.145, "Y1": 0.35869, "X2": 0.165, "Y2": 0.35849, "X3": 0.164, "Y3": 0.37446, "X4": 0.145, "Y4": 0.37312, "page": 0}, {"Word": "206.60", "Confidence": 0.822, "X1": 0.188, "Y1": 0.36139, "X2": 0.23, "Y2": 0.36119, "X3": 0.23, "Y3": 0.37177, "X4": 0.188, "Y4": 0.37177, "page": 0}, {"Word": "88", "Confidence": 0.539, "X1": 0.387, "Y1": 0.35869, "X2": 0.404, "Y2": 0.35849, "X3": 0.404, "Y3": 0.37446, "X4": 0.387, "Y4": 0.37581, "page": 0}, {"Word": "68", "Confidence": 0.811, "X1": 0.448, "Y1": 0.36004, "X2": 0.466, "Y2": 0.35984, "X3": 0.465, "Y3": 0.37446, "X4": 0.448, "Y4": 0.37581, "page": 0}, {"Word": "211.60", "Confidence": 0.996, "X1": 0.491, "Y1": 0.36273, "X2": 0.532, "Y2": 0.36253, "X3": 0.533, "Y3": 0.37312, "X4": 0.491, "Y4": 0.37312, "page": 0}, {"Word": "101", "Confidence": 0.994, "X1": 0.684, "Y1": 0.36004, "X2": 0.706, "Y2": 0.35984, "X3": 0.704, "Y3": 0.37581, "X4": 0.685, "Y4": 0.37716, "page": 0}, {"Word": "260.70", "Confidence": 0.955, "X1": 0.793, "Y1": 0.36408, "X2": 0.834, "Y2": 0.36388, "X3": 0.834, "Y3": 0.37446, "X4": 0.793, "Y4": 0.37581, "page": 0}, {"Word": "Deleted", "Confidence": 0.482, "X1": 0.883, "Y1": 0.36543, "X2": 0.932, "Y2": 0.36523, "X3": 0.932, "Y3": 0.37581, "X4": 0.883, "Y4": 0.37581, "page": 0}, {"Word": "52", "Confidence": 0.994, "X1": 0.146, "Y1": 0.37352, "X2": 0.161, "Y2": 0.37332, "X3": 0.161, "Y3": 0.38794, "X4": 0.146, "Y4": 0.38794, "page": 0}, {"Word": "214.90", "Confidence": 0.656, "X1": 0.187, "Y1": 0.37621, "X2": 0.23, "Y2": 0.37601, "X3": 0.23, "Y3": 0.38659, "X4": 0.187, "Y4": 0.38659, "page": 0}, {"Word": "202.30", "Confidence": 0.991, "X1": 0.491, "Y1": 0.37756, "X2": 0.532, "Y2": 0.37736, "X3": 0.533, "Y3": 0.38794, "X4": 0.491, "Y4": 0.38794, "page": 0}, {"Word": "93", "Confidence": 0.601, "X1": 0.083, "Y1": 0.37352, "X2": 0.097, "Y2": 0.37332, "X3": 0.097, "Y3": 0.39064, "X4": 0.083, "Y4": 0.39064, "page": 0}, {"Word": "78", "Confidence": 0.902, "X1": 0.388, "Y1": 0.37352, "X2": 0.403, "Y2": 0.37332, "X3": 0.403, "Y3": 0.38929, "X4": 0.388, "Y4": 0.38929, "page": 0}, {"Word": "69", "Confidence": 0.994, "X1": 0.447, "Y1": 0.37352, "X2": 0.465, "Y2": 0.37332, "X3": 0.465, "Y3": 0.38929, "X4": 0.448, "Y4": 0.38929, "page": 0}, {"Word": "85", "Confidence": 0.886, "X1": 0.692, "Y1": 0.37486, "X2": 0.705, "Y2": 0.37466, "X3": 0.703, "Y3": 0.38929, "X4": 0.69, "Y4": 0.38929, "page": 0}, {"Word": "199.80", "Confidence": 0.991, "X1": 0.793, "Y1": 0.37891, "X2": 0.835, "Y2": 0.37871, "X3": 0.835, "Y3": 0.39064, "X4": 0.793, "Y4": 0.39064, "page": 0}, {"Word": "Deleted", "Confidence": 0.885, "X1": 0.883, "Y1": 0.37891, "X2": 0.931, "Y2": 0.37871, "X3": 0.931, "Y3": 0.39198, "X4": 0.883, "Y4": 0.39198, "page": 0}, {"Word": "53", "Confidence": 0.981, "X1": 0.142, "Y1": 0.38834, "X2": 0.164, "Y2": 0.38814, "X3": 0.165, "Y3": 0.40546, "X4": 0.143, "Y4": 0.40681, "page": 0}, {"Word": "241.90", "Confidence": 0.955, "X1": 0.189, "Y1": 0.38969, "X2": 0.231, "Y2": 0.38949, "X3": 0.231, "Y3": 0.40142, "X4": 0.189, "Y4": 0.40142, "page": 0}, {"Word": "83", "Confidence": 0.62, "X1": 0.387, "Y1": 0.38834, "X2": 0.402, "Y2": 0.38814, "X3": 0.402, "Y3": 0.40411, "X4": 0.387, "Y4": 0.40411, "page": 0}, {"Word": "70", "Confidence": 0.971, "X1": 0.448, "Y1": 0.38699, "X2": 0.464, "Y2": 0.38679, "X3": 0.464, "Y3": 0.40276, "X4": 0.448, "Y4": 0.40276, "page": 0}, {"Word": "241.60", "Confidence": 0.662, "X1": 0.489, "Y1": 0.39104, "X2": 0.533, "Y2": 0.39084, "X3": 0.533, "Y3": 0.40276, "X4": 0.489, "Y4": 0.40276, "page": 0}, {"Word": "57", "Confidence": 0.636, "X1": 0.689, "Y1": 0.38564, "X2": 0.705, "Y2": 0.38544, "X3": 0.706, "Y3": 0.40411, "X4": 0.69, "Y4": 0.40816, "page": 0}, {"Word": "199.60", "Confidence": 0.998, "X1": 0.793, "Y1": 0.39373, "X2": 0.835, "Y2": 0.39353, "X3": 0.835, "Y3": 0.40546, "X4": 0.793, "Y4": 0.40411, "page": 0}, {"Word": "Deleted", "Confidence": 0.379, "X1": 0.883, "Y1": 0.39373, "X2": 0.932, "Y2": 0.39353, "X3": 0.932, "Y3": 0.40546, "X4": 0.883, "Y4": 0.40546, "page": 0}, {"Word": "104", "Confidence": 0.994, "X1": 0.078, "Y1": 0.40182, "X2": 0.1, "Y2": 0.40162, "X3": 0.1, "Y3": 0.41624, "X4": 0.079, "Y4": 0.41759, "page": 0}, {"Word": "54", "Confidence": 0.991, "X1": 0.142, "Y1": 0.39912, "X2": 0.164, "Y2": 0.39892, "X3": 0.164, "Y3": 0.41759, "X4": 0.143, "Y4": 0.41759, "page": 0}, {"Word": "240.40", "Confidence": 0.925, "X1": 0.188, "Y1": 0.40451, "X2": 0.23, "Y2": 0.40431, "X3": 0.23, "Y3": 0.41489, "X4": 0.188, "Y4": 0.41489, "page": 0}, {"Word": "69", "Confidence": 0.885, "X1": 0.386, "Y1": 0.40182, "X2": 0.402, "Y2": 0.40162, "X3": 0.402, "Y3": 0.41759, "X4": 0.387, "Y4": 0.41894, "page": 0}, {"Word": "71", "Confidence": 0.955, "X1": 0.448, "Y1": 0.40182, "X2": 0.464, "Y2": 0.40162, "X3": 0.464, "Y3": 0.41759, "X4": 0.448, "Y4": 0.41759, "page": 0}, {"Word": "206.80", "Confidence": 0.986, "X1": 0.49, "Y1": 0.40586, "X2": 0.533, "Y2": 0.40566, "X3": 0.533, "Y3": 0.41624, "X4": 0.49, "Y4": 0.41624, "page": 0}, {"Word": "70", "Confidence": 0.656, "X1": 0.69, "Y1": 0.40586, "X2": 0.703, "Y2": 0.40566, "X3": 0.703, "Y3": 0.41894, "X4": 0.69, "Y4": 0.42029, "page": 0}, {"Word": "199.40", "Confidence": 0.817, "X1": 0.792, "Y1": 0.40856, "X2": 0.835, "Y2": 0.40836, "X3": 0.835, "Y3": 0.42029, "X4": 0.792, "Y4": 0.41894, "page": 0}, {"Word": "Deleted", "Confidence": 0.884, "X1": 0.883, "Y1": 0.40856, "X2": 0.933, "Y2": 0.40836, "X3": 0.933, "Y3": 0.42029, "X4": 0.883, "Y4": 0.42029, "page": 0}, {"Word": "56", "Confidence": 0.934, "X1": 0.083, "Y1": 0.41529, "X2": 0.098, "Y2": 0.41509, "X3": 0.098, "Y3": 0.42972, "X4": 0.083, "Y4": 0.43107, "page": 0}, {"Word": "55", "Confidence": 0.849, "X1": 0.144, "Y1": 0.41799, "X2": 0.166, "Y2": 0.41779, "X3": 0.165, "Y3": 0.43107, "X4": 0.144, "Y4": 0.43107, "page": 0}, {"Word": "257.50", "Confidence": 0.955, "X1": 0.188, "Y1": 0.41934, "X2": 0.231, "Y2": 0.41914, "X3": 0.23, "Y3": 0.43107, "X4": 0.188, "Y4": 0.43107, "page": 0}, {"Word": "MMM", "Confidence": 0.708, "X1": 0.311, "Y1": 0.43281, "X2": 0.311, "Y2": 0.43261, "X3": 0.305, "Y3": 0.43241, "X4": 0.305, "Y4": 0.38929, "page": 0}, {"Word": "75", "Confidence": 0.884, "X1": 0.388, "Y1": 0.41664, "X2": 0.401, "Y2": 0.41644, "X3": 0.401, "Y3": 0.43107, "X4": 0.388, "Y4": 0.43241, "page": 0}, {"Word": "72", "Confidence": 0.995, "X1": 0.448, "Y1": 0.41799, "X2": 0.465, "Y2": 0.41779, "X3": 0.465, "Y3": 0.43241, "X4": 0.448, "Y4": 0.43376, "page": 0}, {"Word": "217.10", "Confidence": 0.994, "X1": 0.491, "Y1": 0.42069, "X2": 0.532, "Y2": 0.42049, "X3": 0.532, "Y3": 0.43107, "X4": 0.491, "Y4": 0.43107, "page": 0}, {"Word": "194.40", "Confidence": 0.993, "X1": 0.792, "Y1": 0.42203, "X2": 0.835, "Y2": 0.42183, "X3": 0.835, "Y3": 0.43376, "X4": 0.792, "Y4": 0.43376, "page": 0}, {"Word": "Deletod", "Confidence": 0.466, "X1": 0.883, "Y1": 0.42203, "X2": 0.934, "Y2": 0.42183, "X3": 0.934, "Y3": 0.43376, "X4": 0.883, "Y4": 0.43511, "page": 0}, {"Word": "103", "Confidence": 0.994, "X1": 0.078, "Y1": 0.43012, "X2": 0.099, "Y2": 0.42992, "X3": 0.098, "Y3": 0.44454, "X4": 0.078, "Y4": 0.44589, "page": 0}, {"Word": "56", "Confidence": 0.952, "X1": 0.143, "Y1": 0.42877, "X2": 0.162, "Y2": 0.42857, "X3": 0.163, "Y3": 0.44724, "X4": 0.144, "Y4": 0.44724, "page": 0}, {"Word": "205.30", "Confidence": 0.994, "X1": 0.189, "Y1": 0.43281, "X2": 0.23, "Y2": 0.43261, "X3": 0.23, "Y3": 0.44454, "X4": 0.189, "Y4": 0.44454, "page": 0}, {"Word": "73", "Confidence": 0.955, "X1": 0.448, "Y1": 0.43281, "X2": 0.464, "Y2": 0.43261, "X3": 0.464, "Y3": 0.44724, "X4": 0.448, "Y4": 0.44589, "page": 0}, {"Word": "226.90", "Confidence": 0.981, "X1": 0.491, "Y1": 0.43551, "X2": 0.533, "Y2": 0.43531, "X3": 0.533, "Y3": 0.44589, "X4": 0.491, "Y4": 0.44589, "page": 0}, {"Word": "92", "Confidence": 0.997, "X1": 0.386, "Y1": 0.43147, "X2": 0.401, "Y2": 0.43127, "X3": 0.402, "Y3": 0.44859, "X4": 0.387, "Y4": 0.44859, "page": 0}, {"Word": "73", "Confidence": 0.584, "X1": 0.691, "Y1": 0.43281, "X2": 0.704, "Y2": 0.43261, "X3": 0.703, "Y3": 0.44859, "X4": 0.691, "Y4": 0.44859, "page": 0}, {"Word": "187.70", "Confidence": 0.969, "X1": 0.792, "Y1": 0.43686, "X2": 0.835, "Y2": 0.43666, "X3": 0.835, "Y3": 0.44859, "X4": 0.792, "Y4": 0.44859, "page": 0}, {"Word": "Deleted", "Confidence": 0.61, "X1": 0.882, "Y1": 0.43686, "X2": 0.933, "Y2": 0.43666, "X3": 0.933, "Y3": 0.44993, "X4": 0.882, "Y4": 0.44993, "page": 0}, {"Word": "99", "Confidence": 0.78, "X1": 0.084, "Y1": 0.4436, "X2": 0.097, "Y2": 0.4434, "X3": 0.096, "Y3": 0.46072, "X4": 0.083, "Y4": 0.46206, "page": 0}, {"Word": "57", "Confidence": 0.867, "X1": 0.146, "Y1": 0.44629, "X2": 0.16, "Y2": 0.44609, "X3": 0.16, "Y3": 0.45937, "X4": 0.146, "Y4": 0.45937, "page": 0}, {"Word": "259.60", "Confidence": 0.922, "X1": 0.188, "Y1": 0.44764, "X2": 0.23, "Y2": 0.44744, "X3": 0.23, "Y3": 0.46072, "X4": 0.188, "Y4": 0.46072, "page": 0}, {"Word": "102", "Confidence": 0.926, "X1": 0.382, "Y1": 0.44494, "X2": 0.402, "Y2": 0.44474, "X3": 0.401, "Y3": 0.46072, "X4": 0.381, "Y4": 0.46072, "page": 0}, {"Word": "74", "Confidence": 0.963, "X1": 0.449, "Y1": 0.44629, "X2": 0.463, "Y2": 0.44609, "X3": 0.462, "Y3": 0.46072, "X4": 0.449, "Y4": 0.46072, "page": 0}, {"Word": "254.60", "Confidence": 0.992, "X1": 0.49, "Y1": 0.44899, "X2": 0.533, "Y2": 0.44879, "X3": 0.533, "Y3": 0.46341, "X4": 0.49, "Y4": 0.46206, "page": 0}, {"Word": "52194 4641", "Confidence": 0.936, "X1": 0.16, "Y1": 0.98403, "X2": 0.062, "Y2": 0.98383, "X3": 0.062, "Y3": 0.96206, "X4": 0.16, "Y4": 0.95802, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.955, "X1": 0.044, "Y1": 0.09589, "X2": 0.085, "Y2": 0.09569, "X3": 0.085, "Y3": 0.11166, "X4": 0.044, "Y4": 0.11166, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.971, "X1": 0.093, "Y1": 0.09724, "X2": 0.141, "Y2": 0.09704, "X3": 0.14, "Y3": 0.10896, "X4": 0.092, "Y4": 0.11031, "page": 0, "Index": 1}, {"Word": "Female", "Confidence": 0.661, "X1": 0.409, "Y1": 0.09724, "X2": 0.451, "Y2": 0.09704, "X3": 0.45, "Y3": 0.11301, "X4": 0.409, "Y4": 0.11436, "page": 0, "Index": 2}, {"Word": "preliminary", "Confidence": 0.756, "X1": 0.457, "Y1": 0.09858, "X2": 0.533, "Y2": 0.09838, "X3": 0.533, "Y3": 0.11301, "X4": 0.456, "Y4": 0.11301, "page": 0, "Index": 3}, {"Word": "group", "Confidence": 0.955, "X1": 0.541, "Y1": 0.09858, "X2": 0.575, "Y2": 0.09838, "X3": 0.575, "Y3": 0.11436, "X4": 0.541, "Y4": 0.11301, "page": 0, "Index": 4}, {"Word": "assignments", "Confidence": 0.782, "X1": 0.582, "Y1": 0.09858, "X2": 0.657, "Y2": 0.09838, "X3": 0.657, "Y3": 0.11705, "X4": 0.581, "Y4": 0.11436, "page": 0, "Index": 5}, {"Word": "PRINTED:", "Confidence": 0.718, "X1": 0.822, "Y1": 0.10128, "X2": 0.878, "Y2": 0.10108, "X3": 0.877, "Y3": 0.11436, "X4": 0.822, "Y4": 0.11436, "page": 0, "Index": 6}, {"Word": "05-5ov-90", "Confidence": 0.641, "X1": 0.884, "Y1": 0.10128, "X2": 0.946, "Y2": 0.10108, "X3": 0.946, "Y3": 0.11436, "X4": 0.884, "Y4": 0.11436, "page": 0, "Index": 7}, {"Word": "TOXICOLOGY", "Confidence": 0.562, "X1": 0.044, "Y1": 0.11206, "X2": 0.112, "Y2": 0.11186, "X3": 0.112, "Y3": 0.12514, "X4": 0.044, "Y4": 0.12514, "page": 0, "Index": 8}, {"Word": "RESEARCH", "Confidence": 0.994, "X1": 0.119, "Y1": 0.11206, "X2": 0.175, "Y2": 0.11186, "X3": 0.174, "Y3": 0.12648, "X4": 0.119, "Y4": 0.12514, "page": 0, "Index": 9}, {"Word": "DIVISION", "Confidence": 0.932, "X1": 0.182, "Y1": 0.11206, "X2": 0.237, "Y2": 0.11186, "X3": 0.237, "Y3": 0.12648, "X4": 0.181, "Y4": 0.12648, "page": 0, "Index": 10}, {"Word": "Study:", "Confidence": 0.996, "X1": 0.485, "Y1": 0.11341, "X2": 0.526, "Y2": 0.11321, "X3": 0.526, "Y3": 0.12783, "X4": 0.485, "Y4": 0.12648, "page": 0, "Index": 11}, {"Word": "TOx-035", "Confidence": 0.85, "X1": 0.534, "Y1": 0.11206, "X2": 0.58, "Y2": 0.11186, "X3": 0.58, "Y3": 0.12648, "X4": 0.534, "Y4": 0.12783, "page": 0, "Index": 12}, {"Word": "Page:", "Confidence": 0.644, "X1": 0.836, "Y1": 0.11745, "X2": 0.869, "Y2": 0.11725, "X3": 0.869, "Y3": 0.12918, "X4": 0.836, "Y4": 0.12918, "page": 0, "Index": 13}, {"Word": "1", "Confidence": 0.964, "X1": 0.878, "Y1": 0.11745, "X2": 0.883, "Y2": 0.11725, "X3": 0.883, "Y3": 0.12918, "X4": 0.878, "Y4": 0.12918, "page": 0, "Index": 14}, {"Word": "Building", "Confidence": 0.667, "X1": 0.045, "Y1": 0.12554, "X2": 0.098, "Y2": 0.12534, "X3": 0.098, "Y3": 0.13996, "X4": 0.044, "Y4": 0.13996, "page": 0, "Index": 15}, {"Word": "630/2", "Confidence": 0.946, "X1": 0.106, "Y1": 0.12688, "X2": 0.14, "Y2": 0.12668, "X3": 0.14, "Y3": 0.13996, "X4": 0.105, "Y4": 0.13996, "page": 0, "Index": 16}, {"Word": "WINSTON-SALEM,", "Confidence": 0.45, "X1": 0.044, "Y1": 0.14036, "X2": 0.141, "Y2": 0.14016, "X3": 0.141, "Y3": 0.15479, "X4": 0.043, "Y4": 0.15479, "page": 0, "Index": 17}, {"Word": "NORTH", "Confidence": 0.252, "X1": 0.147, "Y1": 0.14036, "X2": 0.182, "Y2": 0.14016, "X3": 0.181, "Y3": 0.15479, "X4": 0.147, "Y4": 0.15479, "page": 0, "Index": 18}, {"Word": "CAROLINA", "Confidence": 0.979, "X1": 0.189, "Y1": 0.14036, "X2": 0.244, "Y2": 0.14016, "X3": 0.244, "Y3": 0.15479, "X4": 0.189, "Y4": 0.15479, "page": 0, "Index": 19}, {"Word": "27102", "Confidence": 0.96, "X1": 0.252, "Y1": 0.14036, "X2": 0.285, "Y2": 0.14016, "X3": 0.285, "Y3": 0.15479, "X4": 0.252, "Y4": 0.15479, "page": 0, "Index": 20}, {"Word": "Animal", "Confidence": 0.636, "X1": 0.057, "Y1": 0.17001, "X2": 0.098, "Y2": 0.16981, "X3": 0.098, "Y3": 0.18444, "X4": 0.057, "Y4": 0.18444, "page": 0, "Index": 21}, {"Word": "Hunbors", "Confidence": 0.623, "X1": 0.105, "Y1": 0.17136, "X2": 0.154, "Y2": 0.17116, "X3": 0.153, "Y3": 0.18444, "X4": 0.105, "Y4": 0.18444, "page": 0, "Index": 22}, {"Word": "Body", "Confidence": 0.939, "X1": 0.175, "Y1": 0.17001, "X2": 0.203, "Y2": 0.16981, "X3": 0.202, "Y3": 0.18444, "X4": 0.175, "Y4": 0.18444, "page": 0, "Index": 23}, {"Word": "Weight", "Confidence": 0.631, "X1": 0.209, "Y1": 0.17001, "X2": 0.251, "Y2": 0.16981, "X3": 0.251, "Y3": 0.18444, "X4": 0.208, "Y4": 0.18444, "page": 0, "Index": 24}, {"Word": "Dose", "Confidence": 0.571, "X1": 0.264, "Y1": 0.17136, "X2": 0.291, "Y2": 0.17116, "X3": 0.291, "Y3": 0.18444, "X4": 0.264, "Y4": 0.18444, "page": 0, "Index": 25}, {"Word": "Group", "Confidence": 0.491, "X1": 0.298, "Y1": 0.17136, "X2": 0.332, "Y2": 0.17116, "X3": 0.332, "Y3": 0.18578, "X4": 0.298, "Y4": 0.18444, "page": 0, "Index": 26}, {"Word": "Animal", "Confidence": 0.615, "X1": 0.36, "Y1": 0.17136, "X2": 0.402, "Y2": 0.17116, "X3": 0.402, "Y3": 0.18578, "X4": 0.36, "Y4": 0.18578, "page": 0, "Index": 27}, {"Word": "Numbers", "Confidence": 0.62, "X1": 0.409, "Y1": 0.17136, "X2": 0.457, "Y2": 0.17116, "X3": 0.457, "Y3": 0.18444, "X4": 0.409, "Y4": 0.18578, "page": 0, "Index": 28}, {"Word": "Body", "Confidence": 0.607, "X1": 0.478, "Y1": 0.17136, "X2": 0.505, "Y2": 0.17116, "X3": 0.505, "Y3": 0.18444, "X4": 0.478, "Y4": 0.18444, "page": 0, "Index": 29}, {"Word": "Weight", "Confidence": 0.671, "X1": 0.512, "Y1": 0.17136, "X2": 0.554, "Y2": 0.17116, "X3": 0.553, "Y3": 0.18578, "X4": 0.511, "Y4": 0.18444, "page": 0, "Index": 30}, {"Word": "Dose", "Confidence": 0.795, "X1": 0.568, "Y1": 0.17271, "X2": 0.594, "Y2": 0.17251, "X3": 0.594, "Y3": 0.18578, "X4": 0.568, "Y4": 0.18444, "page": 0, "Index": 31}, {"Word": "Group", "Confidence": 0.85, "X1": 0.602, "Y1": 0.17405, "X2": 0.636, "Y2": 0.17385, "X3": 0.636, "Y3": 0.18713, "X4": 0.601, "Y4": 0.18578, "page": 0, "Index": 32}, {"Word": "Animal", "Confidence": 0.621, "X1": 0.663, "Y1": 0.17271, "X2": 0.704, "Y2": 0.17251, "X3": 0.704, "Y3": 0.18713, "X4": 0.663, "Y4": 0.18713, "page": 0, "Index": 33}, {"Word": "Numbers", "Confidence": 0.176, "X1": 0.712, "Y1": 0.17405, "X2": 0.76, "Y2": 0.17385, "X3": 0.76, "Y3": 0.18713, "X4": 0.711, "Y4": 0.18713, "page": 0, "Index": 34}, {"Word": "Body", "Confidence": 0.951, "X1": 0.781, "Y1": 0.17405, "X2": 0.808, "Y2": 0.17385, "X3": 0.807, "Y3": 0.18713, "X4": 0.78, "Y4": 0.18713, "page": 0, "Index": 35}, {"Word": "Weight", "Confidence": 0.662, "X1": 0.815, "Y1": 0.17405, "X2": 0.855, "Y2": 0.17385, "X3": 0.855, "Y3": 0.18713, "X4": 0.814, "Y4": 0.18713, "page": 0, "Index": 36}, {"Word": "Pretest", "Confidence": 0.65, "X1": 0.051, "Y1": 0.18618, "X2": 0.098, "Y2": 0.18598, "X3": 0.097, "Y3": 0.19791, "X4": 0.051, "Y4": 0.19791, "page": 0, "Index": 37}, {"Word": "--", "Confidence": 0.901, "X1": 0.347, "Y1": 0.19023, "X2": 0.347, "Y2": 0.19003, "X3": 0.342, "Y3": 0.18983, "X4": 0.341, "Y4": 0.17096, "page": 0, "Index": 38}, {"Word": "--", "Confidence": 0.923, "X1": 0.651, "Y1": 0.19157, "X2": 0.65, "Y2": 0.19137, "X3": 0.643, "Y3": 0.19117, "X4": 0.644, "Y4": 0.17096, "page": 0, "Index": 39}, {"Word": "Dose", "Confidence": 0.616, "X1": 0.87, "Y1": 0.1754, "X2": 0.896, "Y2": 0.1752, "X3": 0.896, "Y3": 0.18848, "X4": 0.869, "Y4": 0.18713, "page": 0, "Index": 40}, {"Word": "Group", "Confidence": 0.994, "X1": 0.904, "Y1": 0.1754, "X2": 0.937, "Y2": 0.1752, "X3": 0.937, "Y3": 0.18848, "X4": 0.904, "Y4": 0.18848, "page": 0, "Index": 41}, {"Word": "Study", "Confidence": 0.955, "X1": 0.128, "Y1": 0.18618, "X2": 0.161, "Y2": 0.18598, "X3": 0.16, "Y3": 0.19926, "X4": 0.128, "Y4": 0.19791, "page": 0, "Index": 42}, {"Word": "(grams)", "Confidence": 0.305, "X1": 0.19, "Y1": 0.18618, "X2": 0.237, "Y2": 0.18598, "X3": 0.237, "Y3": 0.19926, "X4": 0.19, "Y4": 0.19926, "page": 0, "Index": 43}, {"Word": "Assignment", "Confidence": 0.593, "X1": 0.265, "Y1": 0.18618, "X2": 0.332, "Y2": 0.18598, "X3": 0.332, "Y3": 0.20061, "X4": 0.264, "Y4": 0.19926, "page": 0, "Index": 44}, {"Word": "Protest", "Confidence": 0.616, "X1": 0.354, "Y1": 0.18618, "X2": 0.401, "Y2": 0.18598, "X3": 0.401, "Y3": 0.19926, "X4": 0.354, "Y4": 0.19926, "page": 0, "Index": 45}, {"Word": "Study", "Confidence": 0.658, "X1": 0.431, "Y1": 0.18753, "X2": 0.464, "Y2": 0.18733, "X3": 0.463, "Y3": 0.20061, "X4": 0.43, "Y4": 0.19926, "page": 0, "Index": 46}, {"Word": "(gcans", "Confidence": 0.613, "X1": 0.493, "Y1": 0.18753, "X2": 0.532, "Y2": 0.18733, "X3": 0.532, "Y3": 0.20061, "X4": 0.493, "Y4": 0.20061, "page": 0, "Index": 47}, {"Word": ")", "Confidence": 0.631, "X1": 0.534, "Y1": 0.18753, "X2": 0.54, "Y2": 0.18733, "X3": 0.54, "Y3": 0.20061, "X4": 0.534, "Y4": 0.20061, "page": 0, "Index": 48}, {"Word": "Assignment", "Confidence": 0.779, "X1": 0.569, "Y1": 0.18753, "X2": 0.636, "Y2": 0.18733, "X3": 0.636, "Y3": 0.20196, "X4": 0.568, "Y4": 0.20061, "page": 0, "Index": 49}, {"Word": "Pretest", "Confidence": 0.649, "X1": 0.658, "Y1": 0.18888, "X2": 0.703, "Y2": 0.18868, "X3": 0.703, "Y3": 0.20061, "X4": 0.658, "Y4": 0.20061, "page": 0, "Index": 50}, {"Word": "Study", "Confidence": 0.995, "X1": 0.734, "Y1": 0.19023, "X2": 0.767, "Y2": 0.19003, "X3": 0.766, "Y3": 0.20196, "X4": 0.733, "Y4": 0.20061, "page": 0, "Index": 51}, {"Word": "(grans", "Confidence": 0.638, "X1": 0.798, "Y1": 0.19023, "X2": 0.835, "Y2": 0.19003, "X3": 0.835, "Y3": 0.20196, "X4": 0.797, "Y4": 0.20196, "page": 0, "Index": 52}, {"Word": ")", "Confidence": 0.922, "X1": 0.837, "Y1": 0.19023, "X2": 0.842, "Y2": 0.19003, "X3": 0.842, "Y3": 0.20196, "X4": 0.837, "Y4": 0.20196, "page": 0, "Index": 53}, {"Word": "Assignment", "Confidence": 0.559, "X1": 0.869, "Y1": 0.19023, "X2": 0.938, "Y2": 0.19003, "X3": 0.938, "Y3": 0.2033, "X4": 0.869, "Y4": 0.20061, "page": 0, "Index": 54}, {"Word": "61", "Confidence": 0.882, "X1": 0.086, "Y1": 0.21449, "X2": 0.099, "Y2": 0.21429, "X3": 0.099, "Y3": 0.22756, "X4": 0.086, "Y4": 0.22756, "page": 0, "Index": 55}, {"Word": "41", "Confidence": 0.944, "X1": 0.15, "Y1": 0.21314, "X2": 0.161, "Y2": 0.21294, "X3": 0.162, "Y3": 0.22756, "X4": 0.15, "Y4": 0.22756, "page": 0, "Index": 56}, {"Word": "235.50", "Confidence": 0.993, "X1": 0.19, "Y1": 0.21449, "X2": 0.23, "Y2": 0.21429, "X3": 0.229, "Y3": 0.22756, "X4": 0.19, "Y4": 0.22756, "page": 0, "Index": 57}, {"Word": "72", "Confidence": 0.996, "X1": 0.389, "Y1": 0.21449, "X2": 0.401, "Y2": 0.21429, "X3": 0.402, "Y3": 0.22756, "X4": 0.389, "Y4": 0.22891, "page": 0, "Index": 58}, {"Word": "1", "Confidence": 0.991, "X1": 0.306, "Y1": 0.21583, "X2": 0.312, "Y2": 0.21563, "X3": 0.312, "Y3": 0.22891, "X4": 0.306, "Y4": 0.22891, "page": 0, "Index": 59}, {"Word": "58", "Confidence": 0.78, "X1": 0.451, "Y1": 0.21449, "X2": 0.464, "Y2": 0.21429, "X3": 0.464, "Y3": 0.22891, "X4": 0.451, "Y4": 0.23026, "page": 0, "Index": 60}, {"Word": "220.60", "Confidence": 0.994, "X1": 0.493, "Y1": 0.21718, "X2": 0.531, "Y2": 0.21698, "X3": 0.531, "Y3": 0.23026, "X4": 0.493, "Y4": 0.22891, "page": 0, "Index": 61}, {"Word": "82", "Confidence": 0.782, "X1": 0.691, "Y1": 0.21583, "X2": 0.705, "Y2": 0.21563, "X3": 0.706, "Y3": 0.23026, "X4": 0.692, "Y4": 0.23161, "page": 0, "Index": 62}, {"Word": "75", "Confidence": 0.996, "X1": 0.756, "Y1": 0.21583, "X2": 0.768, "Y2": 0.21563, "X3": 0.768, "Y3": 0.22891, "X4": 0.756, "Y4": 0.22891, "page": 0, "Index": 63}, {"Word": "249.80", "Confidence": 0.976, "X1": 0.796, "Y1": 0.21718, "X2": 0.834, "Y2": 0.21698, "X3": 0.833, "Y3": 0.22891, "X4": 0.796, "Y4": 0.22891, "page": 0, "Index": 64}, {"Word": "58", "Confidence": 0.933, "X1": 0.084, "Y1": 0.22527, "X2": 0.098, "Y2": 0.22507, "X3": 0.099, "Y3": 0.23969, "X4": 0.084, "Y4": 0.24104, "page": 0, "Index": 65}, {"Word": "42", "Confidence": 0.997, "X1": 0.148, "Y1": 0.22662, "X2": 0.16, "Y2": 0.22642, "X3": 0.161, "Y3": 0.24104, "X4": 0.148, "Y4": 0.24104, "page": 0, "Index": 66}, {"Word": "255.50", "Confidence": 0.995, "X1": 0.19, "Y1": 0.23066, "X2": 0.23, "Y2": 0.23046, "X3": 0.23, "Y3": 0.24374, "X4": 0.189, "Y4": 0.24239, "page": 0, "Index": 67}, {"Word": "1", "Confidence": 0.941, "X1": 0.306, "Y1": 0.23066, "X2": 0.311, "Y2": 0.23046, "X3": 0.311, "Y3": 0.24374, "X4": 0.306, "Y4": 0.24374, "page": 0, "Index": 68}, {"Word": "86", "Confidence": 0.631, "X1": 0.389, "Y1": 0.22662, "X2": 0.402, "Y2": 0.22642, "X3": 0.402, "Y3": 0.24104, "X4": 0.389, "Y4": 0.24239, "page": 0, "Index": 69}, {"Word": "59", "Confidence": 0.955, "X1": 0.449, "Y1": 0.22662, "X2": 0.464, "Y2": 0.22642, "X3": 0.464, "Y3": 0.24239, "X4": 0.45, "Y4": 0.24374, "page": 0, "Index": 70}, {"Word": "249.70", "Confidence": 0.994, "X1": 0.492, "Y1": 0.23066, "X2": 0.532, "Y2": 0.23046, "X3": 0.532, "Y3": 0.24374, "X4": 0.492, "Y4": 0.24374, "page": 0, "Index": 71}, {"Word": "96", "Confidence": 0.993, "X1": 0.69, "Y1": 0.22796, "X2": 0.705, "Y2": 0.22776, "X3": 0.705, "Y3": 0.24508, "X4": 0.691, "Y4": 0.24508, "page": 0, "Index": 72}, {"Word": "LL", "Confidence": 0.95, "X1": 0.769, "Y1": 0.25896, "X2": 0.757, "Y2": 0.25876, "X3": 0.757, "Y3": 0.24374, "X4": 0.769, "Y4": 0.24374, "page": 0, "Index": 73}, {"Word": "239.20", "Confidence": 0.993, "X1": 0.796, "Y1": 0.23335, "X2": 0.833, "Y2": 0.23315, "X3": 0.833, "Y3": 0.24508, "X4": 0.796, "Y4": 0.24374, "page": 0, "Index": 74}, {"Word": "43", "Confidence": 0.98, "X1": 0.15, "Y1": 0.24144, "X2": 0.163, "Y2": 0.24124, "X3": 0.163, "Y3": 0.25452, "X4": 0.15, "Y4": 0.25452, "page": 0, "Index": 75}, {"Word": "215.60", "Confidence": 0.996, "X1": 0.19, "Y1": 0.24414, "X2": 0.229, "Y2": 0.24394, "X3": 0.229, "Y3": 0.25721, "X4": 0.189, "Y4": 0.25721, "page": 0, "Index": 76}, {"Word": "1", "Confidence": 0.996, "X1": 0.305, "Y1": 0.24414, "X2": 0.311, "Y2": 0.24394, "X3": 0.311, "Y3": 0.25721, "X4": 0.305, "Y4": 0.25721, "page": 0, "Index": 77}, {"Word": "214.30", "Confidence": 0.995, "X1": 0.492, "Y1": 0.24548, "X2": 0.531, "Y2": 0.24528, "X3": 0.531, "Y3": 0.25721, "X4": 0.492, "Y4": 0.25721, "page": 0, "Index": 78}, {"Word": "4", "Confidence": 0.622, "X1": 0.608, "Y1": 0.24548, "X2": 0.613, "Y2": 0.24528, "X3": 0.614, "Y3": 0.25721, "X4": 0.609, "Y4": 0.25721, "page": 0, "Index": 79}, {"Word": "---", "Confidence": 0.648, "X1": 0.651, "Y1": 0.24953, "X2": 0.65, "Y2": 0.24933, "X3": 0.644, "Y3": 0.24913, "X4": 0.644, "Y4": 0.21543, "page": 0, "Index": 80}, {"Word": "----", "Confidence": 0.612, "X1": 0.347, "Y1": 0.263, "X2": 0.347, "Y2": 0.2628, "X3": 0.342, "Y3": 0.2626, "X4": 0.341, "Y4": 0.21409, "page": 0, "Index": 81}, {"Word": "65", "Confidence": 0.997, "X1": 0.388, "Y1": 0.24414, "X2": 0.401, "Y2": 0.24394, "X3": 0.401, "Y3": 0.25856, "X4": 0.388, "Y4": 0.25856, "page": 0, "Index": 82}, {"Word": "91", "Confidence": 0.997, "X1": 0.691, "Y1": 0.24279, "X2": 0.705, "Y2": 0.24259, "X3": 0.706, "Y3": 0.25856, "X4": 0.692, "Y4": 0.25991, "page": 0, "Index": 83}, {"Word": "202.50", "Confidence": 0.996, "X1": 0.795, "Y1": 0.24683, "X2": 0.833, "Y2": 0.24663, "X3": 0.833, "Y3": 0.25856, "X4": 0.795, "Y4": 0.25856, "page": 0, "Index": 84}, {"Word": "71", "Confidence": 0.997, "X1": 0.085, "Y1": 0.25492, "X2": 0.099, "Y2": 0.25472, "X3": 0.099, "Y3": 0.27069, "X4": 0.085, "Y4": 0.27204, "page": 0, "Index": 85}, {"Word": "44", "Confidence": 0.97, "X1": 0.148, "Y1": 0.25626, "X2": 0.16, "Y2": 0.25606, "X3": 0.16, "Y3": 0.26934, "X4": 0.148, "Y4": 0.26934, "page": 0, "Index": 86}, {"Word": "243.40", "Confidence": 0.992, "X1": 0.19, "Y1": 0.25896, "X2": 0.229, "Y2": 0.25876, "X3": 0.229, "Y3": 0.27069, "X4": 0.19, "Y4": 0.27069, "page": 0, "Index": 87}, {"Word": "1", "Confidence": 0.996, "X1": 0.305, "Y1": 0.25761, "X2": 0.311, "Y2": 0.25741, "X3": 0.311, "Y3": 0.27204, "X4": 0.305, "Y4": 0.27204, "page": 0, "Index": 88}, {"Word": "89", "Confidence": 0.931, "X1": 0.388, "Y1": 0.25626, "X2": 0.401, "Y2": 0.25606, "X3": 0.401, "Y3": 0.27204, "X4": 0.388, "Y4": 0.27204, "page": 0, "Index": 89}, {"Word": "61", "Confidence": 0.952, "X1": 0.45, "Y1": 0.25492, "X2": 0.465, "Y2": 0.25472, "X3": 0.465, "Y3": 0.27338, "X4": 0.45, "Y4": 0.27338, "page": 0, "Index": 90}, {"Word": "239.30", "Confidence": 0.995, "X1": 0.492, "Y1": 0.26031, "X2": 0.531, "Y2": 0.26011, "X3": 0.531, "Y3": 0.27204, "X4": 0.492, "Y4": 0.27069, "page": 0, "Index": 91}, {"Word": "67", "Confidence": 0.981, "X1": 0.691, "Y1": 0.25896, "X2": 0.706, "Y2": 0.25876, "X3": 0.706, "Y3": 0.27608, "X4": 0.691, "Y4": 0.27608, "page": 0, "Index": 92}, {"Word": "78", "Confidence": 0.778, "X1": 0.755, "Y1": 0.25896, "X2": 0.767, "Y2": 0.25876, "X3": 0.768, "Y3": 0.27204, "X4": 0.755, "Y4": 0.27338, "page": 0, "Index": 93}, {"Word": "249.70", "Confidence": 0.943, "X1": 0.796, "Y1": 0.263, "X2": 0.833, "Y2": 0.2628, "X3": 0.832, "Y3": 0.27338, "X4": 0.795, "Y4": 0.27338, "page": 0, "Index": 94}, {"Word": "60", "Confidence": 0.885, "X1": 0.084, "Y1": 0.27109, "X2": 0.099, "Y2": 0.27089, "X3": 0.099, "Y3": 0.28686, "X4": 0.084, "Y4": 0.28686, "page": 0, "Index": 95}, {"Word": "45", "Confidence": 0.998, "X1": 0.147, "Y1": 0.27109, "X2": 0.161, "Y2": 0.27089, "X3": 0.161, "Y3": 0.28551, "X4": 0.147, "Y4": 0.28551, "page": 0, "Index": 96}, {"Word": "205.50", "Confidence": 0.994, "X1": 0.19, "Y1": 0.27378, "X2": 0.229, "Y2": 0.27358, "X3": 0.229, "Y3": 0.28551, "X4": 0.19, "Y4": 0.28551, "page": 0, "Index": 97}, {"Word": "1", "Confidence": 0.991, "X1": 0.305, "Y1": 0.27244, "X2": 0.311, "Y2": 0.27224, "X3": 0.311, "Y3": 0.28551, "X4": 0.305, "Y4": 0.28551, "page": 0, "Index": 98}, {"Word": "62", "Confidence": 0.941, "X1": 0.449, "Y1": 0.27109, "X2": 0.464, "Y2": 0.27089, "X3": 0.464, "Y3": 0.28686, "X4": 0.45, "Y4": 0.28821, "page": 0, "Index": 99}, {"Word": "210.00", "Confidence": 0.993, "X1": 0.492, "Y1": 0.27513, "X2": 0.531, "Y2": 0.27493, "X3": 0.531, "Y3": 0.28686, "X4": 0.492, "Y4": 0.28686, "page": 0, "Index": 100}, {"Word": "5", "Confidence": 0.361, "X1": 0.611, "Y1": 0.27513, "X2": 0.615, "Y2": 0.27493, "X3": 0.615, "Y3": 0.28551, "X4": 0.611, "Y4": 0.28551, "page": 0, "Index": 101}, {"Word": "46", "Confidence": 0.781, "X1": 0.147, "Y1": 0.28591, "X2": 0.159, "Y2": 0.28571, "X3": 0.16, "Y3": 0.2963, "X4": 0.148, "Y4": 0.29899, "page": 0, "Index": 102}, {"Word": "77", "Confidence": 0.991, "X1": 0.388, "Y1": 0.27109, "X2": 0.4, "Y2": 0.27089, "X3": 0.401, "Y3": 0.28821, "X4": 0.389, "Y4": 0.28821, "page": 0, "Index": 103}, {"Word": "98", "Confidence": 0.988, "X1": 0.691, "Y1": 0.27378, "X2": 0.705, "Y2": 0.27358, "X3": 0.705, "Y3": 0.28956, "X4": 0.692, "Y4": 0.28956, "page": 0, "Index": 104}, {"Word": "79", "Confidence": 0.994, "X1": 0.755, "Y1": 0.27378, "X2": 0.767, "Y2": 0.27358, "X3": 0.767, "Y3": 0.28821, "X4": 0.755, "Y4": 0.28821, "page": 0, "Index": 105}, {"Word": "260.10", "Confidence": 0.911, "X1": 0.795, "Y1": 0.27648, "X2": 0.833, "Y2": 0.27628, "X3": 0.833, "Y3": 0.28821, "X4": 0.794, "Y4": 0.28821, "page": 0, "Index": 106}, {"Word": "59", "Confidence": 0.686, "X1": 0.083, "Y1": 0.28457, "X2": 0.098, "Y2": 0.28437, "X3": 0.099, "Y3": 0.30034, "X4": 0.084, "Y4": 0.30034, "page": 0, "Index": 107}, {"Word": "203.00", "Confidence": 0.843, "X1": 0.19, "Y1": 0.28861, "X2": 0.228, "Y2": 0.28841, "X3": 0.228, "Y3": 0.30034, "X4": 0.19, "Y4": 0.29899, "page": 0, "Index": 108}, {"Word": "2", "Confidence": 0.994, "X1": 0.306, "Y1": 0.28726, "X2": 0.311, "Y2": 0.28706, "X3": 0.311, "Y3": 0.29899, "X4": 0.306, "Y4": 0.29899, "page": 0, "Index": 109}, {"Word": "81", "Confidence": 0.387, "X1": 0.388, "Y1": 0.28457, "X2": 0.402, "Y2": 0.28437, "X3": 0.403, "Y3": 0.30169, "X4": 0.389, "Y4": 0.30169, "page": 0, "Index": 110}, {"Word": "213.70", "Confidence": 0.991, "X1": 0.492, "Y1": 0.28861, "X2": 0.531, "Y2": 0.28841, "X3": 0.531, "Y3": 0.30034, "X4": 0.492, "Y4": 0.30034, "page": 0, "Index": 111}, {"Word": "5", "Confidence": 0.513, "X1": 0.609, "Y1": 0.28996, "X2": 0.614, "Y2": 0.28976, "X3": 0.614, "Y3": 0.30034, "X4": 0.609, "Y4": 0.30034, "page": 0, "Index": 112}, {"Word": "97", "Confidence": 0.994, "X1": 0.691, "Y1": 0.28861, "X2": 0.706, "Y2": 0.28841, "X3": 0.706, "Y3": 0.30303, "X4": 0.691, "Y4": 0.30303, "page": 0, "Index": 113}, {"Word": "213.00", "Confidence": 0.995, "X1": 0.795, "Y1": 0.29131, "X2": 0.833, "Y2": 0.29111, "X3": 0.833, "Y3": 0.30303, "X4": 0.795, "Y4": 0.30169, "page": 0, "Index": 114}, {"Word": "55", "Confidence": 0.834, "X1": 0.083, "Y1": 0.29804, "X2": 0.098, "Y2": 0.29784, "X3": 0.098, "Y3": 0.31382, "X4": 0.084, "Y4": 0.31516, "page": 0, "Index": 115}, {"Word": "47", "Confidence": 0.991, "X1": 0.147, "Y1": 0.29939, "X2": 0.161, "Y2": 0.29919, "X3": 0.161, "Y3": 0.31247, "X4": 0.147, "Y4": 0.31247, "page": 0, "Index": 116}, {"Word": "215.10", "Confidence": 0.994, "X1": 0.19, "Y1": 0.30343, "X2": 0.228, "Y2": 0.30323, "X3": 0.228, "Y3": 0.31516, "X4": 0.19, "Y4": 0.31516, "page": 0, "Index": 117}, {"Word": "2", "Confidence": 0.942, "X1": 0.306, "Y1": 0.30209, "X2": 0.311, "Y2": 0.30189, "X3": 0.312, "Y3": 0.31382, "X4": 0.306, "Y4": 0.31516, "page": 0, "Index": 118}, {"Word": "94", "Confidence": 0.996, "X1": 0.387, "Y1": 0.30074, "X2": 0.401, "Y2": 0.30054, "X3": 0.401, "Y3": 0.31651, "X4": 0.388, "Y4": 0.31651, "page": 0, "Index": 119}, {"Word": "64", "Confidence": 0.668, "X1": 0.45, "Y1": 0.29939, "X2": 0.464, "Y2": 0.29919, "X3": 0.465, "Y3": 0.31516, "X4": 0.45, "Y4": 0.31651, "page": 0, "Index": 120}, {"Word": "253.00", "Confidence": 0.993, "X1": 0.491, "Y1": 0.30343, "X2": 0.531, "Y2": 0.30323, "X3": 0.53, "Y3": 0.31516, "X4": 0.492, "Y4": 0.31516, "page": 0, "Index": 121}, {"Word": "5", "Confidence": 0.795, "X1": 0.612, "Y1": 0.30478, "X2": 0.616, "Y2": 0.30458, "X3": 0.615, "Y3": 0.31516, "X4": 0.611, "Y4": 0.31382, "page": 0, "Index": 122}, {"Word": "62", "Confidence": 0.989, "X1": 0.693, "Y1": 0.29939, "X2": 0.706, "Y2": 0.29919, "X3": 0.705, "Y3": 0.31786, "X4": 0.693, "Y4": 0.31786, "page": 0, "Index": 123}, {"Word": "285.30", "Confidence": 0.993, "X1": 0.795, "Y1": 0.30613, "X2": 0.833, "Y2": 0.30593, "X3": 0.832, "Y3": 0.31786, "X4": 0.795, "Y4": 0.31651, "page": 0, "Index": 124}, {"Word": "Deleted", "Confidence": 0.752, "X1": 0.883, "Y1": 0.30748, "X2": 0.93, "Y2": 0.30728, "X3": 0.929, "Y3": 0.31786, "X4": 0.883, "Y4": 0.31786, "page": 0, "Index": 125}, {"Word": "76", "Confidence": 0.997, "X1": 0.085, "Y1": 0.31422, "X2": 0.099, "Y2": 0.31402, "X3": 0.099, "Y3": 0.32999, "X4": 0.085, "Y4": 0.32999, "page": 0, "Index": 126}, {"Word": "48", "Confidence": 0.794, "X1": 0.147, "Y1": 0.31556, "X2": 0.16, "Y2": 0.31536, "X3": 0.16, "Y3": 0.32864, "X4": 0.147, "Y4": 0.32864, "page": 0, "Index": 127}, {"Word": "250.90", "Confidence": 0.832, "X1": 0.19, "Y1": 0.31826, "X2": 0.228, "Y2": 0.31806, "X3": 0.228, "Y3": 0.32864, "X4": 0.19, "Y4": 0.32864, "page": 0, "Index": 128}, {"Word": "2", "Confidence": 0.994, "X1": 0.306, "Y1": 0.31691, "X2": 0.311, "Y2": 0.31671, "X3": 0.311, "Y3": 0.32864, "X4": 0.305, "Y4": 0.32864, "page": 0, "Index": 129}, {"Word": "63", "Confidence": 0.822, "X1": 0.389, "Y1": 0.31556, "X2": 0.401, "Y2": 0.31536, "X3": 0.402, "Y3": 0.32999, "X4": 0.389, "Y4": 0.32999, "page": 0, "Index": 130}, {"Word": "65", "Confidence": 0.992, "X1": 0.45, "Y1": 0.31691, "X2": 0.463, "Y2": 0.31671, "X3": 0.464, "Y3": 0.33134, "X4": 0.45, "Y4": 0.33134, "page": 0, "Index": 131}, {"Word": "244.50", "Confidence": 0.985, "X1": 0.491, "Y1": 0.31826, "X2": 0.531, "Y2": 0.31806, "X3": 0.53, "Y3": 0.32999, "X4": 0.491, "Y4": 0.33134, "page": 0, "Index": 132}, {"Word": "5", "Confidence": 0.888, "X1": 0.611, "Y1": 0.31961, "X2": 0.615, "Y2": 0.31941, "X3": 0.615, "Y3": 0.32864, "X4": 0.611, "Y4": 0.32864, "page": 0, "Index": 133}, {"Word": "100", "Confidence": 0.986, "X1": 0.685, "Y1": 0.31691, "X2": 0.704, "Y2": 0.31671, "X3": 0.705, "Y3": 0.33268, "X4": 0.686, "Y4": 0.33403, "page": 0, "Index": 134}, {"Word": "267.90", "Confidence": 0.993, "X1": 0.795, "Y1": 0.31961, "X2": 0.833, "Y2": 0.31941, "X3": 0.832, "Y3": 0.33134, "X4": 0.794, "Y4": 0.33134, "page": 0, "Index": 135}, {"Word": "Deleted", "Confidence": 0.626, "X1": 0.883, "Y1": 0.3223, "X2": 0.929, "Y2": 0.3221, "X3": 0.929, "Y3": 0.33268, "X4": 0.883, "Y4": 0.33268, "page": 0, "Index": 136}, {"Word": "68", "Confidence": 0.711, "X1": 0.084, "Y1": 0.32769, "X2": 0.098, "Y2": 0.32749, "X3": 0.098, "Y3": 0.34347, "X4": 0.084, "Y4": 0.34481, "page": 0, "Index": 137}, {"Word": "4.9", "Confidence": 0.619, "X1": 0.148, "Y1": 0.33039, "X2": 0.16, "Y2": 0.33019, "X3": 0.16, "Y3": 0.34212, "X4": 0.148, "Y4": 0.34212, "page": 0, "Index": 138}, {"Word": "244.30", "Confidence": 0.991, "X1": 0.19, "Y1": 0.33174, "X2": 0.228, "Y2": 0.33154, "X3": 0.228, "Y3": 0.34347, "X4": 0.19, "Y4": 0.34347, "page": 0, "Index": 139}, {"Word": "2", "Confidence": 0.959, "X1": 0.305, "Y1": 0.33174, "X2": 0.31, "Y2": 0.33154, "X3": 0.31, "Y3": 0.34212, "X4": 0.306, "Y4": 0.34347, "page": 0, "Index": 140}, {"Word": "95", "Confidence": 0.998, "X1": 0.388, "Y1": 0.32904, "X2": 0.402, "Y2": 0.32884, "X3": 0.402, "Y3": 0.34616, "X4": 0.388, "Y4": 0.34616, "page": 0, "Index": 141}, {"Word": "66", "Confidence": 0.935, "X1": 0.45, "Y1": 0.33039, "X2": 0.463, "Y2": 0.33019, "X3": 0.463, "Y3": 0.34481, "X4": 0.45, "Y4": 0.34481, "page": 0, "Index": 142}, {"Word": "253.90", "Confidence": 0.994, "X1": 0.492, "Y1": 0.33308, "X2": 0.531, "Y2": 0.33288, "X3": 0.531, "Y3": 0.34616, "X4": 0.491, "Y4": 0.34481, "page": 0, "Index": 143}, {"Word": "266.70", "Confidence": 0.958, "X1": 0.795, "Y1": 0.33443, "X2": 0.833, "Y2": 0.33423, "X3": 0.832, "Y3": 0.34616, "X4": 0.794, "Y4": 0.34616, "page": 0, "Index": 144}, {"Word": "Deleted", "Confidence": 0.41, "X1": 0.884, "Y1": 0.33578, "X2": 0.929, "Y2": 0.33558, "X3": 0.929, "Y3": 0.34751, "X4": 0.883, "Y4": 0.34616, "page": 0, "Index": 145}, {"Word": "74", "Confidence": 0.998, "X1": 0.085, "Y1": 0.34387, "X2": 0.098, "Y2": 0.34367, "X3": 0.098, "Y3": 0.35829, "X4": 0.085, "Y4": 0.35829, "page": 0, "Index": 146}, {"Word": "50", "Confidence": 0.867, "X1": 0.146, "Y1": 0.34521, "X2": 0.16, "Y2": 0.34501, "X3": 0.16, "Y3": 0.35829, "X4": 0.146, "Y4": 0.35829, "page": 0, "Index": 147}, {"Word": "223.20", "Confidence": 0.901, "X1": 0.189, "Y1": 0.34791, "X2": 0.228, "Y2": 0.34771, "X3": 0.228, "Y3": 0.35829, "X4": 0.189, "Y4": 0.35964, "page": 0, "Index": 148}, {"Word": "90", "Confidence": 0.899, "X1": 0.388, "Y1": 0.34387, "X2": 0.401, "Y2": 0.34367, "X3": 0.401, "Y3": 0.35964, "X4": 0.388, "Y4": 0.35964, "page": 0, "Index": 149}, {"Word": "67", "Confidence": 0.778, "X1": 0.449, "Y1": 0.34656, "X2": 0.464, "Y2": 0.34636, "X3": 0.464, "Y3": 0.36233, "X4": 0.449, "Y4": 0.36233, "page": 0, "Index": 150}, {"Word": "248.80", "Confidence": 0.913, "X1": 0.492, "Y1": 0.34791, "X2": 0.53, "Y2": 0.34771, "X3": 0.53, "Y3": 0.35964, "X4": 0.492, "Y4": 0.35964, "page": 0, "Index": 151}, {"Word": "261.80", "Confidence": 0.617, "X1": 0.795, "Y1": 0.3506, "X2": 0.832, "Y2": 0.3504, "X3": 0.832, "Y3": 0.36099, "X4": 0.794, "Y4": 0.36099, "page": 0, "Index": 152}, {"Word": "Deleted", "Confidence": 0.566, "X1": 0.883, "Y1": 0.3506, "X2": 0.929, "Y2": 0.3504, "X3": 0.929, "Y3": 0.36233, "X4": 0.883, "Y4": 0.36099, "page": 0, "Index": 153}, {"Word": "79", "Confidence": 0.983, "X1": 0.085, "Y1": 0.35869, "X2": 0.097, "Y2": 0.35849, "X3": 0.098, "Y3": 0.37312, "X4": 0.085, "Y4": 0.37312, "page": 0, "Index": 154}, {"Word": "51", "Confidence": 0.962, "X1": 0.146, "Y1": 0.35869, "X2": 0.161, "Y2": 0.35849, "X3": 0.16, "Y3": 0.37446, "X4": 0.146, "Y4": 0.37312, "page": 0, "Index": 155}, {"Word": "206.60", "Confidence": 0.822, "X1": 0.189, "Y1": 0.36139, "X2": 0.228, "Y2": 0.36119, "X3": 0.228, "Y3": 0.37177, "X4": 0.189, "Y4": 0.37177, "page": 0, "Index": 156}, {"Word": "88", "Confidence": 0.539, "X1": 0.388, "Y1": 0.35869, "X2": 0.402, "Y2": 0.35849, "X3": 0.403, "Y3": 0.37446, "X4": 0.389, "Y4": 0.37581, "page": 0, "Index": 157}, {"Word": "68", "Confidence": 0.811, "X1": 0.449, "Y1": 0.36004, "X2": 0.463, "Y2": 0.35984, "X3": 0.464, "Y3": 0.37581, "X4": 0.449, "Y4": 0.37581, "page": 0, "Index": 158}, {"Word": "211.60", "Confidence": 0.996, "X1": 0.492, "Y1": 0.36273, "X2": 0.531, "Y2": 0.36253, "X3": 0.53, "Y3": 0.37312, "X4": 0.491, "Y4": 0.37312, "page": 0, "Index": 159}, {"Word": "101", "Confidence": 0.994, "X1": 0.684, "Y1": 0.36004, "X2": 0.704, "Y2": 0.35984, "X3": 0.704, "Y3": 0.37581, "X4": 0.684, "Y4": 0.37716, "page": 0, "Index": 160}, {"Word": "260.70", "Confidence": 0.955, "X1": 0.795, "Y1": 0.36543, "X2": 0.832, "Y2": 0.36523, "X3": 0.832, "Y3": 0.37581, "X4": 0.794, "Y4": 0.37581, "page": 0, "Index": 161}, {"Word": "Deleted", "Confidence": 0.482, "X1": 0.884, "Y1": 0.36543, "X2": 0.928, "Y2": 0.36523, "X3": 0.928, "Y3": 0.37716, "X4": 0.884, "Y4": 0.37581, "page": 0, "Index": 162}, {"Word": "52", "Confidence": 0.994, "X1": 0.147, "Y1": 0.37352, "X2": 0.161, "Y2": 0.37332, "X3": 0.161, "Y3": 0.38794, "X4": 0.147, "Y4": 0.38794, "page": 0, "Index": 163}, {"Word": "214.90", "Confidence": 0.656, "X1": 0.189, "Y1": 0.37621, "X2": 0.228, "Y2": 0.37601, "X3": 0.228, "Y3": 0.38659, "X4": 0.189, "Y4": 0.38794, "page": 0, "Index": 164}, {"Word": "202.30", "Confidence": 0.991, "X1": 0.492, "Y1": 0.37756, "X2": 0.53, "Y2": 0.37736, "X3": 0.53, "Y3": 0.38794, "X4": 0.492, "Y4": 0.38794, "page": 0, "Index": 165}, {"Word": "93", "Confidence": 0.601, "X1": 0.084, "Y1": 0.37352, "X2": 0.097, "Y2": 0.37332, "X3": 0.097, "Y3": 0.39064, "X4": 0.084, "Y4": 0.39064, "page": 0, "Index": 166}, {"Word": "78", "Confidence": 0.902, "X1": 0.388, "Y1": 0.37352, "X2": 0.401, "Y2": 0.37332, "X3": 0.401, "Y3": 0.38929, "X4": 0.389, "Y4": 0.38929, "page": 0, "Index": 167}, {"Word": "69", "Confidence": 0.994, "X1": 0.449, "Y1": 0.37352, "X2": 0.463, "Y2": 0.37332, "X3": 0.463, "Y3": 0.38929, "X4": 0.449, "Y4": 0.38929, "page": 0, "Index": 168}, {"Word": "85", "Confidence": 0.886, "X1": 0.691, "Y1": 0.37486, "X2": 0.704, "Y2": 0.37466, "X3": 0.704, "Y3": 0.38929, "X4": 0.691, "Y4": 0.38929, "page": 0, "Index": 169}, {"Word": "199.80", "Confidence": 0.991, "X1": 0.795, "Y1": 0.37891, "X2": 0.833, "Y2": 0.37871, "X3": 0.832, "Y3": 0.39064, "X4": 0.794, "Y4": 0.39064, "page": 0, "Index": 170}, {"Word": "Deleted", "Confidence": 0.885, "X1": 0.884, "Y1": 0.38025, "X2": 0.929, "Y2": 0.38005, "X3": 0.929, "Y3": 0.39333, "X4": 0.884, "Y4": 0.39198, "page": 0, "Index": 171}, {"Word": "53", "Confidence": 0.981, "X1": 0.145, "Y1": 0.38834, "X2": 0.161, "Y2": 0.38814, "X3": 0.161, "Y3": 0.40681, "X4": 0.145, "Y4": 0.40681, "page": 0, "Index": 172}, {"Word": "241.90", "Confidence": 0.955, "X1": 0.19, "Y1": 0.39104, "X2": 0.227, "Y2": 0.39084, "X3": 0.227, "Y3": 0.40142, "X4": 0.19, "Y4": 0.40142, "page": 0, "Index": 173}, {"Word": "83", "Confidence": 0.62, "X1": 0.388, "Y1": 0.38834, "X2": 0.401, "Y2": 0.38814, "X3": 0.401, "Y3": 0.40411, "X4": 0.388, "Y4": 0.40411, "page": 0, "Index": 174}, {"Word": "70", "Confidence": 0.971, "X1": 0.45, "Y1": 0.38699, "X2": 0.464, "Y2": 0.38679, "X3": 0.464, "Y3": 0.40276, "X4": 0.45, "Y4": 0.40276, "page": 0, "Index": 175}, {"Word": "241.60", "Confidence": 0.662, "X1": 0.491, "Y1": 0.39238, "X2": 0.53, "Y2": 0.39218, "X3": 0.531, "Y3": 0.40411, "X4": 0.491, "Y4": 0.40276, "page": 0, "Index": 176}, {"Word": "57", "Confidence": 0.636, "X1": 0.689, "Y1": 0.38564, "X2": 0.704, "Y2": 0.38544, "X3": 0.706, "Y3": 0.40276, "X4": 0.691, "Y4": 0.40681, "page": 0, "Index": 177}, {"Word": "199.60", "Confidence": 0.998, "X1": 0.794, "Y1": 0.39508, "X2": 0.832, "Y2": 0.39488, "X3": 0.832, "Y3": 0.40546, "X4": 0.794, "Y4": 0.40546, "page": 0, "Index": 178}, {"Word": "Deleted", "Confidence": 0.379, "X1": 0.884, "Y1": 0.39508, "X2": 0.929, "Y2": 0.39488, "X3": 0.929, "Y3": 0.40681, "X4": 0.884, "Y4": 0.40681, "page": 0, "Index": 179}, {"Word": "104", "Confidence": 0.994, "X1": 0.078, "Y1": 0.40182, "X2": 0.097, "Y2": 0.40162, "X3": 0.097, "Y3": 0.41624, "X4": 0.078, "Y4": 0.41759, "page": 0, "Index": 180}, {"Word": "54", "Confidence": 0.991, "X1": 0.146, "Y1": 0.39912, "X2": 0.162, "Y2": 0.39892, "X3": 0.162, "Y3": 0.41759, "X4": 0.146, "Y4": 0.41759, "page": 0, "Index": 181}, {"Word": "240.40", "Confidence": 0.925, "X1": 0.189, "Y1": 0.40586, "X2": 0.228, "Y2": 0.40566, "X3": 0.228, "Y3": 0.41624, "X4": 0.19, "Y4": 0.41624, "page": 0, "Index": 182}, {"Word": "69", "Confidence": 0.885, "X1": 0.387, "Y1": 0.40182, "X2": 0.401, "Y2": 0.40162, "X3": 0.402, "Y3": 0.41759, "X4": 0.387, "Y4": 0.41894, "page": 0, "Index": 183}, {"Word": "71", "Confidence": 0.955, "X1": 0.45, "Y1": 0.40182, "X2": 0.464, "Y2": 0.40162, "X3": 0.464, "Y3": 0.41759, "X4": 0.45, "Y4": 0.41759, "page": 0, "Index": 184}, {"Word": "206.80", "Confidence": 0.986, "X1": 0.491, "Y1": 0.40721, "X2": 0.53, "Y2": 0.40701, "X3": 0.53, "Y3": 0.41759, "X4": 0.491, "Y4": 0.41759, "page": 0, "Index": 185}, {"Word": "MMM", "Confidence": 0.708, "X1": 0.312, "Y1": 0.42473, "X2": 0.311, "Y2": 0.42453, "X3": 0.305, "Y3": 0.42433, "X4": 0.305, "Y4": 0.39064, "page": 0, "Index": 186}, {"Word": "70", "Confidence": 0.656, "X1": 0.691, "Y1": 0.40586, "X2": 0.702, "Y2": 0.40566, "X3": 0.702, "Y3": 0.42029, "X4": 0.691, "Y4": 0.42029, "page": 0, "Index": 187}, {"Word": "199.40", "Confidence": 0.817, "X1": 0.794, "Y1": 0.4099, "X2": 0.832, "Y2": 0.4097, "X3": 0.832, "Y3": 0.42029, "X4": 0.794, "Y4": 0.42029, "page": 0, "Index": 188}, {"Word": "Deleted", "Confidence": 0.884, "X1": 0.884, "Y1": 0.40856, "X2": 0.928, "Y2": 0.40836, "X3": 0.928, "Y3": 0.42029, "X4": 0.884, "Y4": 0.42029, "page": 0, "Index": 189}, {"Word": "56", "Confidence": 0.934, "X1": 0.083, "Y1": 0.41529, "X2": 0.097, "Y2": 0.41509, "X3": 0.098, "Y3": 0.42972, "X4": 0.084, "Y4": 0.43107, "page": 0, "Index": 190}, {"Word": "55", "Confidence": 0.849, "X1": 0.146, "Y1": 0.41799, "X2": 0.16, "Y2": 0.41779, "X3": 0.16, "Y3": 0.43107, "X4": 0.146, "Y4": 0.43107, "page": 0, "Index": 191}, {"Word": "257.50", "Confidence": 0.955, "X1": 0.189, "Y1": 0.42069, "X2": 0.228, "Y2": 0.42049, "X3": 0.228, "Y3": 0.43241, "X4": 0.189, "Y4": 0.43107, "page": 0, "Index": 192}, {"Word": "75", "Confidence": 0.884, "X1": 0.389, "Y1": 0.41664, "X2": 0.4, "Y2": 0.41644, "X3": 0.401, "Y3": 0.43241, "X4": 0.39, "Y4": 0.43241, "page": 0, "Index": 193}, {"Word": "72", "Confidence": 0.995, "X1": 0.45, "Y1": 0.41799, "X2": 0.464, "Y2": 0.41779, "X3": 0.464, "Y3": 0.43376, "X4": 0.45, "Y4": 0.43376, "page": 0, "Index": 194}, {"Word": "217.10", "Confidence": 0.994, "X1": 0.492, "Y1": 0.42203, "X2": 0.53, "Y2": 0.42183, "X3": 0.529, "Y3": 0.43241, "X4": 0.492, "Y4": 0.43241, "page": 0, "Index": 195}, {"Word": "194.40", "Confidence": 0.993, "X1": 0.794, "Y1": 0.42338, "X2": 0.832, "Y2": 0.42318, "X3": 0.832, "Y3": 0.43376, "X4": 0.793, "Y4": 0.43376, "page": 0, "Index": 196}, {"Word": "Deletod", "Confidence": 0.466, "X1": 0.884, "Y1": 0.42203, "X2": 0.928, "Y2": 0.42183, "X3": 0.929, "Y3": 0.43511, "X4": 0.884, "Y4": 0.43511, "page": 0, "Index": 197}, {"Word": "103", "Confidence": 0.994, "X1": 0.078, "Y1": 0.43012, "X2": 0.098, "Y2": 0.42992, "X3": 0.098, "Y3": 0.44454, "X4": 0.078, "Y4": 0.44589, "page": 0, "Index": 198}, {"Word": "56", "Confidence": 0.952, "X1": 0.147, "Y1": 0.42877, "X2": 0.162, "Y2": 0.42857, "X3": 0.162, "Y3": 0.44724, "X4": 0.147, "Y4": 0.44724, "page": 0, "Index": 199}, {"Word": "205.30", "Confidence": 0.994, "X1": 0.19, "Y1": 0.43416, "X2": 0.228, "Y2": 0.43396, "X3": 0.227, "Y3": 0.44589, "X4": 0.189, "Y4": 0.44589, "page": 0, "Index": 200}, {"Word": "73", "Confidence": 0.955, "X1": 0.451, "Y1": 0.43281, "X2": 0.463, "Y2": 0.43261, "X3": 0.462, "Y3": 0.44724, "X4": 0.45, "Y4": 0.44589, "page": 0, "Index": 201}, {"Word": "226.90", "Confidence": 0.981, "X1": 0.491, "Y1": 0.43551, "X2": 0.53, "Y2": 0.43531, "X3": 0.53, "Y3": 0.44724, "X4": 0.491, "Y4": 0.44724, "page": 0, "Index": 202}, {"Word": "92", "Confidence": 0.997, "X1": 0.387, "Y1": 0.43147, "X2": 0.402, "Y2": 0.43127, "X3": 0.402, "Y3": 0.44859, "X4": 0.387, "Y4": 0.44859, "page": 0, "Index": 203}, {"Word": "73", "Confidence": 0.584, "X1": 0.692, "Y1": 0.43281, "X2": 0.704, "Y2": 0.43261, "X3": 0.704, "Y3": 0.44859, "X4": 0.692, "Y4": 0.44859, "page": 0, "Index": 204}, {"Word": "187.70", "Confidence": 0.969, "X1": 0.794, "Y1": 0.43821, "X2": 0.832, "Y2": 0.43801, "X3": 0.832, "Y3": 0.44859, "X4": 0.793, "Y4": 0.44859, "page": 0, "Index": 205}, {"Word": "Deleted", "Confidence": 0.61, "X1": 0.883, "Y1": 0.43821, "X2": 0.929, "Y2": 0.43801, "X3": 0.929, "Y3": 0.44993, "X4": 0.883, "Y4": 0.44993, "page": 0, "Index": 206}, {"Word": "99", "Confidence": 0.78, "X1": 0.083, "Y1": 0.4436, "X2": 0.096, "Y2": 0.4434, "X3": 0.097, "Y3": 0.45937, "X4": 0.084, "Y4": 0.46206, "page": 0, "Index": 207}, {"Word": "57", "Confidence": 0.867, "X1": 0.146, "Y1": 0.44629, "X2": 0.16, "Y2": 0.44609, "X3": 0.16, "Y3": 0.45937, "X4": 0.146, "Y4": 0.45937, "page": 0, "Index": 208}, {"Word": "259.60", "Confidence": 0.922, "X1": 0.189, "Y1": 0.44899, "X2": 0.228, "Y2": 0.44879, "X3": 0.228, "Y3": 0.46206, "X4": 0.189, "Y4": 0.46206, "page": 0, "Index": 209}, {"Word": "102", "Confidence": 0.926, "X1": 0.381, "Y1": 0.44494, "X2": 0.401, "Y2": 0.44474, "X3": 0.401, "Y3": 0.45937, "X4": 0.381, "Y4": 0.46072, "page": 0, "Index": 210}, {"Word": "74", "Confidence": 0.963, "X1": 0.45, "Y1": 0.44629, "X2": 0.463, "Y2": 0.44609, "X3": 0.463, "Y3": 0.46072, "X4": 0.45, "Y4": 0.46072, "page": 0, "Index": 211}, {"Word": "254.60", "Confidence": 0.992, "X1": 0.491, "Y1": 0.45033, "X2": 0.53, "Y2": 0.45013, "X3": 0.529, "Y3": 0.46341, "X4": 0.491, "Y4": 0.46206, "page": 0, "Index": 212}, {"Word": "4641", "Confidence": 0.97, "X1": 0.102, "Y1": 0.98403, "X2": 0.066, "Y2": 0.98383, "X3": 0.066, "Y3": 0.96206, "X4": 0.103, "Y4": 0.96072, "page": 0, "Index": 213}, {"Word": "52194", "Confidence": 0.902, "X1": 0.159, "Y1": 0.98268, "X2": 0.111, "Y2": 0.98248, "X3": 0.112, "Y3": 0.96072, "X4": 0.159, "Y4": 0.95802, "page": 0, "Index": 214}]}
"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"
ffbg0065
7
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.929, "X1": 0.042, "Y1": 0.09319, "X2": 0.141, "Y2": 0.09299, "X3": 0.141, "Y3": 0.10627, "X4": 0.042, "Y4": 0.10492, "page": 0}, {"Word": "AUDIT TRAIL LISTINGS OF CLINICAL SIGHS", "Confidence": 0.908, "X1": 0.402, "Y1": 0.09858, "X2": 0.665, "Y2": 0.09838, "X3": 0.665, "Y3": 0.11436, "X4": 0.402, "Y4": 0.11166, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.763, "X1": 0.821, "Y1": 0.10397, "X2": 0.947, "Y2": 0.10377, "X3": 0.947, "Y3": 0.11705, "X4": 0.82, "Y4": 0.11705, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.877, "X1": 0.044, "Y1": 0.10936, "X2": 0.239, "Y2": 0.10916, "X3": 0.239, "Y3": 0.12244, "X4": 0.044, "Y4": 0.12109, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.86467, "X1": 0.455, "Y1": 0.11341, "X2": 0.605, "Y2": 0.11321, "X3": 0.605, "Y3": 0.12648, "X4": 0.455, "Y4": 0.12648, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.8895, "X1": 0.043, "Y1": 0.12284, "X2": 0.141, "Y2": 0.12264, "X3": 0.141, "Y3": 0.13592, "X4": 0.043, "Y4": 0.13592, "page": 0}, {"Word": "Page: 4", "Confidence": 0.3915, "X1": 0.834, "Y1": 0.12015, "X2": 0.885, "Y2": 0.11995, "X3": 0.885, "Y3": 0.13188, "X4": 0.834, "Y4": 0.13188, "page": 0}, {"Word": "DATA FOR STUDY DAY:", "Confidence": 0.79325, "X1": 0.451, "Y1": 0.12823, "X2": 0.582, "Y2": 0.12803, "X3": 0.582, "Y3": 0.14266, "X4": 0.45, "Y4": 0.14131, "page": 0}, {"Word": "-2", "Confidence": 0.853, "X1": 0.602, "Y1": 0.12958, "X2": 0.617, "Y2": 0.12938, "X3": 0.617, "Y3": 0.14131, "X4": 0.602, "Y4": 0.14131, "page": 0}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.62, "X1": 0.042, "Y1": 0.13767, "X2": 0.169, "Y2": 0.13747, "X3": 0.169, "Y3": 0.15074, "X4": 0.042, "Y4": 0.1494, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.9555, "X1": 0.436, "Y1": 0.14306, "X2": 0.623, "Y2": 0.14286, "X3": 0.623, "Y3": 0.15613, "X4": 0.436, "Y4": 0.15613, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO PHSA", "Confidence": 0.70325, "X1": 0.746, "Y1": 0.14845, "X2": 0.948, "Y2": 0.14825, "X3": 0.948, "Y3": 0.16287, "X4": 0.746, "Y4": 0.16018, "page": 0}, {"Word": "NO EDIT HAVE BEEN DONE ON CLINICAL SIGNS OR MASSES.", "Confidence": 0.7898, "X1": 0.172, "Y1": 0.19831, "X2": 0.526, "Y2": 0.19811, "X3": 0.526, "Y3": 0.21678, "X4": 0.171, "Y4": 0.21274, "page": 0}, {"Word": "52194 4639", "Confidence": 0.992, "X1": 0.159, "Y1": 0.97459, "X2": 0.06, "Y2": 0.97439, "X3": 0.06, "Y3": 0.95263, "X4": 0.158, "Y4": 0.94859, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.867, "X1": 0.043, "Y1": 0.09319, "X2": 0.084, "Y2": 0.09299, "X3": 0.084, "Y3": 0.10627, "X4": 0.043, "Y4": 0.10627, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.991, "X1": 0.092, "Y1": 0.09454, "X2": 0.139, "Y2": 0.09434, "X3": 0.139, "Y3": 0.10762, "X4": 0.091, "Y4": 0.10627, "page": 0, "Index": 1}, {"Word": "AUDIT", "Confidence": 0.994, "X1": 0.403, "Y1": 0.09724, "X2": 0.437, "Y2": 0.09704, "X3": 0.437, "Y3": 0.11301, "X4": 0.403, "Y4": 0.11301, "page": 0, "Index": 2}, {"Word": "TRAIL", "Confidence": 0.904, "X1": 0.444, "Y1": 0.09724, "X2": 0.478, "Y2": 0.09704, "X3": 0.478, "Y3": 0.11301, "X4": 0.444, "Y4": 0.11301, "page": 0, "Index": 3}, {"Word": "LISTINGS", "Confidence": 0.994, "X1": 0.484, "Y1": 0.09858, "X2": 0.54, "Y2": 0.09838, "X3": 0.54, "Y3": 0.11301, "X4": 0.484, "Y4": 0.11301, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.998, "X1": 0.546, "Y1": 0.09858, "X2": 0.56, "Y2": 0.09838, "X3": 0.56, "Y3": 0.11301, "X4": 0.546, "Y4": 0.11301, "page": 0, "Index": 5}, {"Word": "CLINICAL", "Confidence": 0.949, "X1": 0.567, "Y1": 0.09993, "X2": 0.621, "Y2": 0.09973, "X3": 0.621, "Y3": 0.11436, "X4": 0.567, "Y4": 0.11301, "page": 0, "Index": 6}, {"Word": "SIGHS", "Confidence": 0.609, "X1": 0.629, "Y1": 0.10128, "X2": 0.663, "Y2": 0.10108, "X3": 0.664, "Y3": 0.11436, "X4": 0.629, "Y4": 0.11436, "page": 0, "Index": 7}, {"Word": "PRINTED:", "Confidence": 0.629, "X1": 0.822, "Y1": 0.10397, "X2": 0.877, "Y2": 0.10377, "X3": 0.877, "Y3": 0.11705, "X4": 0.821, "Y4": 0.11705, "page": 0, "Index": 8}, {"Word": "TOXICOLOGY", "Confidence": 0.792, "X1": 0.045, "Y1": 0.10936, "X2": 0.111, "Y2": 0.10916, "X3": 0.111, "Y3": 0.12109, "X4": 0.044, "Y4": 0.12244, "page": 0, "Index": 9}, {"Word": "RESEARCH", "Confidence": 0.991, "X1": 0.118, "Y1": 0.10936, "X2": 0.174, "Y2": 0.10916, "X3": 0.173, "Y3": 0.12244, "X4": 0.117, "Y4": 0.12109, "page": 0, "Index": 10}, {"Word": "DIVISION", "Confidence": 0.848, "X1": 0.181, "Y1": 0.11071, "X2": 0.236, "Y2": 0.11051, "X3": 0.236, "Y3": 0.12379, "X4": 0.181, "Y4": 0.12244, "page": 0, "Index": 11}, {"Word": "Study", "Confidence": 0.993, "X1": 0.457, "Y1": 0.11476, "X2": 0.491, "Y2": 0.11456, "X3": 0.49, "Y3": 0.12783, "X4": 0.456, "Y4": 0.12648, "page": 0, "Index": 12}, {"Word": "number:", "Confidence": 0.607, "X1": 0.498, "Y1": 0.11476, "X2": 0.547, "Y2": 0.11456, "X3": 0.547, "Y3": 0.12783, "X4": 0.498, "Y4": 0.12783, "page": 0, "Index": 13}, {"Word": "TOX-035", "Confidence": 0.994, "X1": 0.554, "Y1": 0.11476, "X2": 0.601, "Y2": 0.11456, "X3": 0.601, "Y3": 0.12648, "X4": 0.554, "Y4": 0.12783, "page": 0, "Index": 14}, {"Word": "05-Nov-90", "Confidence": 0.897, "X1": 0.884, "Y1": 0.10532, "X2": 0.945, "Y2": 0.10512, "X3": 0.945, "Y3": 0.1184, "X4": 0.884, "Y4": 0.11705, "page": 0, "Index": 15}, {"Word": "Building", "Confidence": 0.788, "X1": 0.044, "Y1": 0.12284, "X2": 0.097, "Y2": 0.12264, "X3": 0.097, "Y3": 0.13592, "X4": 0.043, "Y4": 0.13592, "page": 0, "Index": 16}, {"Word": "630/2", "Confidence": 0.991, "X1": 0.104, "Y1": 0.12284, "X2": 0.139, "Y2": 0.12264, "X3": 0.14, "Y3": 0.13727, "X4": 0.104, "Y4": 0.13592, "page": 0, "Index": 17}, {"Word": "Page:", "Confidence": 0.582, "X1": 0.835, "Y1": 0.12015, "X2": 0.869, "Y2": 0.11995, "X3": 0.869, "Y3": 0.13188, "X4": 0.835, "Y4": 0.13188, "page": 0, "Index": 18}, {"Word": "4", "Confidence": 0.201, "X1": 0.878, "Y1": 0.12015, "X2": 0.883, "Y2": 0.11995, "X3": 0.883, "Y3": 0.13322, "X4": 0.878, "Y4": 0.13322, "page": 0, "Index": 19}, {"Word": "DATA", "Confidence": 0.986, "X1": 0.451, "Y1": 0.12823, "X2": 0.477, "Y2": 0.12803, "X3": 0.477, "Y3": 0.14131, "X4": 0.451, "Y4": 0.13996, "page": 0, "Index": 20}, {"Word": "FOR", "Confidence": 0.955, "X1": 0.484, "Y1": 0.12958, "X2": 0.505, "Y2": 0.12938, "X3": 0.504, "Y3": 0.14266, "X4": 0.484, "Y4": 0.14131, "page": 0, "Index": 21}, {"Word": "STUDY", "Confidence": 0.625, "X1": 0.512, "Y1": 0.12958, "X2": 0.546, "Y2": 0.12938, "X3": 0.546, "Y3": 0.14266, "X4": 0.512, "Y4": 0.14266, "page": 0, "Index": 22}, {"Word": "DAY:", "Confidence": 0.607, "X1": 0.553, "Y1": 0.12958, "X2": 0.582, "Y2": 0.12938, "X3": 0.582, "Y3": 0.14266, "X4": 0.553, "Y4": 0.14266, "page": 0, "Index": 23}, {"Word": "-2", "Confidence": 0.853, "X1": 0.602, "Y1": 0.12958, "X2": 0.616, "Y2": 0.12938, "X3": 0.616, "Y3": 0.14131, "X4": 0.602, "Y4": 0.14131, "page": 0, "Index": 24}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.62, "X1": 0.044, "Y1": 0.13901, "X2": 0.167, "Y2": 0.13881, "X3": 0.167, "Y3": 0.15074, "X4": 0.042, "Y4": 0.15074, "page": 0, "Index": 25}, {"Word": "Study", "Confidence": 0.993, "X1": 0.437, "Y1": 0.14306, "X2": 0.47, "Y2": 0.14286, "X3": 0.469, "Y3": 0.15613, "X4": 0.436, "Y4": 0.15613, "page": 0, "Index": 26}, {"Word": "start", "Confidence": 0.994, "X1": 0.477, "Y1": 0.14306, "X2": 0.512, "Y2": 0.14286, "X3": 0.511, "Y3": 0.15748, "X4": 0.477, "Y4": 0.15613, "page": 0, "Index": 27}, {"Word": "date:", "Confidence": 0.955, "X1": 0.519, "Y1": 0.14306, "X2": 0.554, "Y2": 0.14286, "X3": 0.553, "Y3": 0.15748, "X4": 0.519, "Y4": 0.15748, "page": 0, "Index": 28}, {"Word": "07-Nov-90", "Confidence": 0.88, "X1": 0.561, "Y1": 0.1444, "X2": 0.621, "Y2": 0.1442, "X3": 0.62, "Y3": 0.15613, "X4": 0.561, "Y4": 0.15748, "page": 0, "Index": 29}, {"Word": "ACUTE", "Confidence": 0.953, "X1": 0.747, "Y1": 0.1471, "X2": 0.779, "Y2": 0.1469, "X3": 0.779, "Y3": 0.16018, "X4": 0.747, "Y4": 0.16018, "page": 0, "Index": 30}, {"Word": "TOXICITY/ORAL", "Confidence": 0.262, "X1": 0.788, "Y1": 0.14845, "X2": 0.876, "Y2": 0.14825, "X3": 0.875, "Y3": 0.16287, "X4": 0.787, "Y4": 0.16018, "page": 0, "Index": 31}, {"Word": "LDSO", "Confidence": 0.657, "X1": 0.883, "Y1": 0.14845, "X2": 0.911, "Y2": 0.14825, "X3": 0.91, "Y3": 0.16287, "X4": 0.883, "Y4": 0.16287, "page": 0, "Index": 32}, {"Word": "PHSA", "Confidence": 0.941, "X1": 0.917, "Y1": 0.14845, "X2": 0.945, "Y2": 0.14825, "X3": 0.944, "Y3": 0.16287, "X4": 0.917, "Y4": 0.16287, "page": 0, "Index": 33}, {"Word": "NO", "Confidence": 0.548, "X1": 0.173, "Y1": 0.19697, "X2": 0.189, "Y2": 0.19677, "X3": 0.188, "Y3": 0.21274, "X4": 0.173, "Y4": 0.21274, "page": 0, "Index": 34}, {"Word": "EDIT", "Confidence": 0.987, "X1": 0.194, "Y1": 0.19697, "X2": 0.223, "Y2": 0.19677, "X3": 0.223, "Y3": 0.21274, "X4": 0.193, "Y4": 0.21274, "page": 0, "Index": 35}, {"Word": "HAVE", "Confidence": 0.668, "X1": 0.228, "Y1": 0.19697, "X2": 0.257, "Y2": 0.19677, "X3": 0.256, "Y3": 0.21409, "X4": 0.227, "Y4": 0.21274, "page": 0, "Index": 36}, {"Word": "BEEN", "Confidence": 0.607, "X1": 0.262, "Y1": 0.19697, "X2": 0.291, "Y2": 0.19677, "X3": 0.291, "Y3": 0.21409, "X4": 0.262, "Y4": 0.21409, "page": 0, "Index": 37}, {"Word": "DONE", "Confidence": 0.638, "X1": 0.296, "Y1": 0.19697, "X2": 0.327, "Y2": 0.19677, "X3": 0.326, "Y3": 0.21409, "X4": 0.296, "Y4": 0.21409, "page": 0, "Index": 38}, {"Word": "ON", "Confidence": 0.97, "X1": 0.331, "Y1": 0.19697, "X2": 0.346, "Y2": 0.19677, "X3": 0.346, "Y3": 0.21543, "X4": 0.33, "Y4": 0.21409, "page": 0, "Index": 39}, {"Word": "CLINICAL", "Confidence": 0.962, "X1": 0.352, "Y1": 0.19697, "X2": 0.409, "Y2": 0.19677, "X3": 0.409, "Y3": 0.21543, "X4": 0.351, "Y4": 0.21543, "page": 0, "Index": 40}, {"Word": "SIGNS", "Confidence": 0.848, "X1": 0.414, "Y1": 0.19831, "X2": 0.45, "Y2": 0.19811, "X3": 0.45, "Y3": 0.21678, "X4": 0.414, "Y4": 0.21543, "page": 0, "Index": 41}, {"Word": "OR", "Confidence": 0.998, "X1": 0.454, "Y1": 0.19831, "X2": 0.47, "Y2": 0.19811, "X3": 0.47, "Y3": 0.21678, "X4": 0.454, "Y4": 0.21678, "page": 0, "Index": 42}, {"Word": "MASSES.", "Confidence": 0.672, "X1": 0.475, "Y1": 0.19831, "X2": 0.526, "Y2": 0.19811, "X3": 0.526, "Y3": 0.21813, "X4": 0.475, "Y4": 0.21678, "page": 0, "Index": 43}, {"Word": "4639", "Confidence": 0.991, "X1": 0.102, "Y1": 0.97459, "X2": 0.065, "Y2": 0.97439, "X3": 0.065, "Y3": 0.95398, "X4": 0.102, "Y4": 0.95263, "page": 0, "Index": 44}, {"Word": "52194", "Confidence": 0.993, "X1": 0.158, "Y1": 0.9719, "X2": 0.112, "Y2": 0.9717, "X3": 0.112, "Y3": 0.95128, "X4": 0.159, "Y4": 0.94859, "page": 0, "Index": 45}]}
"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"
ffbg0065
0
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.7975, "X1": 0.041, "Y1": 0.09724, "X2": 0.138, "Y2": 0.09704, "X3": 0.138, "Y3": 0.11031, "X4": 0.041, "Y4": 0.11166, "page": 0}, {"Word": "RAW DATA LISTING OF SMALL ANIMAL BODY WEIGHTS (GMS)", "Confidence": 0.81544, "X1": 0.35, "Y1": 0.09858, "X2": 0.703, "Y2": 0.09838, "X3": 0.703, "Y3": 0.11436, "X4": 0.35, "Y4": 0.11436, "page": 0}, {"Word": "PRINTED: 05-807-90", "Confidence": 0.665, "X1": 0.819, "Y1": 0.09993, "X2": 0.944, "Y2": 0.09973, "X3": 0.944, "Y3": 0.1157, "X4": 0.819, "Y4": 0.11436, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.73567, "X1": 0.042, "Y1": 0.11071, "X2": 0.236, "Y2": 0.11051, "X3": 0.236, "Y3": 0.12648, "X4": 0.042, "Y4": 0.12648, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.76533, "X1": 0.454, "Y1": 0.11341, "X2": 0.602, "Y2": 0.11321, "X3": 0.602, "Y3": 0.12783, "X4": 0.454, "Y4": 0.12783, "page": 0}, {"Word": "Page: 1", "Confidence": 0.647, "X1": 0.833, "Y1": 0.11745, "X2": 0.882, "Y2": 0.11725, "X3": 0.881, "Y3": 0.13053, "X4": 0.832, "Y4": 0.12783, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.978, "X1": 0.042, "Y1": 0.12688, "X2": 0.138, "Y2": 0.12668, "X3": 0.137, "Y3": 0.13996, "X4": 0.042, "Y4": 0.13861, "page": 0}, {"Word": "RAT/SPRAGUE-DAMLEY", "Confidence": 0.199, "X1": 0.041, "Y1": 0.14036, "X2": 0.166, "Y2": 0.14016, "X3": 0.166, "Y3": 0.15479, "X4": 0.041, "Y4": 0.15613, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.7735, "X1": 0.432, "Y1": 0.14171, "X2": 0.62, "Y2": 0.14151, "X3": 0.62, "Y3": 0.15748, "X4": 0.432, "Y4": 0.15613, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO FESA", "Confidence": 0.74475, "X1": 0.743, "Y1": 0.14306, "X2": 0.944, "Y2": 0.14286, "X3": 0.944, "Y3": 0.15883, "X4": 0.743, "Y4": 0.15883, "page": 0}, {"Word": "DATE AND TIME", "Confidence": 0.71567, "X1": 0.055, "Y1": 0.17001, "X2": 0.159, "Y2": 0.16981, "X3": 0.159, "Y3": 0.18309, "X4": 0.055, "Y4": 0.18309, "page": 0}, {"Word": "DATE DATA", "Confidence": 0.9735, "X1": 0.185, "Y1": 0.17136, "X2": 0.253, "Y2": 0.17116, "X3": 0.253, "Y3": 0.18444, "X4": 0.185, "Y4": 0.18444, "page": 0}, {"Word": "DAY/WEEK", "Confidence": 0.609, "X1": 0.256, "Y1": 0.17001, "X2": 0.321, "Y2": 0.16981, "X3": 0.321, "Y3": 0.18444, "X4": 0.256, "Y4": 0.18444, "page": 0}, {"Word": "OPER.", "Confidence": 0.624, "X1": 0.337, "Y1": 0.17271, "X2": 0.372, "Y2": 0.17251, "X3": 0.372, "Y3": 0.18713, "X4": 0.337, "Y4": 0.18444, "page": 0}, {"Word": "1ST CALIBR", "Confidence": 0.6845, "X1": 0.392, "Y1": 0.17001, "X2": 0.463, "Y2": 0.16981, "X3": 0.463, "Y3": 0.18444, "X4": 0.392, "Y4": 0.18444, "page": 0}, {"Word": "2ND CALIBR", "Confidence": 0.675, "X1": 0.481, "Y1": 0.17136, "X2": 0.552, "Y2": 0.17116, "X3": 0.552, "Y3": 0.18444, "X4": 0.481, "Y4": 0.18444, "page": 0}, {"Word": "3RD CALIBR", "Confidence": 0.7115, "X1": 0.571, "Y1": 0.17136, "X2": 0.64, "Y2": 0.17116, "X3": 0.64, "Y3": 0.18578, "X4": 0.571, "Y4": 0.18578, "page": 0}, {"Word": "DATA WAS ENTERED", "Confidence": 0.966, "X1": 0.055, "Y1": 0.18484, "X2": 0.167, "Y2": 0.18464, "X3": 0.167, "Y3": 0.19791, "X4": 0.055, "Y4": 0.19657, "page": 0}, {"Word": "TAKEN", "Confidence": 0.711, "X1": 0.201, "Y1": 0.18484, "X2": 0.235, "Y2": 0.18464, "X3": 0.235, "Y3": 0.19657, "X4": 0.201, "Y4": 0.19791, "page": 0}, {"Word": "OF STUDY", "Confidence": 0.7755, "X1": 0.261, "Y1": 0.18484, "X2": 0.318, "Y2": 0.18464, "X3": 0.318, "Y3": 0.19791, "X4": 0.261, "Y4": 0.19791, "page": 0}, {"Word": ".", "Confidence": 0.821, "X1": 0.35, "Y1": 0.18484, "X2": 0.359, "Y2": 0.18464, "X3": 0.359, "Y3": 0.19657, "X4": 0.35, "Y4": 0.19522, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.652, "X1": 0.406, "Y1": 0.18618, "X2": 0.449, "Y2": 0.18598, "X3": 0.449, "Y3": 0.19791, "X4": 0.406, "Y4": 0.19926, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.619, "X1": 0.494, "Y1": 0.18618, "X2": 0.538, "Y2": 0.18598, "X3": 0.538, "Y3": 0.19926, "X4": 0.494, "Y4": 0.19926, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.603, "X1": 0.585, "Y1": 0.18753, "X2": 0.627, "Y2": 0.18733, "X3": 0.627, "Y3": 0.19926, "X4": 0.585, "Y4": 0.19926, "page": 0}, {"Word": "BALANCE & WEIGHT IDENTIFICATION", "Confidence": 0.596, "X1": 0.652, "Y1": 0.18618, "X2": 0.869, "Y2": 0.18598, "X3": 0.869, "Y3": 0.20196, "X4": 0.652, "Y4": 0.20061, "page": 0}, {"Word": "--", "Confidence": 0.798, "X1": 0.421, "Y1": 0.20236, "X2": 0.442, "Y2": 0.20216, "X3": 0.442, "Y3": 0.21274, "X4": 0.422, "Y4": 0.21274, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.454, "X1": 0.055, "Y1": 0.21314, "X2": 0.119, "Y2": 0.21294, "X3": 0.119, "Y3": 0.22622, "X4": 0.055, "Y4": 0.22622, "page": 0}, {"Word": "10:24", "Confidence": 0.981, "X1": 0.13, "Y1": 0.21449, "X2": 0.166, "Y2": 0.21429, "X3": 0.166, "Y3": 0.22622, "X4": 0.13, "Y4": 0.22622, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.185, "Y1": 0.21314, "X2": 0.248, "Y2": 0.21294, "X3": 0.248, "Y3": 0.22622, "X4": 0.185, "Y4": 0.22622, "page": 0}, {"Word": "100.00", "Confidence": 0.991, "X1": 0.406, "Y1": 0.21449, "X2": 0.448, "Y2": 0.21429, "X3": 0.448, "Y3": 0.22756, "X4": 0.406, "Y4": 0.22756, "page": 0}, {"Word": "500.10", "Confidence": 0.995, "X1": 0.496, "Y1": 0.21449, "X2": 0.537, "Y2": 0.21429, "X3": 0.537, "Y3": 0.22622, "X4": 0.496, "Y4": 0.22756, "page": 0}, {"Word": "1000.1", "Confidence": 0.996, "X1": 0.585, "Y1": 0.21583, "X2": 0.626, "Y2": 0.21563, "X3": 0.626, "Y3": 0.22891, "X4": 0.585, "Y4": 0.22756, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.834, "X1": 0.054, "Y1": 0.22662, "X2": 0.116, "Y2": 0.22642, "X3": 0.116, "Y3": 0.24104, "X4": 0.054, "Y4": 0.24239, "page": 0}, {"Word": "11:31", "Confidence": 0.656, "X1": 0.131, "Y1": 0.22796, "X2": 0.165, "Y2": 0.22776, "X3": 0.165, "Y3": 0.24104, "X4": 0.131, "Y4": 0.24104, "page": 0}, {"Word": "05-10\u00a5-90", "Confidence": 0.333, "X1": 0.185, "Y1": 0.22931, "X2": 0.247, "Y2": 0.22911, "X3": 0.247, "Y3": 0.24239, "X4": 0.185, "Y4": 0.24104, "page": 0}, {"Word": "100.00", "Confidence": 0.951, "X1": 0.404, "Y1": 0.23066, "X2": 0.447, "Y2": 0.23046, "X3": 0.447, "Y3": 0.24374, "X4": 0.404, "Y4": 0.24239, "page": 0}, {"Word": "500.00", "Confidence": 0.933, "X1": 0.494, "Y1": 0.22931, "X2": 0.537, "Y2": 0.22911, "X3": 0.537, "Y3": 0.24374, "X4": 0.494, "Y4": 0.24374, "page": 0}, {"Word": "1000.1", "Confidence": 0.993, "X1": 0.584, "Y1": 0.23066, "X2": 0.626, "Y2": 0.23046, "X3": 0.625, "Y3": 0.24374, "X4": 0.584, "Y4": 0.24374, "page": 0}, {"Word": "PM2000RAT84", "Confidence": 0.612, "X1": 0.672, "Y1": 0.22931, "X2": 0.752, "Y2": 0.22911, "X3": 0.752, "Y3": 0.24508, "X4": 0.672, "Y4": 0.24508, "page": 0}, {"Word": "CAGE", "Confidence": 0.988, "X1": 0.047, "Y1": 0.25761, "X2": 0.077, "Y2": 0.25741, "X3": 0.077, "Y3": 0.27204, "X4": 0.047, "Y4": 0.27069, "page": 0}, {"Word": "ANIMAL", "Confidence": 0.605, "X1": 0.083, "Y1": 0.25896, "X2": 0.131, "Y2": 0.25876, "X3": 0.131, "Y3": 0.27069, "X4": 0.083, "Y4": 0.26934, "page": 0}, {"Word": "GROUP/ DATE AND TIME", "Confidence": 0.84075, "X1": 0.17, "Y1": 0.25761, "X2": 0.33, "Y2": 0.25741, "X3": 0.33, "Y3": 0.27338, "X4": 0.17, "Y4": 0.27204, "page": 0}, {"Word": "DAT/WEEK OPER. PREVIOUS CURRENT", "Confidence": 0.8785, "X1": 0.419, "Y1": 0.25896, "X2": 0.633, "Y2": 0.25876, "X3": 0.633, "Y3": 0.27338, "X4": 0.419, "Y4": 0.27204, "page": 0}, {"Word": "# AVG GAIN", "Confidence": 0.73833, "X1": 0.65, "Y1": 0.25896, "X2": 0.73, "Y2": 0.25876, "X3": 0.73, "Y3": 0.27338, "X4": 0.65, "Y4": 0.27338, "page": 0}, {"Word": "NUMBER SEX SUBGROUP DATA WAS ENTERED", "Confidence": 0.93067, "X1": 0.087, "Y1": 0.27244, "X2": 0.337, "Y2": 0.27224, "X3": 0.337, "Y3": 0.28686, "X4": 0.087, "Y4": 0.28551, "page": 0}, {"Word": "SESSION", "Confidence": 0.991, "X1": 0.357, "Y1": 0.27244, "X2": 0.407, "Y2": 0.27224, "X3": 0.407, "Y3": 0.28551, "X4": 0.357, "Y4": 0.28551, "page": 0}, {"Word": "OF STUDY", "Confidence": 0.9565, "X1": 0.418, "Y1": 0.27244, "X2": 0.476, "Y2": 0.27224, "X3": 0.476, "Y3": 0.28686, "X4": 0.418, "Y4": 0.28686, "page": 0}, {"Word": ".", "Confidence": 0.827, "X1": 0.493, "Y1": 0.27513, "X2": 0.503, "Y2": 0.27493, "X3": 0.504, "Y3": 0.28686, "X4": 0.493, "Y4": 0.28686, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.666, "X1": 0.525, "Y1": 0.27378, "X2": 0.575, "Y2": 0.27358, "X3": 0.575, "Y3": 0.28686, "X4": 0.525, "Y4": 0.28686, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.606, "X1": 0.583, "Y1": 0.27378, "X2": 0.628, "Y2": 0.27358, "X3": 0.628, "Y3": 0.28821, "X4": 0.583, "Y4": 0.28821, "page": 0}, {"Word": "DAYS PER DAT COMMENT", "Confidence": 0.8915, "X1": 0.638, "Y1": 0.27378, "X2": 0.786, "Y2": 0.27358, "X3": 0.786, "Y3": 0.28821, "X4": 0.638, "Y4": 0.28686, "page": 0}, {"Word": "-", "Confidence": 0.661, "X1": 0.551, "Y1": 0.29131, "X2": 0.567, "Y2": 0.29111, "X3": 0.567, "Y3": 0.30034, "X4": 0.55, "Y4": 0.29899, "page": 0}, {"Word": "1", "Confidence": 0.995, "X1": 0.062, "Y1": 0.30209, "X2": 0.068, "Y2": 0.30189, "X3": 0.068, "Y3": 0.31382, "X4": 0.062, "Y4": 0.31382, "page": 0}, {"Word": "1", "Confidence": 0.994, "X1": 0.12, "Y1": 0.29804, "X2": 0.135, "Y2": 0.29784, "X3": 0.137, "Y3": 0.31516, "X4": 0.121, "Y4": 0.31651, "page": 0}, {"Word": "-/1", "Confidence": 0.921, "X1": 0.186, "Y1": 0.30074, "X2": 0.205, "Y2": 0.30054, "X3": 0.202, "Y3": 0.31651, "X4": 0.183, "Y4": 0.31786, "page": 0}, {"Word": "05-507-90", "Confidence": 0.604, "X1": 0.226, "Y1": 0.30074, "X2": 0.291, "Y2": 0.30054, "X3": 0.291, "Y3": 0.31382, "X4": 0.226, "Y4": 0.31382, "page": 0}, {"Word": "10:28", "Confidence": 0.994, "X1": 0.301, "Y1": 0.30074, "X2": 0.338, "Y2": 0.30054, "X3": 0.337, "Y3": 0.31382, "X4": 0.3, "Y4": 0.31382, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.627, "X1": 0.35, "Y1": 0.30209, "X2": 0.413, "Y2": 0.30189, "X3": 0.413, "Y3": 0.31516, "X4": 0.35, "Y4": 0.31382, "page": 0}, {"Word": "-2/-1", "Confidence": 0.997, "X1": 0.43, "Y1": 0.30209, "X2": 0.466, "Y2": 0.30189, "X3": 0.466, "Y3": 0.31786, "X4": 0.429, "Y4": 0.31651, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.488, "Y1": 0.30343, "X2": 0.502, "Y2": 0.30323, "X3": 0.502, "Y3": 0.31651, "X4": 0.488, "Y4": 0.31651, "page": 0}, {"Word": "343.9", "Confidence": 0.997, "X1": 0.591, "Y1": 0.30343, "X2": 0.625, "Y2": 0.30323, "X3": 0.625, "Y3": 0.31651, "X4": 0.591, "Y4": 0.31651, "page": 0}, {"Word": "2", "Confidence": 0.991, "X1": 0.061, "Y1": 0.31691, "X2": 0.069, "Y2": 0.31671, "X3": 0.069, "Y3": 0.32729, "X4": 0.061, "Y4": 0.32729, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.12, "Y1": 0.31556, "X2": 0.132, "Y2": 0.31536, "X3": 0.133, "Y3": 0.32729, "X4": 0.121, "Y4": 0.32999, "page": 0}, {"Word": "-11", "Confidence": 0.255, "X1": 0.185, "Y1": 0.31691, "X2": 0.205, "Y2": 0.31671, "X3": 0.203, "Y3": 0.33268, "X4": 0.183, "Y4": 0.32999, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.385, "X1": 0.225, "Y1": 0.31691, "X2": 0.29, "Y2": 0.31671, "X3": 0.29, "Y3": 0.32864, "X4": 0.225, "Y4": 0.32864, "page": 0}, {"Word": "10:29", "Confidence": 0.975, "X1": 0.302, "Y1": 0.31691, "X2": 0.336, "Y2": 0.31671, "X3": 0.336, "Y3": 0.32864, "X4": 0.302, "Y4": 0.32729, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.847, "X1": 0.35, "Y1": 0.31691, "X2": 0.411, "Y2": 0.31671, "X3": 0.411, "Y3": 0.32864, "X4": 0.35, "Y4": 0.32864, "page": 0}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.432, "Y1": 0.31691, "X2": 0.467, "Y2": 0.31671, "X3": 0.467, "Y3": 0.32999, "X4": 0.432, "Y4": 0.32864, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.487, "Y1": 0.31422, "X2": 0.502, "Y2": 0.31402, "X3": 0.503, "Y3": 0.32864, "X4": 0.487, "Y4": 0.32999, "page": 0}, {"Word": "254.1", "Confidence": 0.994, "X1": 0.59, "Y1": 0.31826, "X2": 0.625, "Y2": 0.31806, "X3": 0.625, "Y3": 0.33134, "X4": 0.59, "Y4": 0.32999, "page": 0}, {"Word": "3", "Confidence": 0.772, "X1": 0.119, "Y1": 0.32904, "X2": 0.132, "Y2": 0.32884, "X3": 0.133, "Y3": 0.34347, "X4": 0.12, "Y4": 0.34347, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.633, "X1": 0.225, "Y1": 0.33174, "X2": 0.288, "Y2": 0.33154, "X3": 0.288, "Y3": 0.34347, "X4": 0.225, "Y4": 0.34347, "page": 0}, {"Word": "10:31", "Confidence": 0.935, "X1": 0.3, "Y1": 0.33308, "X2": 0.336, "Y2": 0.33288, "X3": 0.335, "Y3": 0.34481, "X4": 0.3, "Y4": 0.34347, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.664, "X1": 0.35, "Y1": 0.33308, "X2": 0.412, "Y2": 0.33288, "X3": 0.412, "Y3": 0.34481, "X4": 0.35, "Y4": 0.34347, "page": 0}, {"Word": "-2/-1", "Confidence": 0.901, "X1": 0.432, "Y1": 0.33174, "X2": 0.468, "Y2": 0.33154, "X3": 0.467, "Y3": 0.34616, "X4": 0.432, "Y4": 0.34347, "page": 0}, {"Word": "43", "Confidence": 0.993, "X1": 0.487, "Y1": 0.33174, "X2": 0.502, "Y2": 0.33154, "X3": 0.502, "Y3": 0.34481, "X4": 0.487, "Y4": 0.34616, "page": 0}, {"Word": "312.5", "Confidence": 0.981, "X1": 0.591, "Y1": 0.33308, "X2": 0.625, "Y2": 0.33288, "X3": 0.625, "Y3": 0.34481, "X4": 0.591, "Y4": 0.34481, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.307, "X1": 0.227, "Y1": 0.34656, "X2": 0.288, "Y2": 0.34636, "X3": 0.288, "Y3": 0.35694, "X4": 0.227, "Y4": 0.35829, "page": 0}, {"Word": "M", "Confidence": 0.896, "X1": 0.14, "Y1": 0.34656, "X2": 0.153, "Y2": 0.34636, "X3": 0.153, "Y3": 0.35829, "X4": 0.14, "Y4": 0.35829, "page": 0}, {"Word": "-/1", "Confidence": 0.643, "X1": 0.184, "Y1": 0.34791, "X2": 0.209, "Y2": 0.34771, "X3": 0.208, "Y3": 0.36099, "X4": 0.184, "Y4": 0.36099, "page": 0}, {"Word": "10:31", "Confidence": 0.991, "X1": 0.3, "Y1": 0.34656, "X2": 0.336, "Y2": 0.34636, "X3": 0.336, "Y3": 0.35829, "X4": 0.3, "Y4": 0.35829, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.955, "X1": 0.35, "Y1": 0.34656, "X2": 0.411, "Y2": 0.34636, "X3": 0.411, "Y3": 0.35829, "X4": 0.35, "Y4": 0.35829, "page": 0}, {"Word": "-2/-1", "Confidence": 0.913, "X1": 0.43, "Y1": 0.34521, "X2": 0.468, "Y2": 0.34501, "X3": 0.468, "Y3": 0.35964, "X4": 0.43, "Y4": 0.35964, "page": 0}, {"Word": "43", "Confidence": 0.969, "X1": 0.487, "Y1": 0.34521, "X2": 0.502, "Y2": 0.34501, "X3": 0.502, "Y3": 0.36099, "X4": 0.487, "Y4": 0.36099, "page": 0}, {"Word": "291.7", "Confidence": 0.991, "X1": 0.591, "Y1": 0.34791, "X2": 0.627, "Y2": 0.34771, "X3": 0.627, "Y3": 0.35964, "X4": 0.591, "Y4": 0.35964, "page": 0}, {"Word": "5", "Confidence": 0.77, "X1": 0.12, "Y1": 0.36139, "X2": 0.133, "Y2": 0.36119, "X3": 0.133, "Y3": 0.37312, "X4": 0.12, "Y4": 0.37312, "page": 0}, {"Word": "05-207-90", "Confidence": 0.189, "X1": 0.226, "Y1": 0.36139, "X2": 0.288, "Y2": 0.36119, "X3": 0.288, "Y3": 0.37177, "X4": 0.226, "Y4": 0.37177, "page": 0}, {"Word": "10:32", "Confidence": 0.997, "X1": 0.301, "Y1": 0.36139, "X2": 0.336, "Y2": 0.36119, "X3": 0.336, "Y3": 0.37312, "X4": 0.301, "Y4": 0.37177, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.676, "X1": 0.35, "Y1": 0.36139, "X2": 0.412, "Y2": 0.36119, "X3": 0.412, "Y3": 0.37177, "X4": 0.35, "Y4": 0.37177, "page": 0}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.43, "Y1": 0.36139, "X2": 0.466, "Y2": 0.36119, "X3": 0.466, "Y3": 0.37312, "X4": 0.43, "Y4": 0.37312, "page": 0}, {"Word": "43", "Confidence": 0.978, "X1": 0.487, "Y1": 0.36004, "X2": 0.503, "Y2": 0.35984, "X3": 0.503, "Y3": 0.37446, "X4": 0.487, "Y4": 0.37446, "page": 0}, {"Word": "271.7", "Confidence": 0.994, "X1": 0.59, "Y1": 0.36273, "X2": 0.627, "Y2": 0.36253, "X3": 0.627, "Y3": 0.37446, "X4": 0.59, "Y4": 0.37446, "page": 0}, {"Word": "5", "Confidence": 0.343, "X1": 0.06, "Y1": 0.37621, "X2": 0.07, "Y2": 0.37601, "X3": 0.07, "Y3": 0.38659, "X4": 0.06, "Y4": 0.38659, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.794, "X1": 0.226, "Y1": 0.37621, "X2": 0.288, "Y2": 0.37601, "X3": 0.288, "Y3": 0.38659, "X4": 0.226, "Y4": 0.38659, "page": 0}, {"Word": "10 :33", "Confidence": 0.918, "X1": 0.301, "Y1": 0.37621, "X2": 0.336, "Y2": 0.37601, "X3": 0.336, "Y3": 0.38794, "X4": 0.301, "Y4": 0.38659, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.625, "X1": 0.351, "Y1": 0.37621, "X2": 0.412, "Y2": 0.37601, "X3": 0.412, "Y3": 0.38794, "X4": 0.35, "Y4": 0.38659, "page": 0}, {"Word": "43", "Confidence": 0.986, "X1": 0.487, "Y1": 0.37352, "X2": 0.503, "Y2": 0.37332, "X3": 0.503, "Y3": 0.38794, "X4": 0.487, "Y4": 0.38929, "page": 0}, {"Word": "-/1", "Confidence": 0.806, "X1": 0.184, "Y1": 0.37486, "X2": 0.205, "Y2": 0.37466, "X3": 0.204, "Y3": 0.38929, "X4": 0.184, "Y4": 0.38929, "page": 0}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.431, "Y1": 0.37621, "X2": 0.468, "Y2": 0.37601, "X3": 0.468, "Y3": 0.38929, "X4": 0.431, "Y4": 0.38794, "page": 0}, {"Word": "312.5", "Confidence": 0.991, "X1": 0.591, "Y1": 0.37756, "X2": 0.626, "Y2": 0.37736, "X3": 0.626, "Y3": 0.38929, "X4": 0.591, "Y4": 0.38929, "page": 0}, {"Word": "7", "Confidence": 0.991, "X1": 0.06, "Y1": 0.38834, "X2": 0.069, "Y2": 0.38814, "X3": 0.069, "Y3": 0.40007, "X4": 0.06, "Y4": 0.40007, "page": 0}, {"Word": "7", "Confidence": 0.995, "X1": 0.12, "Y1": 0.38969, "X2": 0.131, "Y2": 0.38949, "X3": 0.132, "Y3": 0.40142, "X4": 0.12, "Y4": 0.40142, "page": 0}, {"Word": "-/1", "Confidence": 0.969, "X1": 0.184, "Y1": 0.38969, "X2": 0.204, "Y2": 0.38949, "X3": 0.205, "Y3": 0.40411, "X4": 0.184, "Y4": 0.40546, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.642, "X1": 0.226, "Y1": 0.39104, "X2": 0.288, "Y2": 0.39084, "X3": 0.288, "Y3": 0.40142, "X4": 0.226, "Y4": 0.40007, "page": 0}, {"Word": "10:33", "Confidence": 0.955, "X1": 0.301, "Y1": 0.39104, "X2": 0.336, "Y2": 0.39084, "X3": 0.336, "Y3": 0.40142, "X4": 0.301, "Y4": 0.40007, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.605, "X1": 0.351, "Y1": 0.39104, "X2": 0.412, "Y2": 0.39084, "X3": 0.412, "Y3": 0.40142, "X4": 0.351, "Y4": 0.40142, "page": 0}, {"Word": "-2/-1", "Confidence": 0.882, "X1": 0.43, "Y1": 0.39104, "X2": 0.467, "Y2": 0.39084, "X3": 0.466, "Y3": 0.40276, "X4": 0.429, "Y4": 0.40142, "page": 0}, {"Word": "43", "Confidence": 0.98, "X1": 0.487, "Y1": 0.38834, "X2": 0.503, "Y2": 0.38814, "X3": 0.503, "Y3": 0.40142, "X4": 0.487, "Y4": 0.40276, "page": 0}, {"Word": "342.9", "Confidence": 0.972, "X1": 0.59, "Y1": 0.39104, "X2": 0.626, "Y2": 0.39084, "X3": 0.626, "Y3": 0.40411, "X4": 0.59, "Y4": 0.40276, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.226, "Y1": 0.40451, "X2": 0.288, "Y2": 0.40431, "X3": 0.288, "Y3": 0.41624, "X4": 0.226, "Y4": 0.41624, "page": 0}, {"Word": "10:34", "Confidence": 0.784, "X1": 0.301, "Y1": 0.40586, "X2": 0.335, "Y2": 0.40566, "X3": 0.335, "Y3": 0.41624, "X4": 0.301, "Y4": 0.41624, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.353, "X1": 0.351, "Y1": 0.40586, "X2": 0.412, "Y2": 0.40566, "X3": 0.412, "Y3": 0.41624, "X4": 0.351, "Y4": 0.41624, "page": 0}, {"Word": "43", "Confidence": 0.797, "X1": 0.487, "Y1": 0.40316, "X2": 0.503, "Y2": 0.40296, "X3": 0.503, "Y3": 0.41759, "X4": 0.487, "Y4": 0.41759, "page": 0}, {"Word": "354.8", "Confidence": 0.93, "X1": 0.592, "Y1": 0.40586, "X2": 0.626, "Y2": 0.40566, "X3": 0.626, "Y3": 0.41759, "X4": 0.592, "Y4": 0.41759, "page": 0}, {"Word": "-2/-1", "Confidence": 0.903, "X1": 0.43, "Y1": 0.40451, "X2": 0.468, "Y2": 0.40431, "X3": 0.468, "Y3": 0.41894, "X4": 0.43, "Y4": 0.41759, "page": 0}, {"Word": "9", "Confidence": 0.847, "X1": 0.118, "Y1": 0.41799, "X2": 0.129, "Y2": 0.41779, "X3": 0.13, "Y3": 0.42972, "X4": 0.119, "Y4": 0.43107, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.226, "Y1": 0.41934, "X2": 0.288, "Y2": 0.41914, "X3": 0.288, "Y3": 0.43107, "X4": 0.226, "Y4": 0.42972, "page": 0}, {"Word": "10135", "Confidence": 0.624, "X1": 0.301, "Y1": 0.41934, "X2": 0.335, "Y2": 0.41914, "X3": 0.335, "Y3": 0.43107, "X4": 0.301, "Y4": 0.43107, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.937, "X1": 0.35, "Y1": 0.41934, "X2": 0.412, "Y2": 0.41914, "X3": 0.412, "Y3": 0.43107, "X4": 0.35, "Y4": 0.43107, "page": 0}, {"Word": "-2/-1", "Confidence": 0.957, "X1": 0.43, "Y1": 0.41934, "X2": 0.466, "Y2": 0.41914, "X3": 0.466, "Y3": 0.43241, "X4": 0.43, "Y4": 0.43241, "page": 0}, {"Word": "43", "Confidence": 0.993, "X1": 0.486, "Y1": 0.41934, "X2": 0.502, "Y2": 0.41914, "X3": 0.502, "Y3": 0.43241, "X4": 0.486, "Y4": 0.43376, "page": 0}, {"Word": "337.8", "Confidence": 0.85, "X1": 0.59, "Y1": 0.42069, "X2": 0.626, "Y2": 0.42049, "X3": 0.626, "Y3": 0.43107, "X4": 0.59, "Y4": 0.43107, "page": 0}, {"Word": "10", "Confidence": 0.908, "X1": 0.055, "Y1": 0.43147, "X2": 0.066, "Y2": 0.43127, "X3": 0.066, "Y3": 0.44589, "X4": 0.054, "Y4": 0.44589, "page": 0}, {"Word": "10", "Confidence": 0.938, "X1": 0.116, "Y1": 0.43281, "X2": 0.13, "Y2": 0.43261, "X3": 0.129, "Y3": 0.44589, "X4": 0.116, "Y4": 0.44724, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.641, "X1": 0.226, "Y1": 0.43416, "X2": 0.288, "Y2": 0.43396, "X3": 0.288, "Y3": 0.44589, "X4": 0.226, "Y4": 0.44454, "page": 0}, {"Word": "10:35", "Confidence": 0.997, "X1": 0.301, "Y1": 0.43281, "X2": 0.336, "Y2": 0.43261, "X3": 0.336, "Y3": 0.44454, "X4": 0.301, "Y4": 0.44454, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.676, "X1": 0.351, "Y1": 0.43416, "X2": 0.412, "Y2": 0.43396, "X3": 0.412, "Y3": 0.44589, "X4": 0.351, "Y4": 0.44454, "page": 0}, {"Word": "-2/-1", "Confidence": 0.943, "X1": 0.431, "Y1": 0.43416, "X2": 0.466, "Y2": 0.43396, "X3": 0.466, "Y3": 0.44589, "X4": 0.431, "Y4": 0.44589, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.486, "Y1": 0.43281, "X2": 0.502, "Y2": 0.43261, "X3": 0.502, "Y3": 0.44724, "X4": 0.486, "Y4": 0.44724, "page": 0}, {"Word": "381.5", "Confidence": 0.674, "X1": 0.592, "Y1": 0.43551, "X2": 0.626, "Y2": 0.43531, "X3": 0.626, "Y3": 0.44589, "X4": 0.592, "Y4": 0.44589, "page": 0}, {"Word": "11", "Confidence": 0.997, "X1": 0.054, "Y1": 0.44629, "X2": 0.066, "Y2": 0.44609, "X3": 0.066, "Y3": 0.45937, "X4": 0.054, "Y4": 0.45937, "page": 0}, {"Word": "11", "Confidence": 0.996, "X1": 0.116, "Y1": 0.44764, "X2": 0.128, "Y2": 0.44744, "X3": 0.128, "Y3": 0.45937, "X4": 0.116, "Y4": 0.46072, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.604, "X1": 0.225, "Y1": 0.44764, "X2": 0.287, "Y2": 0.44744, "X3": 0.287, "Y3": 0.45937, "X4": 0.225, "Y4": 0.45937, "page": 0}, {"Word": "10:36", "Confidence": 0.784, "X1": 0.301, "Y1": 0.44764, "X2": 0.336, "Y2": 0.44744, "X3": 0.335, "Y3": 0.45937, "X4": 0.301, "Y4": 0.45802, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.35, "Y1": 0.44899, "X2": 0.412, "Y2": 0.44879, "X3": 0.412, "Y3": 0.46072, "X4": 0.35, "Y4": 0.45937, "page": 0}, {"Word": "-2/-1", "Confidence": 0.97, "X1": 0.431, "Y1": 0.44899, "X2": 0.466, "Y2": 0.44879, "X3": 0.466, "Y3": 0.46072, "X4": 0.431, "Y4": 0.46072, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.485, "Y1": 0.44629, "X2": 0.5, "Y2": 0.44609, "X3": 0.5, "Y3": 0.46341, "X4": 0.486, "Y4": 0.46341, "page": 0}, {"Word": "336.9", "Confidence": 0.955, "X1": 0.59, "Y1": 0.44899, "X2": 0.626, "Y2": 0.44879, "X3": 0.626, "Y3": 0.46072, "X4": 0.59, "Y4": 0.46206, "page": 0}, {"Word": "2", "Confidence": 0.776, "X1": 0.057, "Y1": 0.46112, "X2": 0.067, "Y2": 0.46092, "X3": 0.067, "Y3": 0.47419, "X4": 0.057, "Y4": 0.47419, "page": 0}, {"Word": "12", "Confidence": 0.822, "X1": 0.115, "Y1": 0.46246, "X2": 0.129, "Y2": 0.46226, "X3": 0.129, "Y3": 0.47285, "X4": 0.116, "Y4": 0.47554, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.663, "X1": 0.227, "Y1": 0.46246, "X2": 0.288, "Y2": 0.46226, "X3": 0.288, "Y3": 0.47419, "X4": 0.227, "Y4": 0.47419, "page": 0}, {"Word": "10:36", "Confidence": 0.967, "X1": 0.301, "Y1": 0.46381, "X2": 0.336, "Y2": 0.46361, "X3": 0.336, "Y3": 0.47554, "X4": 0.301, "Y4": 0.47285, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.568, "X1": 0.351, "Y1": 0.46381, "X2": 0.411, "Y2": 0.46361, "X3": 0.411, "Y3": 0.47554, "X4": 0.351, "Y4": 0.47419, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.429, "Y1": 0.46381, "X2": 0.466, "Y2": 0.46361, "X3": 0.466, "Y3": 0.47554, "X4": 0.429, "Y4": 0.47689, "page": 0}, {"Word": "43", "Confidence": 0.978, "X1": 0.486, "Y1": 0.46112, "X2": 0.5, "Y2": 0.46092, "X3": 0.5, "Y3": 0.47689, "X4": 0.486, "Y4": 0.47689, "page": 0}, {"Word": "371.7", "Confidence": 0.957, "X1": 0.59, "Y1": 0.46381, "X2": 0.626, "Y2": 0.46361, "X3": 0.626, "Y3": 0.47554, "X4": 0.59, "Y4": 0.47554, "page": 0}, {"Word": "13", "Confidence": 0.996, "X1": 0.055, "Y1": 0.47459, "X2": 0.068, "Y2": 0.47439, "X3": 0.067, "Y3": 0.48902, "X4": 0.054, "Y4": 0.48902, "page": 0}, {"Word": "13", "Confidence": 0.994, "X1": 0.116, "Y1": 0.47594, "X2": 0.128, "Y2": 0.47574, "X3": 0.127, "Y3": 0.48902, "X4": 0.116, "Y4": 0.49037, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.955, "X1": 0.225, "Y1": 0.47729, "X2": 0.287, "Y2": 0.47709, "X3": 0.287, "Y3": 0.48902, "X4": 0.225, "Y4": 0.48902, "page": 0}, {"Word": "10:37", "Confidence": 0.961, "X1": 0.301, "Y1": 0.47864, "X2": 0.336, "Y2": 0.47844, "X3": 0.336, "Y3": 0.49037, "X4": 0.301, "Y4": 0.48767, "page": 0}, {"Word": "05-107-90", "Confidence": 0.548, "X1": 0.35, "Y1": 0.47864, "X2": 0.411, "Y2": 0.47844, "X3": 0.411, "Y3": 0.49037, "X4": 0.35, "Y4": 0.48902, "page": 0}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.431, "Y1": 0.47729, "X2": 0.468, "Y2": 0.47709, "X3": 0.468, "Y3": 0.49037, "X4": 0.431, "Y4": 0.49171, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.486, "Y1": 0.47729, "X2": 0.5, "Y2": 0.47709, "X3": 0.501, "Y3": 0.49306, "X4": 0.487, "Y4": 0.49306, "page": 0}, {"Word": "346.1", "Confidence": 0.669, "X1": 0.591, "Y1": 0.47998, "X2": 0.626, "Y2": 0.47978, "X3": 0.626, "Y3": 0.49037, "X4": 0.591, "Y4": 0.49037, "page": 0}, {"Word": "14", "Confidence": 0.994, "X1": 0.054, "Y1": 0.48807, "X2": 0.068, "Y2": 0.48787, "X3": 0.067, "Y3": 0.50384, "X4": 0.054, "Y4": 0.5025, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.795, "X1": 0.225, "Y1": 0.49211, "X2": 0.287, "Y2": 0.49191, "X3": 0.287, "Y3": 0.50384, "X4": 0.225, "Y4": 0.50384, "page": 0}, {"Word": "10:38", "Confidence": 0.895, "X1": 0.301, "Y1": 0.49211, "X2": 0.335, "Y2": 0.49191, "X3": 0.335, "Y3": 0.50384, "X4": 0.3, "Y4": 0.50384, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.934, "X1": 0.35, "Y1": 0.49211, "X2": 0.411, "Y2": 0.49191, "X3": 0.411, "Y3": 0.50384, "X4": 0.35, "Y4": 0.50384, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.431, "Y1": 0.49346, "X2": 0.466, "Y2": 0.49326, "X3": 0.465, "Y3": 0.50519, "X4": 0.43, "Y4": 0.50384, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.486, "Y1": 0.49211, "X2": 0.5, "Y2": 0.49191, "X3": 0.5, "Y3": 0.50654, "X4": 0.486, "Y4": 0.50654, "page": 0}, {"Word": "288.7", "Confidence": 0.809, "X1": 0.59, "Y1": 0.49211, "X2": 0.626, "Y2": 0.49191, "X3": 0.626, "Y3": 0.50384, "X4": 0.59, "Y4": 0.50384, "page": 0}, {"Word": "15", "Confidence": 0.847, "X1": 0.053, "Y1": 0.5029, "X2": 0.068, "Y2": 0.5027, "X3": 0.068, "Y3": 0.51867, "X4": 0.053, "Y4": 0.51732, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.611, "X1": 0.225, "Y1": 0.50559, "X2": 0.287, "Y2": 0.50539, "X3": 0.287, "Y3": 0.51867, "X4": 0.225, "Y4": 0.51867, "page": 0}, {"Word": "10:38", "Confidence": 0.968, "X1": 0.299, "Y1": 0.50694, "X2": 0.335, "Y2": 0.50674, "X3": 0.335, "Y3": 0.51867, "X4": 0.299, "Y4": 0.51867, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.609, "X1": 0.35, "Y1": 0.50694, "X2": 0.411, "Y2": 0.50674, "X3": 0.411, "Y3": 0.51867, "X4": 0.35, "Y4": 0.51732, "page": 0}, {"Word": "-2/-1", "Confidence": 0.946, "X1": 0.429, "Y1": 0.50694, "X2": 0.465, "Y2": 0.50674, "X3": 0.465, "Y3": 0.52002, "X4": 0.429, "Y4": 0.51867, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.486, "Y1": 0.50559, "X2": 0.5, "Y2": 0.50539, "X3": 0.5, "Y3": 0.52002, "X4": 0.486, "Y4": 0.52002, "page": 0}, {"Word": "319.1", "Confidence": 0.997, "X1": 0.589, "Y1": 0.50694, "X2": 0.624, "Y2": 0.50674, "X3": 0.624, "Y3": 0.51867, "X4": 0.589, "Y4": 0.52002, "page": 0}, {"Word": "16", "Confidence": 0.994, "X1": 0.056, "Y1": 0.51907, "X2": 0.069, "Y2": 0.51887, "X3": 0.069, "Y3": 0.53349, "X4": 0.056, "Y4": 0.53349, "page": 0}, {"Word": "16", "Confidence": 0.888, "X1": 0.113, "Y1": 0.51772, "X2": 0.129, "Y2": 0.51752, "X3": 0.129, "Y3": 0.5308, "X4": 0.113, "Y4": 0.53215, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.608, "X1": 0.226, "Y1": 0.52042, "X2": 0.287, "Y2": 0.52022, "X3": 0.287, "Y3": 0.53215, "X4": 0.226, "Y4": 0.53215, "page": 0}, {"Word": "10:39", "Confidence": 0.676, "X1": 0.3, "Y1": 0.52176, "X2": 0.335, "Y2": 0.52156, "X3": 0.335, "Y3": 0.53349, "X4": 0.3, "Y4": 0.53215, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.852, "X1": 0.35, "Y1": 0.52176, "X2": 0.412, "Y2": 0.52156, "X3": 0.412, "Y3": 0.53349, "X4": 0.35, "Y4": 0.53215, "page": 0}, {"Word": "-2/-1", "Confidence": 0.941, "X1": 0.429, "Y1": 0.52042, "X2": 0.468, "Y2": 0.52022, "X3": 0.468, "Y3": 0.53349, "X4": 0.429, "Y4": 0.53349, "page": 0}, {"Word": "43", "Confidence": 0.48, "X1": 0.486, "Y1": 0.52042, "X2": 0.501, "Y2": 0.52022, "X3": 0.501, "Y3": 0.53349, "X4": 0.486, "Y4": 0.53349, "page": 0}, {"Word": "320.9", "Confidence": 0.969, "X1": 0.591, "Y1": 0.52311, "X2": 0.625, "Y2": 0.52291, "X3": 0.625, "Y3": 0.53349, "X4": 0.591, "Y4": 0.53349, "page": 0}, {"Word": "17", "Confidence": 0.998, "X1": 0.054, "Y1": 0.53255, "X2": 0.069, "Y2": 0.53235, "X3": 0.069, "Y3": 0.54697, "X4": 0.054, "Y4": 0.54832, "page": 0}, {"Word": "17", "Confidence": 0.631, "X1": 0.115, "Y1": 0.53389, "X2": 0.128, "Y2": 0.53369, "X3": 0.128, "Y3": 0.54697, "X4": 0.115, "Y4": 0.54832, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.661, "X1": 0.225, "Y1": 0.53659, "X2": 0.288, "Y2": 0.53639, "X3": 0.287, "Y3": 0.54697, "X4": 0.225, "Y4": 0.54697, "page": 0}, {"Word": "10:39", "Confidence": 0.906, "X1": 0.3, "Y1": 0.53659, "X2": 0.334, "Y2": 0.53639, "X3": 0.334, "Y3": 0.54697, "X4": 0.3, "Y4": 0.54697, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.515, "X1": 0.348, "Y1": 0.53659, "X2": 0.411, "Y2": 0.53639, "X3": 0.411, "Y3": 0.54832, "X4": 0.348, "Y4": 0.54832, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.429, "Y1": 0.53524, "X2": 0.466, "Y2": 0.53504, "X3": 0.466, "Y3": 0.54832, "X4": 0.429, "Y4": 0.54967, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.485, "Y1": 0.53389, "X2": 0.5, "Y2": 0.53369, "X3": 0.5, "Y3": 0.54832, "X4": 0.486, "Y4": 0.54832, "page": 0}, {"Word": "299.6", "Confidence": 0.995, "X1": 0.589, "Y1": 0.53794, "X2": 0.626, "Y2": 0.53774, "X3": 0.626, "Y3": 0.54967, "X4": 0.589, "Y4": 0.54967, "page": 0}, {"Word": "18", "Confidence": 0.996, "X1": 0.053, "Y1": 0.54737, "X2": 0.068, "Y2": 0.54717, "X3": 0.067, "Y3": 0.56179, "X4": 0.052, "Y4": 0.56179, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.603, "X1": 0.225, "Y1": 0.55007, "X2": 0.287, "Y2": 0.54987, "X3": 0.287, "Y3": 0.56179, "X4": 0.225, "Y4": 0.56179, "page": 0}, {"Word": "10:40", "Confidence": 0.85, "X1": 0.3, "Y1": 0.55141, "X2": 0.336, "Y2": 0.55121, "X3": 0.336, "Y3": 0.56314, "X4": 0.3, "Y4": 0.56314, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.795, "X1": 0.348, "Y1": 0.55141, "X2": 0.411, "Y2": 0.55121, "X3": 0.41, "Y3": 0.56314, "X4": 0.348, "Y4": 0.56179, "page": 0}, {"Word": "-2/-1", "Confidence": 0.849, "X1": 0.43, "Y1": 0.55141, "X2": 0.465, "Y2": 0.55121, "X3": 0.465, "Y3": 0.56449, "X4": 0.429, "Y4": 0.56179, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.485, "Y1": 0.54872, "X2": 0.5, "Y2": 0.54852, "X3": 0.5, "Y3": 0.56314, "X4": 0.485, "Y4": 0.56314, "page": 0}, {"Word": "358.2", "Confidence": 0.896, "X1": 0.589, "Y1": 0.55141, "X2": 0.626, "Y2": 0.55121, "X3": 0.626, "Y3": 0.56314, "X4": 0.589, "Y4": 0.56314, "page": 0}, {"Word": "19", "Confidence": 0.887, "X1": 0.054, "Y1": 0.56085, "X2": 0.069, "Y2": 0.56065, "X3": 0.069, "Y3": 0.57527, "X4": 0.054, "Y4": 0.57527, "page": 0}, {"Word": "19", "Confidence": 0.804, "X1": 0.114, "Y1": 0.56354, "X2": 0.129, "Y2": 0.56334, "X3": 0.127, "Y3": 0.57527, "X4": 0.113, "Y4": 0.57662, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.225, "Y1": 0.56489, "X2": 0.287, "Y2": 0.56469, "X3": 0.287, "Y3": 0.57662, "X4": 0.225, "Y4": 0.57662, "page": 0}, {"Word": "10:40", "Confidence": 0.66, "X1": 0.299, "Y1": 0.56489, "X2": 0.335, "Y2": 0.56469, "X3": 0.335, "Y3": 0.57662, "X4": 0.299, "Y4": 0.57662, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.713, "X1": 0.35, "Y1": 0.56624, "X2": 0.41, "Y2": 0.56604, "X3": 0.41, "Y3": 0.57797, "X4": 0.35, "Y4": 0.57662, "page": 0}, {"Word": "-2/-1", "Confidence": 0.885, "X1": 0.429, "Y1": 0.56489, "X2": 0.466, "Y2": 0.56469, "X3": 0.466, "Y3": 0.57797, "X4": 0.429, "Y4": 0.57797, "page": 0}, {"Word": "367.6", "Confidence": 0.991, "X1": 0.589, "Y1": 0.56624, "X2": 0.623, "Y2": 0.56604, "X3": 0.623, "Y3": 0.57662, "X4": 0.589, "Y4": 0.57662, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.485, "Y1": 0.56489, "X2": 0.5, "Y2": 0.56469, "X3": 0.5, "Y3": 0.57931, "X4": 0.485, "Y4": 0.57931, "page": 0}, {"Word": "20", "Confidence": 0.996, "X1": 0.052, "Y1": 0.57567, "X2": 0.067, "Y2": 0.57547, "X3": 0.066, "Y3": 0.5901, "X4": 0.052, "Y4": 0.5901, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.225, "Y1": 0.57971, "X2": 0.287, "Y2": 0.57951, "X3": 0.287, "Y3": 0.59144, "X4": 0.225, "Y4": 0.59144, "page": 0}, {"Word": "10:41", "Confidence": 0.682, "X1": 0.299, "Y1": 0.57971, "X2": 0.334, "Y2": 0.57951, "X3": 0.334, "Y3": 0.59144, "X4": 0.299, "Y4": 0.59144, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.632, "X1": 0.35, "Y1": 0.57971, "X2": 0.41, "Y2": 0.57951, "X3": 0.41, "Y3": 0.59144, "X4": 0.35, "Y4": 0.59144, "page": 0}, {"Word": "-2/-1", "Confidence": 0.957, "X1": 0.429, "Y1": 0.57971, "X2": 0.465, "Y2": 0.57951, "X3": 0.464, "Y3": 0.59279, "X4": 0.429, "Y4": 0.59144, "page": 0}, {"Word": "43", "Confidence": 0.814, "X1": 0.485, "Y1": 0.57837, "X2": 0.5, "Y2": 0.57817, "X3": 0.5, "Y3": 0.59414, "X4": 0.486, "Y4": 0.59414, "page": 0}, {"Word": "355.8", "Confidence": 0.791, "X1": 0.588, "Y1": 0.58106, "X2": 0.624, "Y2": 0.58086, "X3": 0.624, "Y3": 0.59144, "X4": 0.588, "Y4": 0.59144, "page": 0}, {"Word": "21", "Confidence": 0.778, "X1": 0.054, "Y1": 0.58915, "X2": 0.068, "Y2": 0.58895, "X3": 0.067, "Y3": 0.60492, "X4": 0.054, "Y4": 0.60627, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.464, "X1": 0.224, "Y1": 0.59319, "X2": 0.287, "Y2": 0.59299, "X3": 0.287, "Y3": 0.60492, "X4": 0.224, "Y4": 0.60492, "page": 0}, {"Word": "10:42", "Confidence": 0.932, "X1": 0.299, "Y1": 0.59319, "X2": 0.335, "Y2": 0.59299, "X3": 0.335, "Y3": 0.60492, "X4": 0.299, "Y4": 0.60492, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.849, "X1": 0.35, "Y1": 0.59454, "X2": 0.41, "Y2": 0.59434, "X3": 0.41, "Y3": 0.60492, "X4": 0.35, "Y4": 0.60492, "page": 0}, {"Word": "-2/-1", "Confidence": 0.941, "X1": 0.432, "Y1": 0.59454, "X2": 0.465, "Y2": 0.59434, "X3": 0.465, "Y3": 0.60627, "X4": 0.432, "Y4": 0.60627, "page": 0}, {"Word": "43", "Confidence": 0.961, "X1": 0.485, "Y1": 0.59319, "X2": 0.5, "Y2": 0.59299, "X3": 0.5, "Y3": 0.60762, "X4": 0.486, "Y4": 0.60762, "page": 0}, {"Word": "342.5", "Confidence": 0.655, "X1": 0.589, "Y1": 0.59589, "X2": 0.625, "Y2": 0.59569, "X3": 0.625, "Y3": 0.60627, "X4": 0.589, "Y4": 0.60627, "page": 0}, {"Word": "22", "Confidence": 0.992, "X1": 0.054, "Y1": 0.60397, "X2": 0.068, "Y2": 0.60377, "X3": 0.068, "Y3": 0.6184, "X4": 0.054, "Y4": 0.61975, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.224, "Y1": 0.60802, "X2": 0.287, "Y2": 0.60782, "X3": 0.287, "Y3": 0.61975, "X4": 0.224, "Y4": 0.61975, "page": 0}, {"Word": "10:42", "Confidence": 0.886, "X1": 0.299, "Y1": 0.60802, "X2": 0.335, "Y2": 0.60782, "X3": 0.335, "Y3": 0.61975, "X4": 0.299, "Y4": 0.61975, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.77, "X1": 0.349, "Y1": 0.60936, "X2": 0.411, "Y2": 0.60916, "X3": 0.411, "Y3": 0.61975, "X4": 0.349, "Y4": 0.6184, "page": 0}, {"Word": "-2/-1", "Confidence": 0.89, "X1": 0.43, "Y1": 0.60936, "X2": 0.466, "Y2": 0.60916, "X3": 0.465, "Y3": 0.62244, "X4": 0.429, "Y4": 0.62109, "page": 0}, {"Word": "43", "Confidence": 0.957, "X1": 0.485, "Y1": 0.60667, "X2": 0.5, "Y2": 0.60647, "X3": 0.5, "Y3": 0.62109, "X4": 0.485, "Y4": 0.62109, "page": 0}, {"Word": "295.1", "Confidence": 0.696, "X1": 0.589, "Y1": 0.61071, "X2": 0.623, "Y2": 0.61051, "X3": 0.623, "Y3": 0.62109, "X4": 0.589, "Y4": 0.62109, "page": 0}, {"Word": "23", "Confidence": 0.993, "X1": 0.054, "Y1": 0.62015, "X2": 0.069, "Y2": 0.61995, "X3": 0.067, "Y3": 0.63592, "X4": 0.053, "Y4": 0.63457, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.489, "X1": 0.225, "Y1": 0.62284, "X2": 0.287, "Y2": 0.62264, "X3": 0.287, "Y3": 0.63457, "X4": 0.225, "Y4": 0.63457, "page": 0}, {"Word": "10:43", "Confidence": 0.993, "X1": 0.299, "Y1": 0.62284, "X2": 0.334, "Y2": 0.62264, "X3": 0.334, "Y3": 0.63457, "X4": 0.299, "Y4": 0.63457, "page": 0}, {"Word": "05-Nov-9.0", "Confidence": 0.66, "X1": 0.35, "Y1": 0.62419, "X2": 0.41, "Y2": 0.62399, "X3": 0.41, "Y3": 0.63457, "X4": 0.35, "Y4": 0.63322, "page": 0}, {"Word": "43", "Confidence": 0.88, "X1": 0.485, "Y1": 0.62149, "X2": 0.5, "Y2": 0.62129, "X3": 0.5, "Y3": 0.63592, "X4": 0.485, "Y4": 0.63592, "page": 0}, {"Word": "294.0", "Confidence": 0.994, "X1": 0.589, "Y1": 0.62554, "X2": 0.623, "Y2": 0.62534, "X3": 0.623, "Y3": 0.63592, "X4": 0.589, "Y4": 0.63592, "page": 0}, {"Word": "24", "Confidence": 0.79, "X1": 0.053, "Y1": 0.63497, "X2": 0.068, "Y2": 0.63477, "X3": 0.067, "Y3": 0.6494, "X4": 0.052, "Y4": 0.64805, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.66, "X1": 0.225, "Y1": 0.63632, "X2": 0.287, "Y2": 0.63612, "X3": 0.287, "Y3": 0.64805, "X4": 0.225, "Y4": 0.6494, "page": 0}, {"Word": "10:43", "Confidence": 0.993, "X1": 0.299, "Y1": 0.63767, "X2": 0.336, "Y2": 0.63747, "X3": 0.335, "Y3": 0.6494, "X4": 0.299, "Y4": 0.6494, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.576, "X1": 0.35, "Y1": 0.63767, "X2": 0.411, "Y2": 0.63747, "X3": 0.41, "Y3": 0.6494, "X4": 0.35, "Y4": 0.6494, "page": 0}, {"Word": "-2/-1", "Confidence": 0.971, "X1": 0.431, "Y1": 0.63632, "X2": 0.465, "Y2": 0.63612, "X3": 0.465, "Y3": 0.65074, "X4": 0.43, "Y4": 0.6494, "page": 0}, {"Word": "324.2", "Confidence": 0.994, "X1": 0.587, "Y1": 0.64036, "X2": 0.623, "Y2": 0.64016, "X3": 0.623, "Y3": 0.6494, "X4": 0.587, "Y4": 0.6494, "page": 0}, {"Word": "25", "Confidence": 0.992, "X1": 0.053, "Y1": 0.64845, "X2": 0.068, "Y2": 0.64825, "X3": 0.068, "Y3": 0.66287, "X4": 0.052, "Y4": 0.66153, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.224, "Y1": 0.65249, "X2": 0.285, "Y2": 0.65229, "X3": 0.285, "Y3": 0.66422, "X4": 0.224, "Y4": 0.66287, "page": 0}, {"Word": "10:44", "Confidence": 0.993, "X1": 0.299, "Y1": 0.65249, "X2": 0.337, "Y2": 0.65229, "X3": 0.337, "Y3": 0.66557, "X4": 0.299, "Y4": 0.66287, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.6, "X1": 0.349, "Y1": 0.65249, "X2": 0.41, "Y2": 0.65229, "X3": 0.41, "Y3": 0.66422, "X4": 0.349, "Y4": 0.66422, "page": 0}, {"Word": "-2/-1", "Confidence": 0.854, "X1": 0.428, "Y1": 0.6498, "X2": 0.464, "Y2": 0.6496, "X3": 0.464, "Y3": 0.66557, "X4": 0.428, "Y4": 0.66557, "page": 0}, {"Word": "356.9", "Confidence": 0.932, "X1": 0.586, "Y1": 0.65384, "X2": 0.622, "Y2": 0.65364, "X3": 0.622, "Y3": 0.66422, "X4": 0.586, "Y4": 0.66287, "page": 0}, {"Word": "26", "Confidence": 0.998, "X1": 0.053, "Y1": 0.66193, "X2": 0.069, "Y2": 0.66173, "X3": 0.068, "Y3": 0.6777, "X4": 0.053, "Y4": 0.6777, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.514, "X1": 0.224, "Y1": 0.66597, "X2": 0.286, "Y2": 0.66577, "X3": 0.286, "Y3": 0.6777, "X4": 0.224, "Y4": 0.6777, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.805, "X1": 0.35, "Y1": 0.66732, "X2": 0.409, "Y2": 0.66712, "X3": 0.409, "Y3": 0.6777, "X4": 0.35, "Y4": 0.6777, "page": 0}, {"Word": "10:45", "Confidence": 0.994, "X1": 0.299, "Y1": 0.66732, "X2": 0.336, "Y2": 0.66712, "X3": 0.336, "Y3": 0.67905, "X4": 0.299, "Y4": 0.6777, "page": 0}, {"Word": "-2/-1", "Confidence": 0.954, "X1": 0.429, "Y1": 0.66597, "X2": 0.465, "Y2": 0.66577, "X3": 0.464, "Y3": 0.67905, "X4": 0.429, "Y4": 0.67905, "page": 0}, {"Word": "338.3", "Confidence": 0.997, "X1": 0.587, "Y1": 0.66597, "X2": 0.623, "Y2": 0.66577, "X3": 0.623, "Y3": 0.68039, "X4": 0.587, "Y4": 0.67905, "page": 0}, {"Word": "27", "Confidence": 0.998, "X1": 0.05, "Y1": 0.6781, "X2": 0.07, "Y2": 0.6779, "X3": 0.07, "Y3": 0.69387, "X4": 0.05, "Y4": 0.69252, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.659, "X1": 0.223, "Y1": 0.68079, "X2": 0.286, "Y2": 0.68059, "X3": 0.286, "Y3": 0.69252, "X4": 0.223, "Y4": 0.69117, "page": 0}, {"Word": "10:45", "Confidence": 0.956, "X1": 0.299, "Y1": 0.68079, "X2": 0.335, "Y2": 0.68059, "X3": 0.335, "Y3": 0.69252, "X4": 0.298, "Y4": 0.69117, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.681, "X1": 0.349, "Y1": 0.68214, "X2": 0.409, "Y2": 0.68194, "X3": 0.409, "Y3": 0.69252, "X4": 0.349, "Y4": 0.69252, "page": 0}, {"Word": "-2/-1", "Confidence": 0.997, "X1": 0.427, "Y1": 0.68079, "X2": 0.464, "Y2": 0.68059, "X3": 0.464, "Y3": 0.69522, "X4": 0.427, "Y4": 0.69657, "page": 0}, {"Word": "282.7", "Confidence": 0.994, "X1": 0.587, "Y1": 0.67945, "X2": 0.623, "Y2": 0.67925, "X3": 0.623, "Y3": 0.69387, "X4": 0.587, "Y4": 0.69522, "page": 0}, {"Word": "28", "Confidence": 0.958, "X1": 0.05, "Y1": 0.69292, "X2": 0.07, "Y2": 0.69272, "X3": 0.069, "Y3": 0.70735, "X4": 0.05, "Y4": 0.70735, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.223, "Y1": 0.69562, "X2": 0.286, "Y2": 0.69542, "X3": 0.286, "Y3": 0.706, "X4": 0.223, "Y4": 0.706, "page": 0}, {"Word": "10:46", "Confidence": 0.814, "X1": 0.299, "Y1": 0.69562, "X2": 0.333, "Y2": 0.69542, "X3": 0.333, "Y3": 0.70735, "X4": 0.299, "Y4": 0.706, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.349, "Y1": 0.69697, "X2": 0.409, "Y2": 0.69677, "X3": 0.409, "Y3": 0.70735, "X4": 0.349, "Y4": 0.706, "page": 0}, {"Word": "353.7", "Confidence": 0.994, "X1": 0.588, "Y1": 0.69427, "X2": 0.622, "Y2": 0.69407, "X3": 0.622, "Y3": 0.70735, "X4": 0.588, "Y4": 0.70869, "page": 0}, {"Word": "-2/-1", "Confidence": 0.732, "X1": 0.428, "Y1": 0.69427, "X2": 0.466, "Y2": 0.69407, "X3": 0.466, "Y3": 0.71004, "X4": 0.428, "Y4": 0.71004, "page": 0}, {"Word": "43", "Confidence": 0.966, "X1": 0.488, "Y1": 0.69562, "X2": 0.499, "Y2": 0.69542, "X3": 0.498, "Y3": 0.71004, "X4": 0.487, "Y4": 0.70869, "page": 0}, {"Word": "29", "Confidence": 0.996, "X1": 0.052, "Y1": 0.70775, "X2": 0.069, "Y2": 0.70755, "X3": 0.068, "Y3": 0.72217, "X4": 0.052, "Y4": 0.72217, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.607, "X1": 0.224, "Y1": 0.71044, "X2": 0.286, "Y2": 0.71024, "X3": 0.286, "Y3": 0.72082, "X4": 0.224, "Y4": 0.72082, "page": 0}, {"Word": "10:47", "Confidence": 0.992, "X1": 0.299, "Y1": 0.71044, "X2": 0.334, "Y2": 0.71024, "X3": 0.334, "Y3": 0.72352, "X4": 0.299, "Y4": 0.72217, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.856, "X1": 0.35, "Y1": 0.71044, "X2": 0.41, "Y2": 0.71024, "X3": 0.41, "Y3": 0.72217, "X4": 0.35, "Y4": 0.72082, "page": 0}, {"Word": "-2/-1", "Confidence": 0.922, "X1": 0.43, "Y1": 0.70909, "X2": 0.466, "Y2": 0.70889, "X3": 0.466, "Y3": 0.72352, "X4": 0.43, "Y4": 0.72352, "page": 0}, {"Word": "346.9", "Confidence": 0.994, "X1": 0.589, "Y1": 0.71179, "X2": 0.623, "Y2": 0.71159, "X3": 0.623, "Y3": 0.72352, "X4": 0.589, "Y4": 0.72352, "page": 0}, {"Word": "30", "Confidence": 0.957, "X1": 0.053, "Y1": 0.72122, "X2": 0.069, "Y2": 0.72102, "X3": 0.069, "Y3": 0.7343, "X4": 0.053, "Y4": 0.73565, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.848, "X1": 0.224, "Y1": 0.72527, "X2": 0.285, "Y2": 0.72507, "X3": 0.285, "Y3": 0.73565, "X4": 0.224, "Y4": 0.73565, "page": 0}, {"Word": "10:48", "Confidence": 0.802, "X1": 0.299, "Y1": 0.72662, "X2": 0.333, "Y2": 0.72642, "X3": 0.333, "Y3": 0.737, "X4": 0.299, "Y4": 0.73565, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.349, "Y1": 0.72527, "X2": 0.41, "Y2": 0.72507, "X3": 0.41, "Y3": 0.737, "X4": 0.348, "Y4": 0.737, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.429, "Y1": 0.72392, "X2": 0.464, "Y2": 0.72372, "X3": 0.464, "Y3": 0.737, "X4": 0.429, "Y4": 0.737, "page": 0}, {"Word": "NNNNNN", "Confidence": 0.812, "X1": 0.446, "Y1": 0.74414, "X2": 0.447, "Y2": 0.74394, "X3": 0.437, "Y3": 0.74374, "X4": 0.436, "Y4": 0.65344, "page": 0}, {"Word": "312.6", "Confidence": 0.996, "X1": 0.588, "Y1": 0.72527, "X2": 0.623, "Y2": 0.72507, "X3": 0.623, "Y3": 0.73834, "X4": 0.588, "Y4": 0.73834, "page": 0}, {"Word": "31", "Confidence": 0.982, "X1": 0.052, "Y1": 0.73605, "X2": 0.067, "Y2": 0.73585, "X3": 0.068, "Y3": 0.75047, "X4": 0.053, "Y4": 0.75182, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.963, "X1": 0.223, "Y1": 0.73874, "X2": 0.285, "Y2": 0.73854, "X3": 0.285, "Y3": 0.75047, "X4": 0.223, "Y4": 0.75047, "page": 0}, {"Word": "10:48", "Confidence": 0.968, "X1": 0.299, "Y1": 0.74009, "X2": 0.334, "Y2": 0.73989, "X3": 0.334, "Y3": 0.75182, "X4": 0.299, "Y4": 0.75047, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.61, "X1": 0.348, "Y1": 0.74009, "X2": 0.41, "Y2": 0.73989, "X3": 0.41, "Y3": 0.75182, "X4": 0.348, "Y4": 0.75047, "page": 0}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.429, "Y1": 0.73874, "X2": 0.464, "Y2": 0.73854, "X3": 0.464, "Y3": 0.75317, "X4": 0.428, "Y4": 0.75317, "page": 0}, {"Word": "43", "Confidence": 0.942, "X1": 0.488, "Y1": 0.74144, "X2": 0.5, "Y2": 0.74124, "X3": 0.498, "Y3": 0.75586, "X4": 0.486, "Y4": 0.75452, "page": 0}, {"Word": "344.1", "Confidence": 0.995, "X1": 0.588, "Y1": 0.74144, "X2": 0.622, "Y2": 0.74124, "X3": 0.622, "Y3": 0.75182, "X4": 0.588, "Y4": 0.75317, "page": 0}, {"Word": "32", "Confidence": 0.624, "X1": 0.052, "Y1": 0.74953, "X2": 0.067, "Y2": 0.74933, "X3": 0.066, "Y3": 0.7653, "X4": 0.052, "Y4": 0.7653, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.608, "X1": 0.224, "Y1": 0.75357, "X2": 0.286, "Y2": 0.75337, "X3": 0.286, "Y3": 0.7653, "X4": 0.224, "Y4": 0.7653, "page": 0}, {"Word": "10:49", "Confidence": 0.791, "X1": 0.299, "Y1": 0.75492, "X2": 0.333, "Y2": 0.75472, "X3": 0.333, "Y3": 0.76665, "X4": 0.299, "Y4": 0.76395, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.522, "X1": 0.349, "Y1": 0.75492, "X2": 0.409, "Y2": 0.75472, "X3": 0.409, "Y3": 0.7653, "X4": 0.349, "Y4": 0.7653, "page": 0}, {"Word": "-2/-1", "Confidence": 0.659, "X1": 0.429, "Y1": 0.75492, "X2": 0.464, "Y2": 0.75472, "X3": 0.464, "Y3": 0.76665, "X4": 0.429, "Y4": 0.76665, "page": 0}, {"Word": "13", "Confidence": 0.222, "X1": 0.488, "Y1": 0.75492, "X2": 0.5, "Y2": 0.75472, "X3": 0.499, "Y3": 0.76799, "X4": 0.487, "Y4": 0.76665, "page": 0}, {"Word": "351.0", "Confidence": 0.995, "X1": 0.588, "Y1": 0.75626, "X2": 0.622, "Y2": 0.75606, "X3": 0.622, "Y3": 0.76799, "X4": 0.588, "Y4": 0.76799, "page": 0}, {"Word": "33", "Confidence": 0.956, "X1": 0.053, "Y1": 0.76705, "X2": 0.066, "Y2": 0.76685, "X3": 0.067, "Y3": 0.78147, "X4": 0.054, "Y4": 0.78147, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.677, "X1": 0.224, "Y1": 0.76974, "X2": 0.286, "Y2": 0.76954, "X3": 0.286, "Y3": 0.78147, "X4": 0.224, "Y4": 0.78012, "page": 0}, {"Word": "10 :49", "Confidence": 0.9635, "X1": 0.299, "Y1": 0.77109, "X2": 0.333, "Y2": 0.77089, "X3": 0.332, "Y3": 0.78147, "X4": 0.299, "Y4": 0.78012, "page": 0}, {"Word": "05-104-90", "Confidence": 0.642, "X1": 0.346, "Y1": 0.76974, "X2": 0.409, "Y2": 0.76954, "X3": 0.408, "Y3": 0.78147, "X4": 0.346, "Y4": 0.78147, "page": 0}, {"Word": "-2/-1", "Confidence": 0.656, "X1": 0.429, "Y1": 0.76839, "X2": 0.464, "Y2": 0.76819, "X3": 0.464, "Y3": 0.78282, "X4": 0.429, "Y4": 0.78147, "page": 0}, {"Word": "43", "Confidence": 0.171, "X1": 0.478, "Y1": 0.76839, "X2": 0.501, "Y2": 0.76819, "X3": 0.502, "Y3": 0.78551, "X4": 0.479, "Y4": 0.78686, "page": 0}, {"Word": "315.0", "Confidence": 0.994, "X1": 0.589, "Y1": 0.77109, "X2": 0.622, "Y2": 0.77089, "X3": 0.622, "Y3": 0.78147, "X4": 0.589, "Y4": 0.78147, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.675, "X1": 0.224, "Y1": 0.78457, "X2": 0.286, "Y2": 0.78437, "X3": 0.286, "Y3": 0.79495, "X4": 0.224, "Y4": 0.79495, "page": 0}, {"Word": "10:50", "Confidence": 0.954, "X1": 0.3, "Y1": 0.78591, "X2": 0.334, "Y2": 0.78571, "X3": 0.334, "Y3": 0.79495, "X4": 0.3, "Y4": 0.7936, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.798, "X1": 0.346, "Y1": 0.78457, "X2": 0.409, "Y2": 0.78437, "X3": 0.409, "Y3": 0.7963, "X4": 0.346, "Y4": 0.79495, "page": 0}, {"Word": "-2/-1", "Confidence": 0.996, "X1": 0.427, "Y1": 0.78322, "X2": 0.464, "Y2": 0.78302, "X3": 0.464, "Y3": 0.7963, "X4": 0.427, "Y4": 0.79764, "page": 0}, {"Word": "289.9", "Confidence": 0.87, "X1": 0.588, "Y1": 0.78726, "X2": 0.622, "Y2": 0.78706, "X3": 0.621, "Y3": 0.79764, "X4": 0.588, "Y4": 0.7963, "page": 0}, {"Word": "43", "Confidence": 0.771, "X1": 0.485, "Y1": 0.78322, "X2": 0.498, "Y2": 0.78302, "X3": 0.497, "Y3": 0.79899, "X4": 0.485, "Y4": 0.79764, "page": 0}, {"Word": "35", "Confidence": 0.886, "X1": 0.052, "Y1": 0.79535, "X2": 0.066, "Y2": 0.79515, "X3": 0.066, "Y3": 0.80977, "X4": 0.051, "Y4": 0.80843, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.46, "X1": 0.224, "Y1": 0.79804, "X2": 0.286, "Y2": 0.79784, "X3": 0.286, "Y3": 0.80977, "X4": 0.224, "Y4": 0.80977, "page": 0}, {"Word": "10 :50", "Confidence": 0.753, "X1": 0.299, "Y1": 0.79939, "X2": 0.334, "Y2": 0.79919, "X3": 0.334, "Y3": 0.81112, "X4": 0.299, "Y4": 0.80977, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.35, "Y1": 0.79939, "X2": 0.408, "Y2": 0.79919, "X3": 0.408, "Y3": 0.80977, "X4": 0.35, "Y4": 0.80977, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.428, "Y1": 0.7967, "X2": 0.464, "Y2": 0.7965, "X3": 0.464, "Y3": 0.81247, "X4": 0.428, "Y4": 0.81247, "page": 0}, {"Word": "302.3", "Confidence": 0.994, "X1": 0.588, "Y1": 0.80074, "X2": 0.622, "Y2": 0.80054, "X3": 0.622, "Y3": 0.81112, "X4": 0.588, "Y4": 0.81112, "page": 0}, {"Word": "36", "Confidence": 0.973, "X1": 0.051, "Y1": 0.81152, "X2": 0.067, "Y2": 0.81132, "X3": 0.066, "Y3": 0.82325, "X4": 0.05, "Y4": 0.82325, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.224, "Y1": 0.81287, "X2": 0.286, "Y2": 0.81267, "X3": 0.286, "Y3": 0.82325, "X4": 0.224, "Y4": 0.8246, "page": 0}, {"Word": "10:51", "Confidence": 0.993, "X1": 0.3, "Y1": 0.81422, "X2": 0.333, "Y2": 0.81402, "X3": 0.333, "Y3": 0.8246, "X4": 0.3, "Y4": 0.82325, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.42, "X1": 0.349, "Y1": 0.81287, "X2": 0.408, "Y2": 0.81267, "X3": 0.408, "Y3": 0.8246, "X4": 0.349, "Y4": 0.8246, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.427, "Y1": 0.81152, "X2": 0.463, "Y2": 0.81132, "X3": 0.463, "Y3": 0.82729, "X4": 0.427, "Y4": 0.82595, "page": 0}, {"Word": "285.1", "Confidence": 0.851, "X1": 0.588, "Y1": 0.81422, "X2": 0.623, "Y2": 0.81402, "X3": 0.623, "Y3": 0.82595, "X4": 0.588, "Y4": 0.82595, "page": 0}, {"Word": "43", "Confidence": 0.865, "X1": 0.479, "Y1": 0.81017, "X2": 0.501, "Y2": 0.80997, "X3": 0.502, "Y3": 0.82864, "X4": 0.48, "Y4": 0.82864, "page": 0}, {"Word": "37", "Confidence": 0.997, "X1": 0.051, "Y1": 0.825, "X2": 0.066, "Y2": 0.8248, "X3": 0.065, "Y3": 0.83942, "X4": 0.05, "Y4": 0.83942, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.64, "X1": 0.224, "Y1": 0.82769, "X2": 0.285, "Y2": 0.82749, "X3": 0.285, "Y3": 0.83942, "X4": 0.224, "Y4": 0.83807, "page": 0}, {"Word": "10:51", "Confidence": 0.905, "X1": 0.3, "Y1": 0.82769, "X2": 0.334, "Y2": 0.82749, "X3": 0.334, "Y3": 0.83807, "X4": 0.3, "Y4": 0.83807, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.765, "X1": 0.349, "Y1": 0.82904, "X2": 0.408, "Y2": 0.82884, "X3": 0.408, "Y3": 0.83942, "X4": 0.349, "Y4": 0.83942, "page": 0}, {"Word": "296.5", "Confidence": 0.786, "X1": 0.588, "Y1": 0.82904, "X2": 0.623, "Y2": 0.82884, "X3": 0.623, "Y3": 0.83942, "X4": 0.588, "Y4": 0.83942, "page": 0}, {"Word": "38", "Confidence": 0.995, "X1": 0.052, "Y1": 0.83982, "X2": 0.064, "Y2": 0.83962, "X3": 0.063, "Y3": 0.8529, "X4": 0.051, "Y4": 0.8529, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.223, "Y1": 0.84252, "X2": 0.285, "Y2": 0.84232, "X3": 0.285, "Y3": 0.85425, "X4": 0.223, "Y4": 0.85425, "page": 0}, {"Word": "10:52", "Confidence": 0.991, "X1": 0.297, "Y1": 0.84252, "X2": 0.334, "Y2": 0.84232, "X3": 0.334, "Y3": 0.85425, "X4": 0.297, "Y4": 0.85425, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.699, "X1": 0.347, "Y1": 0.84387, "X2": 0.408, "Y2": 0.84367, "X3": 0.408, "Y3": 0.8556, "X4": 0.347, "Y4": 0.85425, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.43, "Y1": 0.84252, "X2": 0.464, "Y2": 0.84232, "X3": 0.463, "Y3": 0.85694, "X4": 0.43, "Y4": 0.8556, "page": 0}, {"Word": "304.7", "Confidence": 0.677, "X1": 0.587, "Y1": 0.84252, "X2": 0.622, "Y2": 0.84232, "X3": 0.622, "Y3": 0.8556, "X4": 0.587, "Y4": 0.8556, "page": 0}, {"Word": "52194 4632", "Confidence": 0.993, "X1": 0.169, "Y1": 0.97998, "X2": 0.075, "Y2": 0.97978, "X3": 0.074, "Y3": 0.95802, "X4": 0.169, "Y4": 0.95802, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.654, "X1": 0.042, "Y1": 0.09724, "X2": 0.082, "Y2": 0.09704, "X3": 0.082, "Y3": 0.11166, "X4": 0.042, "Y4": 0.11166, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.941, "X1": 0.089, "Y1": 0.09724, "X2": 0.137, "Y2": 0.09704, "X3": 0.136, "Y3": 0.11031, "X4": 0.089, "Y4": 0.11166, "page": 0, "Index": 1}, {"Word": "RAW", "Confidence": 0.977, "X1": 0.35, "Y1": 0.09858, "X2": 0.371, "Y2": 0.09838, "X3": 0.371, "Y3": 0.11436, "X4": 0.35, "Y4": 0.11436, "page": 0, "Index": 2}, {"Word": "DATA", "Confidence": 0.984, "X1": 0.378, "Y1": 0.09858, "X2": 0.406, "Y2": 0.09838, "X3": 0.406, "Y3": 0.11436, "X4": 0.378, "Y4": 0.11436, "page": 0, "Index": 3}, {"Word": "LISTING", "Confidence": 0.994, "X1": 0.412, "Y1": 0.09858, "X2": 0.46, "Y2": 0.09838, "X3": 0.46, "Y3": 0.11436, "X4": 0.412, "Y4": 0.11436, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.995, "X1": 0.467, "Y1": 0.09858, "X2": 0.481, "Y2": 0.09838, "X3": 0.481, "Y3": 0.11436, "X4": 0.467, "Y4": 0.11436, "page": 0, "Index": 5}, {"Word": "SMALL", "Confidence": 0.627, "X1": 0.488, "Y1": 0.09858, "X2": 0.522, "Y2": 0.09838, "X3": 0.522, "Y3": 0.11436, "X4": 0.488, "Y4": 0.11436, "page": 0, "Index": 6}, {"Word": "ANIMAL", "Confidence": 0.549, "X1": 0.53, "Y1": 0.09858, "X2": 0.571, "Y2": 0.09838, "X3": 0.571, "Y3": 0.11436, "X4": 0.53, "Y4": 0.11436, "page": 0, "Index": 7}, {"Word": "BODY", "Confidence": 0.667, "X1": 0.577, "Y1": 0.09858, "X2": 0.605, "Y2": 0.09838, "X3": 0.605, "Y3": 0.11436, "X4": 0.577, "Y4": 0.11436, "page": 0, "Index": 8}, {"Word": "WEIGHTS", "Confidence": 0.933, "X1": 0.611, "Y1": 0.09993, "X2": 0.66, "Y2": 0.09973, "X3": 0.66, "Y3": 0.1157, "X4": 0.611, "Y4": 0.11436, "page": 0, "Index": 9}, {"Word": "(GMS)", "Confidence": 0.613, "X1": 0.667, "Y1": 0.09993, "X2": 0.702, "Y2": 0.09973, "X3": 0.702, "Y3": 0.1157, "X4": 0.667, "Y4": 0.1157, "page": 0, "Index": 10}, {"Word": "PRINTED:", "Confidence": 0.951, "X1": 0.82, "Y1": 0.10128, "X2": 0.875, "Y2": 0.10108, "X3": 0.874, "Y3": 0.11436, "X4": 0.819, "Y4": 0.11436, "page": 0, "Index": 11}, {"Word": "05-807-90", "Confidence": 0.379, "X1": 0.88, "Y1": 0.10128, "X2": 0.942, "Y2": 0.10108, "X3": 0.941, "Y3": 0.1157, "X4": 0.88, "Y4": 0.11436, "page": 0, "Index": 12}, {"Word": "TOXICOLOGY", "Confidence": 0.628, "X1": 0.042, "Y1": 0.11341, "X2": 0.109, "Y2": 0.11321, "X3": 0.109, "Y3": 0.12648, "X4": 0.042, "Y4": 0.12648, "page": 0, "Index": 13}, {"Word": "RESEARCH", "Confidence": 0.745, "X1": 0.115, "Y1": 0.11206, "X2": 0.171, "Y2": 0.11186, "X3": 0.171, "Y3": 0.12648, "X4": 0.115, "Y4": 0.12648, "page": 0, "Index": 14}, {"Word": "DIVISION", "Confidence": 0.834, "X1": 0.178, "Y1": 0.11206, "X2": 0.233, "Y2": 0.11186, "X3": 0.234, "Y3": 0.12783, "X4": 0.178, "Y4": 0.12648, "page": 0, "Index": 15}, {"Word": "number:", "Confidence": 0.651, "X1": 0.494, "Y1": 0.11476, "X2": 0.545, "Y2": 0.11456, "X3": 0.544, "Y3": 0.12783, "X4": 0.494, "Y4": 0.12918, "page": 0, "Index": 16}, {"Word": "TOX-035", "Confidence": 0.649, "X1": 0.551, "Y1": 0.11476, "X2": 0.599, "Y2": 0.11456, "X3": 0.598, "Y3": 0.12783, "X4": 0.55, "Y4": 0.12783, "page": 0, "Index": 17}, {"Word": "Study", "Confidence": 0.996, "X1": 0.454, "Y1": 0.11341, "X2": 0.488, "Y2": 0.11321, "X3": 0.487, "Y3": 0.12918, "X4": 0.454, "Y4": 0.12918, "page": 0, "Index": 18}, {"Word": "Page:", "Confidence": 0.612, "X1": 0.833, "Y1": 0.1188, "X2": 0.866, "Y2": 0.1186, "X3": 0.866, "Y3": 0.13053, "X4": 0.833, "Y4": 0.12918, "page": 0, "Index": 19}, {"Word": "1", "Confidence": 0.682, "X1": 0.874, "Y1": 0.1188, "X2": 0.879, "Y2": 0.1186, "X3": 0.879, "Y3": 0.13053, "X4": 0.874, "Y4": 0.13053, "page": 0, "Index": 20}, {"Word": "Building", "Confidence": 0.96, "X1": 0.042, "Y1": 0.12688, "X2": 0.095, "Y2": 0.12668, "X3": 0.094, "Y3": 0.14131, "X4": 0.042, "Y4": 0.13996, "page": 0, "Index": 21}, {"Word": "630/2", "Confidence": 0.996, "X1": 0.102, "Y1": 0.12823, "X2": 0.137, "Y2": 0.12803, "X3": 0.137, "Y3": 0.14131, "X4": 0.102, "Y4": 0.14131, "page": 0, "Index": 22}, {"Word": "RAT/SPRAGUE-DAMLEY", "Confidence": 0.199, "X1": 0.042, "Y1": 0.14306, "X2": 0.164, "Y2": 0.14286, "X3": 0.164, "Y3": 0.15479, "X4": 0.041, "Y4": 0.15613, "page": 0, "Index": 23}, {"Word": "Study", "Confidence": 0.776, "X1": 0.433, "Y1": 0.14306, "X2": 0.466, "Y2": 0.14286, "X3": 0.466, "Y3": 0.15748, "X4": 0.433, "Y4": 0.15748, "page": 0, "Index": 24}, {"Word": "start", "Confidence": 0.958, "X1": 0.474, "Y1": 0.14306, "X2": 0.508, "Y2": 0.14286, "X3": 0.508, "Y3": 0.15748, "X4": 0.474, "Y4": 0.15748, "page": 0, "Index": 25}, {"Word": "date:", "Confidence": 0.753, "X1": 0.515, "Y1": 0.14306, "X2": 0.551, "Y2": 0.14286, "X3": 0.551, "Y3": 0.15748, "X4": 0.515, "Y4": 0.15748, "page": 0, "Index": 26}, {"Word": "07-Nov-90", "Confidence": 0.607, "X1": 0.557, "Y1": 0.1444, "X2": 0.618, "Y2": 0.1442, "X3": 0.618, "Y3": 0.15748, "X4": 0.556, "Y4": 0.15748, "page": 0, "Index": 27}, {"Word": "ACUTE", "Confidence": 0.995, "X1": 0.744, "Y1": 0.1444, "X2": 0.776, "Y2": 0.1442, "X3": 0.776, "Y3": 0.15883, "X4": 0.743, "Y4": 0.15883, "page": 0, "Index": 28}, {"Word": "TOXICITY/ORAL", "Confidence": 0.867, "X1": 0.784, "Y1": 0.1444, "X2": 0.873, "Y2": 0.1442, "X3": 0.873, "Y3": 0.15883, "X4": 0.784, "Y4": 0.15883, "page": 0, "Index": 29}, {"Word": "LDSO", "Confidence": 0.608, "X1": 0.88, "Y1": 0.1444, "X2": 0.907, "Y2": 0.1442, "X3": 0.907, "Y3": 0.15883, "X4": 0.879, "Y4": 0.15883, "page": 0, "Index": 30}, {"Word": "FESA", "Confidence": 0.509, "X1": 0.913, "Y1": 0.1444, "X2": 0.941, "Y2": 0.1442, "X3": 0.941, "Y3": 0.15883, "X4": 0.913, "Y4": 0.15883, "page": 0, "Index": 31}, {"Word": "DATE", "Confidence": 0.681, "X1": 0.055, "Y1": 0.17136, "X2": 0.08, "Y2": 0.17116, "X3": 0.08, "Y3": 0.18444, "X4": 0.055, "Y4": 0.18444, "page": 0, "Index": 32}, {"Word": "AND", "Confidence": 0.852, "X1": 0.096, "Y1": 0.17136, "X2": 0.115, "Y2": 0.17116, "X3": 0.114, "Y3": 0.18444, "X4": 0.095, "Y4": 0.18444, "page": 0, "Index": 33}, {"Word": "TIME", "Confidence": 0.614, "X1": 0.13, "Y1": 0.17271, "X2": 0.157, "Y2": 0.17251, "X3": 0.156, "Y3": 0.18309, "X4": 0.13, "Y4": 0.18444, "page": 0, "Index": 34}, {"Word": "DATE", "Confidence": 0.958, "X1": 0.186, "Y1": 0.17136, "X2": 0.212, "Y2": 0.17116, "X3": 0.211, "Y3": 0.18444, "X4": 0.185, "Y4": 0.18444, "page": 0, "Index": 35}, {"Word": "DATA", "Confidence": 0.989, "X1": 0.219, "Y1": 0.17136, "X2": 0.246, "Y2": 0.17116, "X3": 0.246, "Y3": 0.18578, "X4": 0.219, "Y4": 0.18444, "page": 0, "Index": 36}, {"Word": "DAY/WEEK", "Confidence": 0.609, "X1": 0.26, "Y1": 0.17136, "X2": 0.316, "Y2": 0.17116, "X3": 0.316, "Y3": 0.18444, "X4": 0.26, "Y4": 0.18444, "page": 0, "Index": 37}, {"Word": "OPER.", "Confidence": 0.624, "X1": 0.338, "Y1": 0.17405, "X2": 0.371, "Y2": 0.17385, "X3": 0.371, "Y3": 0.18713, "X4": 0.338, "Y4": 0.18578, "page": 0, "Index": 38}, {"Word": "1ST", "Confidence": 0.653, "X1": 0.392, "Y1": 0.17136, "X2": 0.412, "Y2": 0.17116, "X3": 0.412, "Y3": 0.18578, "X4": 0.392, "Y4": 0.18578, "page": 0, "Index": 39}, {"Word": "CALIBR", "Confidence": 0.716, "X1": 0.419, "Y1": 0.17136, "X2": 0.46, "Y2": 0.17116, "X3": 0.46, "Y3": 0.18578, "X4": 0.418, "Y4": 0.18578, "page": 0, "Index": 40}, {"Word": "2ND", "Confidence": 0.684, "X1": 0.483, "Y1": 0.17271, "X2": 0.501, "Y2": 0.17251, "X3": 0.5, "Y3": 0.18578, "X4": 0.482, "Y4": 0.18578, "page": 0, "Index": 41}, {"Word": "CALIBR", "Confidence": 0.666, "X1": 0.508, "Y1": 0.17271, "X2": 0.549, "Y2": 0.17251, "X3": 0.549, "Y3": 0.18578, "X4": 0.507, "Y4": 0.18578, "page": 0, "Index": 42}, {"Word": "3RD", "Confidence": 0.803, "X1": 0.572, "Y1": 0.17136, "X2": 0.59, "Y2": 0.17116, "X3": 0.59, "Y3": 0.18578, "X4": 0.572, "Y4": 0.18578, "page": 0, "Index": 43}, {"Word": "CALIBR", "Confidence": 0.62, "X1": 0.598, "Y1": 0.17271, "X2": 0.638, "Y2": 0.17251, "X3": 0.638, "Y3": 0.18578, "X4": 0.598, "Y4": 0.18578, "page": 0, "Index": 44}, {"Word": "DATA", "Confidence": 0.994, "X1": 0.056, "Y1": 0.18484, "X2": 0.081, "Y2": 0.18464, "X3": 0.08, "Y3": 0.19791, "X4": 0.056, "Y4": 0.19791, "page": 0, "Index": 45}, {"Word": "WAS", "Confidence": 0.939, "X1": 0.088, "Y1": 0.18484, "X2": 0.108, "Y2": 0.18464, "X3": 0.108, "Y3": 0.19791, "X4": 0.087, "Y4": 0.19791, "page": 0, "Index": 46}, {"Word": "ENTERED", "Confidence": 0.965, "X1": 0.115, "Y1": 0.18618, "X2": 0.164, "Y2": 0.18598, "X3": 0.163, "Y3": 0.19791, "X4": 0.114, "Y4": 0.19791, "page": 0, "Index": 47}, {"Word": "TAKEN", "Confidence": 0.711, "X1": 0.202, "Y1": 0.18618, "X2": 0.232, "Y2": 0.18598, "X3": 0.232, "Y3": 0.19791, "X4": 0.201, "Y4": 0.19791, "page": 0, "Index": 48}, {"Word": ".", "Confidence": 0.821, "X1": 0.353, "Y1": 0.18484, "X2": 0.358, "Y2": 0.18464, "X3": 0.358, "Y3": 0.19657, "X4": 0.352, "Y4": 0.19657, "page": 0, "Index": 49}, {"Word": "OF", "Confidence": 0.901, "X1": 0.262, "Y1": 0.18618, "X2": 0.273, "Y2": 0.18598, "X3": 0.273, "Y3": 0.19926, "X4": 0.262, "Y4": 0.19791, "page": 0, "Index": 50}, {"Word": "STUDY", "Confidence": 0.65, "X1": 0.281, "Y1": 0.18484, "X2": 0.315, "Y2": 0.18464, "X3": 0.315, "Y3": 0.19926, "X4": 0.281, "Y4": 0.19926, "page": 0, "Index": 51}, {"Word": "WEIGHT", "Confidence": 0.652, "X1": 0.407, "Y1": 0.18618, "X2": 0.446, "Y2": 0.18598, "X3": 0.445, "Y3": 0.19926, "X4": 0.407, "Y4": 0.19926, "page": 0, "Index": 52}, {"Word": "WEIGHT", "Confidence": 0.619, "X1": 0.494, "Y1": 0.18753, "X2": 0.536, "Y2": 0.18733, "X3": 0.536, "Y3": 0.19926, "X4": 0.494, "Y4": 0.19926, "page": 0, "Index": 53}, {"Word": "WEIGHT", "Confidence": 0.603, "X1": 0.585, "Y1": 0.18753, "X2": 0.625, "Y2": 0.18733, "X3": 0.625, "Y3": 0.20061, "X4": 0.585, "Y4": 0.19926, "page": 0, "Index": 54}, {"Word": "BALANCE", "Confidence": 0.633, "X1": 0.653, "Y1": 0.18618, "X2": 0.7, "Y2": 0.18598, "X3": 0.7, "Y3": 0.20061, "X4": 0.653, "Y4": 0.20061, "page": 0, "Index": 55}, {"Word": "&", "Confidence": 0.256, "X1": 0.707, "Y1": 0.18618, "X2": 0.714, "Y2": 0.18598, "X3": 0.713, "Y3": 0.20061, "X4": 0.707, "Y4": 0.20061, "page": 0, "Index": 56}, {"Word": "WEIGHT", "Confidence": 0.757, "X1": 0.721, "Y1": 0.18753, "X2": 0.763, "Y2": 0.18733, "X3": 0.763, "Y3": 0.20061, "X4": 0.721, "Y4": 0.20061, "page": 0, "Index": 57}, {"Word": "IDENTIFICATION", "Confidence": 0.738, "X1": 0.771, "Y1": 0.18753, "X2": 0.865, "Y2": 0.18733, "X3": 0.864, "Y3": 0.20196, "X4": 0.77, "Y4": 0.20061, "page": 0, "Index": 58}, {"Word": "--", "Confidence": 0.798, "X1": 0.421, "Y1": 0.20236, "X2": 0.438, "Y2": 0.20216, "X3": 0.438, "Y3": 0.21274, "X4": 0.421, "Y4": 0.21274, "page": 0, "Index": 59}, {"Word": "05-Nov-90", "Confidence": 0.454, "X1": 0.056, "Y1": 0.21449, "X2": 0.115, "Y2": 0.21429, "X3": 0.114, "Y3": 0.22756, "X4": 0.056, "Y4": 0.22622, "page": 0, "Index": 60}, {"Word": "10:24", "Confidence": 0.981, "X1": 0.13, "Y1": 0.21583, "X2": 0.164, "Y2": 0.21563, "X3": 0.164, "Y3": 0.22756, "X4": 0.13, "Y4": 0.22622, "page": 0, "Index": 61}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.186, "Y1": 0.21449, "X2": 0.246, "Y2": 0.21429, "X3": 0.246, "Y3": 0.22756, "X4": 0.185, "Y4": 0.22622, "page": 0, "Index": 62}, {"Word": "100.00", "Confidence": 0.991, "X1": 0.406, "Y1": 0.21449, "X2": 0.446, "Y2": 0.21429, "X3": 0.446, "Y3": 0.22756, "X4": 0.406, "Y4": 0.22756, "page": 0, "Index": 63}, {"Word": "500.10", "Confidence": 0.995, "X1": 0.496, "Y1": 0.21449, "X2": 0.536, "Y2": 0.21429, "X3": 0.536, "Y3": 0.22756, "X4": 0.497, "Y4": 0.22756, "page": 0, "Index": 64}, {"Word": "1000.1", "Confidence": 0.996, "X1": 0.586, "Y1": 0.21583, "X2": 0.625, "Y2": 0.21563, "X3": 0.624, "Y3": 0.22891, "X4": 0.586, "Y4": 0.22756, "page": 0, "Index": 65}, {"Word": "05-Nov-90", "Confidence": 0.834, "X1": 0.055, "Y1": 0.22796, "X2": 0.115, "Y2": 0.22776, "X3": 0.115, "Y3": 0.24239, "X4": 0.054, "Y4": 0.24239, "page": 0, "Index": 66}, {"Word": "11:31", "Confidence": 0.656, "X1": 0.132, "Y1": 0.22796, "X2": 0.164, "Y2": 0.22776, "X3": 0.164, "Y3": 0.24239, "X4": 0.132, "Y4": 0.24104, "page": 0, "Index": 67}, {"Word": "05-10\u00a5-90", "Confidence": 0.333, "X1": 0.186, "Y1": 0.22931, "X2": 0.246, "Y2": 0.22911, "X3": 0.245, "Y3": 0.24239, "X4": 0.186, "Y4": 0.24104, "page": 0, "Index": 68}, {"Word": "100.00", "Confidence": 0.951, "X1": 0.405, "Y1": 0.23066, "X2": 0.445, "Y2": 0.23046, "X3": 0.445, "Y3": 0.24374, "X4": 0.405, "Y4": 0.24374, "page": 0, "Index": 69}, {"Word": "500.00", "Confidence": 0.933, "X1": 0.495, "Y1": 0.23066, "X2": 0.536, "Y2": 0.23046, "X3": 0.536, "Y3": 0.24374, "X4": 0.495, "Y4": 0.24374, "page": 0, "Index": 70}, {"Word": "1000.1", "Confidence": 0.993, "X1": 0.585, "Y1": 0.23066, "X2": 0.624, "Y2": 0.23046, "X3": 0.624, "Y3": 0.24508, "X4": 0.585, "Y4": 0.24374, "page": 0, "Index": 71}, {"Word": "PM2000RAT84", "Confidence": 0.612, "X1": 0.673, "Y1": 0.23066, "X2": 0.749, "Y2": 0.23046, "X3": 0.749, "Y3": 0.24508, "X4": 0.673, "Y4": 0.24508, "page": 0, "Index": 72}, {"Word": "CAGE", "Confidence": 0.988, "X1": 0.048, "Y1": 0.25896, "X2": 0.074, "Y2": 0.25876, "X3": 0.074, "Y3": 0.27204, "X4": 0.048, "Y4": 0.27204, "page": 0, "Index": 73}, {"Word": "ANIMAL", "Confidence": 0.605, "X1": 0.088, "Y1": 0.25896, "X2": 0.127, "Y2": 0.25876, "X3": 0.127, "Y3": 0.27069, "X4": 0.088, "Y4": 0.27069, "page": 0, "Index": 74}, {"Word": "GROUP/", "Confidence": 0.856, "X1": 0.171, "Y1": 0.25761, "X2": 0.212, "Y2": 0.25741, "X3": 0.211, "Y3": 0.27204, "X4": 0.17, "Y4": 0.27069, "page": 0, "Index": 75}, {"Word": "DATE", "Confidence": 0.991, "X1": 0.226, "Y1": 0.25896, "X2": 0.253, "Y2": 0.25876, "X3": 0.252, "Y3": 0.27338, "X4": 0.225, "Y4": 0.27338, "page": 0, "Index": 76}, {"Word": "AND", "Confidence": 0.76, "X1": 0.267, "Y1": 0.25896, "X2": 0.287, "Y2": 0.25876, "X3": 0.287, "Y3": 0.27338, "X4": 0.266, "Y4": 0.27338, "page": 0, "Index": 77}, {"Word": "TIME", "Confidence": 0.756, "X1": 0.301, "Y1": 0.25896, "X2": 0.329, "Y2": 0.25876, "X3": 0.329, "Y3": 0.27204, "X4": 0.301, "Y4": 0.27338, "page": 0, "Index": 78}, {"Word": "DAT/WEEK", "Confidence": 0.681, "X1": 0.42, "Y1": 0.25896, "X2": 0.472, "Y2": 0.25876, "X3": 0.472, "Y3": 0.27338, "X4": 0.419, "Y4": 0.27338, "page": 0, "Index": 79}, {"Word": "OPER.", "Confidence": 0.993, "X1": 0.479, "Y1": 0.25896, "X2": 0.515, "Y2": 0.25876, "X3": 0.515, "Y3": 0.27338, "X4": 0.479, "Y4": 0.27338, "page": 0, "Index": 80}, {"Word": "PREVIOUS", "Confidence": 0.993, "X1": 0.521, "Y1": 0.25896, "X2": 0.576, "Y2": 0.25876, "X3": 0.576, "Y3": 0.27338, "X4": 0.521, "Y4": 0.27338, "page": 0, "Index": 81}, {"Word": "CURRENT", "Confidence": 0.847, "X1": 0.583, "Y1": 0.26031, "X2": 0.631, "Y2": 0.26011, "X3": 0.632, "Y3": 0.27338, "X4": 0.583, "Y4": 0.27338, "page": 0, "Index": 82}, {"Word": "#", "Confidence": 0.623, "X1": 0.652, "Y1": 0.26031, "X2": 0.658, "Y2": 0.26011, "X3": 0.658, "Y3": 0.27338, "X4": 0.653, "Y4": 0.27338, "page": 0, "Index": 83}, {"Word": "AVG", "Confidence": 0.955, "X1": 0.671, "Y1": 0.26166, "X2": 0.692, "Y2": 0.26146, "X3": 0.692, "Y3": 0.27338, "X4": 0.672, "Y4": 0.27338, "page": 0, "Index": 84}, {"Word": "GAIN", "Confidence": 0.637, "X1": 0.699, "Y1": 0.26166, "X2": 0.727, "Y2": 0.26146, "X3": 0.726, "Y3": 0.27338, "X4": 0.699, "Y4": 0.27338, "page": 0, "Index": 85}, {"Word": "NUMBER", "Confidence": 0.651, "X1": 0.088, "Y1": 0.27244, "X2": 0.128, "Y2": 0.27224, "X3": 0.128, "Y3": 0.28551, "X4": 0.088, "Y4": 0.28551, "page": 0, "Index": 86}, {"Word": "SEX", "Confidence": 0.998, "X1": 0.135, "Y1": 0.27244, "X2": 0.155, "Y2": 0.27224, "X3": 0.155, "Y3": 0.28686, "X4": 0.135, "Y4": 0.28551, "page": 0, "Index": 87}, {"Word": "SUBGROUP", "Confidence": 0.958, "X1": 0.163, "Y1": 0.27244, "X2": 0.218, "Y2": 0.27224, "X3": 0.218, "Y3": 0.28686, "X4": 0.163, "Y4": 0.28686, "page": 0, "Index": 88}, {"Word": "DATA", "Confidence": 0.988, "X1": 0.226, "Y1": 0.27244, "X2": 0.253, "Y2": 0.27224, "X3": 0.252, "Y3": 0.28686, "X4": 0.225, "Y4": 0.28686, "page": 0, "Index": 89}, {"Word": "WAS", "Confidence": 0.998, "X1": 0.26, "Y1": 0.27378, "X2": 0.28, "Y2": 0.27358, "X3": 0.279, "Y3": 0.28686, "X4": 0.26, "Y4": 0.28686, "page": 0, "Index": 90}, {"Word": "ENTERED", "Confidence": 0.991, "X1": 0.288, "Y1": 0.27378, "X2": 0.335, "Y2": 0.27358, "X3": 0.334, "Y3": 0.28686, "X4": 0.287, "Y4": 0.28686, "page": 0, "Index": 91}, {"Word": "SESSION", "Confidence": 0.991, "X1": 0.357, "Y1": 0.27378, "X2": 0.404, "Y2": 0.27358, "X3": 0.404, "Y3": 0.28551, "X4": 0.357, "Y4": 0.28686, "page": 0, "Index": 92}, {"Word": "OF", "Confidence": 0.958, "X1": 0.418, "Y1": 0.27378, "X2": 0.431, "Y2": 0.27358, "X3": 0.431, "Y3": 0.28686, "X4": 0.419, "Y4": 0.28686, "page": 0, "Index": 93}, {"Word": "STUDY", "Confidence": 0.955, "X1": 0.439, "Y1": 0.27378, "X2": 0.473, "Y2": 0.27358, "X3": 0.473, "Y3": 0.28686, "X4": 0.439, "Y4": 0.28686, "page": 0, "Index": 94}, {"Word": ".", "Confidence": 0.827, "X1": 0.497, "Y1": 0.27378, "X2": 0.504, "Y2": 0.27358, "X3": 0.503, "Y3": 0.28686, "X4": 0.497, "Y4": 0.28686, "page": 0, "Index": 95}, {"Word": "WEIGHT", "Confidence": 0.666, "X1": 0.528, "Y1": 0.27378, "X2": 0.57, "Y2": 0.27358, "X3": 0.569, "Y3": 0.28686, "X4": 0.528, "Y4": 0.28821, "page": 0, "Index": 96}, {"Word": "WEIGHT", "Confidence": 0.606, "X1": 0.583, "Y1": 0.27513, "X2": 0.625, "Y2": 0.27493, "X3": 0.624, "Y3": 0.28821, "X4": 0.583, "Y4": 0.28821, "page": 0, "Index": 97}, {"Word": "DAYS", "Confidence": 0.78, "X1": 0.638, "Y1": 0.27513, "X2": 0.665, "Y2": 0.27493, "X3": 0.665, "Y3": 0.28821, "X4": 0.638, "Y4": 0.28686, "page": 0, "Index": 98}, {"Word": "PER", "Confidence": 0.998, "X1": 0.671, "Y1": 0.27513, "X2": 0.692, "Y2": 0.27493, "X3": 0.692, "Y3": 0.28821, "X4": 0.671, "Y4": 0.28821, "page": 0, "Index": 99}, {"Word": "DAT", "Confidence": 0.96, "X1": 0.7, "Y1": 0.27513, "X2": 0.721, "Y2": 0.27493, "X3": 0.721, "Y3": 0.28821, "X4": 0.699, "Y4": 0.28821, "page": 0, "Index": 100}, {"Word": "COMMENT", "Confidence": 0.828, "X1": 0.734, "Y1": 0.27513, "X2": 0.784, "Y2": 0.27493, "X3": 0.783, "Y3": 0.28821, "X4": 0.734, "Y4": 0.28821, "page": 0, "Index": 101}, {"Word": "-", "Confidence": 0.661, "X1": 0.55, "Y1": 0.29131, "X2": 0.554, "Y2": 0.29111, "X3": 0.554, "Y3": 0.30034, "X4": 0.55, "Y4": 0.29899, "page": 0, "Index": 102}, {"Word": "1", "Confidence": 0.995, "X1": 0.062, "Y1": 0.30209, "X2": 0.068, "Y2": 0.30189, "X3": 0.068, "Y3": 0.31382, "X4": 0.062, "Y4": 0.31382, "page": 0, "Index": 103}, {"Word": "1", "Confidence": 0.994, "X1": 0.121, "Y1": 0.29939, "X2": 0.128, "Y2": 0.29919, "X3": 0.13, "Y3": 0.31651, "X4": 0.122, "Y4": 0.31786, "page": 0, "Index": 104}, {"Word": "-/1", "Confidence": 0.921, "X1": 0.183, "Y1": 0.30074, "X2": 0.204, "Y2": 0.30054, "X3": 0.205, "Y3": 0.31516, "X4": 0.184, "Y4": 0.31786, "page": 0, "Index": 105}, {"Word": "05-507-90", "Confidence": 0.604, "X1": 0.226, "Y1": 0.30209, "X2": 0.286, "Y2": 0.30189, "X3": 0.286, "Y3": 0.31516, "X4": 0.226, "Y4": 0.31382, "page": 0, "Index": 106}, {"Word": "10:28", "Confidence": 0.994, "X1": 0.302, "Y1": 0.30209, "X2": 0.335, "Y2": 0.30189, "X3": 0.335, "Y3": 0.31516, "X4": 0.301, "Y4": 0.31516, "page": 0, "Index": 107}, {"Word": "05-Nov-90", "Confidence": 0.627, "X1": 0.351, "Y1": 0.30343, "X2": 0.411, "Y2": 0.30323, "X3": 0.411, "Y3": 0.31516, "X4": 0.351, "Y4": 0.31382, "page": 0, "Index": 108}, {"Word": "-2/-1", "Confidence": 0.997, "X1": 0.431, "Y1": 0.30343, "X2": 0.466, "Y2": 0.30323, "X3": 0.466, "Y3": 0.31786, "X4": 0.431, "Y4": 0.31786, "page": 0, "Index": 109}, {"Word": "43", "Confidence": 0.998, "X1": 0.488, "Y1": 0.30343, "X2": 0.501, "Y2": 0.30323, "X3": 0.501, "Y3": 0.31651, "X4": 0.488, "Y4": 0.31651, "page": 0, "Index": 110}, {"Word": "343.9", "Confidence": 0.997, "X1": 0.592, "Y1": 0.30478, "X2": 0.624, "Y2": 0.30458, "X3": 0.623, "Y3": 0.31651, "X4": 0.591, "Y4": 0.31651, "page": 0, "Index": 111}, {"Word": "2", "Confidence": 0.991, "X1": 0.062, "Y1": 0.31691, "X2": 0.067, "Y2": 0.31671, "X3": 0.067, "Y3": 0.32729, "X4": 0.062, "Y4": 0.32729, "page": 0, "Index": 112}, {"Word": "2", "Confidence": 0.995, "X1": 0.122, "Y1": 0.31556, "X2": 0.128, "Y2": 0.31536, "X3": 0.129, "Y3": 0.32864, "X4": 0.123, "Y4": 0.32999, "page": 0, "Index": 113}, {"Word": "-11", "Confidence": 0.255, "X1": 0.185, "Y1": 0.31691, "X2": 0.204, "Y2": 0.31671, "X3": 0.203, "Y3": 0.33268, "X4": 0.184, "Y4": 0.32999, "page": 0, "Index": 114}, {"Word": "05-Nov-90", "Confidence": 0.385, "X1": 0.226, "Y1": 0.31826, "X2": 0.286, "Y2": 0.31806, "X3": 0.285, "Y3": 0.32999, "X4": 0.225, "Y4": 0.32864, "page": 0, "Index": 115}, {"Word": "10:29", "Confidence": 0.975, "X1": 0.302, "Y1": 0.31826, "X2": 0.335, "Y2": 0.31806, "X3": 0.334, "Y3": 0.32999, "X4": 0.302, "Y4": 0.32864, "page": 0, "Index": 116}, {"Word": "05-Nov-90", "Confidence": 0.847, "X1": 0.351, "Y1": 0.31826, "X2": 0.41, "Y2": 0.31806, "X3": 0.41, "Y3": 0.32864, "X4": 0.351, "Y4": 0.32999, "page": 0, "Index": 117}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.433, "Y1": 0.31826, "X2": 0.465, "Y2": 0.31806, "X3": 0.464, "Y3": 0.32999, "X4": 0.432, "Y4": 0.32999, "page": 0, "Index": 118}, {"Word": "43", "Confidence": 0.991, "X1": 0.487, "Y1": 0.31422, "X2": 0.501, "Y2": 0.31402, "X3": 0.502, "Y3": 0.32999, "X4": 0.488, "Y4": 0.32999, "page": 0, "Index": 119}, {"Word": "254.1", "Confidence": 0.994, "X1": 0.591, "Y1": 0.31961, "X2": 0.623, "Y2": 0.31941, "X3": 0.622, "Y3": 0.33134, "X4": 0.591, "Y4": 0.32999, "page": 0, "Index": 120}, {"Word": "3", "Confidence": 0.772, "X1": 0.125, "Y1": 0.32904, "X2": 0.132, "Y2": 0.32884, "X3": 0.132, "Y3": 0.34212, "X4": 0.125, "Y4": 0.34347, "page": 0, "Index": 121}, {"Word": "05-NOV-90", "Confidence": 0.633, "X1": 0.226, "Y1": 0.33174, "X2": 0.286, "Y2": 0.33154, "X3": 0.286, "Y3": 0.34481, "X4": 0.226, "Y4": 0.34347, "page": 0, "Index": 122}, {"Word": "10:31", "Confidence": 0.935, "X1": 0.301, "Y1": 0.33308, "X2": 0.335, "Y2": 0.33288, "X3": 0.334, "Y3": 0.34616, "X4": 0.301, "Y4": 0.34347, "page": 0, "Index": 123}, {"Word": "05-Nov-90", "Confidence": 0.664, "X1": 0.35, "Y1": 0.33308, "X2": 0.41, "Y2": 0.33288, "X3": 0.409, "Y3": 0.34481, "X4": 0.35, "Y4": 0.34481, "page": 0, "Index": 124}, {"Word": "-2/-1", "Confidence": 0.901, "X1": 0.433, "Y1": 0.33308, "X2": 0.465, "Y2": 0.33288, "X3": 0.465, "Y3": 0.34616, "X4": 0.432, "Y4": 0.34481, "page": 0, "Index": 125}, {"Word": "43", "Confidence": 0.993, "X1": 0.487, "Y1": 0.33174, "X2": 0.5, "Y2": 0.33154, "X3": 0.501, "Y3": 0.34616, "X4": 0.487, "Y4": 0.34616, "page": 0, "Index": 126}, {"Word": "312.5", "Confidence": 0.981, "X1": 0.592, "Y1": 0.33443, "X2": 0.623, "Y2": 0.33423, "X3": 0.623, "Y3": 0.34616, "X4": 0.591, "Y4": 0.34481, "page": 0, "Index": 127}, {"Word": "M", "Confidence": 0.896, "X1": 0.142, "Y1": 0.34656, "X2": 0.147, "Y2": 0.34636, "X3": 0.147, "Y3": 0.35829, "X4": 0.142, "Y4": 0.35829, "page": 0, "Index": 128}, {"Word": "-/1", "Confidence": 0.643, "X1": 0.184, "Y1": 0.34791, "X2": 0.205, "Y2": 0.34771, "X3": 0.205, "Y3": 0.36099, "X4": 0.184, "Y4": 0.36099, "page": 0, "Index": 129}, {"Word": "05-Nov-90", "Confidence": 0.307, "X1": 0.227, "Y1": 0.34791, "X2": 0.286, "Y2": 0.34771, "X3": 0.286, "Y3": 0.35829, "X4": 0.227, "Y4": 0.35829, "page": 0, "Index": 130}, {"Word": "10:31", "Confidence": 0.991, "X1": 0.302, "Y1": 0.34656, "X2": 0.334, "Y2": 0.34636, "X3": 0.334, "Y3": 0.35964, "X4": 0.301, "Y4": 0.35829, "page": 0, "Index": 131}, {"Word": "05-Nov-90", "Confidence": 0.955, "X1": 0.351, "Y1": 0.34791, "X2": 0.41, "Y2": 0.34771, "X3": 0.41, "Y3": 0.35829, "X4": 0.35, "Y4": 0.35829, "page": 0, "Index": 132}, {"Word": "-2/-1", "Confidence": 0.913, "X1": 0.432, "Y1": 0.34656, "X2": 0.465, "Y2": 0.34636, "X3": 0.465, "Y3": 0.35964, "X4": 0.431, "Y4": 0.35964, "page": 0, "Index": 133}, {"Word": "43", "Confidence": 0.969, "X1": 0.488, "Y1": 0.34521, "X2": 0.501, "Y2": 0.34501, "X3": 0.501, "Y3": 0.36099, "X4": 0.489, "Y4": 0.36099, "page": 0, "Index": 134}, {"Word": "291.7", "Confidence": 0.991, "X1": 0.592, "Y1": 0.34791, "X2": 0.624, "Y2": 0.34771, "X3": 0.624, "Y3": 0.36099, "X4": 0.591, "Y4": 0.35964, "page": 0, "Index": 135}, {"Word": "5", "Confidence": 0.77, "X1": 0.122, "Y1": 0.36139, "X2": 0.127, "Y2": 0.36119, "X3": 0.127, "Y3": 0.37312, "X4": 0.122, "Y4": 0.37312, "page": 0, "Index": 136}, {"Word": "05-207-90", "Confidence": 0.189, "X1": 0.227, "Y1": 0.36139, "X2": 0.285, "Y2": 0.36119, "X3": 0.285, "Y3": 0.37312, "X4": 0.226, "Y4": 0.37177, "page": 0, "Index": 137}, {"Word": "10:32", "Confidence": 0.997, "X1": 0.302, "Y1": 0.36139, "X2": 0.335, "Y2": 0.36119, "X3": 0.334, "Y3": 0.37312, "X4": 0.301, "Y4": 0.37177, "page": 0, "Index": 138}, {"Word": "05-NOV-90", "Confidence": 0.676, "X1": 0.351, "Y1": 0.36273, "X2": 0.409, "Y2": 0.36253, "X3": 0.408, "Y3": 0.37312, "X4": 0.351, "Y4": 0.37312, "page": 0, "Index": 139}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.432, "Y1": 0.36139, "X2": 0.465, "Y2": 0.36119, "X3": 0.464, "Y3": 0.37446, "X4": 0.431, "Y4": 0.37312, "page": 0, "Index": 140}, {"Word": "43", "Confidence": 0.978, "X1": 0.489, "Y1": 0.36004, "X2": 0.502, "Y2": 0.35984, "X3": 0.502, "Y3": 0.37446, "X4": 0.489, "Y4": 0.37446, "page": 0, "Index": 141}, {"Word": "271.7", "Confidence": 0.994, "X1": 0.591, "Y1": 0.36273, "X2": 0.624, "Y2": 0.36253, "X3": 0.624, "Y3": 0.37446, "X4": 0.591, "Y4": 0.37446, "page": 0, "Index": 142}, {"Word": "5", "Confidence": 0.343, "X1": 0.061, "Y1": 0.37621, "X2": 0.066, "Y2": 0.37601, "X3": 0.066, "Y3": 0.38659, "X4": 0.061, "Y4": 0.38659, "page": 0, "Index": 143}, {"Word": "05-Nov-90", "Confidence": 0.794, "X1": 0.227, "Y1": 0.37756, "X2": 0.285, "Y2": 0.37736, "X3": 0.285, "Y3": 0.38794, "X4": 0.227, "Y4": 0.38659, "page": 0, "Index": 144}, {"Word": "10", "Confidence": 0.998, "X1": 0.302, "Y1": 0.37621, "X2": 0.313, "Y2": 0.37601, "X3": 0.312, "Y3": 0.38794, "X4": 0.302, "Y4": 0.38659, "page": 0, "Index": 145}, {"Word": ":33", "Confidence": 0.838, "X1": 0.317, "Y1": 0.37621, "X2": 0.334, "Y2": 0.37601, "X3": 0.334, "Y3": 0.38794, "X4": 0.316, "Y4": 0.38794, "page": 0, "Index": 146}, {"Word": "05-Nov-90", "Confidence": 0.625, "X1": 0.351, "Y1": 0.37756, "X2": 0.409, "Y2": 0.37736, "X3": 0.409, "Y3": 0.38794, "X4": 0.351, "Y4": 0.38794, "page": 0, "Index": 147}, {"Word": "43", "Confidence": 0.986, "X1": 0.488, "Y1": 0.37352, "X2": 0.501, "Y2": 0.37332, "X3": 0.502, "Y3": 0.38794, "X4": 0.489, "Y4": 0.38929, "page": 0, "Index": 148}, {"Word": "-/1", "Confidence": 0.806, "X1": 0.184, "Y1": 0.37486, "X2": 0.205, "Y2": 0.37466, "X3": 0.205, "Y3": 0.38929, "X4": 0.184, "Y4": 0.38929, "page": 0, "Index": 149}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.432, "Y1": 0.37621, "X2": 0.464, "Y2": 0.37601, "X3": 0.464, "Y3": 0.38929, "X4": 0.431, "Y4": 0.38794, "page": 0, "Index": 150}, {"Word": "312.5", "Confidence": 0.991, "X1": 0.592, "Y1": 0.37756, "X2": 0.622, "Y2": 0.37736, "X3": 0.622, "Y3": 0.39064, "X4": 0.592, "Y4": 0.38929, "page": 0, "Index": 151}, {"Word": "7", "Confidence": 0.991, "X1": 0.062, "Y1": 0.38834, "X2": 0.067, "Y2": 0.38814, "X3": 0.067, "Y3": 0.40007, "X4": 0.062, "Y4": 0.40007, "page": 0, "Index": 152}, {"Word": "7", "Confidence": 0.995, "X1": 0.123, "Y1": 0.38969, "X2": 0.128, "Y2": 0.38949, "X3": 0.128, "Y3": 0.40142, "X4": 0.123, "Y4": 0.40142, "page": 0, "Index": 153}, {"Word": "-/1", "Confidence": 0.969, "X1": 0.184, "Y1": 0.38969, "X2": 0.204, "Y2": 0.38949, "X3": 0.205, "Y3": 0.40411, "X4": 0.184, "Y4": 0.40546, "page": 0, "Index": 154}, {"Word": "05-Nov-90", "Confidence": 0.642, "X1": 0.226, "Y1": 0.39238, "X2": 0.285, "Y2": 0.39218, "X3": 0.285, "Y3": 0.40276, "X4": 0.226, "Y4": 0.40142, "page": 0, "Index": 155}, {"Word": "10:33", "Confidence": 0.955, "X1": 0.302, "Y1": 0.39104, "X2": 0.333, "Y2": 0.39084, "X3": 0.333, "Y3": 0.40142, "X4": 0.302, "Y4": 0.40007, "page": 0, "Index": 156}, {"Word": "05-Nov-90", "Confidence": 0.605, "X1": 0.352, "Y1": 0.39238, "X2": 0.41, "Y2": 0.39218, "X3": 0.409, "Y3": 0.40142, "X4": 0.352, "Y4": 0.40142, "page": 0, "Index": 157}, {"Word": "-2/-1", "Confidence": 0.882, "X1": 0.431, "Y1": 0.39104, "X2": 0.464, "Y2": 0.39084, "X3": 0.464, "Y3": 0.40411, "X4": 0.43, "Y4": 0.40142, "page": 0, "Index": 158}, {"Word": "43", "Confidence": 0.98, "X1": 0.488, "Y1": 0.38834, "X2": 0.501, "Y2": 0.38814, "X3": 0.502, "Y3": 0.40276, "X4": 0.489, "Y4": 0.40276, "page": 0, "Index": 159}, {"Word": "342.9", "Confidence": 0.972, "X1": 0.591, "Y1": 0.39238, "X2": 0.622, "Y2": 0.39218, "X3": 0.623, "Y3": 0.40411, "X4": 0.591, "Y4": 0.40276, "page": 0, "Index": 160}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.227, "Y1": 0.40586, "X2": 0.285, "Y2": 0.40566, "X3": 0.285, "Y3": 0.41759, "X4": 0.227, "Y4": 0.41624, "page": 0, "Index": 161}, {"Word": "10:34", "Confidence": 0.784, "X1": 0.302, "Y1": 0.40586, "X2": 0.334, "Y2": 0.40566, "X3": 0.334, "Y3": 0.41624, "X4": 0.302, "Y4": 0.41624, "page": 0, "Index": 162}, {"Word": "05-Nov-90", "Confidence": 0.353, "X1": 0.351, "Y1": 0.40721, "X2": 0.41, "Y2": 0.40701, "X3": 0.409, "Y3": 0.41624, "X4": 0.351, "Y4": 0.41624, "page": 0, "Index": 163}, {"Word": "43", "Confidence": 0.797, "X1": 0.487, "Y1": 0.40316, "X2": 0.499, "Y2": 0.40296, "X3": 0.5, "Y3": 0.41759, "X4": 0.487, "Y4": 0.41759, "page": 0, "Index": 164}, {"Word": "354.8", "Confidence": 0.93, "X1": 0.592, "Y1": 0.40721, "X2": 0.622, "Y2": 0.40701, "X3": 0.623, "Y3": 0.41759, "X4": 0.592, "Y4": 0.41759, "page": 0, "Index": 165}, {"Word": "-2/-1", "Confidence": 0.903, "X1": 0.431, "Y1": 0.40451, "X2": 0.465, "Y2": 0.40431, "X3": 0.464, "Y3": 0.41894, "X4": 0.43, "Y4": 0.41624, "page": 0, "Index": 166}, {"Word": "9", "Confidence": 0.847, "X1": 0.121, "Y1": 0.41799, "X2": 0.126, "Y2": 0.41779, "X3": 0.127, "Y3": 0.42972, "X4": 0.122, "Y4": 0.43107, "page": 0, "Index": 167}, {"Word": "05-Nov-90", "Confidence": 0.674, "X1": 0.227, "Y1": 0.42069, "X2": 0.286, "Y2": 0.42049, "X3": 0.285, "Y3": 0.43241, "X4": 0.227, "Y4": 0.43107, "page": 0, "Index": 168}, {"Word": "10135", "Confidence": 0.624, "X1": 0.302, "Y1": 0.42069, "X2": 0.333, "Y2": 0.42049, "X3": 0.334, "Y3": 0.43241, "X4": 0.302, "Y4": 0.43107, "page": 0, "Index": 169}, {"Word": "05-Nov-90", "Confidence": 0.937, "X1": 0.351, "Y1": 0.42069, "X2": 0.409, "Y2": 0.42049, "X3": 0.409, "Y3": 0.43107, "X4": 0.351, "Y4": 0.43107, "page": 0, "Index": 170}, {"Word": "-2/-1", "Confidence": 0.957, "X1": 0.431, "Y1": 0.41934, "X2": 0.464, "Y2": 0.41914, "X3": 0.464, "Y3": 0.43241, "X4": 0.43, "Y4": 0.43107, "page": 0, "Index": 171}, {"Word": "43", "Confidence": 0.993, "X1": 0.486, "Y1": 0.41934, "X2": 0.5, "Y2": 0.41914, "X3": 0.5, "Y3": 0.43376, "X4": 0.487, "Y4": 0.43376, "page": 0, "Index": 172}, {"Word": "337.8", "Confidence": 0.85, "X1": 0.591, "Y1": 0.42203, "X2": 0.621, "Y2": 0.42183, "X3": 0.622, "Y3": 0.43107, "X4": 0.591, "Y4": 0.43107, "page": 0, "Index": 173}, {"Word": "10", "Confidence": 0.908, "X1": 0.054, "Y1": 0.43147, "X2": 0.066, "Y2": 0.43127, "X3": 0.066, "Y3": 0.44589, "X4": 0.054, "Y4": 0.44589, "page": 0, "Index": 174}, {"Word": "10", "Confidence": 0.938, "X1": 0.116, "Y1": 0.43281, "X2": 0.127, "Y2": 0.43261, "X3": 0.128, "Y3": 0.44589, "X4": 0.116, "Y4": 0.44724, "page": 0, "Index": 175}, {"Word": "05-NOV-90", "Confidence": 0.641, "X1": 0.227, "Y1": 0.43416, "X2": 0.285, "Y2": 0.43396, "X3": 0.284, "Y3": 0.44589, "X4": 0.227, "Y4": 0.44454, "page": 0, "Index": 176}, {"Word": "10:35", "Confidence": 0.997, "X1": 0.301, "Y1": 0.43416, "X2": 0.333, "Y2": 0.43396, "X3": 0.333, "Y3": 0.44454, "X4": 0.302, "Y4": 0.44454, "page": 0, "Index": 177}, {"Word": "05-Nov-90", "Confidence": 0.676, "X1": 0.351, "Y1": 0.43551, "X2": 0.408, "Y2": 0.43531, "X3": 0.408, "Y3": 0.44589, "X4": 0.351, "Y4": 0.44589, "page": 0, "Index": 178}, {"Word": "-2/-1", "Confidence": 0.943, "X1": 0.432, "Y1": 0.43551, "X2": 0.464, "Y2": 0.43531, "X3": 0.464, "Y3": 0.44724, "X4": 0.431, "Y4": 0.44589, "page": 0, "Index": 179}, {"Word": "43", "Confidence": 0.994, "X1": 0.486, "Y1": 0.43281, "X2": 0.5, "Y2": 0.43261, "X3": 0.5, "Y3": 0.44724, "X4": 0.486, "Y4": 0.44724, "page": 0, "Index": 180}, {"Word": "381.5", "Confidence": 0.674, "X1": 0.592, "Y1": 0.43686, "X2": 0.621, "Y2": 0.43666, "X3": 0.622, "Y3": 0.44589, "X4": 0.592, "Y4": 0.44724, "page": 0, "Index": 181}, {"Word": "11", "Confidence": 0.997, "X1": 0.054, "Y1": 0.44629, "X2": 0.066, "Y2": 0.44609, "X3": 0.066, "Y3": 0.45937, "X4": 0.054, "Y4": 0.45937, "page": 0, "Index": 182}, {"Word": "11", "Confidence": 0.996, "X1": 0.116, "Y1": 0.44764, "X2": 0.127, "Y2": 0.44744, "X3": 0.128, "Y3": 0.45937, "X4": 0.116, "Y4": 0.46072, "page": 0, "Index": 183}, {"Word": "05-Nov-90", "Confidence": 0.604, "X1": 0.226, "Y1": 0.44899, "X2": 0.284, "Y2": 0.44879, "X3": 0.284, "Y3": 0.46072, "X4": 0.226, "Y4": 0.45937, "page": 0, "Index": 184}, {"Word": "10:36", "Confidence": 0.784, "X1": 0.301, "Y1": 0.44899, "X2": 0.333, "Y2": 0.44879, "X3": 0.333, "Y3": 0.46072, "X4": 0.302, "Y4": 0.45937, "page": 0, "Index": 185}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.35, "Y1": 0.45033, "X2": 0.409, "Y2": 0.45013, "X3": 0.409, "Y3": 0.46072, "X4": 0.35, "Y4": 0.46072, "page": 0, "Index": 186}, {"Word": "-2/-1", "Confidence": 0.97, "X1": 0.432, "Y1": 0.45033, "X2": 0.464, "Y2": 0.45013, "X3": 0.464, "Y3": 0.46206, "X4": 0.431, "Y4": 0.46072, "page": 0, "Index": 187}, {"Word": "43", "Confidence": 0.994, "X1": 0.485, "Y1": 0.44629, "X2": 0.499, "Y2": 0.44609, "X3": 0.5, "Y3": 0.46341, "X4": 0.486, "Y4": 0.46341, "page": 0, "Index": 188}, {"Word": "336.9", "Confidence": 0.955, "X1": 0.59, "Y1": 0.45033, "X2": 0.622, "Y2": 0.45013, "X3": 0.622, "Y3": 0.46206, "X4": 0.59, "Y4": 0.46206, "page": 0, "Index": 189}, {"Word": "2", "Confidence": 0.776, "X1": 0.062, "Y1": 0.46112, "X2": 0.067, "Y2": 0.46092, "X3": 0.067, "Y3": 0.47419, "X4": 0.062, "Y4": 0.47419, "page": 0, "Index": 190}, {"Word": "12", "Confidence": 0.822, "X1": 0.115, "Y1": 0.46246, "X2": 0.127, "Y2": 0.46226, "X3": 0.128, "Y3": 0.47419, "X4": 0.116, "Y4": 0.47554, "page": 0, "Index": 191}, {"Word": "05-NOV-90", "Confidence": 0.663, "X1": 0.227, "Y1": 0.46381, "X2": 0.285, "Y2": 0.46361, "X3": 0.285, "Y3": 0.47554, "X4": 0.227, "Y4": 0.47419, "page": 0, "Index": 192}, {"Word": "10:36", "Confidence": 0.967, "X1": 0.302, "Y1": 0.46516, "X2": 0.333, "Y2": 0.46496, "X3": 0.333, "Y3": 0.47554, "X4": 0.302, "Y4": 0.47419, "page": 0, "Index": 193}, {"Word": "05-Nov-90", "Confidence": 0.568, "X1": 0.352, "Y1": 0.46516, "X2": 0.409, "Y2": 0.46496, "X3": 0.409, "Y3": 0.47689, "X4": 0.352, "Y4": 0.47554, "page": 0, "Index": 194}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.431, "Y1": 0.46381, "X2": 0.464, "Y2": 0.46361, "X3": 0.464, "Y3": 0.47689, "X4": 0.43, "Y4": 0.47689, "page": 0, "Index": 195}, {"Word": "43", "Confidence": 0.978, "X1": 0.486, "Y1": 0.46112, "X2": 0.499, "Y2": 0.46092, "X3": 0.499, "Y3": 0.47689, "X4": 0.486, "Y4": 0.47689, "page": 0, "Index": 196}, {"Word": "371.7", "Confidence": 0.957, "X1": 0.591, "Y1": 0.46516, "X2": 0.623, "Y2": 0.46496, "X3": 0.624, "Y3": 0.47689, "X4": 0.591, "Y4": 0.47689, "page": 0, "Index": 197}, {"Word": "13", "Confidence": 0.996, "X1": 0.054, "Y1": 0.47459, "X2": 0.067, "Y2": 0.47439, "X3": 0.067, "Y3": 0.48902, "X4": 0.054, "Y4": 0.48902, "page": 0, "Index": 198}, {"Word": "13", "Confidence": 0.994, "X1": 0.116, "Y1": 0.47594, "X2": 0.127, "Y2": 0.47574, "X3": 0.127, "Y3": 0.48902, "X4": 0.116, "Y4": 0.49037, "page": 0, "Index": 199}, {"Word": "05-Nov-90", "Confidence": 0.955, "X1": 0.226, "Y1": 0.47864, "X2": 0.284, "Y2": 0.47844, "X3": 0.284, "Y3": 0.48902, "X4": 0.226, "Y4": 0.48902, "page": 0, "Index": 200}, {"Word": "10:37", "Confidence": 0.961, "X1": 0.302, "Y1": 0.47864, "X2": 0.334, "Y2": 0.47844, "X3": 0.334, "Y3": 0.49037, "X4": 0.302, "Y4": 0.48767, "page": 0, "Index": 201}, {"Word": "05-107-90", "Confidence": 0.548, "X1": 0.351, "Y1": 0.47864, "X2": 0.409, "Y2": 0.47844, "X3": 0.408, "Y3": 0.49037, "X4": 0.351, "Y4": 0.49037, "page": 0, "Index": 202}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.432, "Y1": 0.47864, "X2": 0.464, "Y2": 0.47844, "X3": 0.464, "Y3": 0.49171, "X4": 0.432, "Y4": 0.49171, "page": 0, "Index": 203}, {"Word": "43", "Confidence": 0.998, "X1": 0.486, "Y1": 0.47729, "X2": 0.5, "Y2": 0.47709, "X3": 0.5, "Y3": 0.49171, "X4": 0.487, "Y4": 0.49306, "page": 0, "Index": 204}, {"Word": "346.1", "Confidence": 0.669, "X1": 0.591, "Y1": 0.48133, "X2": 0.621, "Y2": 0.48113, "X3": 0.622, "Y3": 0.49171, "X4": 0.591, "Y4": 0.49037, "page": 0, "Index": 205}, {"Word": "14", "Confidence": 0.994, "X1": 0.054, "Y1": 0.48807, "X2": 0.067, "Y2": 0.48787, "X3": 0.067, "Y3": 0.50384, "X4": 0.054, "Y4": 0.5025, "page": 0, "Index": 206}, {"Word": "05-Nov-90", "Confidence": 0.795, "X1": 0.226, "Y1": 0.49346, "X2": 0.284, "Y2": 0.49326, "X3": 0.284, "Y3": 0.50519, "X4": 0.225, "Y4": 0.50519, "page": 0, "Index": 207}, {"Word": "10:38", "Confidence": 0.895, "X1": 0.301, "Y1": 0.49346, "X2": 0.333, "Y2": 0.49326, "X3": 0.333, "Y3": 0.50519, "X4": 0.301, "Y4": 0.50384, "page": 0, "Index": 208}, {"Word": "05-Nov-90", "Confidence": 0.934, "X1": 0.35, "Y1": 0.49346, "X2": 0.409, "Y2": 0.49326, "X3": 0.409, "Y3": 0.50519, "X4": 0.35, "Y4": 0.50384, "page": 0, "Index": 209}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.432, "Y1": 0.49346, "X2": 0.464, "Y2": 0.49326, "X3": 0.464, "Y3": 0.50654, "X4": 0.431, "Y4": 0.50384, "page": 0, "Index": 210}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.49211, "X2": 0.5, "Y2": 0.49191, "X3": 0.5, "Y3": 0.50654, "X4": 0.487, "Y4": 0.50654, "page": 0, "Index": 211}, {"Word": "288.7", "Confidence": 0.809, "X1": 0.591, "Y1": 0.49346, "X2": 0.622, "Y2": 0.49326, "X3": 0.622, "Y3": 0.50519, "X4": 0.591, "Y4": 0.50384, "page": 0, "Index": 212}, {"Word": "15", "Confidence": 0.847, "X1": 0.053, "Y1": 0.5029, "X2": 0.066, "Y2": 0.5027, "X3": 0.066, "Y3": 0.51867, "X4": 0.053, "Y4": 0.51732, "page": 0, "Index": 213}, {"Word": "05-Nov-90", "Confidence": 0.611, "X1": 0.226, "Y1": 0.50694, "X2": 0.285, "Y2": 0.50674, "X3": 0.284, "Y3": 0.51867, "X4": 0.226, "Y4": 0.51867, "page": 0, "Index": 214}, {"Word": "10:38", "Confidence": 0.968, "X1": 0.301, "Y1": 0.50694, "X2": 0.334, "Y2": 0.50674, "X3": 0.334, "Y3": 0.51867, "X4": 0.3, "Y4": 0.51867, "page": 0, "Index": 215}, {"Word": "05-NOV-90", "Confidence": 0.609, "X1": 0.35, "Y1": 0.50829, "X2": 0.408, "Y2": 0.50809, "X3": 0.408, "Y3": 0.51867, "X4": 0.35, "Y4": 0.51867, "page": 0, "Index": 216}, {"Word": "-2/-1", "Confidence": 0.946, "X1": 0.431, "Y1": 0.50829, "X2": 0.463, "Y2": 0.50809, "X3": 0.464, "Y3": 0.52002, "X4": 0.43, "Y4": 0.52002, "page": 0, "Index": 217}, {"Word": "43", "Confidence": 0.996, "X1": 0.486, "Y1": 0.50559, "X2": 0.5, "Y2": 0.50539, "X3": 0.5, "Y3": 0.52002, "X4": 0.486, "Y4": 0.52002, "page": 0, "Index": 218}, {"Word": "319.1", "Confidence": 0.997, "X1": 0.59, "Y1": 0.50829, "X2": 0.621, "Y2": 0.50809, "X3": 0.621, "Y3": 0.52002, "X4": 0.589, "Y4": 0.52002, "page": 0, "Index": 219}, {"Word": "16", "Confidence": 0.994, "X1": 0.056, "Y1": 0.51772, "X2": 0.067, "Y2": 0.51752, "X3": 0.066, "Y3": 0.53349, "X4": 0.056, "Y4": 0.53215, "page": 0, "Index": 220}, {"Word": "16", "Confidence": 0.888, "X1": 0.113, "Y1": 0.51772, "X2": 0.127, "Y2": 0.51752, "X3": 0.128, "Y3": 0.5308, "X4": 0.114, "Y4": 0.53215, "page": 0, "Index": 221}, {"Word": "05-NOV-90", "Confidence": 0.608, "X1": 0.226, "Y1": 0.52176, "X2": 0.285, "Y2": 0.52156, "X3": 0.284, "Y3": 0.53215, "X4": 0.226, "Y4": 0.53349, "page": 0, "Index": 222}, {"Word": "10:39", "Confidence": 0.676, "X1": 0.301, "Y1": 0.52311, "X2": 0.333, "Y2": 0.52291, "X3": 0.333, "Y3": 0.53349, "X4": 0.302, "Y4": 0.53349, "page": 0, "Index": 223}, {"Word": "05-Nov-90", "Confidence": 0.852, "X1": 0.35, "Y1": 0.52311, "X2": 0.408, "Y2": 0.52291, "X3": 0.408, "Y3": 0.53349, "X4": 0.35, "Y4": 0.53349, "page": 0, "Index": 224}, {"Word": "-2/-1", "Confidence": 0.941, "X1": 0.431, "Y1": 0.52176, "X2": 0.464, "Y2": 0.52156, "X3": 0.464, "Y3": 0.53484, "X4": 0.43, "Y4": 0.53349, "page": 0, "Index": 225}, {"Word": "43", "Confidence": 0.48, "X1": 0.489, "Y1": 0.52042, "X2": 0.501, "Y2": 0.52022, "X3": 0.501, "Y3": 0.53349, "X4": 0.489, "Y4": 0.53349, "page": 0, "Index": 226}, {"Word": "320.9", "Confidence": 0.969, "X1": 0.591, "Y1": 0.52311, "X2": 0.621, "Y2": 0.52291, "X3": 0.621, "Y3": 0.53484, "X4": 0.591, "Y4": 0.53349, "page": 0, "Index": 227}, {"Word": "17", "Confidence": 0.998, "X1": 0.054, "Y1": 0.53255, "X2": 0.066, "Y2": 0.53235, "X3": 0.067, "Y3": 0.54697, "X4": 0.054, "Y4": 0.54832, "page": 0, "Index": 228}, {"Word": "17", "Confidence": 0.631, "X1": 0.115, "Y1": 0.53389, "X2": 0.127, "Y2": 0.53369, "X3": 0.127, "Y3": 0.54832, "X4": 0.115, "Y4": 0.54832, "page": 0, "Index": 229}, {"Word": "05-Nov-90", "Confidence": 0.661, "X1": 0.226, "Y1": 0.53659, "X2": 0.284, "Y2": 0.53639, "X3": 0.284, "Y3": 0.54832, "X4": 0.226, "Y4": 0.54697, "page": 0, "Index": 230}, {"Word": "10:39", "Confidence": 0.906, "X1": 0.301, "Y1": 0.53794, "X2": 0.333, "Y2": 0.53774, "X3": 0.333, "Y3": 0.54832, "X4": 0.301, "Y4": 0.54832, "page": 0, "Index": 231}, {"Word": "05-Nov-90", "Confidence": 0.515, "X1": 0.349, "Y1": 0.53794, "X2": 0.409, "Y2": 0.53774, "X3": 0.409, "Y3": 0.54832, "X4": 0.349, "Y4": 0.54832, "page": 0, "Index": 232}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.431, "Y1": 0.53659, "X2": 0.464, "Y2": 0.53639, "X3": 0.464, "Y3": 0.54967, "X4": 0.43, "Y4": 0.54967, "page": 0, "Index": 233}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.53389, "X2": 0.5, "Y2": 0.53369, "X3": 0.5, "Y3": 0.54832, "X4": 0.487, "Y4": 0.54832, "page": 0, "Index": 234}, {"Word": "299.6", "Confidence": 0.995, "X1": 0.59, "Y1": 0.53794, "X2": 0.62, "Y2": 0.53774, "X3": 0.621, "Y3": 0.54967, "X4": 0.589, "Y4": 0.54967, "page": 0, "Index": 235}, {"Word": "18", "Confidence": 0.996, "X1": 0.053, "Y1": 0.54737, "X2": 0.065, "Y2": 0.54717, "X3": 0.065, "Y3": 0.56179, "X4": 0.053, "Y4": 0.56179, "page": 0, "Index": 236}, {"Word": "05-Nov-90", "Confidence": 0.603, "X1": 0.226, "Y1": 0.55141, "X2": 0.284, "Y2": 0.55121, "X3": 0.284, "Y3": 0.56179, "X4": 0.226, "Y4": 0.56179, "page": 0, "Index": 237}, {"Word": "10:40", "Confidence": 0.85, "X1": 0.301, "Y1": 0.55141, "X2": 0.332, "Y2": 0.55121, "X3": 0.332, "Y3": 0.56314, "X4": 0.301, "Y4": 0.56314, "page": 0, "Index": 238}, {"Word": "05-NOV-90", "Confidence": 0.795, "X1": 0.349, "Y1": 0.55276, "X2": 0.409, "Y2": 0.55256, "X3": 0.408, "Y3": 0.56314, "X4": 0.349, "Y4": 0.56179, "page": 0, "Index": 239}, {"Word": "-2/-1", "Confidence": 0.849, "X1": 0.431, "Y1": 0.55276, "X2": 0.463, "Y2": 0.55256, "X3": 0.463, "Y3": 0.56449, "X4": 0.43, "Y4": 0.56179, "page": 0, "Index": 240}, {"Word": "43", "Confidence": 0.991, "X1": 0.486, "Y1": 0.54872, "X2": 0.499, "Y2": 0.54852, "X3": 0.499, "Y3": 0.56314, "X4": 0.486, "Y4": 0.56314, "page": 0, "Index": 241}, {"Word": "358.2", "Confidence": 0.896, "X1": 0.589, "Y1": 0.55276, "X2": 0.621, "Y2": 0.55256, "X3": 0.621, "Y3": 0.56449, "X4": 0.589, "Y4": 0.56449, "page": 0, "Index": 242}, {"Word": "19", "Confidence": 0.887, "X1": 0.054, "Y1": 0.56085, "X2": 0.065, "Y2": 0.56065, "X3": 0.065, "Y3": 0.57527, "X4": 0.054, "Y4": 0.57527, "page": 0, "Index": 243}, {"Word": "19", "Confidence": 0.804, "X1": 0.113, "Y1": 0.56354, "X2": 0.125, "Y2": 0.56334, "X3": 0.126, "Y3": 0.57527, "X4": 0.113, "Y4": 0.57662, "page": 0, "Index": 244}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.226, "Y1": 0.56624, "X2": 0.284, "Y2": 0.56604, "X3": 0.284, "Y3": 0.57662, "X4": 0.226, "Y4": 0.57797, "page": 0, "Index": 245}, {"Word": "10:40", "Confidence": 0.66, "X1": 0.3, "Y1": 0.56489, "X2": 0.333, "Y2": 0.56469, "X3": 0.333, "Y3": 0.57797, "X4": 0.3, "Y4": 0.57662, "page": 0, "Index": 246}, {"Word": "05-Nov-90", "Confidence": 0.713, "X1": 0.35, "Y1": 0.56624, "X2": 0.408, "Y2": 0.56604, "X3": 0.408, "Y3": 0.57797, "X4": 0.351, "Y4": 0.57662, "page": 0, "Index": 247}, {"Word": "367.6", "Confidence": 0.991, "X1": 0.59, "Y1": 0.56759, "X2": 0.62, "Y2": 0.56739, "X3": 0.621, "Y3": 0.57797, "X4": 0.59, "Y4": 0.57797, "page": 0, "Index": 248}, {"Word": "-2/-1", "Confidence": 0.885, "X1": 0.43, "Y1": 0.56489, "X2": 0.464, "Y2": 0.56469, "X3": 0.463, "Y3": 0.57931, "X4": 0.429, "Y4": 0.57797, "page": 0, "Index": 249}, {"Word": "43", "Confidence": 0.994, "X1": 0.486, "Y1": 0.56489, "X2": 0.499, "Y2": 0.56469, "X3": 0.499, "Y3": 0.57931, "X4": 0.486, "Y4": 0.57931, "page": 0, "Index": 250}, {"Word": "20", "Confidence": 0.996, "X1": 0.052, "Y1": 0.57567, "X2": 0.065, "Y2": 0.57547, "X3": 0.066, "Y3": 0.5901, "X4": 0.052, "Y4": 0.5901, "page": 0, "Index": 251}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.225, "Y1": 0.57971, "X2": 0.284, "Y2": 0.57951, "X3": 0.284, "Y3": 0.59279, "X4": 0.226, "Y4": 0.59144, "page": 0, "Index": 252}, {"Word": "10:41", "Confidence": 0.682, "X1": 0.3, "Y1": 0.58106, "X2": 0.333, "Y2": 0.58086, "X3": 0.333, "Y3": 0.59279, "X4": 0.3, "Y4": 0.59144, "page": 0, "Index": 253}, {"Word": "05-Nov-90", "Confidence": 0.632, "X1": 0.35, "Y1": 0.58106, "X2": 0.407, "Y2": 0.58086, "X3": 0.407, "Y3": 0.59144, "X4": 0.351, "Y4": 0.59144, "page": 0, "Index": 254}, {"Word": "-2/-1", "Confidence": 0.957, "X1": 0.431, "Y1": 0.58106, "X2": 0.463, "Y2": 0.58086, "X3": 0.463, "Y3": 0.59279, "X4": 0.43, "Y4": 0.59144, "page": 0, "Index": 255}, {"Word": "43", "Confidence": 0.814, "X1": 0.487, "Y1": 0.57837, "X2": 0.499, "Y2": 0.57817, "X3": 0.499, "Y3": 0.59414, "X4": 0.487, "Y4": 0.59414, "page": 0, "Index": 256}, {"Word": "355.8", "Confidence": 0.791, "X1": 0.589, "Y1": 0.58241, "X2": 0.62, "Y2": 0.58221, "X3": 0.62, "Y3": 0.59279, "X4": 0.589, "Y4": 0.59279, "page": 0, "Index": 257}, {"Word": "21", "Confidence": 0.778, "X1": 0.054, "Y1": 0.58915, "X2": 0.065, "Y2": 0.58895, "X3": 0.066, "Y3": 0.60492, "X4": 0.054, "Y4": 0.60627, "page": 0, "Index": 258}, {"Word": "05-Nov-90", "Confidence": 0.464, "X1": 0.225, "Y1": 0.59454, "X2": 0.284, "Y2": 0.59434, "X3": 0.284, "Y3": 0.60627, "X4": 0.225, "Y4": 0.60627, "page": 0, "Index": 259}, {"Word": "10:42", "Confidence": 0.932, "X1": 0.3, "Y1": 0.59454, "X2": 0.333, "Y2": 0.59434, "X3": 0.333, "Y3": 0.60627, "X4": 0.3, "Y4": 0.60627, "page": 0, "Index": 260}, {"Word": "05-Nov-90", "Confidence": 0.849, "X1": 0.35, "Y1": 0.59454, "X2": 0.408, "Y2": 0.59434, "X3": 0.408, "Y3": 0.60627, "X4": 0.35, "Y4": 0.60492, "page": 0, "Index": 261}, {"Word": "-2/-1", "Confidence": 0.941, "X1": 0.433, "Y1": 0.59589, "X2": 0.463, "Y2": 0.59569, "X3": 0.463, "Y3": 0.60762, "X4": 0.432, "Y4": 0.60627, "page": 0, "Index": 262}, {"Word": "43", "Confidence": 0.961, "X1": 0.487, "Y1": 0.59319, "X2": 0.5, "Y2": 0.59299, "X3": 0.5, "Y3": 0.60762, "X4": 0.487, "Y4": 0.60762, "page": 0, "Index": 263}, {"Word": "342.5", "Confidence": 0.655, "X1": 0.59, "Y1": 0.59589, "X2": 0.62, "Y2": 0.59569, "X3": 0.62, "Y3": 0.60762, "X4": 0.589, "Y4": 0.60627, "page": 0, "Index": 264}, {"Word": "22", "Confidence": 0.992, "X1": 0.054, "Y1": 0.60397, "X2": 0.066, "Y2": 0.60377, "X3": 0.066, "Y3": 0.61975, "X4": 0.054, "Y4": 0.61975, "page": 0, "Index": 265}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.225, "Y1": 0.60802, "X2": 0.284, "Y2": 0.60782, "X3": 0.284, "Y3": 0.61975, "X4": 0.225, "Y4": 0.61975, "page": 0, "Index": 266}, {"Word": "10:42", "Confidence": 0.886, "X1": 0.3, "Y1": 0.60802, "X2": 0.333, "Y2": 0.60782, "X3": 0.333, "Y3": 0.61975, "X4": 0.3, "Y4": 0.61975, "page": 0, "Index": 267}, {"Word": "05-Nov-90", "Confidence": 0.77, "X1": 0.35, "Y1": 0.60936, "X2": 0.408, "Y2": 0.60916, "X3": 0.407, "Y3": 0.61975, "X4": 0.35, "Y4": 0.61975, "page": 0, "Index": 268}, {"Word": "-2/-1", "Confidence": 0.89, "X1": 0.431, "Y1": 0.60936, "X2": 0.463, "Y2": 0.60916, "X3": 0.463, "Y3": 0.62244, "X4": 0.43, "Y4": 0.62244, "page": 0, "Index": 269}, {"Word": "43", "Confidence": 0.957, "X1": 0.486, "Y1": 0.60667, "X2": 0.499, "Y2": 0.60647, "X3": 0.5, "Y3": 0.62109, "X4": 0.487, "Y4": 0.62109, "page": 0, "Index": 270}, {"Word": "295.1", "Confidence": 0.696, "X1": 0.59, "Y1": 0.61071, "X2": 0.62, "Y2": 0.61051, "X3": 0.62, "Y3": 0.62244, "X4": 0.59, "Y4": 0.62109, "page": 0, "Index": 271}, {"Word": "23", "Confidence": 0.993, "X1": 0.054, "Y1": 0.62015, "X2": 0.066, "Y2": 0.61995, "X3": 0.065, "Y3": 0.63592, "X4": 0.053, "Y4": 0.63457, "page": 0, "Index": 272}, {"Word": "05-Nov-90", "Confidence": 0.489, "X1": 0.225, "Y1": 0.62419, "X2": 0.284, "Y2": 0.62399, "X3": 0.283, "Y3": 0.63457, "X4": 0.225, "Y4": 0.63457, "page": 0, "Index": 273}, {"Word": "10:43", "Confidence": 0.993, "X1": 0.3, "Y1": 0.62419, "X2": 0.332, "Y2": 0.62399, "X3": 0.332, "Y3": 0.63592, "X4": 0.3, "Y4": 0.63457, "page": 0, "Index": 274}, {"Word": "05-Nov-9.0", "Confidence": 0.66, "X1": 0.35, "Y1": 0.62419, "X2": 0.407, "Y2": 0.62399, "X3": 0.407, "Y3": 0.63592, "X4": 0.35, "Y4": 0.63457, "page": 0, "Index": 275}, {"Word": "43", "Confidence": 0.88, "X1": 0.487, "Y1": 0.62149, "X2": 0.5, "Y2": 0.62129, "X3": 0.5, "Y3": 0.63592, "X4": 0.487, "Y4": 0.63592, "page": 0, "Index": 276}, {"Word": "294.0", "Confidence": 0.994, "X1": 0.59, "Y1": 0.62554, "X2": 0.62, "Y2": 0.62534, "X3": 0.62, "Y3": 0.63592, "X4": 0.589, "Y4": 0.63592, "page": 0, "Index": 277}, {"Word": "24", "Confidence": 0.79, "X1": 0.053, "Y1": 0.63497, "X2": 0.066, "Y2": 0.63477, "X3": 0.065, "Y3": 0.6494, "X4": 0.052, "Y4": 0.64805, "page": 0, "Index": 278}, {"Word": "05-Nov-90", "Confidence": 0.66, "X1": 0.226, "Y1": 0.63767, "X2": 0.284, "Y2": 0.63747, "X3": 0.283, "Y3": 0.6494, "X4": 0.226, "Y4": 0.6494, "page": 0, "Index": 279}, {"Word": "10:43", "Confidence": 0.993, "X1": 0.299, "Y1": 0.63901, "X2": 0.332, "Y2": 0.63881, "X3": 0.332, "Y3": 0.65074, "X4": 0.299, "Y4": 0.6494, "page": 0, "Index": 280}, {"Word": "05-Nov-90", "Confidence": 0.576, "X1": 0.35, "Y1": 0.63901, "X2": 0.407, "Y2": 0.63881, "X3": 0.407, "Y3": 0.65074, "X4": 0.35, "Y4": 0.6494, "page": 0, "Index": 281}, {"Word": "-2/-1", "Confidence": 0.971, "X1": 0.431, "Y1": 0.63632, "X2": 0.464, "Y2": 0.63612, "X3": 0.464, "Y3": 0.65209, "X4": 0.431, "Y4": 0.65074, "page": 0, "Index": 282}, {"Word": "324.2", "Confidence": 0.994, "X1": 0.589, "Y1": 0.64036, "X2": 0.62, "Y2": 0.64016, "X3": 0.62, "Y3": 0.65074, "X4": 0.588, "Y4": 0.6494, "page": 0, "Index": 283}, {"Word": "25", "Confidence": 0.992, "X1": 0.053, "Y1": 0.64845, "X2": 0.066, "Y2": 0.64825, "X3": 0.065, "Y3": 0.66287, "X4": 0.052, "Y4": 0.66153, "page": 0, "Index": 284}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.225, "Y1": 0.65249, "X2": 0.283, "Y2": 0.65229, "X3": 0.283, "Y3": 0.66557, "X4": 0.225, "Y4": 0.66422, "page": 0, "Index": 285}, {"Word": "10:44", "Confidence": 0.993, "X1": 0.3, "Y1": 0.65384, "X2": 0.333, "Y2": 0.65364, "X3": 0.333, "Y3": 0.66557, "X4": 0.3, "Y4": 0.66422, "page": 0, "Index": 286}, {"Word": "05-Nov-90", "Confidence": 0.6, "X1": 0.35, "Y1": 0.65384, "X2": 0.408, "Y2": 0.65364, "X3": 0.408, "Y3": 0.66422, "X4": 0.35, "Y4": 0.66422, "page": 0, "Index": 287}, {"Word": "-2/-1", "Confidence": 0.854, "X1": 0.429, "Y1": 0.65114, "X2": 0.464, "Y2": 0.65094, "X3": 0.464, "Y3": 0.66557, "X4": 0.429, "Y4": 0.66557, "page": 0, "Index": 288}, {"Word": "356.9", "Confidence": 0.932, "X1": 0.589, "Y1": 0.65519, "X2": 0.62, "Y2": 0.65499, "X3": 0.62, "Y3": 0.66422, "X4": 0.588, "Y4": 0.66422, "page": 0, "Index": 289}, {"Word": "26", "Confidence": 0.998, "X1": 0.053, "Y1": 0.66193, "X2": 0.065, "Y2": 0.66173, "X3": 0.065, "Y3": 0.6777, "X4": 0.053, "Y4": 0.6777, "page": 0, "Index": 290}, {"Word": "05-Nov-90", "Confidence": 0.514, "X1": 0.224, "Y1": 0.66732, "X2": 0.283, "Y2": 0.66712, "X3": 0.283, "Y3": 0.67905, "X4": 0.224, "Y4": 0.6777, "page": 0, "Index": 291}, {"Word": "10:45", "Confidence": 0.994, "X1": 0.299, "Y1": 0.66732, "X2": 0.332, "Y2": 0.66712, "X3": 0.332, "Y3": 0.67905, "X4": 0.3, "Y4": 0.6777, "page": 0, "Index": 292}, {"Word": "05-Nov-90", "Confidence": 0.805, "X1": 0.35, "Y1": 0.66732, "X2": 0.408, "Y2": 0.66712, "X3": 0.407, "Y3": 0.67905, "X4": 0.35, "Y4": 0.6777, "page": 0, "Index": 293}, {"Word": "-2/-1", "Confidence": 0.954, "X1": 0.429, "Y1": 0.66462, "X2": 0.465, "Y2": 0.66442, "X3": 0.464, "Y3": 0.68039, "X4": 0.429, "Y4": 0.67905, "page": 0, "Index": 294}, {"Word": "338.3", "Confidence": 0.997, "X1": 0.589, "Y1": 0.66732, "X2": 0.621, "Y2": 0.66712, "X3": 0.621, "Y3": 0.68174, "X4": 0.588, "Y4": 0.68039, "page": 0, "Index": 295}, {"Word": "27", "Confidence": 0.998, "X1": 0.052, "Y1": 0.6781, "X2": 0.066, "Y2": 0.6779, "X3": 0.066, "Y3": 0.69387, "X4": 0.052, "Y4": 0.69252, "page": 0, "Index": 296}, {"Word": "05-Nov-90", "Confidence": 0.659, "X1": 0.224, "Y1": 0.68214, "X2": 0.283, "Y2": 0.68194, "X3": 0.283, "Y3": 0.69252, "X4": 0.224, "Y4": 0.69252, "page": 0, "Index": 297}, {"Word": "10:45", "Confidence": 0.956, "X1": 0.3, "Y1": 0.68214, "X2": 0.332, "Y2": 0.68194, "X3": 0.332, "Y3": 0.69387, "X4": 0.299, "Y4": 0.69252, "page": 0, "Index": 298}, {"Word": "05-Nov-90", "Confidence": 0.681, "X1": 0.35, "Y1": 0.68214, "X2": 0.407, "Y2": 0.68194, "X3": 0.407, "Y3": 0.69387, "X4": 0.349, "Y4": 0.69252, "page": 0, "Index": 299}, {"Word": "-2/-1", "Confidence": 0.997, "X1": 0.429, "Y1": 0.68214, "X2": 0.464, "Y2": 0.68194, "X3": 0.464, "Y3": 0.69522, "X4": 0.428, "Y4": 0.69657, "page": 0, "Index": 300}, {"Word": "282.7", "Confidence": 0.994, "X1": 0.588, "Y1": 0.68079, "X2": 0.621, "Y2": 0.68059, "X3": 0.621, "Y3": 0.69387, "X4": 0.588, "Y4": 0.69387, "page": 0, "Index": 301}, {"Word": "28", "Confidence": 0.958, "X1": 0.051, "Y1": 0.69292, "X2": 0.064, "Y2": 0.69272, "X3": 0.064, "Y3": 0.70735, "X4": 0.051, "Y4": 0.70735, "page": 0, "Index": 302}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.224, "Y1": 0.69562, "X2": 0.282, "Y2": 0.69542, "X3": 0.282, "Y3": 0.70735, "X4": 0.223, "Y4": 0.70735, "page": 0, "Index": 303}, {"Word": "10:46", "Confidence": 0.814, "X1": 0.3, "Y1": 0.69697, "X2": 0.332, "Y2": 0.69677, "X3": 0.332, "Y3": 0.70735, "X4": 0.299, "Y4": 0.70735, "page": 0, "Index": 304}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.35, "Y1": 0.69831, "X2": 0.407, "Y2": 0.69811, "X3": 0.406, "Y3": 0.70735, "X4": 0.35, "Y4": 0.70735, "page": 0, "Index": 305}, {"Word": "-2/-1", "Confidence": 0.732, "X1": 0.429, "Y1": 0.69562, "X2": 0.463, "Y2": 0.69542, "X3": 0.463, "Y3": 0.71004, "X4": 0.429, "Y4": 0.71004, "page": 0, "Index": 306}, {"Word": "43", "Confidence": 0.966, "X1": 0.488, "Y1": 0.69562, "X2": 0.498, "Y2": 0.69542, "X3": 0.497, "Y3": 0.71004, "X4": 0.487, "Y4": 0.70869, "page": 0, "Index": 307}, {"Word": "353.7", "Confidence": 0.994, "X1": 0.589, "Y1": 0.69427, "X2": 0.621, "Y2": 0.69407, "X3": 0.621, "Y3": 0.70869, "X4": 0.589, "Y4": 0.70735, "page": 0, "Index": 308}, {"Word": "29", "Confidence": 0.996, "X1": 0.053, "Y1": 0.70775, "X2": 0.065, "Y2": 0.70755, "X3": 0.065, "Y3": 0.72217, "X4": 0.053, "Y4": 0.72217, "page": 0, "Index": 309}, {"Word": "05-Nov-90", "Confidence": 0.607, "X1": 0.225, "Y1": 0.71179, "X2": 0.283, "Y2": 0.71159, "X3": 0.283, "Y3": 0.72217, "X4": 0.225, "Y4": 0.72082, "page": 0, "Index": 310}, {"Word": "10:47", "Confidence": 0.992, "X1": 0.3, "Y1": 0.71179, "X2": 0.333, "Y2": 0.71159, "X3": 0.333, "Y3": 0.72352, "X4": 0.3, "Y4": 0.72217, "page": 0, "Index": 311}, {"Word": "05-Nov-90", "Confidence": 0.856, "X1": 0.35, "Y1": 0.71179, "X2": 0.407, "Y2": 0.71159, "X3": 0.407, "Y3": 0.72352, "X4": 0.35, "Y4": 0.72217, "page": 0, "Index": 312}, {"Word": "-2/-1", "Confidence": 0.922, "X1": 0.431, "Y1": 0.71044, "X2": 0.463, "Y2": 0.71024, "X3": 0.463, "Y3": 0.72487, "X4": 0.431, "Y4": 0.72352, "page": 0, "Index": 313}, {"Word": "346.9", "Confidence": 0.994, "X1": 0.589, "Y1": 0.71179, "X2": 0.621, "Y2": 0.71159, "X3": 0.621, "Y3": 0.72352, "X4": 0.589, "Y4": 0.72352, "page": 0, "Index": 314}, {"Word": "30", "Confidence": 0.957, "X1": 0.054, "Y1": 0.72122, "X2": 0.067, "Y2": 0.72102, "X3": 0.068, "Y3": 0.7343, "X4": 0.054, "Y4": 0.73565, "page": 0, "Index": 315}, {"Word": "05-Nov-90", "Confidence": 0.848, "X1": 0.225, "Y1": 0.72527, "X2": 0.283, "Y2": 0.72507, "X3": 0.283, "Y3": 0.737, "X4": 0.225, "Y4": 0.737, "page": 0, "Index": 316}, {"Word": "NNNNNN", "Confidence": 0.812, "X1": 0.446, "Y1": 0.73201, "X2": 0.446, "Y2": 0.73181, "X3": 0.437, "Y3": 0.73026, "X4": 0.437, "Y4": 0.65344, "page": 0, "Index": 317}, {"Word": "10:48", "Confidence": 0.802, "X1": 0.3, "Y1": 0.72662, "X2": 0.332, "Y2": 0.72642, "X3": 0.332, "Y3": 0.73834, "X4": 0.3, "Y4": 0.737, "page": 0, "Index": 318}, {"Word": "05-Nov-90", "Confidence": 0.851, "X1": 0.349, "Y1": 0.72662, "X2": 0.407, "Y2": 0.72642, "X3": 0.407, "Y3": 0.73834, "X4": 0.349, "Y4": 0.737, "page": 0, "Index": 319}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.43, "Y1": 0.72527, "X2": 0.463, "Y2": 0.72507, "X3": 0.463, "Y3": 0.73834, "X4": 0.43, "Y4": 0.73834, "page": 0, "Index": 320}, {"Word": "312.6", "Confidence": 0.996, "X1": 0.589, "Y1": 0.72662, "X2": 0.62, "Y2": 0.72642, "X3": 0.62, "Y3": 0.73834, "X4": 0.589, "Y4": 0.73834, "page": 0, "Index": 321}, {"Word": "31", "Confidence": 0.982, "X1": 0.053, "Y1": 0.73605, "X2": 0.066, "Y2": 0.73585, "X3": 0.067, "Y3": 0.75047, "X4": 0.054, "Y4": 0.75182, "page": 0, "Index": 322}, {"Word": "05-Nov-90", "Confidence": 0.963, "X1": 0.224, "Y1": 0.74009, "X2": 0.282, "Y2": 0.73989, "X3": 0.282, "Y3": 0.75182, "X4": 0.224, "Y4": 0.75047, "page": 0, "Index": 323}, {"Word": "10:48", "Confidence": 0.968, "X1": 0.3, "Y1": 0.74144, "X2": 0.331, "Y2": 0.74124, "X3": 0.332, "Y3": 0.75182, "X4": 0.3, "Y4": 0.75047, "page": 0, "Index": 324}, {"Word": "05-NOV-90", "Confidence": 0.61, "X1": 0.349, "Y1": 0.74009, "X2": 0.407, "Y2": 0.73989, "X3": 0.406, "Y3": 0.75182, "X4": 0.348, "Y4": 0.75182, "page": 0, "Index": 325}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.429, "Y1": 0.74144, "X2": 0.463, "Y2": 0.74124, "X3": 0.462, "Y3": 0.75317, "X4": 0.429, "Y4": 0.75317, "page": 0, "Index": 326}, {"Word": "43", "Confidence": 0.942, "X1": 0.487, "Y1": 0.74009, "X2": 0.5, "Y2": 0.73989, "X3": 0.498, "Y3": 0.75586, "X4": 0.486, "Y4": 0.75317, "page": 0, "Index": 327}, {"Word": "344.1", "Confidence": 0.995, "X1": 0.588, "Y1": 0.74144, "X2": 0.619, "Y2": 0.74124, "X3": 0.62, "Y3": 0.75317, "X4": 0.588, "Y4": 0.75317, "page": 0, "Index": 328}, {"Word": "32", "Confidence": 0.624, "X1": 0.052, "Y1": 0.74953, "X2": 0.065, "Y2": 0.74933, "X3": 0.065, "Y3": 0.7653, "X4": 0.052, "Y4": 0.7653, "page": 0, "Index": 329}, {"Word": "05-Nov-90", "Confidence": 0.608, "X1": 0.225, "Y1": 0.75492, "X2": 0.282, "Y2": 0.75472, "X3": 0.282, "Y3": 0.7653, "X4": 0.225, "Y4": 0.7653, "page": 0, "Index": 330}, {"Word": "10:49", "Confidence": 0.791, "X1": 0.3, "Y1": 0.75626, "X2": 0.331, "Y2": 0.75606, "X3": 0.332, "Y3": 0.76665, "X4": 0.3, "Y4": 0.7653, "page": 0, "Index": 331}, {"Word": "05-Nov-90", "Confidence": 0.522, "X1": 0.349, "Y1": 0.75492, "X2": 0.407, "Y2": 0.75472, "X3": 0.407, "Y3": 0.76665, "X4": 0.349, "Y4": 0.7653, "page": 0, "Index": 332}, {"Word": "-2/-1", "Confidence": 0.659, "X1": 0.43, "Y1": 0.75492, "X2": 0.462, "Y2": 0.75472, "X3": 0.462, "Y3": 0.76799, "X4": 0.43, "Y4": 0.76799, "page": 0, "Index": 333}, {"Word": "13", "Confidence": 0.222, "X1": 0.487, "Y1": 0.75492, "X2": 0.499, "Y2": 0.75472, "X3": 0.498, "Y3": 0.76799, "X4": 0.487, "Y4": 0.76665, "page": 0, "Index": 334}, {"Word": "351.0", "Confidence": 0.995, "X1": 0.589, "Y1": 0.75761, "X2": 0.619, "Y2": 0.75741, "X3": 0.619, "Y3": 0.76799, "X4": 0.588, "Y4": 0.76799, "page": 0, "Index": 335}, {"Word": "33", "Confidence": 0.956, "X1": 0.053, "Y1": 0.76705, "X2": 0.065, "Y2": 0.76685, "X3": 0.065, "Y3": 0.78147, "X4": 0.053, "Y4": 0.78147, "page": 0, "Index": 336}, {"Word": "05-Nov-90", "Confidence": 0.677, "X1": 0.225, "Y1": 0.77109, "X2": 0.283, "Y2": 0.77089, "X3": 0.283, "Y3": 0.78147, "X4": 0.225, "Y4": 0.78147, "page": 0, "Index": 337}, {"Word": "10", "Confidence": 0.969, "X1": 0.3, "Y1": 0.77109, "X2": 0.31, "Y2": 0.77089, "X3": 0.31, "Y3": 0.78147, "X4": 0.3, "Y4": 0.78012, "page": 0, "Index": 338}, {"Word": ":49", "Confidence": 0.958, "X1": 0.313, "Y1": 0.77109, "X2": 0.332, "Y2": 0.77089, "X3": 0.332, "Y3": 0.78147, "X4": 0.314, "Y4": 0.78147, "page": 0, "Index": 339}, {"Word": "05-104-90", "Confidence": 0.642, "X1": 0.348, "Y1": 0.77109, "X2": 0.407, "Y2": 0.77089, "X3": 0.407, "Y3": 0.78282, "X4": 0.347, "Y4": 0.78147, "page": 0, "Index": 340}, {"Word": "-2/-1", "Confidence": 0.656, "X1": 0.429, "Y1": 0.76974, "X2": 0.463, "Y2": 0.76954, "X3": 0.463, "Y3": 0.78282, "X4": 0.429, "Y4": 0.78282, "page": 0, "Index": 341}, {"Word": "43", "Confidence": 0.171, "X1": 0.485, "Y1": 0.76839, "X2": 0.5, "Y2": 0.76819, "X3": 0.5, "Y3": 0.78551, "X4": 0.485, "Y4": 0.78686, "page": 0, "Index": 342}, {"Word": "315.0", "Confidence": 0.994, "X1": 0.589, "Y1": 0.77244, "X2": 0.619, "Y2": 0.77224, "X3": 0.619, "Y3": 0.78147, "X4": 0.589, "Y4": 0.78282, "page": 0, "Index": 343}, {"Word": "05-Nov-90", "Confidence": 0.675, "X1": 0.225, "Y1": 0.78457, "X2": 0.282, "Y2": 0.78437, "X3": 0.282, "Y3": 0.79495, "X4": 0.225, "Y4": 0.79495, "page": 0, "Index": 344}, {"Word": "10:50", "Confidence": 0.954, "X1": 0.3, "Y1": 0.78591, "X2": 0.331, "Y2": 0.78571, "X3": 0.331, "Y3": 0.79495, "X4": 0.3, "Y4": 0.79495, "page": 0, "Index": 345}, {"Word": "05-Nov-90", "Confidence": 0.798, "X1": 0.348, "Y1": 0.78591, "X2": 0.407, "Y2": 0.78571, "X3": 0.406, "Y3": 0.7963, "X4": 0.347, "Y4": 0.7963, "page": 0, "Index": 346}, {"Word": "-2/-1", "Confidence": 0.996, "X1": 0.428, "Y1": 0.78322, "X2": 0.462, "Y2": 0.78302, "X3": 0.462, "Y3": 0.7963, "X4": 0.428, "Y4": 0.79764, "page": 0, "Index": 347}, {"Word": "289.9", "Confidence": 0.87, "X1": 0.589, "Y1": 0.78726, "X2": 0.619, "Y2": 0.78706, "X3": 0.619, "Y3": 0.79764, "X4": 0.589, "Y4": 0.79764, "page": 0, "Index": 348}, {"Word": "43", "Confidence": 0.771, "X1": 0.485, "Y1": 0.78322, "X2": 0.498, "Y2": 0.78302, "X3": 0.497, "Y3": 0.79899, "X4": 0.485, "Y4": 0.79764, "page": 0, "Index": 349}, {"Word": "35", "Confidence": 0.886, "X1": 0.051, "Y1": 0.79535, "X2": 0.064, "Y2": 0.79515, "X3": 0.063, "Y3": 0.80977, "X4": 0.051, "Y4": 0.80843, "page": 0, "Index": 350}, {"Word": "05-Nov-90", "Confidence": 0.46, "X1": 0.225, "Y1": 0.79939, "X2": 0.282, "Y2": 0.79919, "X3": 0.282, "Y3": 0.80977, "X4": 0.225, "Y4": 0.80977, "page": 0, "Index": 351}, {"Word": "10", "Confidence": 0.718, "X1": 0.3, "Y1": 0.79939, "X2": 0.31, "Y2": 0.79919, "X3": 0.31, "Y3": 0.81112, "X4": 0.3, "Y4": 0.80977, "page": 0, "Index": 352}, {"Word": ":50", "Confidence": 0.788, "X1": 0.313, "Y1": 0.80074, "X2": 0.331, "Y2": 0.80054, "X3": 0.331, "Y3": 0.81112, "X4": 0.314, "Y4": 0.81112, "page": 0, "Index": 353}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.35, "Y1": 0.79939, "X2": 0.407, "Y2": 0.79919, "X3": 0.407, "Y3": 0.81112, "X4": 0.35, "Y4": 0.80977, "page": 0, "Index": 354}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.428, "Y1": 0.79939, "X2": 0.462, "Y2": 0.79919, "X3": 0.462, "Y3": 0.81247, "X4": 0.428, "Y4": 0.81382, "page": 0, "Index": 355}, {"Word": "302.3", "Confidence": 0.994, "X1": 0.588, "Y1": 0.80074, "X2": 0.619, "Y2": 0.80054, "X3": 0.619, "Y3": 0.81112, "X4": 0.588, "Y4": 0.81112, "page": 0, "Index": 356}, {"Word": "36", "Confidence": 0.973, "X1": 0.051, "Y1": 0.81152, "X2": 0.063, "Y2": 0.81132, "X3": 0.063, "Y3": 0.82325, "X4": 0.051, "Y4": 0.82325, "page": 0, "Index": 357}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.225, "Y1": 0.81422, "X2": 0.282, "Y2": 0.81402, "X3": 0.282, "Y3": 0.8246, "X4": 0.224, "Y4": 0.8246, "page": 0, "Index": 358}, {"Word": "10:51", "Confidence": 0.993, "X1": 0.3, "Y1": 0.81422, "X2": 0.331, "Y2": 0.81402, "X3": 0.331, "Y3": 0.8246, "X4": 0.3, "Y4": 0.8246, "page": 0, "Index": 359}, {"Word": "05-Nov-90", "Confidence": 0.42, "X1": 0.35, "Y1": 0.81422, "X2": 0.406, "Y2": 0.81402, "X3": 0.406, "Y3": 0.82595, "X4": 0.35, "Y4": 0.8246, "page": 0, "Index": 360}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.428, "Y1": 0.81422, "X2": 0.463, "Y2": 0.81402, "X3": 0.463, "Y3": 0.82595, "X4": 0.428, "Y4": 0.82729, "page": 0, "Index": 361}, {"Word": "285.1", "Confidence": 0.851, "X1": 0.588, "Y1": 0.81556, "X2": 0.618, "Y2": 0.81536, "X3": 0.619, "Y3": 0.82595, "X4": 0.588, "Y4": 0.82595, "page": 0, "Index": 362}, {"Word": "43", "Confidence": 0.865, "X1": 0.483, "Y1": 0.81017, "X2": 0.5, "Y2": 0.80997, "X3": 0.5, "Y3": 0.82864, "X4": 0.483, "Y4": 0.82864, "page": 0, "Index": 363}, {"Word": "37", "Confidence": 0.997, "X1": 0.051, "Y1": 0.825, "X2": 0.064, "Y2": 0.8248, "X3": 0.064, "Y3": 0.83942, "X4": 0.051, "Y4": 0.83942, "page": 0, "Index": 364}, {"Word": "05-Nov-90", "Confidence": 0.64, "X1": 0.225, "Y1": 0.82904, "X2": 0.282, "Y2": 0.82884, "X3": 0.282, "Y3": 0.83942, "X4": 0.225, "Y4": 0.83807, "page": 0, "Index": 365}, {"Word": "10:51", "Confidence": 0.905, "X1": 0.301, "Y1": 0.82904, "X2": 0.331, "Y2": 0.82884, "X3": 0.331, "Y3": 0.83807, "X4": 0.301, "Y4": 0.83942, "page": 0, "Index": 366}, {"Word": "05-Nov-90", "Confidence": 0.765, "X1": 0.349, "Y1": 0.82904, "X2": 0.406, "Y2": 0.82884, "X3": 0.406, "Y3": 0.83942, "X4": 0.349, "Y4": 0.83942, "page": 0, "Index": 367}, {"Word": "296.5", "Confidence": 0.786, "X1": 0.588, "Y1": 0.83039, "X2": 0.619, "Y2": 0.83019, "X3": 0.619, "Y3": 0.84077, "X4": 0.589, "Y4": 0.84077, "page": 0, "Index": 368}, {"Word": "38", "Confidence": 0.995, "X1": 0.052, "Y1": 0.83982, "X2": 0.064, "Y2": 0.83962, "X3": 0.064, "Y3": 0.8529, "X4": 0.052, "Y4": 0.8529, "page": 0, "Index": 369}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.224, "Y1": 0.84387, "X2": 0.283, "Y2": 0.84367, "X3": 0.282, "Y3": 0.8556, "X4": 0.224, "Y4": 0.8556, "page": 0, "Index": 370}, {"Word": "10:52", "Confidence": 0.991, "X1": 0.299, "Y1": 0.84387, "X2": 0.332, "Y2": 0.84367, "X3": 0.332, "Y3": 0.8556, "X4": 0.299, "Y4": 0.8556, "page": 0, "Index": 371}, {"Word": "05-Nov-90", "Confidence": 0.699, "X1": 0.348, "Y1": 0.84387, "X2": 0.407, "Y2": 0.84367, "X3": 0.407, "Y3": 0.8556, "X4": 0.347, "Y4": 0.8556, "page": 0, "Index": 372}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.431, "Y1": 0.84387, "X2": 0.463, "Y2": 0.84367, "X3": 0.462, "Y3": 0.85694, "X4": 0.43, "Y4": 0.8556, "page": 0, "Index": 373}, {"Word": "304.7", "Confidence": 0.677, "X1": 0.588, "Y1": 0.84387, "X2": 0.62, "Y2": 0.84367, "X3": 0.62, "Y3": 0.85694, "X4": 0.588, "Y4": 0.8556, "page": 0, "Index": 374}, {"Word": "4632", "Confidence": 0.991, "X1": 0.114, "Y1": 0.98133, "X2": 0.076, "Y2": 0.98113, "X3": 0.075, "Y3": 0.95937, "X4": 0.114, "Y4": 0.95802, "page": 0, "Index": 375}, {"Word": "52194", "Confidence": 0.995, "X1": 0.169, "Y1": 0.97998, "X2": 0.124, "Y2": 0.97978, "X3": 0.124, "Y3": 0.95802, "X4": 0.17, "Y4": 0.95802, "page": 0, "Index": 376}]}
"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"
ffbg0065
3
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.952, "X1": 0.041, "Y1": 0.10936, "X2": 0.14, "Y2": 0.10916, "X3": 0.14, "Y3": 0.12379, "X4": 0.041, "Y4": 0.12379, "page": 0}, {"Word": "AUDIT TRAIL LISTINGS OF BODY WEIGHTS", "Confidence": 0.8655, "X1": 0.406, "Y1": 0.11206, "X2": 0.657, "Y2": 0.11186, "X3": 0.657, "Y3": 0.12648, "X4": 0.406, "Y4": 0.12648, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.571, "X1": 0.819, "Y1": 0.1161, "X2": 0.945, "Y2": 0.1159, "X3": 0.945, "Y3": 0.12918, "X4": 0.819, "Y4": 0.12918, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.59433, "X1": 0.042, "Y1": 0.12554, "X2": 0.238, "Y2": 0.12534, "X3": 0.238, "Y3": 0.13996, "X4": 0.042, "Y4": 0.13861, "page": 0}, {"Word": "study number: TOX-035", "Confidence": 0.81467, "X1": 0.455, "Y1": 0.12823, "X2": 0.602, "Y2": 0.12803, "X3": 0.602, "Y3": 0.14131, "X4": 0.455, "Y4": 0.14131, "page": 0}, {"Word": "Page: 4", "Confidence": 0.844, "X1": 0.834, "Y1": 0.13093, "X2": 0.883, "Y2": 0.13073, "X3": 0.883, "Y3": 0.144, "X4": 0.834, "Y4": 0.14266, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.9485, "X1": 0.041, "Y1": 0.14036, "X2": 0.141, "Y2": 0.14016, "X3": 0.141, "Y3": 0.15344, "X4": 0.041, "Y4": 0.15344, "page": 0}, {"Word": "RAZ, SPRAGUE-DAWLEY", "Confidence": 0.585, "X1": 0.041, "Y1": 0.15519, "X2": 0.168, "Y2": 0.15499, "X3": 0.168, "Y3": 0.16692, "X4": 0.041, "Y4": 0.16692, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.75, "X1": 0.434, "Y1": 0.15519, "X2": 0.623, "Y2": 0.15499, "X3": 0.623, "Y3": 0.17096, "X4": 0.434, "Y4": 0.17096, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO FASA", "Confidence": 0.81925, "X1": 0.743, "Y1": 0.15923, "X2": 0.945, "Y2": 0.15903, "X3": 0.945, "Y3": 0.17365, "X4": 0.743, "Y4": 0.17231, "page": 0}, {"Word": "NO BODY WEIGHT DATA EDITS HAVE BEEN DONE", "Confidence": 0.77363, "X1": 0.172, "Y1": 0.21314, "X2": 0.451, "Y2": 0.21294, "X3": 0.451, "Y3": 0.23026, "X4": 0.172, "Y4": 0.22756, "page": 0}, {"Word": "52194 4635", "Confidence": 0.9905, "X1": 0.154, "Y1": 0.98403, "X2": 0.057, "Y2": 0.98383, "X3": 0.057, "Y3": 0.96341, "X4": 0.155, "Y4": 0.96745, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.933, "X1": 0.042, "Y1": 0.11071, "X2": 0.084, "Y2": 0.11051, "X3": 0.083, "Y3": 0.12379, "X4": 0.042, "Y4": 0.12379, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.971, "X1": 0.091, "Y1": 0.11206, "X2": 0.138, "Y2": 0.11186, "X3": 0.138, "Y3": 0.12379, "X4": 0.09, "Y4": 0.12379, "page": 0, "Index": 1}, {"Word": "AUDIT", "Confidence": 0.996, "X1": 0.408, "Y1": 0.11341, "X2": 0.442, "Y2": 0.11321, "X3": 0.441, "Y3": 0.12783, "X4": 0.407, "Y4": 0.12783, "page": 0, "Index": 2}, {"Word": "TRAIL", "Confidence": 0.947, "X1": 0.45, "Y1": 0.11341, "X2": 0.483, "Y2": 0.11321, "X3": 0.483, "Y3": 0.12783, "X4": 0.449, "Y4": 0.12783, "page": 0, "Index": 3}, {"Word": "LISTINGS", "Confidence": 0.872, "X1": 0.49, "Y1": 0.11341, "X2": 0.544, "Y2": 0.11321, "X3": 0.544, "Y3": 0.12783, "X4": 0.489, "Y4": 0.12783, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.998, "X1": 0.551, "Y1": 0.11341, "X2": 0.565, "Y2": 0.11321, "X3": 0.565, "Y3": 0.12783, "X4": 0.551, "Y4": 0.12783, "page": 0, "Index": 5}, {"Word": "BODY", "Confidence": 0.783, "X1": 0.572, "Y1": 0.11341, "X2": 0.6, "Y2": 0.11321, "X3": 0.6, "Y3": 0.12783, "X4": 0.572, "Y4": 0.12783, "page": 0, "Index": 6}, {"Word": "WEIGHTS", "Confidence": 0.597, "X1": 0.607, "Y1": 0.11341, "X2": 0.655, "Y2": 0.11321, "X3": 0.655, "Y3": 0.12783, "X4": 0.607, "Y4": 0.12783, "page": 0, "Index": 7}, {"Word": "PRINTED:", "Confidence": 0.663, "X1": 0.821, "Y1": 0.1161, "X2": 0.875, "Y2": 0.1159, "X3": 0.874, "Y3": 0.13053, "X4": 0.82, "Y4": 0.13053, "page": 0, "Index": 8}, {"Word": "05-Nov-90", "Confidence": 0.479, "X1": 0.882, "Y1": 0.1161, "X2": 0.943, "Y2": 0.1159, "X3": 0.942, "Y3": 0.13053, "X4": 0.882, "Y4": 0.13053, "page": 0, "Index": 9}, {"Word": "TOXICOLOGY", "Confidence": 0.416, "X1": 0.043, "Y1": 0.12554, "X2": 0.11, "Y2": 0.12534, "X3": 0.11, "Y3": 0.13861, "X4": 0.042, "Y4": 0.13727, "page": 0, "Index": 10}, {"Word": "RESEARCH", "Confidence": 0.426, "X1": 0.118, "Y1": 0.12554, "X2": 0.172, "Y2": 0.12534, "X3": 0.172, "Y3": 0.13996, "X4": 0.117, "Y4": 0.13996, "page": 0, "Index": 11}, {"Word": "DIVISION", "Confidence": 0.941, "X1": 0.18, "Y1": 0.12688, "X2": 0.234, "Y2": 0.12668, "X3": 0.234, "Y3": 0.14131, "X4": 0.18, "Y4": 0.13996, "page": 0, "Index": 12}, {"Word": "study", "Confidence": 0.847, "X1": 0.456, "Y1": 0.12823, "X2": 0.491, "Y2": 0.12803, "X3": 0.49, "Y3": 0.14266, "X4": 0.456, "Y4": 0.14266, "page": 0, "Index": 13}, {"Word": "number:", "Confidence": 0.656, "X1": 0.497, "Y1": 0.12823, "X2": 0.546, "Y2": 0.12803, "X3": 0.545, "Y3": 0.14266, "X4": 0.496, "Y4": 0.14266, "page": 0, "Index": 14}, {"Word": "TOX-035", "Confidence": 0.941, "X1": 0.553, "Y1": 0.12823, "X2": 0.599, "Y2": 0.12803, "X3": 0.599, "Y3": 0.14266, "X4": 0.552, "Y4": 0.14266, "page": 0, "Index": 15}, {"Word": "Page:", "Confidence": 0.692, "X1": 0.834, "Y1": 0.13228, "X2": 0.867, "Y2": 0.13208, "X3": 0.867, "Y3": 0.144, "X4": 0.834, "Y4": 0.144, "page": 0, "Index": 16}, {"Word": "4", "Confidence": 0.996, "X1": 0.874, "Y1": 0.13228, "X2": 0.88, "Y2": 0.13208, "X3": 0.881, "Y3": 0.144, "X4": 0.874, "Y4": 0.144, "page": 0, "Index": 17}, {"Word": "Building", "Confidence": 0.901, "X1": 0.043, "Y1": 0.14036, "X2": 0.096, "Y2": 0.14016, "X3": 0.095, "Y3": 0.15344, "X4": 0.042, "Y4": 0.15344, "page": 0, "Index": 18}, {"Word": "630/2", "Confidence": 0.996, "X1": 0.104, "Y1": 0.14171, "X2": 0.138, "Y2": 0.14151, "X3": 0.138, "Y3": 0.15479, "X4": 0.104, "Y4": 0.15344, "page": 0, "Index": 19}, {"Word": "RAZ,", "Confidence": 0.5, "X1": 0.043, "Y1": 0.15519, "X2": 0.068, "Y2": 0.15499, "X3": 0.068, "Y3": 0.16826, "X4": 0.042, "Y4": 0.16826, "page": 0, "Index": 20}, {"Word": "SPRAGUE-DAWLEY", "Confidence": 0.67, "X1": 0.07, "Y1": 0.15653, "X2": 0.165, "Y2": 0.15633, "X3": 0.165, "Y3": 0.16826, "X4": 0.07, "Y4": 0.16826, "page": 0, "Index": 21}, {"Word": "Study", "Confidence": 0.997, "X1": 0.436, "Y1": 0.15653, "X2": 0.47, "Y2": 0.15633, "X3": 0.469, "Y3": 0.17231, "X4": 0.435, "Y4": 0.17231, "page": 0, "Index": 22}, {"Word": "start", "Confidence": 0.642, "X1": 0.477, "Y1": 0.15788, "X2": 0.511, "Y2": 0.15768, "X3": 0.51, "Y3": 0.17231, "X4": 0.476, "Y4": 0.17231, "page": 0, "Index": 23}, {"Word": "date:", "Confidence": 0.747, "X1": 0.518, "Y1": 0.15788, "X2": 0.553, "Y2": 0.15768, "X3": 0.552, "Y3": 0.17096, "X4": 0.517, "Y4": 0.17231, "page": 0, "Index": 24}, {"Word": "07-Nov-90", "Confidence": 0.614, "X1": 0.558, "Y1": 0.15788, "X2": 0.62, "Y2": 0.15768, "X3": 0.619, "Y3": 0.17096, "X4": 0.558, "Y4": 0.17096, "page": 0, "Index": 25}, {"Word": "ACUTE", "Confidence": 0.955, "X1": 0.744, "Y1": 0.15923, "X2": 0.777, "Y2": 0.15903, "X3": 0.777, "Y3": 0.17365, "X4": 0.744, "Y4": 0.17231, "page": 0, "Index": 26}, {"Word": "TOXICITY/ORAL", "Confidence": 0.782, "X1": 0.785, "Y1": 0.15923, "X2": 0.874, "Y2": 0.15903, "X3": 0.874, "Y3": 0.17365, "X4": 0.785, "Y4": 0.17365, "page": 0, "Index": 27}, {"Word": "LDSO", "Confidence": 0.607, "X1": 0.881, "Y1": 0.15923, "X2": 0.908, "Y2": 0.15903, "X3": 0.907, "Y3": 0.17365, "X4": 0.881, "Y4": 0.17365, "page": 0, "Index": 28}, {"Word": "FASA", "Confidence": 0.933, "X1": 0.915, "Y1": 0.15923, "X2": 0.942, "Y2": 0.15903, "X3": 0.941, "Y3": 0.17365, "X4": 0.915, "Y4": 0.17365, "page": 0, "Index": 29}, {"Word": "NO", "Confidence": 0.677, "X1": 0.173, "Y1": 0.21314, "X2": 0.187, "Y2": 0.21294, "X3": 0.187, "Y3": 0.22891, "X4": 0.172, "Y4": 0.22891, "page": 0, "Index": 30}, {"Word": "BODY", "Confidence": 0.646, "X1": 0.192, "Y1": 0.21314, "X2": 0.221, "Y2": 0.21294, "X3": 0.22, "Y3": 0.22891, "X4": 0.192, "Y4": 0.22891, "page": 0, "Index": 31}, {"Word": "WEIGHT", "Confidence": 0.735, "X1": 0.227, "Y1": 0.21314, "X2": 0.269, "Y2": 0.21294, "X3": 0.269, "Y3": 0.22891, "X4": 0.226, "Y4": 0.22891, "page": 0, "Index": 32}, {"Word": "DATA", "Confidence": 0.986, "X1": 0.275, "Y1": 0.21314, "X2": 0.304, "Y2": 0.21294, "X3": 0.303, "Y3": 0.23026, "X4": 0.275, "Y4": 0.22891, "page": 0, "Index": 33}, {"Word": "EDITS", "Confidence": 0.934, "X1": 0.309, "Y1": 0.21314, "X2": 0.345, "Y2": 0.21294, "X3": 0.345, "Y3": 0.23026, "X4": 0.309, "Y4": 0.23026, "page": 0, "Index": 34}, {"Word": "HAVE", "Confidence": 0.673, "X1": 0.35, "Y1": 0.21449, "X2": 0.378, "Y2": 0.21429, "X3": 0.378, "Y3": 0.23026, "X4": 0.35, "Y4": 0.23026, "page": 0, "Index": 35}, {"Word": "BEEN", "Confidence": 0.556, "X1": 0.386, "Y1": 0.21449, "X2": 0.413, "Y2": 0.21429, "X3": 0.413, "Y3": 0.23026, "X4": 0.385, "Y4": 0.23026, "page": 0, "Index": 36}, {"Word": "DONE", "Confidence": 0.982, "X1": 0.421, "Y1": 0.21449, "X2": 0.448, "Y2": 0.21429, "X3": 0.448, "Y3": 0.23026, "X4": 0.42, "Y4": 0.23026, "page": 0, "Index": 37}, {"Word": "4635", "Confidence": 0.99, "X1": 0.097, "Y1": 0.98403, "X2": 0.061, "Y2": 0.98383, "X3": 0.061, "Y3": 0.96476, "X4": 0.097, "Y4": 0.96611, "page": 0, "Index": 38}, {"Word": "52194", "Confidence": 0.991, "X1": 0.153, "Y1": 0.98538, "X2": 0.108, "Y2": 0.98518, "X3": 0.108, "Y3": 0.96611, "X4": 0.154, "Y4": 0.96745, "page": 0, "Index": 39}]}
"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"
ffbg0065
1
{"lines_data": [{"Word": "R.J.R. TOBACCO", "Confidence": 0.8595, "X1": 0.042, "Y1": 0.09454, "X2": 0.14, "Y2": 0.09434, "X3": 0.14, "Y3": 0.10762, "X4": 0.042, "Y4": 0.10896, "page": 0}, {"Word": "RAW DATA LISTING OF SMALL ANIMAL BODY WEIGHTS (GAS)", "Confidence": 0.80956, "X1": 0.351, "Y1": 0.09454, "X2": 0.705, "Y2": 0.09434, "X3": 0.705, "Y3": 0.11301, "X4": 0.351, "Y4": 0.11301, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.8435, "X1": 0.821, "Y1": 0.09589, "X2": 0.945, "Y2": 0.09569, "X3": 0.945, "Y3": 0.11166, "X4": 0.821, "Y4": 0.11301, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.91933, "X1": 0.041, "Y1": 0.10936, "X2": 0.239, "Y2": 0.10916, "X3": 0.239, "Y3": 0.12379, "X4": 0.041, "Y4": 0.12514, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.708, "X1": 0.455, "Y1": 0.11071, "X2": 0.606, "Y2": 0.11051, "X3": 0.606, "Y3": 0.12648, "X4": 0.455, "Y4": 0.12648, "page": 0}, {"Word": "Page: 2", "Confidence": 0.822, "X1": 0.833, "Y1": 0.11341, "X2": 0.885, "Y2": 0.11321, "X3": 0.885, "Y3": 0.12648, "X4": 0.833, "Y4": 0.12648, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.7725, "X1": 0.041, "Y1": 0.12419, "X2": 0.138, "Y2": 0.12399, "X3": 0.138, "Y3": 0.13861, "X4": 0.041, "Y4": 0.13861, "page": 0}, {"Word": "RAT/SPRAGUE-DANLEY", "Confidence": 0.675, "X1": 0.041, "Y1": 0.13901, "X2": 0.167, "Y2": 0.13881, "X3": 0.167, "Y3": 0.15344, "X4": 0.041, "Y4": 0.15479, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.814, "X1": 0.433, "Y1": 0.13901, "X2": 0.623, "Y2": 0.13881, "X3": 0.623, "Y3": 0.15479, "X4": 0.433, "Y4": 0.15479, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO FESA", "Confidence": 0.63025, "X1": 0.744, "Y1": 0.14036, "X2": 0.947, "Y2": 0.14016, "X3": 0.947, "Y3": 0.15613, "X4": 0.744, "Y4": 0.15613, "page": 0}, {"Word": "CAGE", "Confidence": 0.955, "X1": 0.049, "Y1": 0.17001, "X2": 0.078, "Y2": 0.16981, "X3": 0.077, "Y3": 0.18309, "X4": 0.049, "Y4": 0.18309, "page": 0}, {"Word": "ANIMAL", "Confidence": 0.626, "X1": 0.087, "Y1": 0.16866, "X2": 0.134, "Y2": 0.16846, "X3": 0.134, "Y3": 0.18174, "X4": 0.087, "Y4": 0.18309, "page": 0}, {"Word": "GROUP/ DATE", "Confidence": 0.7905, "X1": 0.173, "Y1": 0.16866, "X2": 0.262, "Y2": 0.16846, "X3": 0.262, "Y3": 0.18309, "X4": 0.173, "Y4": 0.18309, "page": 0}, {"Word": "AND TIME", "Confidence": 0.5565, "X1": 0.266, "Y1": 0.16866, "X2": 0.335, "Y2": 0.16846, "X3": 0.335, "Y3": 0.18174, "X4": 0.266, "Y4": 0.18309, "page": 0}, {"Word": "DAZ/WEEK OPER. PREVIOUS CURRENT", "Confidence": 0.81475, "X1": 0.421, "Y1": 0.17001, "X2": 0.636, "Y2": 0.16981, "X3": 0.636, "Y3": 0.18444, "X4": 0.421, "Y4": 0.18309, "page": 0}, {"Word": "AVG GAIN", "Confidence": 0.7715, "X1": 0.674, "Y1": 0.17136, "X2": 0.733, "Y2": 0.17116, "X3": 0.733, "Y3": 0.18444, "X4": 0.674, "Y4": 0.18309, "page": 0}, {"Word": "NUMBER SEX SUBGROUP DATA WAS ENTERED", "Confidence": 0.77917, "X1": 0.088, "Y1": 0.18484, "X2": 0.34, "Y2": 0.18464, "X3": 0.339, "Y3": 0.19791, "X4": 0.088, "Y4": 0.19657, "page": 0}, {"Word": "SESSION", "Confidence": 0.813, "X1": 0.359, "Y1": 0.18484, "X2": 0.409, "Y2": 0.18464, "X3": 0.409, "Y3": 0.19791, "X4": 0.359, "Y4": 0.19657, "page": 0}, {"Word": "OF STUDY", "Confidence": 0.851, "X1": 0.421, "Y1": 0.18484, "X2": 0.478, "Y2": 0.18464, "X3": 0.478, "Y3": 0.19791, "X4": 0.421, "Y4": 0.19791, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.166, "X1": 0.529, "Y1": 0.18484, "X2": 0.575, "Y2": 0.18464, "X3": 0.575, "Y3": 0.19791, "X4": 0.529, "Y4": 0.19791, "page": 0}, {"Word": "WEIGHT", "Confidence": 0.683, "X1": 0.585, "Y1": 0.18484, "X2": 0.629, "Y2": 0.18464, "X3": 0.629, "Y3": 0.19791, "X4": 0.585, "Y4": 0.19791, "page": 0}, {"Word": "DATE PER DAY", "Confidence": 0.78733, "X1": 0.641, "Y1": 0.18618, "X2": 0.727, "Y2": 0.18598, "X3": 0.727, "Y3": 0.19926, "X4": 0.641, "Y4": 0.19791, "page": 0}, {"Word": "COMMENT", "Confidence": 0.746, "X1": 0.734, "Y1": 0.18349, "X2": 0.788, "Y2": 0.18329, "X3": 0.788, "Y3": 0.19926, "X4": 0.734, "Y4": 0.20061, "page": 0}, {"Word": "39", "Confidence": 0.978, "X1": 0.058, "Y1": 0.21179, "X2": 0.07, "Y2": 0.21159, "X3": 0.069, "Y3": 0.22487, "X4": 0.057, "Y4": 0.22622, "page": 0}, {"Word": "39", "Confidence": 0.995, "X1": 0.118, "Y1": 0.21179, "X2": 0.132, "Y2": 0.21159, "X3": 0.131, "Y3": 0.22487, "X4": 0.117, "Y4": 0.22622, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.789, "X1": 0.228, "Y1": 0.21449, "X2": 0.292, "Y2": 0.21429, "X3": 0.292, "Y3": 0.22487, "X4": 0.228, "Y4": 0.22622, "page": 0}, {"Word": "10:52", "Confidence": 0.997, "X1": 0.302, "Y1": 0.21449, "X2": 0.338, "Y2": 0.21429, "X3": 0.338, "Y3": 0.22622, "X4": 0.302, "Y4": 0.22487, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.352, "Y1": 0.21449, "X2": 0.416, "Y2": 0.21429, "X3": 0.416, "Y3": 0.22622, "X4": 0.352, "Y4": 0.22622, "page": 0}, {"Word": "-2/-1", "Confidence": 0.849, "X1": 0.435, "Y1": 0.21314, "X2": 0.471, "Y2": 0.21294, "X3": 0.471, "Y3": 0.22622, "X4": 0.435, "Y4": 0.22756, "page": 0}, {"Word": "43", "Confidence": 0.621, "X1": 0.491, "Y1": 0.21314, "X2": 0.504, "Y2": 0.21294, "X3": 0.504, "Y3": 0.22756, "X4": 0.491, "Y4": 0.22891, "page": 0}, {"Word": "336.7", "Confidence": 0.818, "X1": 0.593, "Y1": 0.21449, "X2": 0.629, "Y2": 0.21429, "X3": 0.629, "Y3": 0.22622, "X4": 0.593, "Y4": 0.22622, "page": 0}, {"Word": "-/", "Confidence": 0.749, "X1": 0.19, "Y1": 0.21449, "X2": 0.205, "Y2": 0.21429, "X3": 0.202, "Y3": 0.22891, "X4": 0.187, "Y4": 0.23026, "page": 0}, {"Word": "40", "Confidence": 0.933, "X1": 0.056, "Y1": 0.22662, "X2": 0.07, "Y2": 0.22642, "X3": 0.07, "Y3": 0.24104, "X4": 0.056, "Y4": 0.24239, "page": 0}, {"Word": "40", "Confidence": 0.747, "X1": 0.116, "Y1": 0.22662, "X2": 0.131, "Y2": 0.22642, "X3": 0.131, "Y3": 0.23969, "X4": 0.116, "Y4": 0.24239, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.227, "Y1": 0.22931, "X2": 0.291, "Y2": 0.22911, "X3": 0.29, "Y3": 0.24104, "X4": 0.227, "Y4": 0.23969, "page": 0}, {"Word": "10:53", "Confidence": 0.991, "X1": 0.302, "Y1": 0.22931, "X2": 0.338, "Y2": 0.22911, "X3": 0.338, "Y3": 0.24104, "X4": 0.302, "Y4": 0.23969, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.668, "X1": 0.352, "Y1": 0.23066, "X2": 0.415, "Y2": 0.23046, "X3": 0.415, "Y3": 0.24239, "X4": 0.352, "Y4": 0.23969, "page": 0}, {"Word": "-2/-1", "Confidence": 0.929, "X1": 0.435, "Y1": 0.22796, "X2": 0.475, "Y2": 0.22776, "X3": 0.475, "Y3": 0.24239, "X4": 0.435, "Y4": 0.24239, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.487, "Y1": 0.22796, "X2": 0.508, "Y2": 0.22776, "X3": 0.507, "Y3": 0.24374, "X4": 0.488, "Y4": 0.24508, "page": 0}, {"Word": "389.8", "Confidence": 0.617, "X1": 0.592, "Y1": 0.23066, "X2": 0.628, "Y2": 0.23046, "X3": 0.628, "Y3": 0.24239, "X4": 0.592, "Y4": 0.24239, "page": 0}, {"Word": "41", "Confidence": 0.998, "X1": 0.056, "Y1": 0.24144, "X2": 0.07, "Y2": 0.24124, "X3": 0.07, "Y3": 0.25721, "X4": 0.056, "Y4": 0.25721, "page": 0}, {"Word": "41", "Confidence": 0.775, "X1": 0.116, "Y1": 0.24009, "X2": 0.131, "Y2": 0.23989, "X3": 0.132, "Y3": 0.25452, "X4": 0.117, "Y4": 0.25721, "page": 0}, {"Word": "M", "Confidence": 0.773, "X1": 0.139, "Y1": 0.24279, "X2": 0.154, "Y2": 0.24259, "X3": 0.154, "Y3": 0.25586, "X4": 0.139, "Y4": 0.25586, "page": 0}, {"Word": "05-Kov-90", "Confidence": 0.599, "X1": 0.227, "Y1": 0.24414, "X2": 0.29, "Y2": 0.24394, "X3": 0.29, "Y3": 0.25452, "X4": 0.227, "Y4": 0.25586, "page": 0}, {"Word": "10:54", "Confidence": 0.994, "X1": 0.302, "Y1": 0.24414, "X2": 0.339, "Y2": 0.24394, "X3": 0.338, "Y3": 0.25586, "X4": 0.302, "Y4": 0.25452, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.715, "X1": 0.351, "Y1": 0.24414, "X2": 0.415, "Y2": 0.24394, "X3": 0.415, "Y3": 0.25721, "X4": 0.351, "Y4": 0.25452, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.435, "Y1": 0.24279, "X2": 0.471, "Y2": 0.24259, "X3": 0.471, "Y3": 0.25721, "X4": 0.435, "Y4": 0.25721, "page": 0}, {"Word": "43", "Confidence": 0.941, "X1": 0.489, "Y1": 0.24144, "X2": 0.504, "Y2": 0.24124, "X3": 0.504, "Y3": 0.25586, "X4": 0.489, "Y4": 0.25721, "page": 0}, {"Word": "341.1", "Confidence": 0.793, "X1": 0.593, "Y1": 0.24414, "X2": 0.628, "Y2": 0.24394, "X3": 0.628, "Y3": 0.25721, "X4": 0.593, "Y4": 0.25586, "page": 0}, {"Word": "-", "Confidence": 0.811, "X1": 0.68, "Y1": 0.24683, "X2": 0.693, "Y2": 0.24663, "X3": 0.693, "Y3": 0.25586, "X4": 0.68, "Y4": 0.25586, "page": 0}, {"Word": "42", "Confidence": 0.994, "X1": 0.055, "Y1": 0.25492, "X2": 0.07, "Y2": 0.25472, "X3": 0.07, "Y3": 0.26934, "X4": 0.055, "Y4": 0.27069, "page": 0}, {"Word": "42", "Confidence": 0.991, "X1": 0.116, "Y1": 0.25492, "X2": 0.131, "Y2": 0.25472, "X3": 0.132, "Y3": 0.26934, "X4": 0.116, "Y4": 0.27069, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.614, "X1": 0.227, "Y1": 0.25896, "X2": 0.289, "Y2": 0.25876, "X3": 0.289, "Y3": 0.27069, "X4": 0.227, "Y4": 0.27069, "page": 0}, {"Word": "10:54", "Confidence": 0.991, "X1": 0.302, "Y1": 0.25896, "X2": 0.338, "Y2": 0.25876, "X3": 0.338, "Y3": 0.27069, "X4": 0.302, "Y4": 0.26934, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.646, "X1": 0.352, "Y1": 0.25896, "X2": 0.415, "Y2": 0.25876, "X3": 0.415, "Y3": 0.27069, "X4": 0.352, "Y4": 0.27069, "page": 0}, {"Word": "-2/-1", "Confidence": 0.985, "X1": 0.434, "Y1": 0.25896, "X2": 0.47, "Y2": 0.25876, "X3": 0.47, "Y3": 0.27204, "X4": 0.434, "Y4": 0.27069, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.49, "Y1": 0.25626, "X2": 0.505, "Y2": 0.25606, "X3": 0.504, "Y3": 0.27069, "X4": 0.49, "Y4": 0.27069, "page": 0}, {"Word": "302.2", "Confidence": 0.991, "X1": 0.592, "Y1": 0.25896, "X2": 0.629, "Y2": 0.25876, "X3": 0.629, "Y3": 0.27204, "X4": 0.592, "Y4": 0.27204, "page": 0}, {"Word": "-", "Confidence": 0.934, "X1": 0.68, "Y1": 0.26166, "X2": 0.693, "Y2": 0.26146, "X3": 0.693, "Y3": 0.27069, "X4": 0.68, "Y4": 0.27069, "page": 0}, {"Word": "43", "Confidence": 0.988, "X1": 0.055, "Y1": 0.26839, "X2": 0.07, "Y2": 0.26819, "X3": 0.069, "Y3": 0.28417, "X4": 0.054, "Y4": 0.28417, "page": 0}, {"Word": "43", "Confidence": 0.723, "X1": 0.116, "Y1": 0.26839, "X2": 0.131, "Y2": 0.26819, "X3": 0.132, "Y3": 0.28417, "X4": 0.116, "Y4": 0.28551, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.618, "X1": 0.227, "Y1": 0.27244, "X2": 0.289, "Y2": 0.27224, "X3": 0.289, "Y3": 0.28417, "X4": 0.227, "Y4": 0.28417, "page": 0}, {"Word": "10:55", "Confidence": 0.997, "X1": 0.303, "Y1": 0.27378, "X2": 0.338, "Y2": 0.27358, "X3": 0.338, "Y3": 0.28551, "X4": 0.302, "Y4": 0.28417, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.673, "X1": 0.351, "Y1": 0.27244, "X2": 0.415, "Y2": 0.27224, "X3": 0.415, "Y3": 0.28551, "X4": 0.351, "Y4": 0.28417, "page": 0}, {"Word": "-2/-1", "Confidence": 0.802, "X1": 0.436, "Y1": 0.27244, "X2": 0.471, "Y2": 0.27224, "X3": 0.471, "Y3": 0.28551, "X4": 0.436, "Y4": 0.28551, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.492, "Y1": 0.27109, "X2": 0.507, "Y2": 0.27089, "X3": 0.506, "Y3": 0.28686, "X4": 0.491, "Y4": 0.28686, "page": 0}, {"Word": "301.6", "Confidence": 0.847, "X1": 0.592, "Y1": 0.27378, "X2": 0.628, "Y2": 0.27358, "X3": 0.628, "Y3": 0.28551, "X4": 0.592, "Y4": 0.28551, "page": 0}, {"Word": "-", "Confidence": 0.754, "X1": 0.68, "Y1": 0.27513, "X2": 0.693, "Y2": 0.27493, "X3": 0.693, "Y3": 0.28551, "X4": 0.68, "Y4": 0.28551, "page": 0}, {"Word": "44", "Confidence": 0.957, "X1": 0.056, "Y1": 0.28322, "X2": 0.071, "Y2": 0.28302, "X3": 0.071, "Y3": 0.29899, "X4": 0.056, "Y4": 0.29899, "page": 0}, {"Word": "-/", "Confidence": 0.611, "X1": 0.184, "Y1": 0.28322, "X2": 0.204, "Y2": 0.28302, "X3": 0.204, "Y3": 0.30303, "X4": 0.184, "Y4": 0.30573, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.836, "X1": 0.227, "Y1": 0.28861, "X2": 0.29, "Y2": 0.28841, "X3": 0.289, "Y3": 0.30034, "X4": 0.227, "Y4": 0.29899, "page": 0}, {"Word": "10:56", "Confidence": 0.907, "X1": 0.302, "Y1": 0.28861, "X2": 0.338, "Y2": 0.28841, "X3": 0.338, "Y3": 0.29899, "X4": 0.302, "Y4": 0.29899, "page": 0}, {"Word": "05-509-90", "Confidence": 0.518, "X1": 0.352, "Y1": 0.28861, "X2": 0.414, "Y2": 0.28841, "X3": 0.414, "Y3": 0.30034, "X4": 0.352, "Y4": 0.29899, "page": 0}, {"Word": "-2/-1", "Confidence": 0.887, "X1": 0.433, "Y1": 0.28861, "X2": 0.472, "Y2": 0.28841, "X3": 0.472, "Y3": 0.30034, "X4": 0.433, "Y4": 0.30034, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.492, "Y1": 0.28591, "X2": 0.506, "Y2": 0.28571, "X3": 0.506, "Y3": 0.30034, "X4": 0.492, "Y4": 0.30169, "page": 0}, {"Word": "284.5", "Confidence": 0.991, "X1": 0.593, "Y1": 0.28861, "X2": 0.63, "Y2": 0.28841, "X3": 0.63, "Y3": 0.30034, "X4": 0.593, "Y4": 0.29899, "page": 0}, {"Word": "-", "Confidence": 0.883, "X1": 0.682, "Y1": 0.28996, "X2": 0.695, "Y2": 0.28976, "X3": 0.696, "Y3": 0.30034, "X4": 0.683, "Y4": 0.30169, "page": 0}, {"Word": "45", "Confidence": 0.888, "X1": 0.056, "Y1": 0.2967, "X2": 0.071, "Y2": 0.2965, "X3": 0.072, "Y3": 0.31382, "X4": 0.056, "Y4": 0.31382, "page": 0}, {"Word": "45", "Confidence": 0.246, "X1": 0.117, "Y1": 0.29804, "X2": 0.133, "Y2": 0.29784, "X3": 0.134, "Y3": 0.31112, "X4": 0.119, "Y4": 0.31382, "page": 0}, {"Word": "-/1", "Confidence": 0.885, "X1": 0.185, "Y1": 0.29804, "X2": 0.206, "Y2": 0.29784, "X3": 0.205, "Y3": 0.31786, "X4": 0.184, "Y4": 0.31921, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.797, "X1": 0.227, "Y1": 0.30209, "X2": 0.289, "Y2": 0.30189, "X3": 0.289, "Y3": 0.31382, "X4": 0.227, "Y4": 0.31382, "page": 0}, {"Word": "10:56", "Confidence": 0.993, "X1": 0.303, "Y1": 0.30209, "X2": 0.338, "Y2": 0.30189, "X3": 0.338, "Y3": 0.31382, "X4": 0.303, "Y4": 0.31382, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.552, "X1": 0.352, "Y1": 0.30343, "X2": 0.415, "Y2": 0.30323, "X3": 0.415, "Y3": 0.31516, "X4": 0.352, "Y4": 0.31382, "page": 0}, {"Word": "-2/-1", "Confidence": 0.958, "X1": 0.433, "Y1": 0.30209, "X2": 0.472, "Y2": 0.30189, "X3": 0.472, "Y3": 0.31516, "X4": 0.433, "Y4": 0.31516, "page": 0}, {"Word": "43", "Confidence": 0.958, "X1": 0.489, "Y1": 0.30074, "X2": 0.505, "Y2": 0.30054, "X3": 0.505, "Y3": 0.31382, "X4": 0.49, "Y4": 0.31516, "page": 0}, {"Word": "348.2", "Confidence": 0.943, "X1": 0.594, "Y1": 0.30343, "X2": 0.629, "Y2": 0.30323, "X3": 0.629, "Y3": 0.31382, "X4": 0.594, "Y4": 0.31382, "page": 0}, {"Word": "-", "Confidence": 0.906, "X1": 0.681, "Y1": 0.30478, "X2": 0.692, "Y2": 0.30458, "X3": 0.693, "Y3": 0.31382, "X4": 0.681, "Y4": 0.31516, "page": 0}, {"Word": "46", "Confidence": 0.97, "X1": 0.056, "Y1": 0.31017, "X2": 0.07, "Y2": 0.30997, "X3": 0.07, "Y3": 0.32864, "X4": 0.056, "Y4": 0.32864, "page": 0}, {"Word": "-/", "Confidence": 0.22, "X1": 0.184, "Y1": 0.31287, "X2": 0.204, "Y2": 0.31267, "X3": 0.205, "Y3": 0.33403, "X4": 0.184, "Y4": 0.33538, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.227, "Y1": 0.31691, "X2": 0.289, "Y2": 0.31671, "X3": 0.289, "Y3": 0.32864, "X4": 0.227, "Y4": 0.32864, "page": 0}, {"Word": "10:56", "Confidence": 0.994, "X1": 0.304, "Y1": 0.31826, "X2": 0.339, "Y2": 0.31806, "X3": 0.338, "Y3": 0.32864, "X4": 0.304, "Y4": 0.32729, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.64, "X1": 0.351, "Y1": 0.31826, "X2": 0.414, "Y2": 0.31806, "X3": 0.414, "Y3": 0.32999, "X4": 0.351, "Y4": 0.32864, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.433, "Y1": 0.31691, "X2": 0.472, "Y2": 0.31671, "X3": 0.471, "Y3": 0.32999, "X4": 0.433, "Y4": 0.32864, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.488, "Y1": 0.31691, "X2": 0.504, "Y2": 0.31671, "X3": 0.505, "Y3": 0.32999, "X4": 0.489, "Y4": 0.32999, "page": 0}, {"Word": "254.1", "Confidence": 0.645, "X1": 0.593, "Y1": 0.31826, "X2": 0.629, "Y2": 0.31806, "X3": 0.629, "Y3": 0.32864, "X4": 0.593, "Y4": 0.32864, "page": 0}, {"Word": "NMN", "Confidence": 0.852, "X1": 0.599, "Y1": 0.33039, "X2": 0.6, "Y2": 0.33019, "X3": 0.593, "Y3": 0.32999, "X4": 0.593, "Y4": 0.28686, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.671, "X1": 0.227, "Y1": 0.33174, "X2": 0.289, "Y2": 0.33154, "X3": 0.289, "Y3": 0.34347, "X4": 0.227, "Y4": 0.34347, "page": 0}, {"Word": "10:57", "Confidence": 0.98, "X1": 0.303, "Y1": 0.33174, "X2": 0.337, "Y2": 0.33154, "X3": 0.337, "Y3": 0.34347, "X4": 0.303, "Y4": 0.34347, "page": 0}, {"Word": "05-50v-90", "Confidence": 0.654, "X1": 0.351, "Y1": 0.33308, "X2": 0.414, "Y2": 0.33288, "X3": 0.414, "Y3": 0.34481, "X4": 0.351, "Y4": 0.34347, "page": 0}, {"Word": "-2/-1", "Confidence": 0.949, "X1": 0.433, "Y1": 0.33308, "X2": 0.473, "Y2": 0.33288, "X3": 0.472, "Y3": 0.34616, "X4": 0.433, "Y4": 0.34481, "page": 0}, {"Word": "43", "Confidence": 0.852, "X1": 0.49, "Y1": 0.33039, "X2": 0.505, "Y2": 0.33019, "X3": 0.506, "Y3": 0.34347, "X4": 0.491, "Y4": 0.34347, "page": 0}, {"Word": "352.8", "Confidence": 0.994, "X1": 0.593, "Y1": 0.33308, "X2": 0.628, "Y2": 0.33288, "X3": 0.628, "Y3": 0.34347, "X4": 0.593, "Y4": 0.34347, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.668, "X1": 0.227, "Y1": 0.34791, "X2": 0.289, "Y2": 0.34771, "X3": 0.289, "Y3": 0.35829, "X4": 0.227, "Y4": 0.35829, "page": 0}, {"Word": "11:02", "Confidence": 0.669, "X1": 0.303, "Y1": 0.34791, "X2": 0.337, "Y2": 0.34771, "X3": 0.337, "Y3": 0.35964, "X4": 0.303, "Y4": 0.35829, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.458, "X1": 0.35, "Y1": 0.34791, "X2": 0.415, "Y2": 0.34771, "X3": 0.415, "Y3": 0.35964, "X4": 0.35, "Y4": 0.35829, "page": 0}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.433, "Y1": 0.34656, "X2": 0.473, "Y2": 0.34636, "X3": 0.473, "Y3": 0.36099, "X4": 0.433, "Y4": 0.36099, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.489, "Y1": 0.34521, "X2": 0.505, "Y2": 0.34501, "X3": 0.505, "Y3": 0.35829, "X4": 0.489, "Y4": 0.35829, "page": 0}, {"Word": "295.6", "Confidence": 0.948, "X1": 0.592, "Y1": 0.34791, "X2": 0.627, "Y2": 0.34771, "X3": 0.627, "Y3": 0.35964, "X4": 0.592, "Y4": 0.35964, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.337, "X1": 0.227, "Y1": 0.36273, "X2": 0.29, "Y2": 0.36253, "X3": 0.29, "Y3": 0.37312, "X4": 0.227, "Y4": 0.37312, "page": 0}, {"Word": "11:03", "Confidence": 0.991, "X1": 0.302, "Y1": 0.36273, "X2": 0.337, "Y2": 0.36253, "X3": 0.337, "Y3": 0.37312, "X4": 0.302, "Y4": 0.37177, "page": 0}, {"Word": "05-3ov-90", "Confidence": 0.617, "X1": 0.35, "Y1": 0.36273, "X2": 0.414, "Y2": 0.36253, "X3": 0.414, "Y3": 0.37446, "X4": 0.35, "Y4": 0.37312, "page": 0}, {"Word": "-2/-1", "Confidence": 0.825, "X1": 0.433, "Y1": 0.36139, "X2": 0.472, "Y2": 0.36119, "X3": 0.472, "Y3": 0.37581, "X4": 0.433, "Y4": 0.37446, "page": 0}, {"Word": "43", "Confidence": 0.955, "X1": 0.49, "Y1": 0.36004, "X2": 0.505, "Y2": 0.35984, "X3": 0.506, "Y3": 0.37177, "X4": 0.491, "Y4": 0.37177, "page": 0}, {"Word": "353.4", "Confidence": 0.932, "X1": 0.592, "Y1": 0.36273, "X2": 0.628, "Y2": 0.36253, "X3": 0.628, "Y3": 0.37446, "X4": 0.592, "Y4": 0.37446, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.679, "X1": 0.226, "Y1": 0.37621, "X2": 0.289, "Y2": 0.37601, "X3": 0.289, "Y3": 0.38794, "X4": 0.226, "Y4": 0.38794, "page": 0}, {"Word": "11:03", "Confidence": 0.994, "X1": 0.302, "Y1": 0.37621, "X2": 0.336, "Y2": 0.37601, "X3": 0.336, "Y3": 0.38794, "X4": 0.302, "Y4": 0.38659, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.605, "X1": 0.349, "Y1": 0.37756, "X2": 0.414, "Y2": 0.37736, "X3": 0.414, "Y3": 0.38794, "X4": 0.349, "Y4": 0.38794, "page": 0}, {"Word": "NNNN", "Confidence": 0.712, "X1": 0.45, "Y1": 0.38295, "X2": 0.448, "Y2": 0.38275, "X3": 0.438, "Y3": 0.38255, "X4": 0.44, "Y4": 0.31382, "page": 0}, {"Word": "43", "Confidence": 0.945, "X1": 0.49, "Y1": 0.37621, "X2": 0.505, "Y2": 0.37601, "X3": 0.506, "Y3": 0.38794, "X4": 0.491, "Y4": 0.38929, "page": 0}, {"Word": "304.8", "Confidence": 0.957, "X1": 0.592, "Y1": 0.37756, "X2": 0.627, "Y2": 0.37736, "X3": 0.627, "Y3": 0.38794, "X4": 0.592, "Y4": 0.38794, "page": 0}, {"Word": "-2/-1", "Confidence": 0.885, "X1": 0.433, "Y1": 0.37486, "X2": 0.47, "Y2": 0.37466, "X3": 0.47, "Y3": 0.39064, "X4": 0.433, "Y4": 0.38929, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.601, "X1": 0.227, "Y1": 0.39104, "X2": 0.289, "Y2": 0.39084, "X3": 0.289, "Y3": 0.40276, "X4": 0.227, "Y4": 0.40276, "page": 0}, {"Word": "11:04", "Confidence": 0.656, "X1": 0.303, "Y1": 0.39104, "X2": 0.337, "Y2": 0.39084, "X3": 0.337, "Y3": 0.40276, "X4": 0.303, "Y4": 0.40142, "page": 0}, {"Word": "- 05-Nov-90", "Confidence": 0.354, "X1": 0.346, "Y1": 0.39104, "X2": 0.415, "Y2": 0.39084, "X3": 0.414, "Y3": 0.40276, "X4": 0.346, "Y4": 0.40142, "page": 0}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.434, "Y1": 0.38969, "X2": 0.47, "Y2": 0.38949, "X3": 0.47, "Y3": 0.40411, "X4": 0.434, "Y4": 0.40411, "page": 0}, {"Word": "43", "Confidence": 0.627, "X1": 0.489, "Y1": 0.38969, "X2": 0.505, "Y2": 0.38949, "X3": 0.506, "Y3": 0.40276, "X4": 0.491, "Y4": 0.40411, "page": 0}, {"Word": "382.6", "Confidence": 0.846, "X1": 0.592, "Y1": 0.39104, "X2": 0.626, "Y2": 0.39084, "X3": 0.626, "Y3": 0.40276, "X4": 0.592, "Y4": 0.40276, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.661, "X1": 0.227, "Y1": 0.40586, "X2": 0.289, "Y2": 0.40566, "X3": 0.289, "Y3": 0.41759, "X4": 0.227, "Y4": 0.41624, "page": 0}, {"Word": "11:04", "Confidence": 0.885, "X1": 0.303, "Y1": 0.40721, "X2": 0.337, "Y2": 0.40701, "X3": 0.337, "Y3": 0.41759, "X4": 0.303, "Y4": 0.41624, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.35, "Y1": 0.40586, "X2": 0.414, "Y2": 0.40566, "X3": 0.414, "Y3": 0.41759, "X4": 0.35, "Y4": 0.41624, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.489, "Y1": 0.40451, "X2": 0.506, "Y2": 0.40431, "X3": 0.506, "Y3": 0.41759, "X4": 0.491, "Y4": 0.41894, "page": 0}, {"Word": "334.3", "Confidence": 0.991, "X1": 0.592, "Y1": 0.40721, "X2": 0.628, "Y2": 0.40701, "X3": 0.628, "Y3": 0.41759, "X4": 0.592, "Y4": 0.41759, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.433, "Y1": 0.40451, "X2": 0.47, "Y2": 0.40431, "X3": 0.469, "Y3": 0.41894, "X4": 0.433, "Y4": 0.41759, "page": 0}, {"Word": "05-86v-90", "Confidence": 0.655, "X1": 0.227, "Y1": 0.42069, "X2": 0.289, "Y2": 0.42049, "X3": 0.289, "Y3": 0.43107, "X4": 0.227, "Y4": 0.43107, "page": 0}, {"Word": "11:05", "Confidence": 0.884, "X1": 0.303, "Y1": 0.42069, "X2": 0.336, "Y2": 0.42049, "X3": 0.336, "Y3": 0.43107, "X4": 0.303, "Y4": 0.43107, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.35, "Y1": 0.42069, "X2": 0.414, "Y2": 0.42049, "X3": 0.414, "Y3": 0.43241, "X4": 0.35, "Y4": 0.43107, "page": 0}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.433, "Y1": 0.41934, "X2": 0.471, "Y2": 0.41914, "X3": 0.471, "Y3": 0.43241, "X4": 0.433, "Y4": 0.43241, "page": 0}, {"Word": "43", "Confidence": 0.886, "X1": 0.489, "Y1": 0.41799, "X2": 0.505, "Y2": 0.41779, "X3": 0.506, "Y3": 0.43107, "X4": 0.49, "Y4": 0.43241, "page": 0}, {"Word": "367.3", "Confidence": 0.655, "X1": 0.592, "Y1": 0.42203, "X2": 0.627, "Y2": 0.42183, "X3": 0.627, "Y3": 0.43241, "X4": 0.592, "Y4": 0.43241, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.637, "X1": 0.227, "Y1": 0.43551, "X2": 0.289, "Y2": 0.43531, "X3": 0.289, "Y3": 0.44724, "X4": 0.227, "Y4": 0.44589, "page": 0}, {"Word": "11:05", "Confidence": 0.937, "X1": 0.303, "Y1": 0.43551, "X2": 0.337, "Y2": 0.43531, "X3": 0.337, "Y3": 0.44589, "X4": 0.303, "Y4": 0.44589, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.934, "X1": 0.349, "Y1": 0.43551, "X2": 0.413, "Y2": 0.43531, "X3": 0.413, "Y3": 0.44724, "X4": 0.349, "Y4": 0.44724, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.433, "Y1": 0.43551, "X2": 0.47, "Y2": 0.43531, "X3": 0.47, "Y3": 0.44859, "X4": 0.433, "Y4": 0.44993, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.488, "Y1": 0.43416, "X2": 0.502, "Y2": 0.43396, "X3": 0.503, "Y3": 0.44859, "X4": 0.488, "Y4": 0.44859, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.66, "X1": 0.226, "Y1": 0.45033, "X2": 0.288, "Y2": 0.45013, "X3": 0.288, "Y3": 0.46206, "X4": 0.226, "Y4": 0.46206, "page": 0}, {"Word": "11:07", "Confidence": 0.991, "X1": 0.302, "Y1": 0.45033, "X2": 0.337, "Y2": 0.45013, "X3": 0.337, "Y3": 0.46072, "X4": 0.302, "Y4": 0.46072, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.679, "X1": 0.35, "Y1": 0.45033, "X2": 0.413, "Y2": 0.45013, "X3": 0.413, "Y3": 0.46206, "X4": 0.35, "Y4": 0.46206, "page": 0}, {"Word": "-2/-1", "Confidence": 0.83, "X1": 0.433, "Y1": 0.44899, "X2": 0.472, "Y2": 0.44879, "X3": 0.472, "Y3": 0.46206, "X4": 0.433, "Y4": 0.46341, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.488, "Y1": 0.44899, "X2": 0.502, "Y2": 0.44879, "X3": 0.503, "Y3": 0.46206, "X4": 0.488, "Y4": 0.46206, "page": 0}, {"Word": "215.1", "Confidence": 0.955, "X1": 0.59, "Y1": 0.45033, "X2": 0.628, "Y2": 0.45013, "X3": 0.628, "Y3": 0.46206, "X4": 0.59, "Y4": 0.46206, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.226, "Y1": 0.46381, "X2": 0.288, "Y2": 0.46361, "X3": 0.288, "Y3": 0.47689, "X4": 0.226, "Y4": 0.47689, "page": 0}, {"Word": "11:07", "Confidence": 0.991, "X1": 0.302, "Y1": 0.46516, "X2": 0.336, "Y2": 0.46496, "X3": 0.336, "Y3": 0.47689, "X4": 0.302, "Y4": 0.47689, "page": 0}, {"Word": "05-507-90", "Confidence": 0.603, "X1": 0.349, "Y1": 0.46516, "X2": 0.413, "Y2": 0.46496, "X3": 0.413, "Y3": 0.47689, "X4": 0.349, "Y4": 0.47554, "page": 0}, {"Word": "43", "Confidence": 0.969, "X1": 0.488, "Y1": 0.46381, "X2": 0.502, "Y2": 0.46361, "X3": 0.503, "Y3": 0.47689, "X4": 0.489, "Y4": 0.47824, "page": 0}, {"Word": "257.5", "Confidence": 0.995, "X1": 0.592, "Y1": 0.46516, "X2": 0.628, "Y2": 0.46496, "X3": 0.628, "Y3": 0.47689, "X4": 0.592, "Y4": 0.47824, "page": 0}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.433, "Y1": 0.46516, "X2": 0.471, "Y2": 0.46496, "X3": 0.471, "Y3": 0.47824, "X4": 0.433, "Y4": 0.47689, "page": 0}, {"Word": "57", "Confidence": 0.961, "X1": 0.054, "Y1": 0.47729, "X2": 0.069, "Y2": 0.47709, "X3": 0.067, "Y3": 0.49037, "X4": 0.053, "Y4": 0.49037, "page": 0}, {"Word": "57", "Confidence": 0.941, "X1": 0.115, "Y1": 0.47594, "X2": 0.129, "Y2": 0.47574, "X3": 0.13, "Y3": 0.49171, "X4": 0.116, "Y4": 0.49171, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.424, "X1": 0.226, "Y1": 0.47998, "X2": 0.288, "Y2": 0.47978, "X3": 0.288, "Y3": 0.49171, "X4": 0.226, "Y4": 0.49171, "page": 0}, {"Word": "11:08", "Confidence": 0.969, "X1": 0.302, "Y1": 0.47998, "X2": 0.336, "Y2": 0.47978, "X3": 0.336, "Y3": 0.49171, "X4": 0.302, "Y4": 0.49037, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.687, "X1": 0.35, "Y1": 0.47998, "X2": 0.413, "Y2": 0.47978, "X3": 0.413, "Y3": 0.49171, "X4": 0.35, "Y4": 0.49171, "page": 0}, {"Word": "-2/-1", "Confidence": 0.919, "X1": 0.433, "Y1": 0.47998, "X2": 0.471, "Y2": 0.47978, "X3": 0.471, "Y3": 0.49306, "X4": 0.433, "Y4": 0.49171, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.488, "Y1": 0.47729, "X2": 0.502, "Y2": 0.47709, "X3": 0.503, "Y3": 0.49037, "X4": 0.489, "Y4": 0.49171, "page": 0}, {"Word": "199.6", "Confidence": 0.914, "X1": 0.592, "Y1": 0.47998, "X2": 0.628, "Y2": 0.47978, "X3": 0.628, "Y3": 0.49171, "X4": 0.592, "Y4": 0.49171, "page": 0}, {"Word": "58", "Confidence": 0.894, "X1": 0.115, "Y1": 0.49077, "X2": 0.129, "Y2": 0.49057, "X3": 0.13, "Y3": 0.50519, "X4": 0.115, "Y4": 0.50654, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.639, "X1": 0.225, "Y1": 0.49346, "X2": 0.287, "Y2": 0.49326, "X3": 0.287, "Y3": 0.50519, "X4": 0.225, "Y4": 0.50519, "page": 0}, {"Word": "11:06", "Confidence": 0.608, "X1": 0.302, "Y1": 0.49481, "X2": 0.337, "Y2": 0.49461, "X3": 0.337, "Y3": 0.50519, "X4": 0.302, "Y4": 0.50519, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.35, "Y1": 0.49481, "X2": 0.412, "Y2": 0.49461, "X3": 0.412, "Y3": 0.50519, "X4": 0.35, "Y4": 0.50519, "page": 0}, {"Word": "-2/-1", "Confidence": 0.886, "X1": 0.433, "Y1": 0.49481, "X2": 0.47, "Y2": 0.49461, "X3": 0.47, "Y3": 0.50789, "X4": 0.433, "Y4": 0.50789, "page": 0}, {"Word": "255.5", "Confidence": 0.941, "X1": 0.591, "Y1": 0.49481, "X2": 0.627, "Y2": 0.49461, "X3": 0.627, "Y3": 0.50519, "X4": 0.591, "Y4": 0.50519, "page": 0}, {"Word": "59", "Confidence": 0.993, "X1": 0.114, "Y1": 0.50559, "X2": 0.129, "Y2": 0.50539, "X3": 0.13, "Y3": 0.52002, "X4": 0.115, "Y4": 0.52136, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.225, "Y1": 0.50829, "X2": 0.288, "Y2": 0.50809, "X3": 0.288, "Y3": 0.52002, "X4": 0.225, "Y4": 0.51867, "page": 0}, {"Word": "11:09", "Confidence": 0.97, "X1": 0.301, "Y1": 0.50829, "X2": 0.335, "Y2": 0.50809, "X3": 0.335, "Y3": 0.51867, "X4": 0.302, "Y4": 0.52002, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.941, "X1": 0.349, "Y1": 0.50829, "X2": 0.413, "Y2": 0.50809, "X3": 0.413, "Y3": 0.52002, "X4": 0.349, "Y4": 0.52002, "page": 0}, {"Word": "-2/-1", "Confidence": 0.939, "X1": 0.433, "Y1": 0.50963, "X2": 0.47, "Y2": 0.50943, "X3": 0.469, "Y3": 0.52136, "X4": 0.432, "Y4": 0.52002, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.488, "Y1": 0.50829, "X2": 0.502, "Y2": 0.50809, "X3": 0.502, "Y3": 0.52136, "X4": 0.488, "Y4": 0.52002, "page": 0}, {"Word": "203.0", "Confidence": 0.813, "X1": 0.592, "Y1": 0.50963, "X2": 0.628, "Y2": 0.50943, "X3": 0.628, "Y3": 0.52002, "X4": 0.592, "Y4": 0.52002, "page": 0}, {"Word": "60", "Confidence": 0.603, "X1": 0.056, "Y1": 0.52042, "X2": 0.069, "Y2": 0.52022, "X3": 0.069, "Y3": 0.53349, "X4": 0.057, "Y4": 0.53349, "page": 0}, {"Word": "60", "Confidence": 0.707, "X1": 0.114, "Y1": 0.52042, "X2": 0.128, "Y2": 0.52022, "X3": 0.129, "Y3": 0.53619, "X4": 0.115, "Y4": 0.53754, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.707, "X1": 0.226, "Y1": 0.52311, "X2": 0.287, "Y2": 0.52291, "X3": 0.287, "Y3": 0.53484, "X4": 0.226, "Y4": 0.53484, "page": 0}, {"Word": "11:09", "Confidence": 0.991, "X1": 0.302, "Y1": 0.52311, "X2": 0.336, "Y2": 0.52291, "X3": 0.336, "Y3": 0.53484, "X4": 0.302, "Y4": 0.53349, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.802, "X1": 0.349, "Y1": 0.52311, "X2": 0.413, "Y2": 0.52291, "X3": 0.413, "Y3": 0.53484, "X4": 0.349, "Y4": 0.53484, "page": 0}, {"Word": "-2/-1", "Confidence": 0.927, "X1": 0.433, "Y1": 0.52446, "X2": 0.469, "Y2": 0.52426, "X3": 0.469, "Y3": 0.53619, "X4": 0.433, "Y4": 0.53484, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.488, "Y1": 0.52311, "X2": 0.502, "Y2": 0.52291, "X3": 0.502, "Y3": 0.53484, "X4": 0.488, "Y4": 0.53484, "page": 0}, {"Word": "205.5", "Confidence": 0.993, "X1": 0.592, "Y1": 0.52446, "X2": 0.627, "Y2": 0.52426, "X3": 0.627, "Y3": 0.53484, "X4": 0.592, "Y4": 0.53484, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.803, "X1": 0.225, "Y1": 0.53794, "X2": 0.287, "Y2": 0.53774, "X3": 0.287, "Y3": 0.54832, "X4": 0.225, "Y4": 0.54967, "page": 0}, {"Word": "11:10", "Confidence": 0.902, "X1": 0.302, "Y1": 0.53794, "X2": 0.336, "Y2": 0.53774, "X3": 0.336, "Y3": 0.54832, "X4": 0.302, "Y4": 0.54832, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.637, "X1": 0.349, "Y1": 0.53794, "X2": 0.412, "Y2": 0.53774, "X3": 0.412, "Y3": 0.54967, "X4": 0.349, "Y4": 0.54967, "page": 0}, {"Word": "-2/-1", "Confidence": 0.845, "X1": 0.432, "Y1": 0.53794, "X2": 0.468, "Y2": 0.53774, "X3": 0.467, "Y3": 0.54967, "X4": 0.432, "Y4": 0.54967, "page": 0}, {"Word": "43", "Confidence": 0.882, "X1": 0.487, "Y1": 0.53794, "X2": 0.502, "Y2": 0.53774, "X3": 0.502, "Y3": 0.54967, "X4": 0.488, "Y4": 0.54967, "page": 0}, {"Word": "235.5", "Confidence": 0.997, "X1": 0.591, "Y1": 0.53928, "X2": 0.628, "Y2": 0.53908, "X3": 0.628, "Y3": 0.54967, "X4": 0.591, "Y4": 0.54967, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.616, "X1": 0.225, "Y1": 0.55276, "X2": 0.287, "Y2": 0.55256, "X3": 0.287, "Y3": 0.56449, "X4": 0.225, "Y4": 0.56449, "page": 0}, {"Word": "11:10", "Confidence": 0.847, "X1": 0.303, "Y1": 0.55276, "X2": 0.336, "Y2": 0.55256, "X3": 0.336, "Y3": 0.56314, "X4": 0.303, "Y4": 0.56314, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.668, "X1": 0.349, "Y1": 0.55276, "X2": 0.412, "Y2": 0.55256, "X3": 0.412, "Y3": 0.56449, "X4": 0.349, "Y4": 0.56314, "page": 0}, {"Word": "-2/-1", "Confidence": 0.966, "X1": 0.433, "Y1": 0.55411, "X2": 0.467, "Y2": 0.55391, "X3": 0.467, "Y3": 0.56584, "X4": 0.433, "Y4": 0.56449, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.487, "Y1": 0.55007, "X2": 0.503, "Y2": 0.54987, "X3": 0.503, "Y3": 0.56314, "X4": 0.487, "Y4": 0.56449, "page": 0}, {"Word": "285.3", "Confidence": 0.94, "X1": 0.591, "Y1": 0.55411, "X2": 0.628, "Y2": 0.55391, "X3": 0.628, "Y3": 0.56449, "X4": 0.591, "Y4": 0.56449, "page": 0}, {"Word": "11 :11", "Confidence": 0.906, "X1": 0.303, "Y1": 0.56893, "X2": 0.337, "Y2": 0.56873, "X3": 0.337, "Y3": 0.57797, "X4": 0.303, "Y4": 0.57662, "page": 0}, {"Word": "244.5", "Confidence": 0.813, "X1": 0.59, "Y1": 0.56759, "X2": 0.628, "Y2": 0.56739, "X3": 0.628, "Y3": 0.57797, "X4": 0.59, "Y4": 0.58066, "page": 0}, {"Word": "OS-Nov-90", "Confidence": 0.607, "X1": 0.224, "Y1": 0.56759, "X2": 0.288, "Y2": 0.56739, "X3": 0.288, "Y3": 0.57931, "X4": 0.224, "Y4": 0.57931, "page": 0}, {"Word": "05-NOV-99", "Confidence": 0.533, "X1": 0.349, "Y1": 0.56893, "X2": 0.412, "Y2": 0.56873, "X3": 0.412, "Y3": 0.57931, "X4": 0.349, "Y4": 0.57931, "page": 0}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.433, "Y1": 0.56759, "X2": 0.469, "Y2": 0.56739, "X3": 0.468, "Y3": 0.58066, "X4": 0.433, "Y4": 0.57931, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.651, "X1": 0.225, "Y1": 0.58241, "X2": 0.287, "Y2": 0.58221, "X3": 0.287, "Y3": 0.59414, "X4": 0.225, "Y4": 0.59279, "page": 0}, {"Word": "11:11", "Confidence": 0.886, "X1": 0.303, "Y1": 0.58241, "X2": 0.337, "Y2": 0.58221, "X3": 0.337, "Y3": 0.59279, "X4": 0.303, "Y4": 0.59144, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.957, "X1": 0.349, "Y1": 0.58241, "X2": 0.412, "Y2": 0.58221, "X3": 0.412, "Y3": 0.59414, "X4": 0.349, "Y4": 0.59279, "page": 0}, {"Word": "-2/-1", "Confidence": 0.886, "X1": 0.433, "Y1": 0.58241, "X2": 0.468, "Y2": 0.58221, "X3": 0.468, "Y3": 0.59414, "X4": 0.433, "Y4": 0.59279, "page": 0}, {"Word": "43", "Confidence": 0.872, "X1": 0.489, "Y1": 0.58241, "X2": 0.503, "Y2": 0.58221, "X3": 0.504, "Y3": 0.59549, "X4": 0.491, "Y4": 0.59549, "page": 0}, {"Word": "261. 8", "Confidence": 0.413, "X1": 0.591, "Y1": 0.58376, "X2": 0.627, "Y2": 0.58356, "X3": 0.627, "Y3": 0.59414, "X4": 0.591, "Y4": 0.59414, "page": 0}, {"Word": "11112", "Confidence": 0.847, "X1": 0.299, "Y1": 0.59858, "X2": 0.337, "Y2": 0.59838, "X3": 0.336, "Y3": 0.60762, "X4": 0.299, "Y4": 0.60627, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.488, "Y1": 0.59454, "X2": 0.503, "Y2": 0.59434, "X3": 0.503, "Y3": 0.60627, "X4": 0.489, "Y4": 0.60762, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.225, "Y1": 0.59724, "X2": 0.288, "Y2": 0.59704, "X3": 0.288, "Y3": 0.60896, "X4": 0.225, "Y4": 0.60896, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.809, "X1": 0.349, "Y1": 0.59724, "X2": 0.412, "Y2": 0.59704, "X3": 0.412, "Y3": 0.60896, "X4": 0.349, "Y4": 0.60762, "page": 0}, {"Word": "-2/-1", "Confidence": 0.966, "X1": 0.433, "Y1": 0.59454, "X2": 0.469, "Y2": 0.59434, "X3": 0.469, "Y3": 0.60896, "X4": 0.433, "Y4": 0.60762, "page": 0}, {"Word": "14.3", "Confidence": 0.991, "X1": 0.6, "Y1": 0.59724, "X2": 0.626, "Y2": 0.59704, "X3": 0.627, "Y3": 0.61031, "X4": 0.599, "Y4": 0.60896, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.632, "X1": 0.225, "Y1": 0.61071, "X2": 0.288, "Y2": 0.61051, "X3": 0.288, "Y3": 0.62244, "X4": 0.225, "Y4": 0.62244, "page": 0}, {"Word": "11:12", "Confidence": 0.994, "X1": 0.3, "Y1": 0.61206, "X2": 0.336, "Y2": 0.61186, "X3": 0.335, "Y3": 0.62244, "X4": 0.3, "Y4": 0.62109, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.654, "X1": 0.349, "Y1": 0.61071, "X2": 0.411, "Y2": 0.61051, "X3": 0.411, "Y3": 0.62244, "X4": 0.349, "Y4": 0.62244, "page": 0}, {"Word": "-2/-1", "Confidence": 0.969, "X1": 0.434, "Y1": 0.61071, "X2": 0.468, "Y2": 0.61051, "X3": 0.468, "Y3": 0.62379, "X4": 0.434, "Y4": 0.62379, "page": 0}, {"Word": "12", "Confidence": 0.501, "X1": 0.487, "Y1": 0.60936, "X2": 0.502, "Y2": 0.60916, "X3": 0.502, "Y3": 0.62244, "X4": 0.487, "Y4": 0.62379, "page": 0}, {"Word": "41.9", "Confidence": 0.859, "X1": 0.598, "Y1": 0.61071, "X2": 0.626, "Y2": 0.61051, "X3": 0.626, "Y3": 0.62514, "X4": 0.598, "Y4": 0.62514, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.642, "X1": 0.225, "Y1": 0.62554, "X2": 0.287, "Y2": 0.62534, "X3": 0.287, "Y3": 0.63727, "X4": 0.225, "Y4": 0.63727, "page": 0}, {"Word": "11112", "Confidence": 0.799, "X1": 0.301, "Y1": 0.62688, "X2": 0.335, "Y2": 0.62668, "X3": 0.335, "Y3": 0.63727, "X4": 0.301, "Y4": 0.63592, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.439, "X1": 0.349, "Y1": 0.62554, "X2": 0.411, "Y2": 0.62534, "X3": 0.411, "Y3": 0.63727, "X4": 0.349, "Y4": 0.63727, "page": 0}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.433, "Y1": 0.62554, "X2": 0.467, "Y2": 0.62534, "X3": 0.467, "Y3": 0.63996, "X4": 0.433, "Y4": 0.63861, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.486, "Y1": 0.62554, "X2": 0.503, "Y2": 0.62534, "X3": 0.503, "Y3": 0.63861, "X4": 0.486, "Y4": 0.63996, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.543, "X1": 0.225, "Y1": 0.64036, "X2": 0.287, "Y2": 0.64016, "X3": 0.287, "Y3": 0.65209, "X4": 0.225, "Y4": 0.65209, "page": 0}, {"Word": "11:13", "Confidence": 0.97, "X1": 0.299, "Y1": 0.64171, "X2": 0.335, "Y2": 0.64151, "X3": 0.334, "Y3": 0.65209, "X4": 0.299, "Y4": 0.65074, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.349, "Y1": 0.64171, "X2": 0.41, "Y2": 0.64151, "X3": 0.41, "Y3": 0.65209, "X4": 0.349, "Y4": 0.65209, "page": 0}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.433, "Y1": 0.63901, "X2": 0.468, "Y2": 0.63881, "X3": 0.468, "Y3": 0.65479, "X4": 0.433, "Y4": 0.65344, "page": 0}, {"Word": "43", "Confidence": 0.965, "X1": 0.485, "Y1": 0.63767, "X2": 0.503, "Y2": 0.63747, "X3": 0.503, "Y3": 0.65209, "X4": 0.486, "Y4": 0.65479, "page": 0}, {"Word": "244.3", "Confidence": 0.941, "X1": 0.591, "Y1": 0.64306, "X2": 0.625, "Y2": 0.64286, "X3": 0.625, "Y3": 0.65209, "X4": 0.59, "Y4": 0.65209, "page": 0}, {"Word": "05-Rov-90", "Confidence": 0.63, "X1": 0.225, "Y1": 0.65519, "X2": 0.287, "Y2": 0.65499, "X3": 0.287, "Y3": 0.66692, "X4": 0.225, "Y4": 0.66692, "page": 0}, {"Word": "11:13", "Confidence": 0.826, "X1": 0.301, "Y1": 0.65653, "X2": 0.336, "Y2": 0.65633, "X3": 0.336, "Y3": 0.66557, "X4": 0.301, "Y4": 0.66422, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.612, "X1": 0.348, "Y1": 0.65653, "X2": 0.411, "Y2": 0.65633, "X3": 0.411, "Y3": 0.66692, "X4": 0.348, "Y4": 0.66692, "page": 0}, {"Word": "43", "Confidence": 0.674, "X1": 0.488, "Y1": 0.65249, "X2": 0.503, "Y2": 0.65229, "X3": 0.503, "Y3": 0.66692, "X4": 0.488, "Y4": 0.66826, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.433, "Y1": 0.65519, "X2": 0.468, "Y2": 0.65499, "X3": 0.467, "Y3": 0.66961, "X4": 0.433, "Y4": 0.66826, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.806, "X1": 0.225, "Y1": 0.67001, "X2": 0.287, "Y2": 0.66981, "X3": 0.287, "Y3": 0.68174, "X4": 0.225, "Y4": 0.68039, "page": 0}, {"Word": "11:14", "Confidence": 0.957, "X1": 0.3, "Y1": 0.67001, "X2": 0.334, "Y2": 0.66981, "X3": 0.334, "Y3": 0.68039, "X4": 0.3, "Y4": 0.67905, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.567, "X1": 0.349, "Y1": 0.67001, "X2": 0.411, "Y2": 0.66981, "X3": 0.411, "Y3": 0.68174, "X4": 0.349, "Y4": 0.68174, "page": 0}, {"Word": "-2/-1", "Confidence": 0.951, "X1": 0.431, "Y1": 0.67001, "X2": 0.468, "Y2": 0.66981, "X3": 0.467, "Y3": 0.68309, "X4": 0.431, "Y4": 0.68309, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.486, "Y1": 0.66866, "X2": 0.501, "Y2": 0.66846, "X3": 0.502, "Y3": 0.68309, "X4": 0.486, "Y4": 0.68309, "page": 0}, {"Word": "199", "Confidence": 0.993, "X1": 0.59, "Y1": 0.67001, "X2": 0.614, "Y2": 0.66981, "X3": 0.614, "Y3": 0.68174, "X4": 0.59, "Y4": 0.68039, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.224, "Y1": 0.68484, "X2": 0.287, "Y2": 0.68464, "X3": 0.287, "Y3": 0.69522, "X4": 0.224, "Y4": 0.69522, "page": 0}, {"Word": "11:14", "Confidence": 0.994, "X1": 0.301, "Y1": 0.68618, "X2": 0.335, "Y2": 0.68598, "X3": 0.335, "Y3": 0.69657, "X4": 0.301, "Y4": 0.69387, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.349, "Y1": 0.68484, "X2": 0.41, "Y2": 0.68464, "X3": 0.41, "Y3": 0.69657, "X4": 0.349, "Y4": 0.69657, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.432, "Y1": 0.68484, "X2": 0.468, "Y2": 0.68464, "X3": 0.468, "Y3": 0.69791, "X4": 0.432, "Y4": 0.69926, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.68349, "X2": 0.501, "Y2": 0.68329, "X3": 0.501, "Y3": 0.69791, "X4": 0.487, "Y4": 0.69791, "page": 0}, {"Word": "243.4", "Confidence": 0.991, "X1": 0.59, "Y1": 0.68618, "X2": 0.625, "Y2": 0.68598, "X3": 0.625, "Y3": 0.69791, "X4": 0.59, "Y4": 0.69657, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.224, "Y1": 0.69966, "X2": 0.286, "Y2": 0.69946, "X3": 0.286, "Y3": 0.71004, "X4": 0.224, "Y4": 0.71139, "page": 0}, {"Word": "11:15", "Confidence": 0.819, "X1": 0.299, "Y1": 0.70101, "X2": 0.335, "Y2": 0.70081, "X3": 0.335, "Y3": 0.71139, "X4": 0.299, "Y4": 0.70869, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.349, "Y1": 0.70101, "X2": 0.411, "Y2": 0.70081, "X3": 0.411, "Y3": 0.71139, "X4": 0.349, "Y4": 0.71139, "page": 0}, {"Word": "-2/-1", "Confidence": 0.94, "X1": 0.432, "Y1": 0.69831, "X2": 0.467, "Y2": 0.69811, "X3": 0.467, "Y3": 0.71274, "X4": 0.432, "Y4": 0.71409, "page": 0}, {"Word": "43", "Confidence": 0.993, "X1": 0.486, "Y1": 0.69966, "X2": 0.501, "Y2": 0.69946, "X3": 0.502, "Y3": 0.71543, "X4": 0.487, "Y4": 0.71543, "page": 0}, {"Word": "220.6", "Confidence": 0.932, "X1": 0.59, "Y1": 0.70101, "X2": 0.626, "Y2": 0.70081, "X3": 0.626, "Y3": 0.71139, "X4": 0.59, "Y4": 0.71139, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.226, "X1": 0.225, "Y1": 0.71314, "X2": 0.287, "Y2": 0.71294, "X3": 0.287, "Y3": 0.72487, "X4": 0.225, "Y4": 0.72487, "page": 0}, {"Word": "11:15", "Confidence": 0.997, "X1": 0.301, "Y1": 0.71449, "X2": 0.335, "Y2": 0.71429, "X3": 0.334, "Y3": 0.72487, "X4": 0.301, "Y4": 0.72352, "page": 0}, {"Word": "05-07-90", "Confidence": 0.668, "X1": 0.349, "Y1": 0.71583, "X2": 0.411, "Y2": 0.71563, "X3": 0.411, "Y3": 0.72622, "X4": 0.349, "Y4": 0.72487, "page": 0}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.431, "Y1": 0.71314, "X2": 0.467, "Y2": 0.71294, "X3": 0.467, "Y3": 0.72756, "X4": 0.431, "Y4": 0.72891, "page": 0}, {"Word": "43", "Confidence": 0.558, "X1": 0.486, "Y1": 0.71179, "X2": 0.503, "Y2": 0.71159, "X3": 0.504, "Y3": 0.72756, "X4": 0.487, "Y4": 0.72891, "page": 0}, {"Word": "187.7", "Confidence": 0.997, "X1": 0.591, "Y1": 0.71583, "X2": 0.626, "Y2": 0.71563, "X3": 0.626, "Y3": 0.72622, "X4": 0.591, "Y4": 0.72622, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.551, "X1": 0.224, "Y1": 0.72931, "X2": 0.286, "Y2": 0.72911, "X3": 0.286, "Y3": 0.73969, "X4": 0.224, "Y4": 0.73969, "page": 0}, {"Word": "11:16", "Confidence": 0.997, "X1": 0.299, "Y1": 0.72931, "X2": 0.335, "Y2": 0.72911, "X3": 0.335, "Y3": 0.73969, "X4": 0.299, "Y4": 0.73834, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.424, "X1": 0.349, "Y1": 0.72931, "X2": 0.411, "Y2": 0.72911, "X3": 0.411, "Y3": 0.74104, "X4": 0.349, "Y4": 0.73969, "page": 0}, {"Word": "-2/-1", "Confidence": 0.946, "X1": 0.434, "Y1": 0.72796, "X2": 0.467, "Y2": 0.72776, "X3": 0.467, "Y3": 0.74239, "X4": 0.434, "Y4": 0.74239, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.486, "Y1": 0.72796, "X2": 0.501, "Y2": 0.72776, "X3": 0.501, "Y3": 0.74374, "X4": 0.486, "Y4": 0.74374, "page": 0}, {"Word": "223.2", "Confidence": 0.934, "X1": 0.591, "Y1": 0.73066, "X2": 0.625, "Y2": 0.73046, "X3": 0.625, "Y3": 0.74104, "X4": 0.591, "Y4": 0.73969, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.224, "Y1": 0.74279, "X2": 0.286, "Y2": 0.74259, "X3": 0.286, "Y3": 0.75452, "X4": 0.224, "Y4": 0.75452, "page": 0}, {"Word": "11:16", "Confidence": 0.996, "X1": 0.299, "Y1": 0.74414, "X2": 0.335, "Y2": 0.74394, "X3": 0.335, "Y3": 0.75452, "X4": 0.299, "Y4": 0.75317, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.614, "X1": 0.348, "Y1": 0.74414, "X2": 0.41, "Y2": 0.74394, "X3": 0.41, "Y3": 0.75586, "X4": 0.348, "Y4": 0.75452, "page": 0}, {"Word": "-2/-1", "Confidence": 0.983, "X1": 0.431, "Y1": 0.74414, "X2": 0.467, "Y2": 0.74394, "X3": 0.467, "Y3": 0.75721, "X4": 0.431, "Y4": 0.75721, "page": 0}, {"Word": "217.", "Confidence": 0.96, "X1": 0.591, "Y1": 0.74683, "X2": 0.615, "Y2": 0.74663, "X3": 0.615, "Y3": 0.75586, "X4": 0.591, "Y4": 0.75452, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.486, "Y1": 0.74414, "X2": 0.501, "Y2": 0.74394, "X3": 0.501, "Y3": 0.75856, "X4": 0.487, "Y4": 0.75856, "page": 0}, {"Word": "OS-Nov-90", "Confidence": 0.635, "X1": 0.224, "Y1": 0.75761, "X2": 0.287, "Y2": 0.75741, "X3": 0.287, "Y3": 0.76934, "X4": 0.224, "Y4": 0.76934, "page": 0}, {"Word": "11:17", "Confidence": 0.993, "X1": 0.301, "Y1": 0.75896, "X2": 0.335, "Y2": 0.75876, "X3": 0.334, "Y3": 0.76934, "X4": 0.301, "Y4": 0.76799, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.683, "X1": 0.348, "Y1": 0.75896, "X2": 0.411, "Y2": 0.75876, "X3": 0.41, "Y3": 0.77069, "X4": 0.348, "Y4": 0.76934, "page": 0}, {"Word": "-2/-1", "Confidence": 0.914, "X1": 0.431, "Y1": 0.75896, "X2": 0.467, "Y2": 0.75876, "X3": 0.467, "Y3": 0.77204, "X4": 0.431, "Y4": 0.77204, "page": 0}, {"Word": "43", "Confidence": 0.95, "X1": 0.487, "Y1": 0.75626, "X2": 0.503, "Y2": 0.75606, "X3": 0.502, "Y3": 0.77069, "X4": 0.487, "Y4": 0.77204, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.675, "X1": 0.223, "Y1": 0.77244, "X2": 0.288, "Y2": 0.77224, "X3": 0.288, "Y3": 0.78417, "X4": 0.223, "Y4": 0.78417, "page": 0}, {"Word": "11:17", "Confidence": 0.997, "X1": 0.299, "Y1": 0.77378, "X2": 0.335, "Y2": 0.77358, "X3": 0.334, "Y3": 0.78417, "X4": 0.299, "Y4": 0.78282, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.635, "X1": 0.349, "Y1": 0.77378, "X2": 0.411, "Y2": 0.77358, "X3": 0.411, "Y3": 0.78551, "X4": 0.349, "Y4": 0.78417, "page": 0}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.43, "Y1": 0.77244, "X2": 0.468, "Y2": 0.77224, "X3": 0.467, "Y3": 0.78686, "X4": 0.43, "Y4": 0.78417, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.594, "X1": 0.224, "Y1": 0.78726, "X2": 0.287, "Y2": 0.78706, "X3": 0.287, "Y3": 0.79899, "X4": 0.224, "Y4": 0.79899, "page": 0}, {"Word": "11:18", "Confidence": 0.955, "X1": 0.299, "Y1": 0.78996, "X2": 0.336, "Y2": 0.78976, "X3": 0.336, "Y3": 0.79899, "X4": 0.299, "Y4": 0.79764, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.631, "X1": 0.348, "Y1": 0.78996, "X2": 0.411, "Y2": 0.78976, "X3": 0.411, "Y3": 0.80034, "X4": 0.348, "Y4": 0.79899, "page": 0}, {"Word": "-2/-1", "Confidence": 0.959, "X1": 0.431, "Y1": 0.78861, "X2": 0.468, "Y2": 0.78841, "X3": 0.467, "Y3": 0.80169, "X4": 0.43, "Y4": 0.80034, "page": 0}, {"Word": "202.3", "Confidence": 0.994, "X1": 0.59, "Y1": 0.78861, "X2": 0.625, "Y2": 0.78841, "X3": 0.625, "Y3": 0.80034, "X4": 0.59, "Y4": 0.80034, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.224, "Y1": 0.80209, "X2": 0.287, "Y2": 0.80189, "X3": 0.287, "Y3": 0.81382, "X4": 0.224, "Y4": 0.81382, "page": 0}, {"Word": "11:18", "Confidence": 0.628, "X1": 0.301, "Y1": 0.80478, "X2": 0.336, "Y2": 0.80458, "X3": 0.335, "Y3": 0.81247, "X4": 0.301, "Y4": 0.81112, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.663, "X1": 0.348, "Y1": 0.80343, "X2": 0.411, "Y2": 0.80323, "X3": 0.411, "Y3": 0.81516, "X4": 0.348, "Y4": 0.81382, "page": 0}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.431, "Y1": 0.80209, "X2": 0.469, "Y2": 0.80189, "X3": 0.469, "Y3": 0.81651, "X4": 0.431, "Y4": 0.81516, "page": 0}, {"Word": "206.6", "Confidence": 0.904, "X1": 0.591, "Y1": 0.80478, "X2": 0.626, "Y2": 0.80458, "X3": 0.625, "Y3": 0.81651, "X4": 0.591, "Y4": 0.81516, "page": 0}, {"Word": "11:19", "Confidence": 0.991, "X1": 0.299, "Y1": 0.81826, "X2": 0.335, "Y2": 0.81806, "X3": 0.335, "Y3": 0.82729, "X4": 0.299, "Y4": 0.82729, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.224, "Y1": 0.81691, "X2": 0.287, "Y2": 0.81671, "X3": 0.287, "Y3": 0.82864, "X4": 0.224, "Y4": 0.82864, "page": 0}, {"Word": "05-NOV-90", "Confidence": 0.494, "X1": 0.348, "Y1": 0.81826, "X2": 0.411, "Y2": 0.81806, "X3": 0.411, "Y3": 0.82999, "X4": 0.348, "Y4": 0.82864, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.43, "Y1": 0.81691, "X2": 0.467, "Y2": 0.81671, "X3": 0.467, "Y3": 0.83134, "X4": 0.43, "Y4": 0.83268, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.771, "X1": 0.223, "Y1": 0.83174, "X2": 0.287, "Y2": 0.83154, "X3": 0.287, "Y3": 0.84212, "X4": 0.223, "Y4": 0.84212, "page": 0}, {"Word": "11:19", "Confidence": 0.996, "X1": 0.299, "Y1": 0.83308, "X2": 0.334, "Y2": 0.83288, "X3": 0.334, "Y3": 0.84212, "X4": 0.299, "Y4": 0.84212, "page": 0}, {"Word": "05-Hov-90", "Confidence": 0.663, "X1": 0.348, "Y1": 0.83308, "X2": 0.411, "Y2": 0.83288, "X3": 0.411, "Y3": 0.84347, "X4": 0.348, "Y4": 0.84347, "page": 0}, {"Word": "-2/-1", "Confidence": 0.759, "X1": 0.433, "Y1": 0.83174, "X2": 0.467, "Y2": 0.83154, "X3": 0.466, "Y3": 0.84616, "X4": 0.432, "Y4": 0.84481, "page": 0}, {"Word": "213.7", "Confidence": 0.847, "X1": 0.589, "Y1": 0.83308, "X2": 0.626, "Y2": 0.83288, "X3": 0.626, "Y3": 0.84347, "X4": 0.589, "Y4": 0.84481, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.223, "Y1": 0.84656, "X2": 0.287, "Y2": 0.84636, "X3": 0.287, "Y3": 0.85694, "X4": 0.223, "Y4": 0.85694, "page": 0}, {"Word": "11:20", "Confidence": 0.955, "X1": 0.3, "Y1": 0.84791, "X2": 0.335, "Y2": 0.84771, "X3": 0.334, "Y3": 0.85694, "X4": 0.3, "Y4": 0.8556, "page": 0}, {"Word": "05 nov-90", "Confidence": 0.7245, "X1": 0.348, "Y1": 0.84791, "X2": 0.411, "Y2": 0.84771, "X3": 0.411, "Y3": 0.85829, "X4": 0.348, "Y4": 0.85694, "page": 0}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.433, "Y1": 0.84521, "X2": 0.467, "Y2": 0.84501, "X3": 0.466, "Y3": 0.85964, "X4": 0.433, "Y4": 0.85964, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.667, "X1": 0.223, "Y1": 0.86139, "X2": 0.286, "Y2": 0.86119, "X3": 0.286, "Y3": 0.87312, "X4": 0.223, "Y4": 0.87177, "page": 0}, {"Word": "11:20", "Confidence": 0.959, "X1": 0.298, "Y1": 0.86139, "X2": 0.334, "Y2": 0.86119, "X3": 0.334, "Y3": 0.87312, "X4": 0.298, "Y4": 0.87177, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.345, "X1": 0.347, "Y1": 0.86139, "X2": 0.41, "Y2": 0.86119, "X3": 0.41, "Y3": 0.87312, "X4": 0.347, "Y4": 0.87177, "page": 0}, {"Word": "-2/-1", "Confidence": 0.78, "X1": 0.43, "Y1": 0.86139, "X2": 0.466, "Y2": 0.86119, "X3": 0.466, "Y3": 0.87312, "X4": 0.43, "Y4": 0.87312, "page": 0}, {"Word": "24", "Confidence": 0.994, "X1": 0.588, "Y1": 0.86004, "X2": 0.605, "Y2": 0.85984, "X3": 0.604, "Y3": 0.87312, "X4": 0.587, "Y4": 0.87312, "page": 0}, {"Word": "52194 4633", "Confidence": 0.9925, "X1": 0.172, "Y1": 0.97055, "X2": 0.074, "Y2": 0.97035, "X3": 0.073, "Y3": 0.94993, "X4": 0.171, "Y4": 0.9432, "page": 0}], "words_data": [{"Word": "R.J.R.", "Confidence": 0.941, "X1": 0.042, "Y1": 0.09589, "X2": 0.084, "Y2": 0.09569, "X3": 0.083, "Y3": 0.10896, "X4": 0.042, "Y4": 0.10896, "page": 0, "Index": 0}, {"Word": "TOBACCO", "Confidence": 0.778, "X1": 0.091, "Y1": 0.09589, "X2": 0.136, "Y2": 0.09569, "X3": 0.136, "Y3": 0.10896, "X4": 0.091, "Y4": 0.10896, "page": 0, "Index": 1}, {"Word": "RAW", "Confidence": 0.955, "X1": 0.352, "Y1": 0.09589, "X2": 0.373, "Y2": 0.09569, "X3": 0.373, "Y3": 0.11301, "X4": 0.352, "Y4": 0.11301, "page": 0, "Index": 2}, {"Word": "DATA", "Confidence": 0.982, "X1": 0.379, "Y1": 0.09589, "X2": 0.408, "Y2": 0.09569, "X3": 0.408, "Y3": 0.11301, "X4": 0.378, "Y4": 0.11301, "page": 0, "Index": 3}, {"Word": "LISTING", "Confidence": 0.994, "X1": 0.413, "Y1": 0.09589, "X2": 0.464, "Y2": 0.09569, "X3": 0.464, "Y3": 0.11301, "X4": 0.413, "Y4": 0.11301, "page": 0, "Index": 4}, {"Word": "OF", "Confidence": 0.994, "X1": 0.468, "Y1": 0.09724, "X2": 0.483, "Y2": 0.09704, "X3": 0.483, "Y3": 0.11301, "X4": 0.468, "Y4": 0.11301, "page": 0, "Index": 5}, {"Word": "SMALL", "Confidence": 0.879, "X1": 0.489, "Y1": 0.09724, "X2": 0.525, "Y2": 0.09704, "X3": 0.525, "Y3": 0.11301, "X4": 0.489, "Y4": 0.11301, "page": 0, "Index": 6}, {"Word": "ANIMAL", "Confidence": 0.635, "X1": 0.531, "Y1": 0.09724, "X2": 0.574, "Y2": 0.09704, "X3": 0.574, "Y3": 0.11301, "X4": 0.531, "Y4": 0.11301, "page": 0, "Index": 7}, {"Word": "BODY", "Confidence": 0.987, "X1": 0.579, "Y1": 0.09724, "X2": 0.608, "Y2": 0.09704, "X3": 0.608, "Y3": 0.11301, "X4": 0.579, "Y4": 0.11301, "page": 0, "Index": 8}, {"Word": "WEIGHTS", "Confidence": 0.253, "X1": 0.614, "Y1": 0.09724, "X2": 0.662, "Y2": 0.09704, "X3": 0.663, "Y3": 0.11301, "X4": 0.614, "Y4": 0.11301, "page": 0, "Index": 9}, {"Word": "(GAS)", "Confidence": 0.607, "X1": 0.67, "Y1": 0.09589, "X2": 0.705, "Y2": 0.09569, "X3": 0.705, "Y3": 0.11301, "X4": 0.67, "Y4": 0.11301, "page": 0, "Index": 10}, {"Word": "PRINTED:", "Confidence": 0.969, "X1": 0.822, "Y1": 0.09858, "X2": 0.876, "Y2": 0.09838, "X3": 0.876, "Y3": 0.11166, "X4": 0.821, "Y4": 0.11301, "page": 0, "Index": 11}, {"Word": "05-Nov-90", "Confidence": 0.718, "X1": 0.882, "Y1": 0.09724, "X2": 0.943, "Y2": 0.09704, "X3": 0.944, "Y3": 0.11301, "X4": 0.882, "Y4": 0.11166, "page": 0, "Index": 12}, {"Word": "TOXICOLOGY", "Confidence": 0.966, "X1": 0.043, "Y1": 0.11071, "X2": 0.11, "Y2": 0.11051, "X3": 0.109, "Y3": 0.12379, "X4": 0.042, "Y4": 0.12379, "page": 0, "Index": 13}, {"Word": "RESEARCH", "Confidence": 0.801, "X1": 0.117, "Y1": 0.11071, "X2": 0.171, "Y2": 0.11051, "X3": 0.17, "Y3": 0.12514, "X4": 0.116, "Y4": 0.12379, "page": 0, "Index": 14}, {"Word": "DIVISION", "Confidence": 0.991, "X1": 0.179, "Y1": 0.10936, "X2": 0.234, "Y2": 0.10916, "X3": 0.234, "Y3": 0.12514, "X4": 0.179, "Y4": 0.12514, "page": 0, "Index": 15}, {"Word": "Study", "Confidence": 0.968, "X1": 0.456, "Y1": 0.11206, "X2": 0.49, "Y2": 0.11186, "X3": 0.49, "Y3": 0.12648, "X4": 0.456, "Y4": 0.12783, "page": 0, "Index": 16}, {"Word": "number:", "Confidence": 0.688, "X1": 0.497, "Y1": 0.11206, "X2": 0.547, "Y2": 0.11186, "X3": 0.547, "Y3": 0.12648, "X4": 0.497, "Y4": 0.12648, "page": 0, "Index": 17}, {"Word": "TOX-035", "Confidence": 0.468, "X1": 0.553, "Y1": 0.11206, "X2": 0.6, "Y2": 0.11186, "X3": 0.6, "Y3": 0.12648, "X4": 0.553, "Y4": 0.12648, "page": 0, "Index": 18}, {"Word": "Page:", "Confidence": 0.687, "X1": 0.834, "Y1": 0.11476, "X2": 0.869, "Y2": 0.11456, "X3": 0.869, "Y3": 0.12783, "X4": 0.834, "Y4": 0.12648, "page": 0, "Index": 19}, {"Word": "2", "Confidence": 0.957, "X1": 0.876, "Y1": 0.11476, "X2": 0.882, "Y2": 0.11456, "X3": 0.882, "Y3": 0.12783, "X4": 0.876, "Y4": 0.12783, "page": 0, "Index": 20}, {"Word": "Building", "Confidence": 0.63, "X1": 0.042, "Y1": 0.12554, "X2": 0.096, "Y2": 0.12534, "X3": 0.095, "Y3": 0.13861, "X4": 0.041, "Y4": 0.13996, "page": 0, "Index": 21}, {"Word": "630/2", "Confidence": 0.915, "X1": 0.104, "Y1": 0.12688, "X2": 0.137, "Y2": 0.12668, "X3": 0.137, "Y3": 0.13861, "X4": 0.103, "Y4": 0.13861, "page": 0, "Index": 22}, {"Word": "RAT/SPRAGUE-DANLEY", "Confidence": 0.675, "X1": 0.042, "Y1": 0.14036, "X2": 0.164, "Y2": 0.14016, "X3": 0.163, "Y3": 0.15344, "X4": 0.041, "Y4": 0.15479, "page": 0, "Index": 23}, {"Word": "Study", "Confidence": 0.994, "X1": 0.435, "Y1": 0.14036, "X2": 0.469, "Y2": 0.14016, "X3": 0.469, "Y3": 0.15613, "X4": 0.435, "Y4": 0.15479, "page": 0, "Index": 24}, {"Word": "start", "Confidence": 0.995, "X1": 0.476, "Y1": 0.14036, "X2": 0.51, "Y2": 0.14016, "X3": 0.51, "Y3": 0.15613, "X4": 0.475, "Y4": 0.15613, "page": 0, "Index": 25}, {"Word": "date:", "Confidence": 0.646, "X1": 0.518, "Y1": 0.14036, "X2": 0.554, "Y2": 0.14016, "X3": 0.554, "Y3": 0.15613, "X4": 0.517, "Y4": 0.15613, "page": 0, "Index": 26}, {"Word": "07-Nov-90", "Confidence": 0.621, "X1": 0.559, "Y1": 0.14036, "X2": 0.621, "Y2": 0.14016, "X3": 0.621, "Y3": 0.15479, "X4": 0.559, "Y4": 0.15613, "page": 0, "Index": 27}, {"Word": "ACUTE", "Confidence": 0.971, "X1": 0.745, "Y1": 0.14171, "X2": 0.779, "Y2": 0.14151, "X3": 0.779, "Y3": 0.15613, "X4": 0.745, "Y4": 0.15748, "page": 0, "Index": 28}, {"Word": "TOXICITY/ORAL", "Confidence": 0.083, "X1": 0.786, "Y1": 0.14036, "X2": 0.875, "Y2": 0.14016, "X3": 0.875, "Y3": 0.15613, "X4": 0.786, "Y4": 0.15613, "page": 0, "Index": 29}, {"Word": "LDSO", "Confidence": 0.682, "X1": 0.881, "Y1": 0.14036, "X2": 0.909, "Y2": 0.14016, "X3": 0.909, "Y3": 0.15613, "X4": 0.881, "Y4": 0.15613, "page": 0, "Index": 30}, {"Word": "FESA", "Confidence": 0.785, "X1": 0.916, "Y1": 0.14036, "X2": 0.943, "Y2": 0.14016, "X3": 0.942, "Y3": 0.15613, "X4": 0.915, "Y4": 0.15613, "page": 0, "Index": 31}, {"Word": "CAGE", "Confidence": 0.955, "X1": 0.049, "Y1": 0.16866, "X2": 0.076, "Y2": 0.16846, "X3": 0.076, "Y3": 0.18309, "X4": 0.049, "Y4": 0.18174, "page": 0, "Index": 32}, {"Word": "ANIMAL", "Confidence": 0.626, "X1": 0.089, "Y1": 0.17001, "X2": 0.13, "Y2": 0.16981, "X3": 0.129, "Y3": 0.18309, "X4": 0.089, "Y4": 0.18309, "page": 0, "Index": 33}, {"Word": "GROUP/", "Confidence": 0.785, "X1": 0.174, "Y1": 0.17001, "X2": 0.214, "Y2": 0.16981, "X3": 0.213, "Y3": 0.18309, "X4": 0.173, "Y4": 0.18309, "page": 0, "Index": 34}, {"Word": "DATE", "Confidence": 0.796, "X1": 0.227, "Y1": 0.17001, "X2": 0.254, "Y2": 0.16981, "X3": 0.254, "Y3": 0.18309, "X4": 0.227, "Y4": 0.18309, "page": 0, "Index": 35}, {"Word": "AND", "Confidence": 0.227, "X1": 0.269, "Y1": 0.17136, "X2": 0.288, "Y2": 0.17116, "X3": 0.289, "Y3": 0.18309, "X4": 0.269, "Y4": 0.18174, "page": 0, "Index": 36}, {"Word": "TIME", "Confidence": 0.886, "X1": 0.303, "Y1": 0.17001, "X2": 0.329, "Y2": 0.16981, "X3": 0.33, "Y3": 0.18309, "X4": 0.303, "Y4": 0.18309, "page": 0, "Index": 37}, {"Word": "DAZ/WEEK", "Confidence": 0.786, "X1": 0.422, "Y1": 0.17001, "X2": 0.476, "Y2": 0.16981, "X3": 0.475, "Y3": 0.18444, "X4": 0.422, "Y4": 0.18309, "page": 0, "Index": 38}, {"Word": "OPER.", "Confidence": 0.933, "X1": 0.483, "Y1": 0.17001, "X2": 0.518, "Y2": 0.16981, "X3": 0.518, "Y3": 0.18444, "X4": 0.482, "Y4": 0.18444, "page": 0, "Index": 39}, {"Word": "PREVIOUS", "Confidence": 0.611, "X1": 0.524, "Y1": 0.17136, "X2": 0.579, "Y2": 0.17116, "X3": 0.579, "Y3": 0.18444, "X4": 0.524, "Y4": 0.18444, "page": 0, "Index": 40}, {"Word": "CURRENT", "Confidence": 0.929, "X1": 0.586, "Y1": 0.17136, "X2": 0.634, "Y2": 0.17116, "X3": 0.634, "Y3": 0.18309, "X4": 0.586, "Y4": 0.18444, "page": 0, "Index": 41}, {"Word": "AVG", "Confidence": 0.61, "X1": 0.675, "Y1": 0.17136, "X2": 0.694, "Y2": 0.17116, "X3": 0.694, "Y3": 0.18444, "X4": 0.675, "Y4": 0.18309, "page": 0, "Index": 42}, {"Word": "GAIN", "Confidence": 0.933, "X1": 0.704, "Y1": 0.17136, "X2": 0.73, "Y2": 0.17116, "X3": 0.73, "Y3": 0.18444, "X4": 0.704, "Y4": 0.18444, "page": 0, "Index": 43}, {"Word": "NUMBER", "Confidence": 0.287, "X1": 0.089, "Y1": 0.18484, "X2": 0.128, "Y2": 0.18464, "X3": 0.128, "Y3": 0.19657, "X4": 0.089, "Y4": 0.19657, "page": 0, "Index": 44}, {"Word": "SEX", "Confidence": 0.991, "X1": 0.136, "Y1": 0.18484, "X2": 0.157, "Y2": 0.18464, "X3": 0.156, "Y3": 0.19791, "X4": 0.136, "Y4": 0.19657, "page": 0, "Index": 45}, {"Word": "SUBGROUP", "Confidence": 0.668, "X1": 0.165, "Y1": 0.18484, "X2": 0.219, "Y2": 0.18464, "X3": 0.219, "Y3": 0.19791, "X4": 0.164, "Y4": 0.19791, "page": 0, "Index": 46}, {"Word": "DATA", "Confidence": 0.986, "X1": 0.227, "Y1": 0.18618, "X2": 0.253, "Y2": 0.18598, "X3": 0.253, "Y3": 0.19791, "X4": 0.227, "Y4": 0.19791, "page": 0, "Index": 47}, {"Word": "WAS", "Confidence": 0.997, "X1": 0.262, "Y1": 0.18618, "X2": 0.282, "Y2": 0.18598, "X3": 0.282, "Y3": 0.19791, "X4": 0.262, "Y4": 0.19791, "page": 0, "Index": 48}, {"Word": "ENTERED", "Confidence": 0.746, "X1": 0.289, "Y1": 0.18618, "X2": 0.336, "Y2": 0.18598, "X3": 0.336, "Y3": 0.19791, "X4": 0.289, "Y4": 0.19791, "page": 0, "Index": 49}, {"Word": "SESSION", "Confidence": 0.813, "X1": 0.36, "Y1": 0.18618, "X2": 0.406, "Y2": 0.18598, "X3": 0.405, "Y3": 0.19791, "X4": 0.359, "Y4": 0.19657, "page": 0, "Index": 50}, {"Word": "OF", "Confidence": 0.998, "X1": 0.422, "Y1": 0.18484, "X2": 0.434, "Y2": 0.18464, "X3": 0.433, "Y3": 0.19791, "X4": 0.421, "Y4": 0.19791, "page": 0, "Index": 51}, {"Word": "WEIGHT", "Confidence": 0.683, "X1": 0.586, "Y1": 0.18618, "X2": 0.627, "Y2": 0.18598, "X3": 0.626, "Y3": 0.19791, "X4": 0.586, "Y4": 0.19926, "page": 0, "Index": 52}, {"Word": "DATE", "Confidence": 0.624, "X1": 0.642, "Y1": 0.18618, "X2": 0.667, "Y2": 0.18598, "X3": 0.667, "Y3": 0.19791, "X4": 0.642, "Y4": 0.19791, "page": 0, "Index": 53}, {"Word": "STUDY", "Confidence": 0.704, "X1": 0.441, "Y1": 0.18618, "X2": 0.475, "Y2": 0.18598, "X3": 0.475, "Y3": 0.19926, "X4": 0.441, "Y4": 0.19791, "page": 0, "Index": 54}, {"Word": "WEIGHT", "Confidence": 0.166, "X1": 0.53, "Y1": 0.18618, "X2": 0.572, "Y2": 0.18598, "X3": 0.571, "Y3": 0.19926, "X4": 0.531, "Y4": 0.19791, "page": 0, "Index": 55}, {"Word": "PER", "Confidence": 0.886, "X1": 0.676, "Y1": 0.18618, "X2": 0.695, "Y2": 0.18598, "X3": 0.695, "Y3": 0.19926, "X4": 0.675, "Y4": 0.19926, "page": 0, "Index": 56}, {"Word": "DAY", "Confidence": 0.852, "X1": 0.704, "Y1": 0.18618, "X2": 0.724, "Y2": 0.18598, "X3": 0.724, "Y3": 0.20061, "X4": 0.704, "Y4": 0.19926, "page": 0, "Index": 57}, {"Word": "COMMENT", "Confidence": 0.746, "X1": 0.738, "Y1": 0.18484, "X2": 0.787, "Y2": 0.18464, "X3": 0.787, "Y3": 0.20061, "X4": 0.738, "Y4": 0.20061, "page": 0, "Index": 58}, {"Word": "39", "Confidence": 0.978, "X1": 0.057, "Y1": 0.21179, "X2": 0.068, "Y2": 0.21159, "X3": 0.069, "Y3": 0.22622, "X4": 0.057, "Y4": 0.22622, "page": 0, "Index": 59}, {"Word": "39", "Confidence": 0.995, "X1": 0.117, "Y1": 0.21179, "X2": 0.129, "Y2": 0.21159, "X3": 0.13, "Y3": 0.22487, "X4": 0.118, "Y4": 0.22622, "page": 0, "Index": 60}, {"Word": "05-Nov-90", "Confidence": 0.789, "X1": 0.229, "Y1": 0.21449, "X2": 0.288, "Y2": 0.21429, "X3": 0.288, "Y3": 0.22622, "X4": 0.228, "Y4": 0.22622, "page": 0, "Index": 61}, {"Word": "10:52", "Confidence": 0.997, "X1": 0.303, "Y1": 0.21449, "X2": 0.337, "Y2": 0.21429, "X3": 0.337, "Y3": 0.22622, "X4": 0.303, "Y4": 0.22622, "page": 0, "Index": 62}, {"Word": "05-Nov-90", "Confidence": 0.638, "X1": 0.353, "Y1": 0.21583, "X2": 0.413, "Y2": 0.21563, "X3": 0.412, "Y3": 0.22756, "X4": 0.353, "Y4": 0.22756, "page": 0, "Index": 63}, {"Word": "-2/-1", "Confidence": 0.849, "X1": 0.436, "Y1": 0.21449, "X2": 0.469, "Y2": 0.21429, "X3": 0.469, "Y3": 0.22756, "X4": 0.435, "Y4": 0.22891, "page": 0, "Index": 64}, {"Word": "43", "Confidence": 0.621, "X1": 0.492, "Y1": 0.21314, "X2": 0.502, "Y2": 0.21294, "X3": 0.503, "Y3": 0.22756, "X4": 0.493, "Y4": 0.22891, "page": 0, "Index": 65}, {"Word": "336.7", "Confidence": 0.818, "X1": 0.595, "Y1": 0.21449, "X2": 0.627, "Y2": 0.21429, "X3": 0.627, "Y3": 0.22756, "X4": 0.594, "Y4": 0.22756, "page": 0, "Index": 66}, {"Word": "-/", "Confidence": 0.749, "X1": 0.187, "Y1": 0.21449, "X2": 0.199, "Y2": 0.21429, "X3": 0.2, "Y3": 0.22891, "X4": 0.187, "Y4": 0.23026, "page": 0, "Index": 67}, {"Word": "40", "Confidence": 0.933, "X1": 0.056, "Y1": 0.22662, "X2": 0.069, "Y2": 0.22642, "X3": 0.069, "Y3": 0.24239, "X4": 0.056, "Y4": 0.24239, "page": 0, "Index": 68}, {"Word": "40", "Confidence": 0.747, "X1": 0.119, "Y1": 0.22662, "X2": 0.131, "Y2": 0.22642, "X3": 0.132, "Y3": 0.23834, "X4": 0.12, "Y4": 0.24104, "page": 0, "Index": 69}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.228, "Y1": 0.23066, "X2": 0.288, "Y2": 0.23046, "X3": 0.288, "Y3": 0.24104, "X4": 0.228, "Y4": 0.23969, "page": 0, "Index": 70}, {"Word": "10:53", "Confidence": 0.991, "X1": 0.303, "Y1": 0.23066, "X2": 0.337, "Y2": 0.23046, "X3": 0.337, "Y3": 0.24239, "X4": 0.303, "Y4": 0.23969, "page": 0, "Index": 71}, {"Word": "05-NOV-90", "Confidence": 0.668, "X1": 0.353, "Y1": 0.23066, "X2": 0.412, "Y2": 0.23046, "X3": 0.412, "Y3": 0.24239, "X4": 0.353, "Y4": 0.24104, "page": 0, "Index": 72}, {"Word": "-2/-1", "Confidence": 0.929, "X1": 0.436, "Y1": 0.22931, "X2": 0.469, "Y2": 0.22911, "X3": 0.468, "Y3": 0.24374, "X4": 0.435, "Y4": 0.24239, "page": 0, "Index": 73}, {"Word": "43", "Confidence": 0.997, "X1": 0.49, "Y1": 0.22796, "X2": 0.504, "Y2": 0.22776, "X3": 0.505, "Y3": 0.24508, "X4": 0.49, "Y4": 0.24508, "page": 0, "Index": 74}, {"Word": "389.8", "Confidence": 0.617, "X1": 0.594, "Y1": 0.23066, "X2": 0.626, "Y2": 0.23046, "X3": 0.626, "Y3": 0.24374, "X4": 0.593, "Y4": 0.24239, "page": 0, "Index": 75}, {"Word": "41", "Confidence": 0.998, "X1": 0.056, "Y1": 0.24144, "X2": 0.069, "Y2": 0.24124, "X3": 0.069, "Y3": 0.25721, "X4": 0.056, "Y4": 0.25721, "page": 0, "Index": 76}, {"Word": "41", "Confidence": 0.775, "X1": 0.118, "Y1": 0.24009, "X2": 0.13, "Y2": 0.23989, "X3": 0.131, "Y3": 0.25452, "X4": 0.12, "Y4": 0.25721, "page": 0, "Index": 77}, {"Word": "M", "Confidence": 0.773, "X1": 0.143, "Y1": 0.24279, "X2": 0.149, "Y2": 0.24259, "X3": 0.149, "Y3": 0.25586, "X4": 0.143, "Y4": 0.25586, "page": 0, "Index": 78}, {"Word": "05-Kov-90", "Confidence": 0.599, "X1": 0.229, "Y1": 0.24414, "X2": 0.288, "Y2": 0.24394, "X3": 0.287, "Y3": 0.25586, "X4": 0.228, "Y4": 0.25586, "page": 0, "Index": 79}, {"Word": "10:54", "Confidence": 0.994, "X1": 0.303, "Y1": 0.24414, "X2": 0.336, "Y2": 0.24394, "X3": 0.336, "Y3": 0.25586, "X4": 0.303, "Y4": 0.25452, "page": 0, "Index": 80}, {"Word": "05-NOV-90", "Confidence": 0.715, "X1": 0.352, "Y1": 0.24548, "X2": 0.413, "Y2": 0.24528, "X3": 0.412, "Y3": 0.25721, "X4": 0.352, "Y4": 0.25452, "page": 0, "Index": 81}, {"Word": "43", "Confidence": 0.941, "X1": 0.49, "Y1": 0.24144, "X2": 0.503, "Y2": 0.24124, "X3": 0.503, "Y3": 0.25721, "X4": 0.49, "Y4": 0.25721, "page": 0, "Index": 82}, {"Word": "341.1", "Confidence": 0.793, "X1": 0.594, "Y1": 0.24548, "X2": 0.626, "Y2": 0.24528, "X3": 0.626, "Y3": 0.25721, "X4": 0.594, "Y4": 0.25721, "page": 0, "Index": 83}, {"Word": "-", "Confidence": 0.811, "X1": 0.682, "Y1": 0.24683, "X2": 0.686, "Y2": 0.24663, "X3": 0.686, "Y3": 0.25586, "X4": 0.682, "Y4": 0.25586, "page": 0, "Index": 84}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.435, "Y1": 0.24414, "X2": 0.469, "Y2": 0.24394, "X3": 0.469, "Y3": 0.25856, "X4": 0.435, "Y4": 0.25856, "page": 0, "Index": 85}, {"Word": "42", "Confidence": 0.994, "X1": 0.055, "Y1": 0.25492, "X2": 0.069, "Y2": 0.25472, "X3": 0.069, "Y3": 0.27069, "X4": 0.056, "Y4": 0.27069, "page": 0, "Index": 86}, {"Word": "42", "Confidence": 0.991, "X1": 0.117, "Y1": 0.25492, "X2": 0.131, "Y2": 0.25472, "X3": 0.131, "Y3": 0.26934, "X4": 0.117, "Y4": 0.27069, "page": 0, "Index": 87}, {"Word": "05-Nov-90", "Confidence": 0.614, "X1": 0.228, "Y1": 0.25896, "X2": 0.287, "Y2": 0.25876, "X3": 0.287, "Y3": 0.27069, "X4": 0.228, "Y4": 0.27069, "page": 0, "Index": 88}, {"Word": "10:54", "Confidence": 0.991, "X1": 0.303, "Y1": 0.25896, "X2": 0.336, "Y2": 0.25876, "X3": 0.336, "Y3": 0.27204, "X4": 0.303, "Y4": 0.27069, "page": 0, "Index": 89}, {"Word": "05-Nov-90", "Confidence": 0.646, "X1": 0.352, "Y1": 0.26031, "X2": 0.412, "Y2": 0.26011, "X3": 0.412, "Y3": 0.27204, "X4": 0.352, "Y4": 0.27069, "page": 0, "Index": 90}, {"Word": "-2/-1", "Confidence": 0.985, "X1": 0.435, "Y1": 0.25896, "X2": 0.468, "Y2": 0.25876, "X3": 0.468, "Y3": 0.27204, "X4": 0.435, "Y4": 0.27204, "page": 0, "Index": 91}, {"Word": "43", "Confidence": 0.997, "X1": 0.492, "Y1": 0.25626, "X2": 0.505, "Y2": 0.25606, "X3": 0.505, "Y3": 0.27069, "X4": 0.492, "Y4": 0.27069, "page": 0, "Index": 92}, {"Word": "302.2", "Confidence": 0.991, "X1": 0.594, "Y1": 0.25896, "X2": 0.626, "Y2": 0.25876, "X3": 0.626, "Y3": 0.27204, "X4": 0.593, "Y4": 0.27204, "page": 0, "Index": 93}, {"Word": "-", "Confidence": 0.934, "X1": 0.682, "Y1": 0.26166, "X2": 0.686, "Y2": 0.26146, "X3": 0.686, "Y3": 0.27069, "X4": 0.682, "Y4": 0.27069, "page": 0, "Index": 94}, {"Word": "43", "Confidence": 0.988, "X1": 0.055, "Y1": 0.26839, "X2": 0.07, "Y2": 0.26819, "X3": 0.07, "Y3": 0.28282, "X4": 0.056, "Y4": 0.28417, "page": 0, "Index": 95}, {"Word": "43", "Confidence": 0.723, "X1": 0.117, "Y1": 0.26839, "X2": 0.131, "Y2": 0.26819, "X3": 0.131, "Y3": 0.28417, "X4": 0.118, "Y4": 0.28551, "page": 0, "Index": 96}, {"Word": "05-Nov-90", "Confidence": 0.618, "X1": 0.228, "Y1": 0.27378, "X2": 0.288, "Y2": 0.27358, "X3": 0.287, "Y3": 0.28551, "X4": 0.228, "Y4": 0.28551, "page": 0, "Index": 97}, {"Word": "10:55", "Confidence": 0.997, "X1": 0.304, "Y1": 0.27378, "X2": 0.336, "Y2": 0.27358, "X3": 0.336, "Y3": 0.28551, "X4": 0.303, "Y4": 0.28417, "page": 0, "Index": 98}, {"Word": "05-Nov-90", "Confidence": 0.673, "X1": 0.352, "Y1": 0.27378, "X2": 0.412, "Y2": 0.27358, "X3": 0.412, "Y3": 0.28551, "X4": 0.352, "Y4": 0.28551, "page": 0, "Index": 99}, {"Word": "-2/-1", "Confidence": 0.802, "X1": 0.437, "Y1": 0.27378, "X2": 0.468, "Y2": 0.27358, "X3": 0.468, "Y3": 0.28686, "X4": 0.437, "Y4": 0.28551, "page": 0, "Index": 100}, {"Word": "43", "Confidence": 0.998, "X1": 0.491, "Y1": 0.27109, "X2": 0.504, "Y2": 0.27089, "X3": 0.504, "Y3": 0.28686, "X4": 0.491, "Y4": 0.28686, "page": 0, "Index": 101}, {"Word": "301.6", "Confidence": 0.847, "X1": 0.593, "Y1": 0.27378, "X2": 0.626, "Y2": 0.27358, "X3": 0.626, "Y3": 0.28686, "X4": 0.593, "Y4": 0.28686, "page": 0, "Index": 102}, {"Word": "-", "Confidence": 0.754, "X1": 0.682, "Y1": 0.27513, "X2": 0.686, "Y2": 0.27493, "X3": 0.687, "Y3": 0.28551, "X4": 0.682, "Y4": 0.28551, "page": 0, "Index": 103}, {"Word": "44", "Confidence": 0.957, "X1": 0.056, "Y1": 0.28322, "X2": 0.069, "Y2": 0.28302, "X3": 0.069, "Y3": 0.29899, "X4": 0.056, "Y4": 0.29899, "page": 0, "Index": 104}, {"Word": "-/", "Confidence": 0.611, "X1": 0.184, "Y1": 0.28322, "X2": 0.201, "Y2": 0.28302, "X3": 0.202, "Y3": 0.30303, "X4": 0.184, "Y4": 0.30438, "page": 0, "Index": 105}, {"Word": "05-Nov-90", "Confidence": 0.836, "X1": 0.227, "Y1": 0.28861, "X2": 0.288, "Y2": 0.28841, "X3": 0.287, "Y3": 0.30034, "X4": 0.228, "Y4": 0.29899, "page": 0, "Index": 106}, {"Word": "10:56", "Confidence": 0.907, "X1": 0.303, "Y1": 0.28861, "X2": 0.335, "Y2": 0.28841, "X3": 0.336, "Y3": 0.30034, "X4": 0.303, "Y4": 0.29899, "page": 0, "Index": 107}, {"Word": "05-509-90", "Confidence": 0.518, "X1": 0.352, "Y1": 0.28996, "X2": 0.411, "Y2": 0.28976, "X3": 0.411, "Y3": 0.30034, "X4": 0.352, "Y4": 0.30034, "page": 0, "Index": 108}, {"Word": "-2/-1", "Confidence": 0.887, "X1": 0.435, "Y1": 0.28861, "X2": 0.468, "Y2": 0.28841, "X3": 0.468, "Y3": 0.30169, "X4": 0.434, "Y4": 0.30169, "page": 0, "Index": 109}, {"Word": "43", "Confidence": 0.998, "X1": 0.492, "Y1": 0.28591, "X2": 0.503, "Y2": 0.28571, "X3": 0.504, "Y3": 0.30034, "X4": 0.492, "Y4": 0.30169, "page": 0, "Index": 110}, {"Word": "284.5", "Confidence": 0.991, "X1": 0.594, "Y1": 0.28996, "X2": 0.625, "Y2": 0.28976, "X3": 0.625, "Y3": 0.30034, "X4": 0.594, "Y4": 0.29899, "page": 0, "Index": 111}, {"Word": "-", "Confidence": 0.883, "X1": 0.682, "Y1": 0.29131, "X2": 0.686, "Y2": 0.29111, "X3": 0.687, "Y3": 0.30169, "X4": 0.682, "Y4": 0.30169, "page": 0, "Index": 112}, {"Word": "45", "Confidence": 0.888, "X1": 0.056, "Y1": 0.2967, "X2": 0.071, "Y2": 0.2965, "X3": 0.072, "Y3": 0.31247, "X4": 0.056, "Y4": 0.31382, "page": 0, "Index": 113}, {"Word": "45", "Confidence": 0.246, "X1": 0.118, "Y1": 0.29804, "X2": 0.131, "Y2": 0.29784, "X3": 0.132, "Y3": 0.31112, "X4": 0.119, "Y4": 0.31382, "page": 0, "Index": 114}, {"Word": "-/1", "Confidence": 0.885, "X1": 0.184, "Y1": 0.29804, "X2": 0.205, "Y2": 0.29784, "X3": 0.206, "Y3": 0.31651, "X4": 0.184, "Y4": 0.31921, "page": 0, "Index": 115}, {"Word": "05-Nov-90", "Confidence": 0.797, "X1": 0.228, "Y1": 0.30343, "X2": 0.287, "Y2": 0.30323, "X3": 0.286, "Y3": 0.31516, "X4": 0.228, "Y4": 0.31382, "page": 0, "Index": 116}, {"Word": "10:56", "Confidence": 0.993, "X1": 0.304, "Y1": 0.30343, "X2": 0.335, "Y2": 0.30323, "X3": 0.335, "Y3": 0.31516, "X4": 0.304, "Y4": 0.31382, "page": 0, "Index": 117}, {"Word": "05-NOV-90", "Confidence": 0.552, "X1": 0.352, "Y1": 0.30478, "X2": 0.411, "Y2": 0.30458, "X3": 0.411, "Y3": 0.31516, "X4": 0.352, "Y4": 0.31382, "page": 0, "Index": 118}, {"Word": "-2/-1", "Confidence": 0.958, "X1": 0.434, "Y1": 0.30343, "X2": 0.468, "Y2": 0.30323, "X3": 0.468, "Y3": 0.31516, "X4": 0.434, "Y4": 0.31651, "page": 0, "Index": 119}, {"Word": "43", "Confidence": 0.958, "X1": 0.489, "Y1": 0.30074, "X2": 0.502, "Y2": 0.30054, "X3": 0.503, "Y3": 0.31382, "X4": 0.49, "Y4": 0.31516, "page": 0, "Index": 120}, {"Word": "348.2", "Confidence": 0.943, "X1": 0.594, "Y1": 0.30343, "X2": 0.626, "Y2": 0.30323, "X3": 0.626, "Y3": 0.31516, "X4": 0.594, "Y4": 0.31516, "page": 0, "Index": 121}, {"Word": "-", "Confidence": 0.906, "X1": 0.685, "Y1": 0.30478, "X2": 0.69, "Y2": 0.30458, "X3": 0.69, "Y3": 0.31382, "X4": 0.685, "Y4": 0.31516, "page": 0, "Index": 122}, {"Word": "NMN", "Confidence": 0.852, "X1": 0.6, "Y1": 0.3223, "X2": 0.6, "Y2": 0.3221, "X3": 0.593, "Y3": 0.3219, "X4": 0.593, "Y4": 0.28821, "page": 0, "Index": 123}, {"Word": "46", "Confidence": 0.97, "X1": 0.056, "Y1": 0.31017, "X2": 0.069, "Y2": 0.30997, "X3": 0.069, "Y3": 0.32864, "X4": 0.056, "Y4": 0.32864, "page": 0, "Index": 124}, {"Word": "-/", "Confidence": 0.22, "X1": 0.184, "Y1": 0.31287, "X2": 0.2, "Y2": 0.31267, "X3": 0.201, "Y3": 0.33403, "X4": 0.184, "Y4": 0.33538, "page": 0, "Index": 125}, {"Word": "05-Nov-90", "Confidence": 0.685, "X1": 0.228, "Y1": 0.31826, "X2": 0.287, "Y2": 0.31806, "X3": 0.286, "Y3": 0.32864, "X4": 0.228, "Y4": 0.32864, "page": 0, "Index": 126}, {"Word": "10:56", "Confidence": 0.994, "X1": 0.304, "Y1": 0.31826, "X2": 0.335, "Y2": 0.31806, "X3": 0.335, "Y3": 0.32999, "X4": 0.305, "Y4": 0.32864, "page": 0, "Index": 127}, {"Word": "05-Nov-90", "Confidence": 0.64, "X1": 0.352, "Y1": 0.31961, "X2": 0.411, "Y2": 0.31941, "X3": 0.411, "Y3": 0.32999, "X4": 0.352, "Y4": 0.32999, "page": 0, "Index": 128}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.31826, "X2": 0.468, "Y2": 0.31806, "X3": 0.467, "Y3": 0.32999, "X4": 0.433, "Y4": 0.32999, "page": 0, "Index": 129}, {"Word": "43", "Confidence": 0.998, "X1": 0.49, "Y1": 0.31691, "X2": 0.502, "Y2": 0.31671, "X3": 0.502, "Y3": 0.32999, "X4": 0.49, "Y4": 0.32999, "page": 0, "Index": 130}, {"Word": "254.1", "Confidence": 0.645, "X1": 0.594, "Y1": 0.31961, "X2": 0.625, "Y2": 0.31941, "X3": 0.625, "Y3": 0.32999, "X4": 0.593, "Y4": 0.32999, "page": 0, "Index": 131}, {"Word": "05-NOV-90", "Confidence": 0.671, "X1": 0.228, "Y1": 0.33308, "X2": 0.286, "Y2": 0.33288, "X3": 0.286, "Y3": 0.34347, "X4": 0.228, "Y4": 0.34347, "page": 0, "Index": 132}, {"Word": "10:57", "Confidence": 0.98, "X1": 0.303, "Y1": 0.33308, "X2": 0.336, "Y2": 0.33288, "X3": 0.337, "Y3": 0.34481, "X4": 0.303, "Y4": 0.34347, "page": 0, "Index": 133}, {"Word": "05-50v-90", "Confidence": 0.654, "X1": 0.351, "Y1": 0.33443, "X2": 0.411, "Y2": 0.33423, "X3": 0.411, "Y3": 0.34481, "X4": 0.351, "Y4": 0.34481, "page": 0, "Index": 134}, {"Word": "-2/-1", "Confidence": 0.949, "X1": 0.434, "Y1": 0.33308, "X2": 0.468, "Y2": 0.33288, "X3": 0.468, "Y3": 0.34616, "X4": 0.434, "Y4": 0.34481, "page": 0, "Index": 135}, {"Word": "43", "Confidence": 0.852, "X1": 0.49, "Y1": 0.33039, "X2": 0.502, "Y2": 0.33019, "X3": 0.502, "Y3": 0.34347, "X4": 0.49, "Y4": 0.34347, "page": 0, "Index": 136}, {"Word": "352.8", "Confidence": 0.994, "X1": 0.594, "Y1": 0.33443, "X2": 0.625, "Y2": 0.33423, "X3": 0.625, "Y3": 0.34481, "X4": 0.593, "Y4": 0.34481, "page": 0, "Index": 137}, {"Word": "05-NOV-90", "Confidence": 0.668, "X1": 0.228, "Y1": 0.34791, "X2": 0.287, "Y2": 0.34771, "X3": 0.287, "Y3": 0.35964, "X4": 0.228, "Y4": 0.35964, "page": 0, "Index": 138}, {"Word": "11:02", "Confidence": 0.669, "X1": 0.304, "Y1": 0.34926, "X2": 0.336, "Y2": 0.34906, "X3": 0.336, "Y3": 0.35964, "X4": 0.304, "Y4": 0.35964, "page": 0, "Index": 139}, {"Word": "05-Nov-90", "Confidence": 0.458, "X1": 0.351, "Y1": 0.34926, "X2": 0.412, "Y2": 0.34906, "X3": 0.412, "Y3": 0.36099, "X4": 0.351, "Y4": 0.35964, "page": 0, "Index": 140}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.434, "Y1": 0.34791, "X2": 0.468, "Y2": 0.34771, "X3": 0.468, "Y3": 0.36099, "X4": 0.434, "Y4": 0.36233, "page": 0, "Index": 141}, {"Word": "NNNN", "Confidence": 0.712, "X1": 0.449, "Y1": 0.36812, "X2": 0.449, "Y2": 0.36792, "X3": 0.439, "Y3": 0.36638, "X4": 0.442, "Y4": 0.31516, "page": 0, "Index": 142}, {"Word": "43", "Confidence": 0.997, "X1": 0.489, "Y1": 0.34521, "X2": 0.502, "Y2": 0.34501, "X3": 0.502, "Y3": 0.35829, "X4": 0.489, "Y4": 0.35829, "page": 0, "Index": 143}, {"Word": "295.6", "Confidence": 0.948, "X1": 0.593, "Y1": 0.34791, "X2": 0.625, "Y2": 0.34771, "X3": 0.625, "Y3": 0.35964, "X4": 0.593, "Y4": 0.36099, "page": 0, "Index": 144}, {"Word": "05-Nov-90", "Confidence": 0.337, "X1": 0.228, "Y1": 0.36273, "X2": 0.287, "Y2": 0.36253, "X3": 0.287, "Y3": 0.37446, "X4": 0.227, "Y4": 0.37312, "page": 0, "Index": 145}, {"Word": "11:03", "Confidence": 0.991, "X1": 0.303, "Y1": 0.36273, "X2": 0.335, "Y2": 0.36253, "X3": 0.335, "Y3": 0.37446, "X4": 0.303, "Y4": 0.37312, "page": 0, "Index": 146}, {"Word": "05-3ov-90", "Confidence": 0.617, "X1": 0.351, "Y1": 0.36408, "X2": 0.412, "Y2": 0.36388, "X3": 0.411, "Y3": 0.37446, "X4": 0.35, "Y4": 0.37446, "page": 0, "Index": 147}, {"Word": "-2/-1", "Confidence": 0.825, "X1": 0.434, "Y1": 0.36273, "X2": 0.468, "Y2": 0.36253, "X3": 0.468, "Y3": 0.37581, "X4": 0.434, "Y4": 0.37581, "page": 0, "Index": 148}, {"Word": "43", "Confidence": 0.955, "X1": 0.49, "Y1": 0.36004, "X2": 0.501, "Y2": 0.35984, "X3": 0.502, "Y3": 0.37177, "X4": 0.49, "Y4": 0.37177, "page": 0, "Index": 149}, {"Word": "353.4", "Confidence": 0.932, "X1": 0.593, "Y1": 0.36408, "X2": 0.625, "Y2": 0.36388, "X3": 0.626, "Y3": 0.37446, "X4": 0.593, "Y4": 0.37446, "page": 0, "Index": 150}, {"Word": "11:03", "Confidence": 0.994, "X1": 0.303, "Y1": 0.37756, "X2": 0.335, "Y2": 0.37736, "X3": 0.335, "Y3": 0.38794, "X4": 0.303, "Y4": 0.38794, "page": 0, "Index": 151}, {"Word": "43", "Confidence": 0.945, "X1": 0.491, "Y1": 0.37621, "X2": 0.506, "Y2": 0.37601, "X3": 0.506, "Y3": 0.38794, "X4": 0.491, "Y4": 0.38929, "page": 0, "Index": 152}, {"Word": "05-Nov-90", "Confidence": 0.679, "X1": 0.227, "Y1": 0.37756, "X2": 0.287, "Y2": 0.37736, "X3": 0.286, "Y3": 0.38929, "X4": 0.227, "Y4": 0.38929, "page": 0, "Index": 153}, {"Word": "05-Nov-90", "Confidence": 0.605, "X1": 0.35, "Y1": 0.37756, "X2": 0.411, "Y2": 0.37736, "X3": 0.411, "Y3": 0.38929, "X4": 0.35, "Y4": 0.38929, "page": 0, "Index": 154}, {"Word": "-2/-1", "Confidence": 0.885, "X1": 0.434, "Y1": 0.37621, "X2": 0.468, "Y2": 0.37601, "X3": 0.468, "Y3": 0.39064, "X4": 0.434, "Y4": 0.39064, "page": 0, "Index": 155}, {"Word": "304.8", "Confidence": 0.957, "X1": 0.593, "Y1": 0.37891, "X2": 0.625, "Y2": 0.37871, "X3": 0.625, "Y3": 0.38929, "X4": 0.593, "Y4": 0.38929, "page": 0, "Index": 156}, {"Word": "05-Nov-90", "Confidence": 0.601, "X1": 0.227, "Y1": 0.39104, "X2": 0.286, "Y2": 0.39084, "X3": 0.286, "Y3": 0.40276, "X4": 0.227, "Y4": 0.40276, "page": 0, "Index": 157}, {"Word": "11:04", "Confidence": 0.656, "X1": 0.304, "Y1": 0.39238, "X2": 0.335, "Y2": 0.39218, "X3": 0.335, "Y3": 0.40276, "X4": 0.304, "Y4": 0.40276, "page": 0, "Index": 158}, {"Word": "-", "Confidence": 0.049, "X1": 0.347, "Y1": 0.39104, "X2": 0.348, "Y2": 0.39084, "X3": 0.348, "Y3": 0.40276, "X4": 0.346, "Y4": 0.40276, "page": 0, "Index": 159}, {"Word": "05-Nov-90", "Confidence": 0.659, "X1": 0.35, "Y1": 0.39238, "X2": 0.411, "Y2": 0.39218, "X3": 0.41, "Y3": 0.40276, "X4": 0.35, "Y4": 0.40276, "page": 0, "Index": 160}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.435, "Y1": 0.39104, "X2": 0.468, "Y2": 0.39084, "X3": 0.468, "Y3": 0.40546, "X4": 0.435, "Y4": 0.40546, "page": 0, "Index": 161}, {"Word": "43", "Confidence": 0.627, "X1": 0.491, "Y1": 0.38969, "X2": 0.503, "Y2": 0.38949, "X3": 0.504, "Y3": 0.40276, "X4": 0.492, "Y4": 0.40411, "page": 0, "Index": 162}, {"Word": "382.6", "Confidence": 0.846, "X1": 0.593, "Y1": 0.39238, "X2": 0.624, "Y2": 0.39218, "X3": 0.624, "Y3": 0.40276, "X4": 0.593, "Y4": 0.40276, "page": 0, "Index": 163}, {"Word": "05-Nov-90", "Confidence": 0.661, "X1": 0.227, "Y1": 0.40721, "X2": 0.286, "Y2": 0.40701, "X3": 0.286, "Y3": 0.41759, "X4": 0.227, "Y4": 0.41759, "page": 0, "Index": 164}, {"Word": "11:04", "Confidence": 0.885, "X1": 0.303, "Y1": 0.40721, "X2": 0.335, "Y2": 0.40701, "X3": 0.335, "Y3": 0.41759, "X4": 0.303, "Y4": 0.41759, "page": 0, "Index": 165}, {"Word": "43", "Confidence": 0.991, "X1": 0.489, "Y1": 0.40451, "X2": 0.501, "Y2": 0.40431, "X3": 0.502, "Y3": 0.41759, "X4": 0.489, "Y4": 0.41894, "page": 0, "Index": 166}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.351, "Y1": 0.40721, "X2": 0.411, "Y2": 0.40701, "X3": 0.41, "Y3": 0.41894, "X4": 0.351, "Y4": 0.41759, "page": 0, "Index": 167}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.433, "Y1": 0.40586, "X2": 0.467, "Y2": 0.40566, "X3": 0.467, "Y3": 0.41894, "X4": 0.433, "Y4": 0.41894, "page": 0, "Index": 168}, {"Word": "334.3", "Confidence": 0.991, "X1": 0.593, "Y1": 0.40856, "X2": 0.625, "Y2": 0.40836, "X3": 0.625, "Y3": 0.41894, "X4": 0.593, "Y4": 0.41894, "page": 0, "Index": 169}, {"Word": "05-86v-90", "Confidence": 0.655, "X1": 0.228, "Y1": 0.42203, "X2": 0.286, "Y2": 0.42183, "X3": 0.286, "Y3": 0.43241, "X4": 0.227, "Y4": 0.43241, "page": 0, "Index": 170}, {"Word": "11:05", "Confidence": 0.884, "X1": 0.304, "Y1": 0.42069, "X2": 0.334, "Y2": 0.42049, "X3": 0.334, "Y3": 0.43241, "X4": 0.304, "Y4": 0.43107, "page": 0, "Index": 171}, {"Word": "05-Nov-90", "Confidence": 0.606, "X1": 0.351, "Y1": 0.42203, "X2": 0.41, "Y2": 0.42183, "X3": 0.41, "Y3": 0.43241, "X4": 0.35, "Y4": 0.43241, "page": 0, "Index": 172}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.434, "Y1": 0.42069, "X2": 0.468, "Y2": 0.42049, "X3": 0.468, "Y3": 0.43376, "X4": 0.433, "Y4": 0.43376, "page": 0, "Index": 173}, {"Word": "43", "Confidence": 0.886, "X1": 0.489, "Y1": 0.41799, "X2": 0.501, "Y2": 0.41779, "X3": 0.502, "Y3": 0.43107, "X4": 0.489, "Y4": 0.43241, "page": 0, "Index": 174}, {"Word": "367.3", "Confidence": 0.655, "X1": 0.593, "Y1": 0.42338, "X2": 0.624, "Y2": 0.42318, "X3": 0.625, "Y3": 0.43241, "X4": 0.593, "Y4": 0.43241, "page": 0, "Index": 175}, {"Word": "05-NOV-90", "Confidence": 0.637, "X1": 0.227, "Y1": 0.43686, "X2": 0.286, "Y2": 0.43666, "X3": 0.286, "Y3": 0.44724, "X4": 0.227, "Y4": 0.44724, "page": 0, "Index": 176}, {"Word": "11:05", "Confidence": 0.937, "X1": 0.303, "Y1": 0.43686, "X2": 0.334, "Y2": 0.43666, "X3": 0.334, "Y3": 0.44724, "X4": 0.304, "Y4": 0.44589, "page": 0, "Index": 177}, {"Word": "05-Nov-90", "Confidence": 0.934, "X1": 0.351, "Y1": 0.43686, "X2": 0.411, "Y2": 0.43666, "X3": 0.411, "Y3": 0.44724, "X4": 0.35, "Y4": 0.44724, "page": 0, "Index": 178}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.434, "Y1": 0.43551, "X2": 0.468, "Y2": 0.43531, "X3": 0.468, "Y3": 0.44993, "X4": 0.434, "Y4": 0.44993, "page": 0, "Index": 179}, {"Word": "43", "Confidence": 0.995, "X1": 0.489, "Y1": 0.43416, "X2": 0.502, "Y2": 0.43396, "X3": 0.502, "Y3": 0.44859, "X4": 0.489, "Y4": 0.44859, "page": 0, "Index": 180}, {"Word": "05-NOV-90", "Confidence": 0.66, "X1": 0.227, "Y1": 0.45168, "X2": 0.286, "Y2": 0.45148, "X3": 0.285, "Y3": 0.46206, "X4": 0.227, "Y4": 0.46206, "page": 0, "Index": 181}, {"Word": "11:07", "Confidence": 0.991, "X1": 0.303, "Y1": 0.45168, "X2": 0.335, "Y2": 0.45148, "X3": 0.334, "Y3": 0.46206, "X4": 0.303, "Y4": 0.46206, "page": 0, "Index": 182}, {"Word": "05-Nov-90", "Confidence": 0.679, "X1": 0.35, "Y1": 0.45168, "X2": 0.41, "Y2": 0.45148, "X3": 0.41, "Y3": 0.46206, "X4": 0.35, "Y4": 0.46206, "page": 0, "Index": 183}, {"Word": "-2/-1", "Confidence": 0.83, "X1": 0.434, "Y1": 0.45033, "X2": 0.467, "Y2": 0.45013, "X3": 0.467, "Y3": 0.46341, "X4": 0.433, "Y4": 0.46341, "page": 0, "Index": 184}, {"Word": "43", "Confidence": 0.997, "X1": 0.488, "Y1": 0.44899, "X2": 0.501, "Y2": 0.44879, "X3": 0.501, "Y3": 0.46206, "X4": 0.488, "Y4": 0.46206, "page": 0, "Index": 185}, {"Word": "215.1", "Confidence": 0.955, "X1": 0.592, "Y1": 0.45168, "X2": 0.624, "Y2": 0.45148, "X3": 0.624, "Y3": 0.46206, "X4": 0.592, "Y4": 0.46341, "page": 0, "Index": 186}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.227, "Y1": 0.46516, "X2": 0.286, "Y2": 0.46496, "X3": 0.285, "Y3": 0.47689, "X4": 0.227, "Y4": 0.47689, "page": 0, "Index": 187}, {"Word": "43", "Confidence": 0.969, "X1": 0.491, "Y1": 0.46381, "X2": 0.502, "Y2": 0.46361, "X3": 0.503, "Y3": 0.47689, "X4": 0.491, "Y4": 0.47824, "page": 0, "Index": 188}, {"Word": "11:07", "Confidence": 0.991, "X1": 0.303, "Y1": 0.46651, "X2": 0.335, "Y2": 0.46631, "X3": 0.335, "Y3": 0.47824, "X4": 0.303, "Y4": 0.47689, "page": 0, "Index": 189}, {"Word": "05-507-90", "Confidence": 0.603, "X1": 0.351, "Y1": 0.46651, "X2": 0.411, "Y2": 0.46631, "X3": 0.41, "Y3": 0.47824, "X4": 0.35, "Y4": 0.47689, "page": 0, "Index": 190}, {"Word": "-2/-1", "Confidence": 0.992, "X1": 0.434, "Y1": 0.46516, "X2": 0.467, "Y2": 0.46496, "X3": 0.467, "Y3": 0.47824, "X4": 0.433, "Y4": 0.47824, "page": 0, "Index": 191}, {"Word": "257.5", "Confidence": 0.995, "X1": 0.593, "Y1": 0.46651, "X2": 0.624, "Y2": 0.46631, "X3": 0.624, "Y3": 0.47824, "X4": 0.593, "Y4": 0.47824, "page": 0, "Index": 192}, {"Word": "57", "Confidence": 0.961, "X1": 0.054, "Y1": 0.47729, "X2": 0.068, "Y2": 0.47709, "X3": 0.068, "Y3": 0.49037, "X4": 0.054, "Y4": 0.49037, "page": 0, "Index": 193}, {"Word": "57", "Confidence": 0.941, "X1": 0.115, "Y1": 0.47594, "X2": 0.129, "Y2": 0.47574, "X3": 0.129, "Y3": 0.49037, "X4": 0.116, "Y4": 0.49171, "page": 0, "Index": 194}, {"Word": "05-Nov-90", "Confidence": 0.424, "X1": 0.227, "Y1": 0.48133, "X2": 0.286, "Y2": 0.48113, "X3": 0.286, "Y3": 0.49306, "X4": 0.226, "Y4": 0.49171, "page": 0, "Index": 195}, {"Word": "11:08", "Confidence": 0.969, "X1": 0.303, "Y1": 0.48133, "X2": 0.334, "Y2": 0.48113, "X3": 0.333, "Y3": 0.49171, "X4": 0.303, "Y4": 0.49171, "page": 0, "Index": 196}, {"Word": "05-Nov-90", "Confidence": 0.687, "X1": 0.351, "Y1": 0.48133, "X2": 0.41, "Y2": 0.48113, "X3": 0.41, "Y3": 0.49171, "X4": 0.35, "Y4": 0.49171, "page": 0, "Index": 197}, {"Word": "-2/-1", "Confidence": 0.919, "X1": 0.434, "Y1": 0.48133, "X2": 0.467, "Y2": 0.48113, "X3": 0.467, "Y3": 0.49306, "X4": 0.433, "Y4": 0.49306, "page": 0, "Index": 198}, {"Word": "43", "Confidence": 0.997, "X1": 0.488, "Y1": 0.47729, "X2": 0.502, "Y2": 0.47709, "X3": 0.502, "Y3": 0.49037, "X4": 0.488, "Y4": 0.49171, "page": 0, "Index": 199}, {"Word": "199.6", "Confidence": 0.914, "X1": 0.593, "Y1": 0.48133, "X2": 0.624, "Y2": 0.48113, "X3": 0.624, "Y3": 0.49171, "X4": 0.593, "Y4": 0.49171, "page": 0, "Index": 200}, {"Word": "58", "Confidence": 0.894, "X1": 0.115, "Y1": 0.49077, "X2": 0.129, "Y2": 0.49057, "X3": 0.129, "Y3": 0.50654, "X4": 0.115, "Y4": 0.50654, "page": 0, "Index": 201}, {"Word": "05-Nov-90", "Confidence": 0.639, "X1": 0.226, "Y1": 0.49481, "X2": 0.285, "Y2": 0.49461, "X3": 0.285, "Y3": 0.50654, "X4": 0.226, "Y4": 0.50654, "page": 0, "Index": 202}, {"Word": "11:06", "Confidence": 0.608, "X1": 0.302, "Y1": 0.49481, "X2": 0.334, "Y2": 0.49461, "X3": 0.334, "Y3": 0.50654, "X4": 0.303, "Y4": 0.50654, "page": 0, "Index": 203}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.35, "Y1": 0.49481, "X2": 0.41, "Y2": 0.49461, "X3": 0.41, "Y3": 0.50654, "X4": 0.35, "Y4": 0.50519, "page": 0, "Index": 204}, {"Word": "-2/-1", "Confidence": 0.886, "X1": 0.434, "Y1": 0.49481, "X2": 0.467, "Y2": 0.49461, "X3": 0.466, "Y3": 0.50789, "X4": 0.433, "Y4": 0.50789, "page": 0, "Index": 205}, {"Word": "255.5", "Confidence": 0.941, "X1": 0.592, "Y1": 0.49616, "X2": 0.624, "Y2": 0.49596, "X3": 0.624, "Y3": 0.50654, "X4": 0.592, "Y4": 0.50654, "page": 0, "Index": 206}, {"Word": "59", "Confidence": 0.993, "X1": 0.114, "Y1": 0.50559, "X2": 0.128, "Y2": 0.50539, "X3": 0.129, "Y3": 0.52002, "X4": 0.115, "Y4": 0.52136, "page": 0, "Index": 207}, {"Word": "05-Nov-90", "Confidence": 0.636, "X1": 0.226, "Y1": 0.50963, "X2": 0.286, "Y2": 0.50943, "X3": 0.285, "Y3": 0.52002, "X4": 0.226, "Y4": 0.52002, "page": 0, "Index": 208}, {"Word": "11:09", "Confidence": 0.97, "X1": 0.302, "Y1": 0.50963, "X2": 0.334, "Y2": 0.50943, "X3": 0.334, "Y3": 0.52002, "X4": 0.302, "Y4": 0.52002, "page": 0, "Index": 209}, {"Word": "05-Nov-90", "Confidence": 0.941, "X1": 0.35, "Y1": 0.50963, "X2": 0.41, "Y2": 0.50943, "X3": 0.409, "Y3": 0.52002, "X4": 0.349, "Y4": 0.52002, "page": 0, "Index": 210}, {"Word": "-2/-1", "Confidence": 0.939, "X1": 0.434, "Y1": 0.50963, "X2": 0.467, "Y2": 0.50943, "X3": 0.466, "Y3": 0.52271, "X4": 0.433, "Y4": 0.52002, "page": 0, "Index": 211}, {"Word": "43", "Confidence": 0.994, "X1": 0.489, "Y1": 0.50829, "X2": 0.501, "Y2": 0.50809, "X3": 0.501, "Y3": 0.52136, "X4": 0.488, "Y4": 0.52002, "page": 0, "Index": 212}, {"Word": "203.0", "Confidence": 0.813, "X1": 0.593, "Y1": 0.51098, "X2": 0.624, "Y2": 0.51078, "X3": 0.625, "Y3": 0.52136, "X4": 0.593, "Y4": 0.52136, "page": 0, "Index": 213}, {"Word": "60", "Confidence": 0.603, "X1": 0.056, "Y1": 0.52042, "X2": 0.068, "Y2": 0.52022, "X3": 0.068, "Y3": 0.53349, "X4": 0.056, "Y4": 0.53349, "page": 0, "Index": 214}, {"Word": "60", "Confidence": 0.707, "X1": 0.114, "Y1": 0.52042, "X2": 0.127, "Y2": 0.52022, "X3": 0.128, "Y3": 0.53619, "X4": 0.115, "Y4": 0.53754, "page": 0, "Index": 215}, {"Word": "05-Nov-90", "Confidence": 0.707, "X1": 0.227, "Y1": 0.52311, "X2": 0.286, "Y2": 0.52291, "X3": 0.286, "Y3": 0.53484, "X4": 0.227, "Y4": 0.53484, "page": 0, "Index": 216}, {"Word": "11:09", "Confidence": 0.991, "X1": 0.303, "Y1": 0.52446, "X2": 0.334, "Y2": 0.52426, "X3": 0.334, "Y3": 0.53484, "X4": 0.303, "Y4": 0.53484, "page": 0, "Index": 217}, {"Word": "05-Nov-90", "Confidence": 0.802, "X1": 0.35, "Y1": 0.52446, "X2": 0.411, "Y2": 0.52426, "X3": 0.41, "Y3": 0.53484, "X4": 0.349, "Y4": 0.53484, "page": 0, "Index": 218}, {"Word": "-2/-1", "Confidence": 0.927, "X1": 0.434, "Y1": 0.52446, "X2": 0.466, "Y2": 0.52426, "X3": 0.466, "Y3": 0.53619, "X4": 0.434, "Y4": 0.53619, "page": 0, "Index": 219}, {"Word": "43", "Confidence": 0.998, "X1": 0.489, "Y1": 0.52311, "X2": 0.501, "Y2": 0.52291, "X3": 0.501, "Y3": 0.53484, "X4": 0.489, "Y4": 0.53484, "page": 0, "Index": 220}, {"Word": "205.5", "Confidence": 0.993, "X1": 0.593, "Y1": 0.52581, "X2": 0.624, "Y2": 0.52561, "X3": 0.624, "Y3": 0.53484, "X4": 0.593, "Y4": 0.53619, "page": 0, "Index": 221}, {"Word": "05-Nov-90", "Confidence": 0.803, "X1": 0.226, "Y1": 0.53794, "X2": 0.286, "Y2": 0.53774, "X3": 0.286, "Y3": 0.54967, "X4": 0.226, "Y4": 0.54967, "page": 0, "Index": 222}, {"Word": "11:10", "Confidence": 0.902, "X1": 0.303, "Y1": 0.53928, "X2": 0.333, "Y2": 0.53908, "X3": 0.333, "Y3": 0.54967, "X4": 0.303, "Y4": 0.54832, "page": 0, "Index": 223}, {"Word": "05-NOV-90", "Confidence": 0.637, "X1": 0.35, "Y1": 0.53928, "X2": 0.411, "Y2": 0.53908, "X3": 0.41, "Y3": 0.54967, "X4": 0.35, "Y4": 0.54967, "page": 0, "Index": 224}, {"Word": "-2/-1", "Confidence": 0.845, "X1": 0.433, "Y1": 0.53928, "X2": 0.466, "Y2": 0.53908, "X3": 0.466, "Y3": 0.55101, "X4": 0.433, "Y4": 0.54967, "page": 0, "Index": 225}, {"Word": "43", "Confidence": 0.882, "X1": 0.489, "Y1": 0.53794, "X2": 0.501, "Y2": 0.53774, "X3": 0.501, "Y3": 0.54967, "X4": 0.489, "Y4": 0.54967, "page": 0, "Index": 226}, {"Word": "235.5", "Confidence": 0.997, "X1": 0.592, "Y1": 0.54063, "X2": 0.624, "Y2": 0.54043, "X3": 0.625, "Y3": 0.55101, "X4": 0.592, "Y4": 0.54967, "page": 0, "Index": 227}, {"Word": "05-NOV-90", "Confidence": 0.616, "X1": 0.226, "Y1": 0.55411, "X2": 0.285, "Y2": 0.55391, "X3": 0.285, "Y3": 0.56449, "X4": 0.225, "Y4": 0.56449, "page": 0, "Index": 228}, {"Word": "11:10", "Confidence": 0.847, "X1": 0.303, "Y1": 0.55411, "X2": 0.333, "Y2": 0.55391, "X3": 0.333, "Y3": 0.56449, "X4": 0.303, "Y4": 0.56314, "page": 0, "Index": 229}, {"Word": "05-Nov-90", "Confidence": 0.668, "X1": 0.35, "Y1": 0.55411, "X2": 0.41, "Y2": 0.55391, "X3": 0.41, "Y3": 0.56449, "X4": 0.35, "Y4": 0.56449, "page": 0, "Index": 230}, {"Word": "-2/-1", "Confidence": 0.966, "X1": 0.434, "Y1": 0.55411, "X2": 0.466, "Y2": 0.55391, "X3": 0.466, "Y3": 0.56719, "X4": 0.433, "Y4": 0.56449, "page": 0, "Index": 231}, {"Word": "43", "Confidence": 0.997, "X1": 0.488, "Y1": 0.55007, "X2": 0.501, "Y2": 0.54987, "X3": 0.501, "Y3": 0.56449, "X4": 0.488, "Y4": 0.56449, "page": 0, "Index": 232}, {"Word": "285.3", "Confidence": 0.94, "X1": 0.592, "Y1": 0.55546, "X2": 0.624, "Y2": 0.55526, "X3": 0.624, "Y3": 0.56449, "X4": 0.592, "Y4": 0.56584, "page": 0, "Index": 233}, {"Word": "11", "Confidence": 0.997, "X1": 0.303, "Y1": 0.56893, "X2": 0.312, "Y2": 0.56873, "X3": 0.312, "Y3": 0.57797, "X4": 0.303, "Y4": 0.57662, "page": 0, "Index": 234}, {"Word": "OS-Nov-90", "Confidence": 0.607, "X1": 0.225, "Y1": 0.56893, "X2": 0.286, "Y2": 0.56873, "X3": 0.285, "Y3": 0.57931, "X4": 0.225, "Y4": 0.57931, "page": 0, "Index": 235}, {"Word": ":11", "Confidence": 0.815, "X1": 0.315, "Y1": 0.56893, "X2": 0.332, "Y2": 0.56873, "X3": 0.332, "Y3": 0.57931, "X4": 0.315, "Y4": 0.57797, "page": 0, "Index": 236}, {"Word": "05-NOV-99", "Confidence": 0.533, "X1": 0.35, "Y1": 0.57028, "X2": 0.41, "Y2": 0.57008, "X3": 0.409, "Y3": 0.58066, "X4": 0.349, "Y4": 0.57931, "page": 0, "Index": 237}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.434, "Y1": 0.56893, "X2": 0.466, "Y2": 0.56873, "X3": 0.466, "Y3": 0.58066, "X4": 0.433, "Y4": 0.57931, "page": 0, "Index": 238}, {"Word": "244.5", "Confidence": 0.813, "X1": 0.591, "Y1": 0.56893, "X2": 0.623, "Y2": 0.56873, "X3": 0.624, "Y3": 0.57931, "X4": 0.591, "Y4": 0.58066, "page": 0, "Index": 239}, {"Word": "05-Nov-90", "Confidence": 0.651, "X1": 0.225, "Y1": 0.58376, "X2": 0.285, "Y2": 0.58356, "X3": 0.285, "Y3": 0.59414, "X4": 0.225, "Y4": 0.59414, "page": 0, "Index": 240}, {"Word": "11:11", "Confidence": 0.886, "X1": 0.303, "Y1": 0.58376, "X2": 0.333, "Y2": 0.58356, "X3": 0.333, "Y3": 0.59279, "X4": 0.303, "Y4": 0.59144, "page": 0, "Index": 241}, {"Word": "05-Nov-90", "Confidence": 0.957, "X1": 0.35, "Y1": 0.58376, "X2": 0.41, "Y2": 0.58356, "X3": 0.41, "Y3": 0.59414, "X4": 0.349, "Y4": 0.59279, "page": 0, "Index": 242}, {"Word": "-2/-1", "Confidence": 0.886, "X1": 0.434, "Y1": 0.58241, "X2": 0.466, "Y2": 0.58221, "X3": 0.466, "Y3": 0.59549, "X4": 0.433, "Y4": 0.59414, "page": 0, "Index": 243}, {"Word": "43", "Confidence": 0.872, "X1": 0.49, "Y1": 0.58241, "X2": 0.504, "Y2": 0.58221, "X3": 0.504, "Y3": 0.59549, "X4": 0.49, "Y4": 0.59549, "page": 0, "Index": 244}, {"Word": "261.", "Confidence": 0.814, "X1": 0.591, "Y1": 0.58511, "X2": 0.618, "Y2": 0.58491, "X3": 0.619, "Y3": 0.59414, "X4": 0.591, "Y4": 0.59549, "page": 0, "Index": 245}, {"Word": "8", "Confidence": 0.012, "X1": 0.619, "Y1": 0.58511, "X2": 0.624, "Y2": 0.58491, "X3": 0.625, "Y3": 0.59414, "X4": 0.62, "Y4": 0.59414, "page": 0, "Index": 246}, {"Word": "11112", "Confidence": 0.847, "X1": 0.301, "Y1": 0.59858, "X2": 0.333, "Y2": 0.59838, "X3": 0.333, "Y3": 0.60762, "X4": 0.301, "Y4": 0.60762, "page": 0, "Index": 247}, {"Word": "43", "Confidence": 0.995, "X1": 0.488, "Y1": 0.59454, "X2": 0.5, "Y2": 0.59434, "X3": 0.5, "Y3": 0.60762, "X4": 0.488, "Y4": 0.60762, "page": 0, "Index": 248}, {"Word": "05-Nov-90", "Confidence": 0.666, "X1": 0.225, "Y1": 0.59724, "X2": 0.285, "Y2": 0.59704, "X3": 0.285, "Y3": 0.60896, "X4": 0.225, "Y4": 0.60896, "page": 0, "Index": 249}, {"Word": "05-NOV-90", "Confidence": 0.809, "X1": 0.349, "Y1": 0.59858, "X2": 0.409, "Y2": 0.59838, "X3": 0.409, "Y3": 0.60896, "X4": 0.349, "Y4": 0.60762, "page": 0, "Index": 250}, {"Word": "-2/-1", "Confidence": 0.966, "X1": 0.434, "Y1": 0.59589, "X2": 0.466, "Y2": 0.59569, "X3": 0.466, "Y3": 0.61031, "X4": 0.433, "Y4": 0.60896, "page": 0, "Index": 251}, {"Word": "14.3", "Confidence": 0.991, "X1": 0.599, "Y1": 0.59724, "X2": 0.625, "Y2": 0.59704, "X3": 0.625, "Y3": 0.61031, "X4": 0.599, "Y4": 0.60896, "page": 0, "Index": 252}, {"Word": "05-Nov-90", "Confidence": 0.632, "X1": 0.225, "Y1": 0.61206, "X2": 0.286, "Y2": 0.61186, "X3": 0.286, "Y3": 0.62379, "X4": 0.225, "Y4": 0.62379, "page": 0, "Index": 253}, {"Word": "11:12", "Confidence": 0.994, "X1": 0.301, "Y1": 0.61341, "X2": 0.333, "Y2": 0.61321, "X3": 0.333, "Y3": 0.62379, "X4": 0.301, "Y4": 0.62244, "page": 0, "Index": 254}, {"Word": "05-Nov-90", "Confidence": 0.654, "X1": 0.35, "Y1": 0.61206, "X2": 0.409, "Y2": 0.61186, "X3": 0.409, "Y3": 0.62244, "X4": 0.35, "Y4": 0.62244, "page": 0, "Index": 255}, {"Word": "-2/-1", "Confidence": 0.969, "X1": 0.435, "Y1": 0.61071, "X2": 0.466, "Y2": 0.61051, "X3": 0.466, "Y3": 0.62514, "X4": 0.435, "Y4": 0.62514, "page": 0, "Index": 256}, {"Word": "12", "Confidence": 0.501, "X1": 0.49, "Y1": 0.60936, "X2": 0.501, "Y2": 0.60916, "X3": 0.502, "Y3": 0.62379, "X4": 0.49, "Y4": 0.62379, "page": 0, "Index": 257}, {"Word": "41.9", "Confidence": 0.859, "X1": 0.598, "Y1": 0.61071, "X2": 0.625, "Y2": 0.61051, "X3": 0.625, "Y3": 0.62514, "X4": 0.598, "Y4": 0.62514, "page": 0, "Index": 258}, {"Word": "05-Nov-90", "Confidence": 0.642, "X1": 0.225, "Y1": 0.62688, "X2": 0.285, "Y2": 0.62668, "X3": 0.285, "Y3": 0.63727, "X4": 0.225, "Y4": 0.63727, "page": 0, "Index": 259}, {"Word": "11112", "Confidence": 0.799, "X1": 0.302, "Y1": 0.62823, "X2": 0.333, "Y2": 0.62803, "X3": 0.332, "Y3": 0.63727, "X4": 0.302, "Y4": 0.63592, "page": 0, "Index": 260}, {"Word": "05-Nov-90", "Confidence": 0.439, "X1": 0.349, "Y1": 0.62688, "X2": 0.409, "Y2": 0.62668, "X3": 0.409, "Y3": 0.63727, "X4": 0.349, "Y4": 0.63727, "page": 0, "Index": 261}, {"Word": "-2/-1", "Confidence": 0.995, "X1": 0.434, "Y1": 0.62688, "X2": 0.466, "Y2": 0.62668, "X3": 0.466, "Y3": 0.63996, "X4": 0.434, "Y4": 0.63996, "page": 0, "Index": 262}, {"Word": "43", "Confidence": 0.997, "X1": 0.487, "Y1": 0.62554, "X2": 0.501, "Y2": 0.62534, "X3": 0.501, "Y3": 0.63996, "X4": 0.487, "Y4": 0.63996, "page": 0, "Index": 263}, {"Word": "05-Nov-90", "Confidence": 0.543, "X1": 0.226, "Y1": 0.64171, "X2": 0.285, "Y2": 0.64151, "X3": 0.285, "Y3": 0.65209, "X4": 0.226, "Y4": 0.65209, "page": 0, "Index": 264}, {"Word": "11:13", "Confidence": 0.97, "X1": 0.3, "Y1": 0.64171, "X2": 0.332, "Y2": 0.64151, "X3": 0.332, "Y3": 0.65209, "X4": 0.301, "Y4": 0.65074, "page": 0, "Index": 265}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.349, "Y1": 0.64306, "X2": 0.409, "Y2": 0.64286, "X3": 0.409, "Y3": 0.65209, "X4": 0.349, "Y4": 0.65209, "page": 0, "Index": 266}, {"Word": "-2/-1", "Confidence": 0.991, "X1": 0.434, "Y1": 0.64171, "X2": 0.466, "Y2": 0.64151, "X3": 0.466, "Y3": 0.65479, "X4": 0.433, "Y4": 0.65344, "page": 0, "Index": 267}, {"Word": "43", "Confidence": 0.965, "X1": 0.487, "Y1": 0.63767, "X2": 0.501, "Y2": 0.63747, "X3": 0.502, "Y3": 0.65344, "X4": 0.487, "Y4": 0.65479, "page": 0, "Index": 268}, {"Word": "244.3", "Confidence": 0.941, "X1": 0.592, "Y1": 0.64306, "X2": 0.623, "Y2": 0.64286, "X3": 0.623, "Y3": 0.65209, "X4": 0.591, "Y4": 0.65209, "page": 0, "Index": 269}, {"Word": "05-Rov-90", "Confidence": 0.63, "X1": 0.226, "Y1": 0.65653, "X2": 0.285, "Y2": 0.65633, "X3": 0.285, "Y3": 0.66692, "X4": 0.225, "Y4": 0.66692, "page": 0, "Index": 270}, {"Word": "11:13", "Confidence": 0.826, "X1": 0.302, "Y1": 0.65788, "X2": 0.332, "Y2": 0.65768, "X3": 0.332, "Y3": 0.66692, "X4": 0.302, "Y4": 0.66557, "page": 0, "Index": 271}, {"Word": "05-Nov-90", "Confidence": 0.612, "X1": 0.349, "Y1": 0.65788, "X2": 0.409, "Y2": 0.65768, "X3": 0.408, "Y3": 0.66692, "X4": 0.349, "Y4": 0.66692, "page": 0, "Index": 272}, {"Word": "43", "Confidence": 0.674, "X1": 0.488, "Y1": 0.65249, "X2": 0.5, "Y2": 0.65229, "X3": 0.501, "Y3": 0.66692, "X4": 0.488, "Y4": 0.66826, "page": 0, "Index": 273}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.434, "Y1": 0.65653, "X2": 0.466, "Y2": 0.65633, "X3": 0.465, "Y3": 0.66961, "X4": 0.434, "Y4": 0.66826, "page": 0, "Index": 274}, {"Word": "05-Nov-90", "Confidence": 0.806, "X1": 0.225, "Y1": 0.67136, "X2": 0.284, "Y2": 0.67116, "X3": 0.284, "Y3": 0.68174, "X4": 0.225, "Y4": 0.68174, "page": 0, "Index": 275}, {"Word": "11:14", "Confidence": 0.957, "X1": 0.301, "Y1": 0.67136, "X2": 0.332, "Y2": 0.67116, "X3": 0.332, "Y3": 0.68039, "X4": 0.301, "Y4": 0.68039, "page": 0, "Index": 276}, {"Word": "05-NOV-90", "Confidence": 0.567, "X1": 0.35, "Y1": 0.67136, "X2": 0.409, "Y2": 0.67116, "X3": 0.409, "Y3": 0.68174, "X4": 0.35, "Y4": 0.68174, "page": 0, "Index": 277}, {"Word": "-2/-1", "Confidence": 0.951, "X1": 0.432, "Y1": 0.67136, "X2": 0.466, "Y2": 0.67116, "X3": 0.465, "Y3": 0.68309, "X4": 0.432, "Y4": 0.68309, "page": 0, "Index": 278}, {"Word": "43", "Confidence": 0.994, "X1": 0.487, "Y1": 0.66866, "X2": 0.501, "Y2": 0.66846, "X3": 0.501, "Y3": 0.68174, "X4": 0.487, "Y4": 0.68309, "page": 0, "Index": 279}, {"Word": "199", "Confidence": 0.993, "X1": 0.591, "Y1": 0.67001, "X2": 0.61, "Y2": 0.66981, "X3": 0.61, "Y3": 0.68174, "X4": 0.591, "Y4": 0.68039, "page": 0, "Index": 280}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.225, "Y1": 0.68618, "X2": 0.284, "Y2": 0.68598, "X3": 0.284, "Y3": 0.69522, "X4": 0.225, "Y4": 0.69657, "page": 0, "Index": 281}, {"Word": "11:14", "Confidence": 0.994, "X1": 0.301, "Y1": 0.68618, "X2": 0.332, "Y2": 0.68598, "X3": 0.332, "Y3": 0.69522, "X4": 0.301, "Y4": 0.69522, "page": 0, "Index": 282}, {"Word": "05-Nov-90", "Confidence": 0.628, "X1": 0.349, "Y1": 0.68618, "X2": 0.409, "Y2": 0.68598, "X3": 0.409, "Y3": 0.69657, "X4": 0.349, "Y4": 0.69657, "page": 0, "Index": 283}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.68349, "X2": 0.501, "Y2": 0.68329, "X3": 0.501, "Y3": 0.69791, "X4": 0.487, "Y4": 0.69791, "page": 0, "Index": 284}, {"Word": "243.4", "Confidence": 0.991, "X1": 0.591, "Y1": 0.68753, "X2": 0.623, "Y2": 0.68733, "X3": 0.623, "Y3": 0.69791, "X4": 0.591, "Y4": 0.69791, "page": 0, "Index": 285}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.433, "Y1": 0.68618, "X2": 0.466, "Y2": 0.68598, "X3": 0.465, "Y3": 0.69926, "X4": 0.433, "Y4": 0.70061, "page": 0, "Index": 286}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.225, "Y1": 0.69966, "X2": 0.284, "Y2": 0.69946, "X3": 0.284, "Y3": 0.71139, "X4": 0.224, "Y4": 0.71139, "page": 0, "Index": 287}, {"Word": "11:15", "Confidence": 0.819, "X1": 0.3, "Y1": 0.70101, "X2": 0.332, "Y2": 0.70081, "X3": 0.332, "Y3": 0.71139, "X4": 0.3, "Y4": 0.71004, "page": 0, "Index": 288}, {"Word": "05-Nov-90", "Confidence": 0.609, "X1": 0.349, "Y1": 0.70236, "X2": 0.409, "Y2": 0.70216, "X3": 0.408, "Y3": 0.71139, "X4": 0.349, "Y4": 0.71139, "page": 0, "Index": 289}, {"Word": "-2/-1", "Confidence": 0.94, "X1": 0.432, "Y1": 0.69966, "X2": 0.465, "Y2": 0.69946, "X3": 0.465, "Y3": 0.71274, "X4": 0.432, "Y4": 0.71543, "page": 0, "Index": 290}, {"Word": "43", "Confidence": 0.993, "X1": 0.487, "Y1": 0.69966, "X2": 0.501, "Y2": 0.69946, "X3": 0.501, "Y3": 0.71543, "X4": 0.487, "Y4": 0.71543, "page": 0, "Index": 291}, {"Word": "220.6", "Confidence": 0.932, "X1": 0.591, "Y1": 0.70101, "X2": 0.623, "Y2": 0.70081, "X3": 0.623, "Y3": 0.71274, "X4": 0.591, "Y4": 0.71139, "page": 0, "Index": 292}, {"Word": "05-Nov-90", "Confidence": 0.226, "X1": 0.225, "Y1": 0.71449, "X2": 0.284, "Y2": 0.71429, "X3": 0.284, "Y3": 0.72622, "X4": 0.225, "Y4": 0.72487, "page": 0, "Index": 293}, {"Word": "11:15", "Confidence": 0.997, "X1": 0.302, "Y1": 0.71449, "X2": 0.331, "Y2": 0.71429, "X3": 0.332, "Y3": 0.72487, "X4": 0.302, "Y4": 0.72352, "page": 0, "Index": 294}, {"Word": "05-07-90", "Confidence": 0.668, "X1": 0.349, "Y1": 0.71583, "X2": 0.409, "Y2": 0.71563, "X3": 0.409, "Y3": 0.72622, "X4": 0.349, "Y4": 0.72622, "page": 0, "Index": 295}, {"Word": "43", "Confidence": 0.558, "X1": 0.489, "Y1": 0.71179, "X2": 0.503, "Y2": 0.71159, "X3": 0.503, "Y3": 0.72756, "X4": 0.489, "Y4": 0.72891, "page": 0, "Index": 296}, {"Word": "187.7", "Confidence": 0.997, "X1": 0.591, "Y1": 0.71583, "X2": 0.624, "Y2": 0.71563, "X3": 0.624, "Y3": 0.72756, "X4": 0.591, "Y4": 0.72622, "page": 0, "Index": 297}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.432, "Y1": 0.71449, "X2": 0.466, "Y2": 0.71429, "X3": 0.465, "Y3": 0.72891, "X4": 0.432, "Y4": 0.72891, "page": 0, "Index": 298}, {"Word": "05-Nov-90", "Confidence": 0.551, "X1": 0.224, "Y1": 0.72931, "X2": 0.284, "Y2": 0.72911, "X3": 0.284, "Y3": 0.74104, "X4": 0.224, "Y4": 0.74104, "page": 0, "Index": 299}, {"Word": "11:16", "Confidence": 0.997, "X1": 0.3, "Y1": 0.73066, "X2": 0.332, "Y2": 0.73046, "X3": 0.332, "Y3": 0.74104, "X4": 0.3, "Y4": 0.73969, "page": 0, "Index": 300}, {"Word": "05-Nov-90", "Confidence": 0.424, "X1": 0.349, "Y1": 0.73066, "X2": 0.409, "Y2": 0.73046, "X3": 0.409, "Y3": 0.74104, "X4": 0.349, "Y4": 0.73969, "page": 0, "Index": 301}, {"Word": "-2/-1", "Confidence": 0.946, "X1": 0.434, "Y1": 0.72931, "X2": 0.466, "Y2": 0.72911, "X3": 0.465, "Y3": 0.74374, "X4": 0.434, "Y4": 0.74239, "page": 0, "Index": 302}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.72796, "X2": 0.5, "Y2": 0.72776, "X3": 0.5, "Y3": 0.74374, "X4": 0.487, "Y4": 0.74374, "page": 0, "Index": 303}, {"Word": "223.2", "Confidence": 0.934, "X1": 0.592, "Y1": 0.73066, "X2": 0.623, "Y2": 0.73046, "X3": 0.623, "Y3": 0.74239, "X4": 0.592, "Y4": 0.73969, "page": 0, "Index": 304}, {"Word": "05-Nov-90", "Confidence": 0.626, "X1": 0.225, "Y1": 0.74414, "X2": 0.285, "Y2": 0.74394, "X3": 0.284, "Y3": 0.75586, "X4": 0.225, "Y4": 0.75452, "page": 0, "Index": 305}, {"Word": "11:16", "Confidence": 0.996, "X1": 0.3, "Y1": 0.74548, "X2": 0.332, "Y2": 0.74528, "X3": 0.332, "Y3": 0.75452, "X4": 0.3, "Y4": 0.75452, "page": 0, "Index": 306}, {"Word": "05-Nov-90", "Confidence": 0.614, "X1": 0.349, "Y1": 0.74548, "X2": 0.409, "Y2": 0.74528, "X3": 0.409, "Y3": 0.75586, "X4": 0.349, "Y4": 0.75586, "page": 0, "Index": 307}, {"Word": "-2/-1", "Confidence": 0.983, "X1": 0.432, "Y1": 0.74414, "X2": 0.466, "Y2": 0.74394, "X3": 0.465, "Y3": 0.75721, "X4": 0.432, "Y4": 0.75856, "page": 0, "Index": 308}, {"Word": "217.", "Confidence": 0.96, "X1": 0.592, "Y1": 0.74683, "X2": 0.616, "Y2": 0.74663, "X3": 0.615, "Y3": 0.75721, "X4": 0.592, "Y4": 0.75452, "page": 0, "Index": 309}, {"Word": "43", "Confidence": 0.998, "X1": 0.487, "Y1": 0.74279, "X2": 0.5, "Y2": 0.74259, "X3": 0.5, "Y3": 0.75856, "X4": 0.486, "Y4": 0.75721, "page": 0, "Index": 310}, {"Word": "OS-Nov-90", "Confidence": 0.635, "X1": 0.225, "Y1": 0.75896, "X2": 0.284, "Y2": 0.75876, "X3": 0.284, "Y3": 0.76934, "X4": 0.225, "Y4": 0.76934, "page": 0, "Index": 311}, {"Word": "11:17", "Confidence": 0.993, "X1": 0.301, "Y1": 0.76031, "X2": 0.332, "Y2": 0.76011, "X3": 0.332, "Y3": 0.76934, "X4": 0.301, "Y4": 0.76799, "page": 0, "Index": 312}, {"Word": "05-Nov-90", "Confidence": 0.683, "X1": 0.349, "Y1": 0.76031, "X2": 0.408, "Y2": 0.76011, "X3": 0.408, "Y3": 0.77069, "X4": 0.349, "Y4": 0.77069, "page": 0, "Index": 313}, {"Word": "-2/-1", "Confidence": 0.914, "X1": 0.431, "Y1": 0.76031, "X2": 0.465, "Y2": 0.76011, "X3": 0.465, "Y3": 0.77204, "X4": 0.431, "Y4": 0.77204, "page": 0, "Index": 314}, {"Word": "43", "Confidence": 0.95, "X1": 0.487, "Y1": 0.75626, "X2": 0.499, "Y2": 0.75606, "X3": 0.5, "Y3": 0.77069, "X4": 0.487, "Y4": 0.77204, "page": 0, "Index": 315}, {"Word": "05-Nov-90", "Confidence": 0.675, "X1": 0.225, "Y1": 0.77378, "X2": 0.284, "Y2": 0.77358, "X3": 0.284, "Y3": 0.78417, "X4": 0.224, "Y4": 0.78417, "page": 0, "Index": 316}, {"Word": "11:17", "Confidence": 0.997, "X1": 0.3, "Y1": 0.77378, "X2": 0.332, "Y2": 0.77358, "X3": 0.332, "Y3": 0.78417, "X4": 0.3, "Y4": 0.78417, "page": 0, "Index": 317}, {"Word": "05-Nov-90", "Confidence": 0.635, "X1": 0.349, "Y1": 0.77513, "X2": 0.408, "Y2": 0.77493, "X3": 0.408, "Y3": 0.78551, "X4": 0.349, "Y4": 0.78417, "page": 0, "Index": 318}, {"Word": "-2/-1", "Confidence": 0.993, "X1": 0.431, "Y1": 0.77378, "X2": 0.466, "Y2": 0.77358, "X3": 0.465, "Y3": 0.78686, "X4": 0.43, "Y4": 0.78551, "page": 0, "Index": 319}, {"Word": "05-Nov-90", "Confidence": 0.594, "X1": 0.225, "Y1": 0.78861, "X2": 0.284, "Y2": 0.78841, "X3": 0.284, "Y3": 0.79899, "X4": 0.224, "Y4": 0.79899, "page": 0, "Index": 320}, {"Word": "11:18", "Confidence": 0.955, "X1": 0.3, "Y1": 0.78996, "X2": 0.332, "Y2": 0.78976, "X3": 0.332, "Y3": 0.79899, "X4": 0.3, "Y4": 0.79899, "page": 0, "Index": 321}, {"Word": "05-Nov-90", "Confidence": 0.631, "X1": 0.349, "Y1": 0.78996, "X2": 0.408, "Y2": 0.78976, "X3": 0.408, "Y3": 0.80034, "X4": 0.349, "Y4": 0.80034, "page": 0, "Index": 322}, {"Word": "-2/-1", "Confidence": 0.959, "X1": 0.431, "Y1": 0.78996, "X2": 0.465, "Y2": 0.78976, "X3": 0.464, "Y3": 0.80169, "X4": 0.431, "Y4": 0.80169, "page": 0, "Index": 323}, {"Word": "202.3", "Confidence": 0.994, "X1": 0.591, "Y1": 0.78861, "X2": 0.623, "Y2": 0.78841, "X3": 0.623, "Y3": 0.80169, "X4": 0.591, "Y4": 0.80169, "page": 0, "Index": 324}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.225, "Y1": 0.80343, "X2": 0.284, "Y2": 0.80323, "X3": 0.283, "Y3": 0.81382, "X4": 0.225, "Y4": 0.81382, "page": 0, "Index": 325}, {"Word": "11:18", "Confidence": 0.628, "X1": 0.301, "Y1": 0.80478, "X2": 0.331, "Y2": 0.80458, "X3": 0.331, "Y3": 0.81247, "X4": 0.301, "Y4": 0.81247, "page": 0, "Index": 326}, {"Word": "05-Nov-90", "Confidence": 0.663, "X1": 0.348, "Y1": 0.80478, "X2": 0.408, "Y2": 0.80458, "X3": 0.408, "Y3": 0.81516, "X4": 0.348, "Y4": 0.81382, "page": 0, "Index": 327}, {"Word": "-2/-1", "Confidence": 0.955, "X1": 0.432, "Y1": 0.80343, "X2": 0.465, "Y2": 0.80323, "X3": 0.464, "Y3": 0.81651, "X4": 0.431, "Y4": 0.81651, "page": 0, "Index": 328}, {"Word": "206.6", "Confidence": 0.904, "X1": 0.591, "Y1": 0.80478, "X2": 0.623, "Y2": 0.80458, "X3": 0.623, "Y3": 0.81786, "X4": 0.592, "Y4": 0.81651, "page": 0, "Index": 329}, {"Word": "05-Nov-90", "Confidence": 0.662, "X1": 0.225, "Y1": 0.81826, "X2": 0.284, "Y2": 0.81806, "X3": 0.284, "Y3": 0.82864, "X4": 0.225, "Y4": 0.82864, "page": 0, "Index": 330}, {"Word": "11:19", "Confidence": 0.991, "X1": 0.3, "Y1": 0.81826, "X2": 0.331, "Y2": 0.81806, "X3": 0.331, "Y3": 0.82864, "X4": 0.3, "Y4": 0.82729, "page": 0, "Index": 331}, {"Word": "05-NOV-90", "Confidence": 0.494, "X1": 0.348, "Y1": 0.81961, "X2": 0.408, "Y2": 0.81941, "X3": 0.408, "Y3": 0.82999, "X4": 0.349, "Y4": 0.82864, "page": 0, "Index": 332}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.431, "Y1": 0.81826, "X2": 0.465, "Y2": 0.81806, "X3": 0.465, "Y3": 0.83134, "X4": 0.43, "Y4": 0.83268, "page": 0, "Index": 333}, {"Word": "05-Nov-90", "Confidence": 0.771, "X1": 0.224, "Y1": 0.83308, "X2": 0.284, "Y2": 0.83288, "X3": 0.284, "Y3": 0.84212, "X4": 0.224, "Y4": 0.84347, "page": 0, "Index": 334}, {"Word": "11:19", "Confidence": 0.996, "X1": 0.3, "Y1": 0.83443, "X2": 0.332, "Y2": 0.83423, "X3": 0.332, "Y3": 0.84212, "X4": 0.3, "Y4": 0.84212, "page": 0, "Index": 335}, {"Word": "05-Hov-90", "Confidence": 0.663, "X1": 0.349, "Y1": 0.83308, "X2": 0.408, "Y2": 0.83288, "X3": 0.408, "Y3": 0.84347, "X4": 0.349, "Y4": 0.84347, "page": 0, "Index": 336}, {"Word": "-2/-1", "Confidence": 0.759, "X1": 0.432, "Y1": 0.83039, "X2": 0.466, "Y2": 0.83019, "X3": 0.465, "Y3": 0.84616, "X4": 0.432, "Y4": 0.84347, "page": 0, "Index": 337}, {"Word": "213.7", "Confidence": 0.847, "X1": 0.591, "Y1": 0.83443, "X2": 0.623, "Y2": 0.83423, "X3": 0.623, "Y3": 0.84347, "X4": 0.59, "Y4": 0.84481, "page": 0, "Index": 338}, {"Word": "11:20", "Confidence": 0.955, "X1": 0.301, "Y1": 0.84791, "X2": 0.331, "Y2": 0.84771, "X3": 0.331, "Y3": 0.85694, "X4": 0.301, "Y4": 0.85694, "page": 0, "Index": 339}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.224, "Y1": 0.84791, "X2": 0.284, "Y2": 0.84771, "X3": 0.283, "Y3": 0.85829, "X4": 0.224, "Y4": 0.85694, "page": 0, "Index": 340}, {"Word": "05", "Confidence": 0.821, "X1": 0.349, "Y1": 0.84791, "X2": 0.359, "Y2": 0.84771, "X3": 0.359, "Y3": 0.85829, "X4": 0.349, "Y4": 0.85694, "page": 0, "Index": 341}, {"Word": "nov-90", "Confidence": 0.628, "X1": 0.369, "Y1": 0.84791, "X2": 0.408, "Y2": 0.84771, "X3": 0.408, "Y3": 0.85829, "X4": 0.369, "Y4": 0.85829, "page": 0, "Index": 342}, {"Word": "-2/-1", "Confidence": 0.994, "X1": 0.434, "Y1": 0.84521, "X2": 0.466, "Y2": 0.84501, "X3": 0.465, "Y3": 0.86099, "X4": 0.434, "Y4": 0.85964, "page": 0, "Index": 343}, {"Word": "05-Nov-90", "Confidence": 0.667, "X1": 0.224, "Y1": 0.86139, "X2": 0.284, "Y2": 0.86119, "X3": 0.284, "Y3": 0.87312, "X4": 0.224, "Y4": 0.87312, "page": 0, "Index": 344}, {"Word": "11:20", "Confidence": 0.959, "X1": 0.3, "Y1": 0.86273, "X2": 0.331, "Y2": 0.86253, "X3": 0.331, "Y3": 0.87312, "X4": 0.299, "Y4": 0.87177, "page": 0, "Index": 345}, {"Word": "05-Nov-90", "Confidence": 0.345, "X1": 0.348, "Y1": 0.86273, "X2": 0.408, "Y2": 0.86253, "X3": 0.408, "Y3": 0.87446, "X4": 0.348, "Y4": 0.87312, "page": 0, "Index": 346}, {"Word": "-2/-1", "Confidence": 0.78, "X1": 0.431, "Y1": 0.86139, "X2": 0.464, "Y2": 0.86119, "X3": 0.463, "Y3": 0.87446, "X4": 0.43, "Y4": 0.87446, "page": 0, "Index": 347}, {"Word": "24", "Confidence": 0.994, "X1": 0.59, "Y1": 0.86004, "X2": 0.603, "Y2": 0.85984, "X3": 0.603, "Y3": 0.87312, "X4": 0.59, "Y4": 0.87312, "page": 0, "Index": 348}, {"Word": "52194", "Confidence": 0.994, "X1": 0.17, "Y1": 0.96651, "X2": 0.124, "Y2": 0.96631, "X3": 0.124, "Y3": 0.94589, "X4": 0.171, "Y4": 0.9432, "page": 0, "Index": 349}, {"Word": "4633", "Confidence": 0.991, "X1": 0.114, "Y1": 0.97055, "X2": 0.078, "Y2": 0.97035, "X3": 0.077, "Y3": 0.94993, "X4": 0.113, "Y4": 0.94724, "page": 0, "Index": 350}]}
"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"
ffbg0065
5
{"lines_data": [{"Word": "PRINTS0: 05-Nov-90", "Confidence": 0.47, "X1": 0.09434, "Y1": 0.0562, "X2": 0.09434, "Y2": 0.056, "X3": 0.11051, "Y3": 0.0558, "X4": 0.10916, "Y4": 0.1828, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO FESA", "Confidence": 0.74875, "X1": 0.13881, "Y1": 0.0562, "X2": 0.13881, "Y2": 0.056, "X3": 0.15633, "Y3": 0.0558, "X4": 0.15633, "Y4": 0.2568, "page": 0}, {"Word": "Page: 2", "Confidence": 0.939, "X1": 0.11051, "Y1": 0.1152, "X2": 0.10916, "Y2": 0.115, "X3": 0.12399, "Y3": 0.1148, "X4": 0.12534, "Y4": 0.1688, "page": 0}, {"Word": "hair loss ventral cervical region, extending to left scapular", "Confidence": 0.83356, "X1": 0.25741, "Y1": 0.1152, "X2": 0.25606, "Y2": 0.115, "X3": 0.27493, "Y3": 0.1148, "X4": 0.27493, "Y4": 0.5348, "page": 0}, {"Word": "Hair loan, Moderate, Generalized, scabbed", "Confidence": 0.698, "X1": 0.24394, "Y1": 0.2472, "X2": 0.24259, "Y2": 0.247, "X3": 0.25876, "Y3": 0.2468, "X4": 0.25876, "Y4": 0.5358, "page": 0}, {"Word": "RAW DATA LISTINGS OF CLINICAL SIGNS WITHOUT MASSES", "Confidence": 0.82012, "X1": 0.09569, "Y1": 0.2942, "X2": 0.09434, "Y2": 0.294, "X3": 0.11186, "Y3": 0.2938, "X4": 0.11456, "Y4": 0.6438, "page": 0}, {"Word": "Normal/no visible abnormalities", "Confidence": 0.75, "X1": 0.21429, "Y1": 0.3182, "X2": 0.21294, "Y2": 0.318, "X3": 0.22911, "Y3": 0.3178, "X4": 0.23046, "Y4": 0.5338, "page": 0}, {"Word": "Normal/no visible abnormalities", "Confidence": 0.74067, "X1": 0.22776, "Y1": 0.3162, "X2": 0.22776, "Y2": 0.316, "X3": 0.24394, "Y3": 0.3158, "X4": 0.24394, "Y4": 0.5348, "page": 0}, {"Word": ".s", "Confidence": 0.704, "X1": 0.28976, "Y1": 0.3172, "X2": 0.28841, "Y2": 0.317, "X3": 0.30323, "Y3": 0.3168, "X4": 0.30323, "Y4": 0.3328, "page": 0}, {"Word": "CLINICAL SIGNS / CONNESTS", "Confidence": 0.8615, "X1": 0.18329, "Y1": 0.3572, "X2": 0.18194, "Y2": 0.357, "X3": 0.19946, "Y3": 0.3568, "X4": 0.20081, "Y4": 0.5328, "page": 0}, {"Word": "Rozmal/no visible abnor", "Confidence": 0.788, "X1": 0.30323, "Y1": 0.3732, "X2": 0.30189, "Y2": 0.373, "X3": 0.31536, "Y3": 0.3718, "X4": 0.31806, "Y4": 0.5348, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.90825, "X1": 0.14016, "Y1": 0.3812, "X2": 0.13477, "Y2": 0.381, "X3": 0.15364, "Y3": 0.3798, "X4": 0.15903, "Y4": 0.5658, "page": 0}, {"Word": "Normal/no visible abno", "Confidence": 0.76733, "X1": 0.28706, "Y1": 0.3802, "X2": 0.28706, "Y2": 0.38, "X3": 0.30054, "Y3": 0.3798, "X4": 0.30189, "Y4": 0.5378, "page": 0}, {"Word": "abno", "Confidence": 0.967, "X1": 0.31806, "Y1": 0.3812, "X2": 0.31671, "Y2": 0.381, "X3": 0.33019, "Y3": 0.3798, "X4": 0.33154, "Y4": 0.4078, "page": 0}, {"Word": "bn", "Confidence": 0.817, "X1": 0.34906, "Y1": 0.3862, "X2": 0.34906, "Y2": 0.386, "X3": 0.35714, "Y3": 0.3858, "X4": 0.35714, "Y4": 0.4008, "page": 0}, {"Word": "abac", "Confidence": 0.688, "X1": 0.39084, "Y1": 0.3842, "X2": 0.38949, "Y2": 0.384, "X3": 0.40162, "Y3": 0.3828, "X4": 0.40296, "Y4": 0.4058, "page": 0}, {"Word": "abno", "Confidence": 0.772, "X1": 0.46496, "Y1": 0.3802, "X2": 0.46226, "Y2": 0.38, "X3": 0.47574, "Y3": 0.3788, "X4": 0.47709, "Y4": 0.4058, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.86533, "X1": 0.11321, "Y1": 0.3982, "X2": 0.10916, "Y2": 0.398, "X3": 0.12399, "Y3": 0.3978, "X4": 0.12803, "Y4": 0.5488, "page": 0}, {"Word": "DATA FOR STUDY DAT:", "Confidence": 0.78625, "X1": 0.12534, "Y1": 0.4122, "X2": 0.12399, "Y2": 0.412, "X3": 0.14151, "Y3": 0.4118, "X4": 0.14286, "Y4": 0.5538, "page": 0}, {"Word": "isible", "Confidence": 0.907, "X1": 0.34501, "Y1": 0.4162, "X2": 0.34367, "Y2": 0.416, "X3": 0.35984, "Y3": 0.4158, "X4": 0.36119, "Y4": 0.4548, "page": 0}, {"Word": "Normal/no visib", "Confidence": 0.5835, "X1": 0.31806, "Y1": 0.4262, "X2": 0.31806, "Y2": 0.426, "X3": 0.33019, "Y3": 0.4258, "X4": 0.33154, "Y4": 0.5338, "page": 0}, {"Word": "Normal/no visibl", "Confidence": 0.801, "X1": 0.33154, "Y1": 0.4222, "X2": 0.33019, "Y2": 0.422, "X3": 0.34771, "Y3": 0.4218, "X4": 0.34771, "Y4": 0.5348, "page": 0}, {"Word": "Sib1", "Confidence": 0.443, "X1": 0.36119, "Y1": 0.4232, "X2": 0.35849, "Y2": 0.423, "X3": 0.37197, "Y3": 0.4218, "X4": 0.37466, "Y4": 0.4498, "page": 0}, {"Word": "Normal/no vis", "Confidence": 0.8255, "X1": 0.37332, "Y1": 0.4422, "X2": 0.37197, "Y2": 0.442, "X3": 0.38949, "Y3": 0.4408, "X4": 0.39084, "Y4": 0.5398, "page": 0}, {"Word": "Normal/no vi", "Confidence": 0.6095, "X1": 0.38814, "Y1": 0.4452, "X2": 0.38814, "Y2": 0.445, "X3": 0.40566, "Y3": 0.4448, "X4": 0.40431, "Y4": 0.5358, "page": 0}, {"Word": "Normal/no vi", "Confidence": 0.798, "X1": 0.40296, "Y1": 0.4452, "X2": 0.40296, "Y2": 0.445, "X3": 0.42049, "Y3": 0.4448, "X4": 0.41914, "Y4": 0.5358, "page": 0}, {"Word": "Normal/no", "Confidence": 0.675, "X1": 0.34232, "Y1": 0.4652, "X2": 0.34636, "Y2": 0.465, "X3": 0.36388, "Y3": 0.4648, "X4": 0.35984, "Y4": 0.5398, "page": 0}, {"Word": "Ro raal/no", "Confidence": 0.717, "X1": 0.35849, "Y1": 0.4642, "X2": 0.36253, "Y2": 0.464, "X3": 0.37871, "Y3": 0.4638, "X4": 0.37466, "Y4": 0.5358, "page": 0}, {"Word": "ormal/no", "Confidence": 0.669, "X1": 0.41914, "Y1": 0.4652, "X2": 0.41914, "Y2": 0.465, "X3": 0.43396, "Y3": 0.4648, "X4": 0.43396, "Y4": 0.5248, "page": 0}, {"Word": "1/no", "Confidence": 0.661, "X1": 0.44879, "Y1": 0.4632, "X2": 0.44879, "Y2": 0.463, "X3": 0.46361, "Y3": 0.4628, "X4": 0.46226, "Y4": 0.5008, "page": 0}, {"Word": "Normal/no", "Confidence": 0.609, "X1": 0.46092, "Y1": 0.4672, "X2": 0.46092, "Y2": 0.467, "X3": 0.47709, "Y3": 0.4668, "X4": 0.47709, "Y4": 0.5388, "page": 0}, {"Word": "A1/80", "Confidence": 0.24, "X1": 0.47844, "Y1": 0.4652, "X2": 0.47844, "Y2": 0.465, "X3": 0.49191, "Y3": 0.4648, "X4": 0.49191, "Y4": 0.5038, "page": 0}, {"Word": "/no", "Confidence": 0.457, "X1": 0.49326, "Y1": 0.4672, "X2": 0.49326, "Y2": 0.467, "X3": 0.50809, "Y3": 0.4658, "X4": 0.50809, "Y4": 0.4918, "page": 0}, {"Word": "al/no", "Confidence": 0.73, "X1": 0.68194, "Y1": 0.4682, "X2": 0.68194, "Y2": 0.468, "X3": 0.69811, "Y3": 0.4678, "X4": 0.69677, "Y4": 0.5038, "page": 0}, {"Word": "/no", "Confidence": 0.673, "X1": 0.71294, "Y1": 0.4682, "X2": 0.71294, "Y2": 0.468, "X3": 0.72642, "Y3": 0.4668, "X4": 0.72642, "Y4": 0.4918, "page": 0}, {"Word": "no", "Confidence": 0.818, "X1": 0.72776, "Y1": 0.4652, "X2": 0.72776, "Y2": 0.465, "X3": 0.74124, "Y3": 0.4628, "X4": 0.74124, "Y4": 0.4868, "page": 0}, {"Word": "/no", "Confidence": 0.62, "X1": 0.74259, "Y1": 0.4682, "X2": 0.74259, "Y2": 0.468, "X3": 0.75472, "Y3": 0.4658, "X4": 0.75472, "Y4": 0.4918, "page": 0}, {"Word": "1/no", "Confidence": 0.795, "X1": 0.69677, "Y1": 0.4692, "X2": 0.69677, "Y2": 0.469, "X3": 0.71159, "Y3": 0.4688, "X4": 0.71159, "Y4": 0.4998, "page": 0}, {"Word": "region.", "Confidence": 0.848, "X1": 0.27628, "Y1": 0.4822, "X2": 0.27628, "Y2": 0.482, "X3": 0.28841, "Y3": 0.4828, "X4": 0.28706, "Y4": 0.5318, "page": 0}, {"Word": "Nor", "Confidence": 0.615, "X1": 0.47709, "Y1": 0.5102, "X2": 0.47709, "Y2": 0.51, "X3": 0.49057, "Y3": 0.5078, "X4": 0.49191, "Y4": 0.5328, "page": 0}, {"Word": "Nor", "Confidence": 0.339, "X1": 0.68194, "Y1": 0.5102, "X2": 0.68059, "Y2": 0.51, "X3": 0.69407, "Y3": 0.5088, "X4": 0.69542, "Y4": 0.5318, "page": 0}, {"Word": "NOT", "Confidence": 0.235, "X1": 0.71024, "Y1": 0.5112, "X2": 0.71024, "Y2": 0.511, "X3": 0.72507, "Y3": 0.5088, "X4": 0.72507, "Y4": 0.5328, "page": 0}, {"Word": "STUDY DAY/TIME OPER", "Confidence": 0.83533, "X1": 0.17251, "Y1": 0.5372, "X2": 0.17116, "Y2": 0.537, "X3": 0.18598, "Y3": 0.5368, "X4": 0.18598, "Y4": 0.6708, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.21563, "Y1": 0.5442, "X2": 0.21698, "Y2": 0.544, "X3": 0.23046, "Y3": 0.5428, "X4": 0.22911, "Y4": 0.5608, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.22642, "Y1": 0.5442, "X2": 0.22642, "Y2": 0.544, "X3": 0.24259, "Y3": 0.5438, "X4": 0.24259, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.24124, "Y1": 0.5412, "X2": 0.24124, "Y2": 0.541, "X3": 0.25741, "Y3": 0.5408, "X4": 0.25741, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.28976, "Y1": 0.5412, "X2": 0.28976, "Y2": 0.541, "X3": 0.30189, "Y3": 0.5408, "X4": 0.30189, "Y4": 0.5598, "page": 0}, {"Word": "43", "Confidence": 0.962, "X1": 0.30189, "Y1": 0.5422, "X2": 0.30054, "Y2": 0.542, "X3": 0.31671, "Y3": 0.5418, "X4": 0.31671, "Y4": 0.5628, "page": 0}, {"Word": "<3", "Confidence": 0.462, "X1": 0.31671, "Y1": 0.5402, "X2": 0.31536, "Y2": 0.54, "X3": 0.33019, "Y3": 0.5388, "X4": 0.33154, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.794, "X1": 0.33019, "Y1": 0.5382, "X2": 0.32884, "Y2": 0.538, "X3": 0.34232, "Y3": 0.5388, "X4": 0.34367, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.5422, "X2": 0.34501, "Y2": 0.542, "X3": 0.35849, "Y3": 0.5418, "X4": 0.35714, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.35849, "Y1": 0.5432, "X2": 0.35984, "Y2": 0.543, "X3": 0.37466, "Y3": 0.5418, "X4": 0.37332, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.927, "X1": 0.37332, "Y1": 0.5402, "X2": 0.37332, "Y2": 0.54, "X3": 0.38814, "Y3": 0.5398, "X4": 0.38814, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.38814, "Y1": 0.5422, "X2": 0.38814, "Y2": 0.542, "X3": 0.40431, "Y3": 0.5418, "X4": 0.40431, "Y4": 0.5638, "page": 0}, {"Word": "43", "Confidence": 0.98, "X1": 0.40296, "Y1": 0.5432, "X2": 0.40296, "Y2": 0.543, "X3": 0.41914, "Y3": 0.5418, "X4": 0.41779, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.244, "X1": 0.41644, "Y1": 0.5402, "X2": 0.41509, "Y2": 0.54, "X3": 0.43127, "Y3": 0.5398, "X4": 0.43127, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.43127, "Y1": 0.5432, "X2": 0.43127, "Y2": 0.543, "X3": 0.44609, "Y3": 0.5418, "X4": 0.44609, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.955, "X1": 0.44744, "Y1": 0.5432, "X2": 0.44609, "Y2": 0.543, "X3": 0.46092, "Y3": 0.5428, "X4": 0.46092, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.46092, "Y1": 0.5432, "X2": 0.46092, "Y2": 0.543, "X3": 0.47574, "Y3": 0.5418, "X4": 0.47709, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.931, "X1": 0.47844, "Y1": 0.5412, "X2": 0.47709, "Y2": 0.541, "X3": 0.49057, "Y3": 0.5398, "X4": 0.49326, "Y4": 0.5608, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.49191, "Y1": 0.5432, "X2": 0.49191, "Y2": 0.543, "X3": 0.50539, "Y3": 0.5418, "X4": 0.50539, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.50674, "Y1": 0.5422, "X2": 0.50539, "Y2": 0.542, "X3": 0.51887, "Y3": 0.5408, "X4": 0.52022, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.52022, "Y1": 0.5432, "X2": 0.52022, "Y2": 0.543, "X3": 0.53504, "Y3": 0.5418, "X4": 0.53504, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.941, "X1": 0.53504, "Y1": 0.5432, "X2": 0.53504, "Y2": 0.543, "X3": 0.54987, "Y3": 0.5428, "X4": 0.54987, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.54987, "Y1": 0.5462, "X2": 0.54987, "Y2": 0.546, "X3": 0.56469, "Y3": 0.5448, "X4": 0.56469, "Y4": 0.5638, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.56469, "Y1": 0.5462, "X2": 0.56469, "Y2": 0.546, "X3": 0.57817, "Y3": 0.5458, "X4": 0.57951, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.57817, "Y1": 0.5432, "X2": 0.57682, "Y2": 0.543, "X3": 0.59164, "Y3": 0.5428, "X4": 0.59164, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.5442, "X2": 0.59299, "Y2": 0.544, "X3": 0.60647, "Y3": 0.5438, "X4": 0.60782, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.60782, "Y1": 0.5432, "X2": 0.60647, "Y2": 0.543, "X3": 0.62264, "Y3": 0.5418, "X4": 0.62264, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.62129, "Y1": 0.5422, "X2": 0.62129, "Y2": 0.542, "X3": 0.63477, "Y3": 0.5408, "X4": 0.63477, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.63881, "Y1": 0.5432, "X2": 0.63881, "Y2": 0.543, "X3": 0.65229, "Y3": 0.5428, "X4": 0.65229, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.941, "X1": 0.65094, "Y1": 0.5442, "X2": 0.6496, "Y2": 0.544, "X3": 0.66442, "Y3": 0.5438, "X4": 0.66442, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.66712, "Y1": 0.5442, "X2": 0.66577, "Y2": 0.544, "X3": 0.67925, "Y3": 0.5438, "X4": 0.68059, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.68329, "Y1": 0.5442, "X2": 0.68059, "Y2": 0.544, "X3": 0.69407, "Y3": 0.5438, "X4": 0.69677, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.69677, "Y1": 0.5442, "X2": 0.69542, "Y2": 0.544, "X3": 0.71024, "Y3": 0.5438, "X4": 0.71024, "Y4": 0.5628, "page": 0}, {"Word": "43", "Confidence": 0.801, "X1": 0.71159, "Y1": 0.5452, "X2": 0.71024, "Y2": 0.545, "X3": 0.72372, "Y3": 0.5448, "X4": 0.72507, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.72507, "Y1": 0.5452, "X2": 0.72507, "Y2": 0.545, "X3": 0.7372, "Y3": 0.5448, "X4": 0.73854, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.74124, "Y1": 0.5452, "X2": 0.73989, "Y2": 0.545, "X3": 0.75337, "Y3": 0.5448, "X4": 0.75337, "Y4": 0.5618, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.5442, "X2": 0.75202, "Y2": 0.544, "X3": 0.76819, "Y3": 0.5438, "X4": 0.76954, "Y4": 0.5608, "page": 0}, {"Word": "43", "Confidence": 0.981, "X1": 0.76954, "Y1": 0.5452, "X2": 0.76819, "Y2": 0.545, "X3": 0.78302, "Y3": 0.5438, "X4": 0.78437, "Y4": 0.5608, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.78437, "Y1": 0.5442, "X2": 0.78302, "Y2": 0.544, "X3": 0.79784, "Y3": 0.5428, "X4": 0.79919, "Y4": 0.5608, "page": 0}, {"Word": "43", "Confidence": 0.992, "X1": 0.81267, "Y1": 0.5452, "X2": 0.81132, "Y2": 0.545, "X3": 0.82615, "Y3": 0.5448, "X4": 0.82749, "Y4": 0.5618, "page": 0}, {"Word": ".", "Confidence": 0.478, "X1": 0.18868, "Y1": 0.5452, "X2": 0.20216, "Y2": 0.545, "X3": 0.20081, "Y3": 0.5548, "X4": 0.18868, "Y4": 0.5548, "page": 0}, {"Word": "DATA HAS TAKEN", "Confidence": 0.75533, "X1": 0.18733, "Y1": 0.5722, "X2": 0.18598, "Y2": 0.572, "X3": 0.19946, "Y3": 0.5718, "X4": 0.20081, "Y4": 0.6698, "page": 0}, {"Word": "10:57", "Confidence": 0.994, "X1": 0.22776, "Y1": 0.5762, "X2": 0.23046, "Y2": 0.576, "X3": 0.24528, "Y3": 0.5758, "X4": 0.24394, "Y4": 0.6188, "page": 0}, {"Word": "11:02", "Confidence": 0.955, "X1": 0.24259, "Y1": 0.5782, "X2": 0.24528, "Y2": 0.578, "X3": 0.26146, "Y3": 0.5778, "X4": 0.25741, "Y4": 0.6158, "page": 0}, {"Word": "11:02", "Confidence": 0.881, "X1": 0.28976, "Y1": 0.5782, "X2": 0.28976, "Y2": 0.578, "X3": 0.30054, "Y3": 0.5778, "X4": 0.30054, "Y4": 0.6148, "page": 0}, {"Word": "11:03", "Confidence": 0.964, "X1": 0.31806, "Y1": 0.5782, "X2": 0.31806, "Y2": 0.578, "X3": 0.33019, "Y3": 0.5778, "X4": 0.33019, "Y4": 0.6158, "page": 0}, {"Word": "11:05", "Confidence": 0.996, "X1": 0.35849, "Y1": 0.5772, "X2": 0.36388, "Y2": 0.577, "X3": 0.37736, "Y3": 0.5768, "X4": 0.37332, "Y4": 0.6198, "page": 0}, {"Word": "11:07", "Confidence": 0.993, "X1": 0.37332, "Y1": 0.5762, "X2": 0.37601, "Y2": 0.576, "X3": 0.39084, "Y3": 0.5758, "X4": 0.38814, "Y4": 0.6198, "page": 0}, {"Word": "11:07", "Confidence": 0.99, "X1": 0.38949, "Y1": 0.5772, "X2": 0.39218, "Y2": 0.577, "X3": 0.40701, "Y3": 0.5768, "X4": 0.40431, "Y4": 0.6188, "page": 0}, {"Word": "11:08", "Confidence": 0.886, "X1": 0.40431, "Y1": 0.5772, "X2": 0.40701, "Y2": 0.577, "X3": 0.42183, "Y3": 0.5768, "X4": 0.41914, "Y4": 0.6198, "page": 0}, {"Word": "11:08", "Confidence": 0.996, "X1": 0.41644, "Y1": 0.5772, "X2": 0.41914, "Y2": 0.577, "X3": 0.43531, "Y3": 0.5768, "X4": 0.43127, "Y4": 0.6178, "page": 0}, {"Word": "11:08", "Confidence": 0.955, "X1": 0.43127, "Y1": 0.5772, "X2": 0.43396, "Y2": 0.577, "X3": 0.44879, "Y3": 0.5768, "X4": 0.44744, "Y4": 0.6168, "page": 0}, {"Word": "11:09", "Confidence": 0.997, "X1": 0.44744, "Y1": 0.5782, "X2": 0.44744, "Y2": 0.578, "X3": 0.46361, "Y3": 0.5778, "X4": 0.46361, "Y4": 0.6188, "page": 0}, {"Word": "11:10", "Confidence": 0.962, "X1": 0.46092, "Y1": 0.5782, "X2": 0.46226, "Y2": 0.578, "X3": 0.47978, "Y3": 0.5778, "X4": 0.47844, "Y4": 0.6178, "page": 0}, {"Word": "11:10", "Confidence": 0.838, "X1": 0.47574, "Y1": 0.5772, "X2": 0.47709, "Y2": 0.577, "X3": 0.49461, "Y3": 0.5768, "X4": 0.49326, "Y4": 0.6178, "page": 0}, {"Word": "11:12", "Confidence": 0.881, "X1": 0.54852, "Y1": 0.5772, "X2": 0.54987, "Y2": 0.577, "X3": 0.56739, "Y3": 0.5768, "X4": 0.56604, "Y4": 0.6178, "page": 0}, {"Word": "11:15", "Confidence": 0.955, "X1": 0.62399, "Y1": 0.5782, "X2": 0.62399, "Y2": 0.578, "X3": 0.63881, "Y3": 0.5778, "X4": 0.63881, "Y4": 0.6168, "page": 0}, {"Word": "11:18", "Confidence": 0.975, "X1": 0.72372, "Y1": 0.5782, "X2": 0.72507, "Y2": 0.578, "X3": 0.74124, "Y3": 0.5778, "X4": 0.73989, "Y4": 0.6188, "page": 0}, {"Word": "11:19", "Confidence": 0.993, "X1": 0.75202, "Y1": 0.5792, "X2": 0.75202, "Y2": 0.579, "X3": 0.77089, "Y3": 0.5778, "X4": 0.77224, "Y4": 0.6208, "page": 0}, {"Word": "11:19", "Confidence": 0.994, "X1": 0.76819, "Y1": 0.5782, "X2": 0.76819, "Y2": 0.578, "X3": 0.78437, "Y3": 0.5778, "X4": 0.78437, "Y4": 0.6168, "page": 0}, {"Word": ":20", "Confidence": 0.667, "X1": 0.78032, "Y1": 0.5782, "X2": 0.78032, "Y2": 0.578, "X3": 0.79919, "Y3": 0.5778, "X4": 0.79919, "Y4": 0.6018, "page": 0}, {"Word": "11:20", "Confidence": 0.97, "X1": 0.79515, "Y1": 0.5782, "X2": 0.79515, "Y2": 0.578, "X3": 0.81402, "Y3": 0.5768, "X4": 0.81402, "Y4": 0.6198, "page": 0}, {"Word": ":21", "Confidence": 0.848, "X1": 0.80997, "Y1": 0.5782, "X2": 0.80997, "Y2": 0.578, "X3": 0.82884, "Y3": 0.5778, "X4": 0.82749, "Y4": 0.6008, "page": 0}, {"Word": ": 22", "Confidence": 0.9525, "X1": 0.8248, "Y1": 0.5782, "X2": 0.8248, "Y2": 0.578, "X3": 0.84097, "Y3": 0.5778, "X4": 0.84097, "Y4": 0.6008, "page": 0}, {"Word": "10:56", "Confidence": 0.932, "X1": 0.21698, "Y1": 0.5802, "X2": 0.21698, "Y2": 0.58, "X3": 0.22911, "Y3": 0.5798, "X4": 0.22776, "Y4": 0.6128, "page": 0}, {"Word": "11:03", "Confidence": 0.955, "X1": 0.30458, "Y1": 0.5802, "X2": 0.30458, "Y2": 0.58, "X3": 0.31671, "Y3": 0.5798, "X4": 0.31536, "Y4": 0.6158, "page": 0}, {"Word": "11:04", "Confidence": 0.995, "X1": 0.33288, "Y1": 0.5792, "X2": 0.33288, "Y2": 0.579, "X3": 0.34367, "Y3": 0.5788, "X4": 0.34501, "Y4": 0.6158, "page": 0}, {"Word": "11:05", "Confidence": 0.881, "X1": 0.34771, "Y1": 0.5792, "X2": 0.34771, "Y2": 0.579, "X3": 0.35984, "Y3": 0.5788, "X4": 0.35984, "Y4": 0.6158, "page": 0}, {"Word": "11:1", "Confidence": 0.869, "X1": 0.66712, "Y1": 0.5852, "X2": 0.66712, "Y2": 0.585, "X3": 0.68194, "Y3": 0.5848, "X4": 0.68194, "Y4": 0.6198, "page": 0}, {"Word": "11:1", "Confidence": 0.612, "X1": 0.68194, "Y1": 0.5852, "X2": 0.68329, "Y2": 0.585, "X3": 0.69811, "Y3": 0.5848, "X4": 0.69677, "Y4": 0.6208, "page": 0}, {"Word": "11:", "Confidence": 0.602, "X1": 0.49057, "Y1": 0.5942, "X2": 0.49191, "Y2": 0.594, "X3": 0.50674, "Y3": 0.5928, "X4": 0.50674, "Y4": 0.6168, "page": 0}, {"Word": "11:1", "Confidence": 0.806, "X1": 0.51887, "Y1": 0.5902, "X2": 0.52156, "Y2": 0.59, "X3": 0.53639, "Y3": 0.5898, "X4": 0.53639, "Y4": 0.6198, "page": 0}, {"Word": "11", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.5982, "X2": 0.59164, "Y2": 0.598, "X3": 0.60916, "Y3": 0.5978, "X4": 0.60916, "Y4": 0.6188, "page": 0}, {"Word": "11:1", "Confidence": 0.801, "X1": 0.69677, "Y1": 0.5902, "X2": 0.69677, "Y2": 0.59, "X3": 0.71159, "Y3": 0.5888, "X4": 0.71159, "Y4": 0.6208, "page": 0}, {"Word": "11:1", "Confidence": 0.964, "X1": 0.73989, "Y1": 0.5892, "X2": 0.73989, "Y2": 0.589, "X3": 0.75472, "Y3": 0.5888, "X4": 0.75472, "Y4": 0.6188, "page": 0}, {"Word": "11", "Confidence": 0.969, "X1": 0.5027, "Y1": 0.6012, "X2": 0.50404, "Y2": 0.601, "X3": 0.52426, "Y3": 0.6008, "X4": 0.52156, "Y4": 0.6198, "page": 0}, {"Word": "11", "Confidence": 0.688, "X1": 0.53235, "Y1": 0.6022, "X2": 0.53369, "Y2": 0.602, "X3": 0.55391, "Y3": 0.6018, "X4": 0.55256, "Y4": 0.6208, "page": 0}, {"Word": "11", "Confidence": 0.961, "X1": 0.57547, "Y1": 0.6022, "X2": 0.57682, "Y2": 0.602, "X3": 0.59838, "Y3": 0.6018, "X4": 0.59569, "Y4": 0.6198, "page": 0}, {"Word": "11", "Confidence": 0.779, "X1": 0.60647, "Y1": 0.6022, "X2": 0.60782, "Y2": 0.602, "X3": 0.62668, "Y3": 0.6018, "X4": 0.62668, "Y4": 0.6218, "page": 0}, {"Word": "11", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.6022, "X2": 0.63881, "Y2": 0.602, "X3": 0.65499, "Y3": 0.6018, "X4": 0.65499, "Y4": 0.6218, "page": 0}, {"Word": "11", "Confidence": 0.994, "X1": 0.6496, "Y1": 0.6012, "X2": 0.6496, "Y2": 0.601, "X3": 0.66846, "Y3": 0.6018, "X4": 0.66712, "Y4": 0.6198, "page": 0}, {"Word": "11", "Confidence": 0.997, "X1": 0.71024, "Y1": 0.6012, "X2": 0.71024, "Y2": 0.601, "X3": 0.72642, "Y3": 0.6008, "X4": 0.72642, "Y4": 0.6198, "page": 0}, {"Word": "-2", "Confidence": 0.941, "X1": 0.35984, "Y1": 0.6282, "X2": 0.35984, "Y2": 0.628, "X3": 0.37466, "Y3": 0.6278, "X4": 0.37332, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.993, "X1": 0.21563, "Y1": 0.6312, "X2": 0.21698, "Y2": 0.631, "X3": 0.23046, "Y3": 0.6298, "X4": 0.23046, "Y4": 0.6488, "page": 0}, {"Word": "-2", "Confidence": 0.926, "X1": 0.23046, "Y1": 0.6342, "X2": 0.23181, "Y2": 0.634, "X3": 0.24663, "Y3": 0.6338, "X4": 0.24528, "Y4": 0.6518, "page": 0}, {"Word": "-2", "Confidence": 0.98, "X1": 0.24124, "Y1": 0.6352, "X2": 0.24394, "Y2": 0.635, "X3": 0.25606, "Y3": 0.6338, "X4": 0.25472, "Y4": 0.6508, "page": 0}, {"Word": "-2", "Confidence": 0.729, "X1": 0.30593, "Y1": 0.6362, "X2": 0.30728, "Y2": 0.636, "X3": 0.31941, "Y3": 0.6358, "X4": 0.31806, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.941, "X1": 0.33154, "Y1": 0.6312, "X2": 0.33288, "Y2": 0.631, "X3": 0.34771, "Y3": 0.6308, "X4": 0.34501, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.965, "X1": 0.37332, "Y1": 0.6322, "X2": 0.37466, "Y2": 0.632, "X3": 0.39084, "Y3": 0.6298, "X4": 0.38949, "Y4": 0.6518, "page": 0}, {"Word": "-2", "Confidence": 0.899, "X1": 0.38814, "Y1": 0.6322, "X2": 0.38949, "Y2": 0.632, "X3": 0.40566, "Y3": 0.6308, "X4": 0.40431, "Y4": 0.6518, "page": 0}, {"Word": "-2", "Confidence": 0.997, "X1": 0.40431, "Y1": 0.6312, "X2": 0.40431, "Y2": 0.631, "X3": 0.42049, "Y3": 0.6298, "X4": 0.42049, "Y4": 0.6518, "page": 0}, {"Word": "-2", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.6302, "X2": 0.41914, "Y2": 0.63, "X3": 0.43666, "Y3": 0.6288, "X4": 0.43531, "Y4": 0.6518, "page": 0}, {"Word": "-2", "Confidence": 0.9, "X1": 0.43127, "Y1": 0.6352, "X2": 0.43127, "Y2": 0.635, "X3": 0.45013, "Y3": 0.6348, "X4": 0.44879, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.933, "X1": 0.44879, "Y1": 0.6362, "X2": 0.45013, "Y2": 0.636, "X3": 0.46765, "Y3": 0.6348, "X4": 0.46765, "Y4": 0.6538, "page": 0}, {"Word": "-2", "Confidence": 0.993, "X1": 0.46092, "Y1": 0.6332, "X2": 0.46226, "Y2": 0.633, "X3": 0.47978, "Y3": 0.6328, "X4": 0.47978, "Y4": 0.6538, "page": 0}, {"Word": "-2", "Confidence": 0.992, "X1": 0.47709, "Y1": 0.6332, "X2": 0.47709, "Y2": 0.633, "X3": 0.49461, "Y3": 0.6328, "X4": 0.49461, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.993, "X1": 0.49191, "Y1": 0.6362, "X2": 0.49191, "Y2": 0.636, "X3": 0.50943, "Y3": 0.6348, "X4": 0.50943, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.953, "X1": 0.5027, "Y1": 0.6362, "X2": 0.50404, "Y2": 0.636, "X3": 0.52291, "Y3": 0.6348, "X4": 0.52156, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.947, "X1": 0.52156, "Y1": 0.6352, "X2": 0.52291, "Y2": 0.635, "X3": 0.54043, "Y3": 0.6348, "X4": 0.53908, "Y4": 0.6548, "page": 0}, {"Word": "-2", "Confidence": 0.948, "X1": 0.53369, "Y1": 0.6292, "X2": 0.53235, "Y2": 0.629, "X3": 0.55121, "Y3": 0.6288, "X4": 0.55256, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.958, "X1": 0.54852, "Y1": 0.6302, "X2": 0.54852, "Y2": 0.63, "X3": 0.56739, "Y3": 0.6288, "X4": 0.56739, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.983, "X1": 0.56334, "Y1": 0.6302, "X2": 0.56334, "Y2": 0.63, "X3": 0.58221, "Y3": 0.6298, "X4": 0.58221, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.991, "X1": 0.57682, "Y1": 0.6302, "X2": 0.57547, "Y2": 0.63, "X3": 0.59299, "Y3": 0.6298, "X4": 0.59434, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.995, "X1": 0.60647, "Y1": 0.6302, "X2": 0.60647, "Y2": 0.63, "X3": 0.62399, "Y3": 0.6298, "X4": 0.62399, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.997, "X1": 0.62264, "Y1": 0.6302, "X2": 0.62264, "Y2": 0.63, "X3": 0.64016, "Y3": 0.6298, "X4": 0.64016, "Y4": 0.6528, "page": 0}, {"Word": "-2", "Confidence": 0.913, "X1": 0.6496, "Y1": 0.6362, "X2": 0.6496, "Y2": 0.636, "X3": 0.66846, "Y3": 0.6348, "X4": 0.66712, "Y4": 0.6538, "page": 0}, {"Word": "-2", "Confidence": 0.967, "X1": 0.66442, "Y1": 0.6332, "X2": 0.66577, "Y2": 0.633, "X3": 0.68329, "Y3": 0.6328, "X4": 0.68194, "Y4": 0.6538, "page": 0}, {"Word": "-2", "Confidence": 0.968, "X1": 0.68059, "Y1": 0.6362, "X2": 0.68059, "Y2": 0.636, "X3": 0.69946, "Y3": 0.6358, "X4": 0.69811, "Y4": 0.6538, "page": 0}, {"Word": "-2", "Confidence": 0.956, "X1": 0.69542, "Y1": 0.6342, "X2": 0.69677, "Y2": 0.634, "X3": 0.71294, "Y3": 0.6338, "X4": 0.71159, "Y4": 0.6548, "page": 0}, {"Word": "TINE", "Confidence": 0.744, "X1": 0.17116, "Y1": 0.6852, "X2": 0.17116, "Y2": 0.685, "X3": 0.18598, "Y3": 0.6838, "X4": 0.18464, "Y4": 0.7138, "page": 0}, {"Word": "NUMBER /SUBGROUP DATA WAS ENTERED", "Confidence": 0.7996, "X1": 0.18733, "Y1": 0.6822, "X2": 0.18733, "Y2": 0.682, "X3": 0.19946, "Y3": 0.6818, "X4": 0.20081, "Y4": 0.9118, "page": 0}, {"Word": "10:56", "Confidence": 0.808, "X1": 0.21563, "Y1": 0.6842, "X2": 0.21563, "Y2": 0.684, "X3": 0.22911, "Y3": 0.6838, "X4": 0.22911, "Y4": 0.7258, "page": 0}, {"Word": "10:57", "Confidence": 0.848, "X1": 0.22911, "Y1": 0.6822, "X2": 0.22911, "Y2": 0.682, "X3": 0.24394, "Y3": 0.6818, "X4": 0.24394, "Y4": 0.7208, "page": 0}, {"Word": "12:02", "Confidence": 0.847, "X1": 0.24394, "Y1": 0.6812, "X2": 0.24394, "Y2": 0.681, "X3": 0.25876, "Y3": 0.6808, "X4": 0.25876, "Y4": 0.7188, "page": 0}, {"Word": "11:02", "Confidence": 0.884, "X1": 0.28841, "Y1": 0.6812, "X2": 0.28976, "Y2": 0.681, "X3": 0.30458, "Y3": 0.6808, "X4": 0.30323, "Y4": 0.7218, "page": 0}, {"Word": "12:03", "Confidence": 0.941, "X1": 0.30054, "Y1": 0.6822, "X2": 0.30189, "Y2": 0.682, "X3": 0.31806, "Y3": 0.6818, "X4": 0.31536, "Y4": 0.7248, "page": 0}, {"Word": "11:03", "Confidence": 0.991, "X1": 0.31671, "Y1": 0.6802, "X2": 0.31806, "Y2": 0.68, "X3": 0.33288, "Y3": 0.6798, "X4": 0.33154, "Y4": 0.7238, "page": 0}, {"Word": "11:04", "Confidence": 0.723, "X1": 0.33288, "Y1": 0.6832, "X2": 0.33423, "Y2": 0.683, "X3": 0.34771, "Y3": 0.6828, "X4": 0.34771, "Y4": 0.7228, "page": 0}, {"Word": "12:05", "Confidence": 0.961, "X1": 0.34636, "Y1": 0.6802, "X2": 0.34771, "Y2": 0.68, "X3": 0.36253, "Y3": 0.6798, "X4": 0.36119, "Y4": 0.7218, "page": 0}, {"Word": "11:05", "Confidence": 0.995, "X1": 0.35849, "Y1": 0.6812, "X2": 0.36119, "Y2": 0.681, "X3": 0.37736, "Y3": 0.6808, "X4": 0.37466, "Y4": 0.7248, "page": 0}, {"Word": "11:07", "Confidence": 0.958, "X1": 0.37332, "Y1": 0.6812, "X2": 0.37466, "Y2": 0.681, "X3": 0.39218, "Y3": 0.6808, "X4": 0.38949, "Y4": 0.7218, "page": 0}, {"Word": "11:07", "Confidence": 0.948, "X1": 0.38949, "Y1": 0.6812, "X2": 0.38949, "Y2": 0.681, "X3": 0.40566, "Y3": 0.6798, "X4": 0.40701, "Y4": 0.7218, "page": 0}, {"Word": "11 :0", "Confidence": 0.9545, "X1": 0.40566, "Y1": 0.6902, "X2": 0.40566, "Y2": 0.69, "X3": 0.42183, "Y3": 0.6908, "X4": 0.42183, "Y4": 0.7188, "page": 0}, {"Word": "AND", "Confidence": 0.733, "X1": 0.17251, "Y1": 0.7282, "X2": 0.17116, "Y2": 0.728, "X3": 0.18464, "Y3": 0.7278, "X4": 0.18598, "Y4": 0.7578, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.902, "X1": 0.21563, "Y1": 0.7282, "X2": 0.21563, "Y2": 0.728, "X3": 0.23046, "Y3": 0.7278, "X4": 0.23046, "Y4": 0.7938, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.239, "X1": 0.23046, "Y1": 0.7282, "X2": 0.22911, "Y2": 0.728, "X3": 0.24394, "Y3": 0.7278, "X4": 0.24394, "Y4": 0.7928, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.658, "X1": 0.28841, "Y1": 0.7282, "X2": 0.28841, "Y2": 0.728, "X3": 0.30323, "Y3": 0.7278, "X4": 0.30323, "Y4": 0.7958, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.959, "X1": 0.30189, "Y1": 0.7262, "X2": 0.30323, "Y2": 0.726, "X3": 0.31806, "Y3": 0.7258, "X4": 0.31671, "Y4": 0.7968, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.944, "X1": 0.31671, "Y1": 0.7242, "X2": 0.31806, "Y2": 0.724, "X3": 0.33288, "Y3": 0.7238, "X4": 0.33288, "Y4": 0.7968, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.77, "X1": 0.33288, "Y1": 0.7232, "X2": 0.33423, "Y2": 0.723, "X3": 0.34906, "Y3": 0.7238, "X4": 0.34771, "Y4": 0.7988, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.74, "X1": 0.34771, "Y1": 0.7232, "X2": 0.34771, "Y2": 0.723, "X3": 0.36523, "Y3": 0.7238, "X4": 0.36388, "Y4": 0.7968, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.36119, "Y1": 0.7242, "X2": 0.36253, "Y2": 0.724, "X3": 0.38005, "Y3": 0.7238, "X4": 0.37601, "Y4": 0.7918, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.37466, "Y1": 0.7282, "X2": 0.37466, "Y2": 0.728, "X3": 0.39218, "Y3": 0.7278, "X4": 0.38949, "Y4": 0.7908, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.46, "X1": 0.38949, "Y1": 0.7232, "X2": 0.38949, "Y2": 0.723, "X3": 0.40701, "Y3": 0.7238, "X4": 0.40566, "Y4": 0.7908, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.811, "X1": 0.24259, "Y1": 0.7312, "X2": 0.24394, "Y2": 0.731, "X3": 0.26011, "Y3": 0.7308, "X4": 0.25876, "Y4": 0.7968, "page": 0}, {"Word": "Nov-90", "Confidence": 0.671, "X1": 0.40431, "Y1": 0.7322, "X2": 0.40431, "Y2": 0.732, "X3": 0.42049, "Y3": 0.7318, "X4": 0.41914, "Y4": 0.7718, "page": 0}, {"Word": "7-90", "Confidence": 0.44, "X1": 0.42049, "Y1": 0.7312, "X2": 0.41914, "Y2": 0.731, "X3": 0.43396, "Y3": 0.7308, "X4": 0.43396, "Y4": 0.7568, "page": 0}, {"Word": "-90", "Confidence": 0.788, "X1": 0.43396, "Y1": 0.7322, "X2": 0.43396, "Y2": 0.732, "X3": 0.44744, "Y3": 0.7308, "X4": 0.44744, "Y4": 0.7568, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.84167, "X1": 0.11051, "Y1": 0.7642, "X2": 0.11051, "Y2": 0.764, "X3": 0.12668, "Y3": 0.7638, "X4": 0.12803, "Y4": 0.9628, "page": 0}, {"Word": "CAGE AFIMAL SEX/GROUP DATE", "Confidence": 0.90875, "X1": 0.16981, "Y1": 0.7622, "X2": 0.17116, "Y2": 0.762, "X3": 0.18868, "Y3": 0.7618, "X4": 0.18733, "Y4": 0.9518, "page": 0}, {"Word": "W/ -/-", "Confidence": 0.411, "X1": 0.31671, "Y1": 0.8132, "X2": 0.31671, "Y2": 0.813, "X3": 0.33423, "Y3": 0.8128, "X4": 0.33423, "Y4": 0.8578, "page": 0}, {"Word": "-/-", "Confidence": 0.825, "X1": 0.36119, "Y1": 0.8152, "X2": 0.36119, "Y2": 0.815, "X3": 0.37736, "Y3": 0.8148, "X4": 0.37466, "Y4": 0.8378, "page": 0}, {"Word": "RAT/SPRAGUE-DAWLEY", "Confidence": 0.69, "X1": 0.14016, "Y1": 0.8332, "X2": 0.14016, "Y2": 0.833, "X3": 0.15768, "Y3": 0.8328, "X4": 0.15633, "Y4": 0.9608, "page": 0}, {"Word": "W", "Confidence": 0.524, "X1": 0.28841, "Y1": 0.8412, "X2": 0.28976, "Y2": 0.841, "X3": 0.30863, "Y3": 0.8408, "X4": 0.30728, "Y4": 0.8598, "page": 0}, {"Word": "R.J.R. TOBACCO", "Confidence": 0.9935, "X1": 0.09569, "Y1": 0.8582, "X2": 0.09569, "Y2": 0.858, "X3": 0.11456, "Y3": 0.8578, "X4": 0.11456, "Y4": 0.9638, "page": 0}, {"Word": "222", "Confidence": 0.847, "X1": 0.21968, "Y1": 0.8382, "X2": 0.25741, "Y2": 0.838, "X3": 0.25472, "Y3": 0.8568, "X4": 0.21833, "Y4": 0.8568, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.9705, "X1": 0.12399, "Y1": 0.8612, "X2": 0.12534, "Y2": 0.861, "X3": 0.1442, "Y3": 0.8608, "X4": 0.14286, "Y4": 0.9628, "page": 0}, {"Word": "49", "Confidence": 0.855, "X1": 0.28706, "Y1": 0.8642, "X2": 0.28841, "Y2": 0.864, "X3": 0.30458, "Y3": 0.8648, "X4": 0.30458, "Y4": 0.8818, "page": 0}, {"Word": "50", "Confidence": 0.632, "X1": 0.29919, "Y1": 0.8652, "X2": 0.30054, "Y2": 0.865, "X3": 0.31806, "Y3": 0.8648, "X4": 0.31671, "Y4": 0.8828, "page": 0}, {"Word": "51", "Confidence": 0.932, "X1": 0.31536, "Y1": 0.8632, "X2": 0.31671, "Y2": 0.863, "X3": 0.33423, "Y3": 0.8628, "X4": 0.33423, "Y4": 0.8838, "page": 0}, {"Word": "52", "Confidence": 0.992, "X1": 0.33154, "Y1": 0.8632, "X2": 0.33154, "Y2": 0.863, "X3": 0.3504, "Y3": 0.8638, "X4": 0.3504, "Y4": 0.8838, "page": 0}, {"Word": "53", "Confidence": 0.125, "X1": 0.34501, "Y1": 0.8632, "X2": 0.34636, "Y2": 0.863, "X3": 0.36388, "Y3": 0.8638, "X4": 0.36388, "Y4": 0.8838, "page": 0}, {"Word": "54", "Confidence": 0.66, "X1": 0.35984, "Y1": 0.8662, "X2": 0.36119, "Y2": 0.866, "X3": 0.37871, "Y3": 0.8658, "X4": 0.37736, "Y4": 0.8858, "page": 0}, {"Word": "55", "Confidence": 0.855, "X1": 0.37466, "Y1": 0.8652, "X2": 0.37601, "Y2": 0.865, "X3": 0.39218, "Y3": 0.8658, "X4": 0.39084, "Y4": 0.8828, "page": 0}, {"Word": "56", "Confidence": 0.955, "X1": 0.38949, "Y1": 0.8652, "X2": 0.39084, "Y2": 0.865, "X3": 0.40701, "Y3": 0.8648, "X4": 0.40566, "Y4": 0.8828, "page": 0}, {"Word": "49", "Confidence": 0.904, "X1": 0.28976, "Y1": 0.9292, "X2": 0.28976, "Y2": 0.929, "X3": 0.30458, "Y3": 0.9278, "X4": 0.30458, "Y4": 0.9458, "page": 0}, {"Word": ".", "Confidence": 0.792, "X1": 0.18464, "Y1": 0.9292, "X2": 0.18598, "Y2": 0.929, "X3": 0.20081, "Y3": 0.9288, "X4": 0.20081, "Y4": 0.9428, "page": 0}, {"Word": "46", "Confidence": 0.8, "X1": 0.21833, "Y1": 0.9312, "X2": 0.21833, "Y2": 0.931, "X3": 0.23315, "Y3": 0.9298, "X4": 0.23315, "Y4": 0.9448, "page": 0}, {"Word": "51", "Confidence": 0.941, "X1": 0.31536, "Y1": 0.9282, "X2": 0.31536, "Y2": 0.928, "X3": 0.33288, "Y3": 0.9288, "X4": 0.33288, "Y4": 0.9478, "page": 0}, {"Word": "52", "Confidence": 0.896, "X1": 0.33019, "Y1": 0.9322, "X2": 0.33019, "Y2": 0.932, "X3": 0.34906, "Y3": 0.9318, "X4": 0.34906, "Y4": 0.9498, "page": 0}, {"Word": "53", "Confidence": 0.605, "X1": 0.34367, "Y1": 0.9322, "X2": 0.34501, "Y2": 0.932, "X3": 0.36523, "Y3": 0.9328, "X4": 0.36523, "Y4": 0.9498, "page": 0}, {"Word": "55", "Confidence": 0.79, "X1": 0.37197, "Y1": 0.9312, "X2": 0.37197, "Y2": 0.931, "X3": 0.39353, "Y3": 0.9318, "X4": 0.39353, "Y4": 0.9498, "page": 0}, {"Word": "56", "Confidence": 0.513, "X1": 0.38679, "Y1": 0.9282, "X2": 0.38814, "Y2": 0.928, "X3": 0.40836, "Y3": 0.9298, "X4": 0.40701, "Y4": 0.9488, "page": 0}, {"Word": "57", "Confidence": 0.749, "X1": 0.40027, "Y1": 0.9312, "X2": 0.40027, "Y2": 0.931, "X3": 0.42318, "Y3": 0.9318, "X4": 0.42318, "Y4": 0.9508, "page": 0}, {"Word": "63", "Confidence": 0.898, "X1": 0.49191, "Y1": 0.9322, "X2": 0.49057, "Y2": 0.932, "X3": 0.51078, "Y3": 0.9298, "X4": 0.51213, "Y4": 0.9478, "page": 0}, {"Word": "76", "Confidence": 0.929, "X1": 0.6779, "Y1": 0.9322, "X2": 0.67655, "Y2": 0.932, "X3": 0.69946, "Y3": 0.9298, "X4": 0.69946, "Y4": 0.9508, "page": 0}, {"Word": "52194 4637", "Confidence": 0.9925, "X1": 0.97035, "Y1": 0.9332, "X2": 0.98113, "Y2": 0.933, "X3": 0.96092, "Y3": 0.9338, "X4": 0.95013, "Y4": 0.8388, "page": 0}, {"Word": "-", "Confidence": 0.97, "X1": 0.15633, "Y1": 0.9422, "X2": 0.15499, "Y2": 0.942, "X3": 0.16846, "Y3": 0.9418, "X4": 0.16846, "Y4": 0.9608, "page": 0}], "words_data": [{"Word": "FESA", "Confidence": 0.991, "X1": 0.13881, "Y1": 0.0592, "X2": 0.14016, "Y2": 0.059, "X3": 0.15499, "Y3": 0.0578, "X4": 0.15499, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": "05-Nov-90", "Confidence": 0.464, "X1": 0.09569, "Y1": 0.0602, "X2": 0.09569, "Y2": 0.06, "X3": 0.11051, "Y3": 0.0588, "X4": 0.11051, "Y4": 0.1198, "page": 0, "Index": 1}, {"Word": "LDSO", "Confidence": 0.496, "X1": 0.13881, "Y1": 0.0932, "X2": 0.13881, "Y2": 0.093, "X3": 0.15499, "Y3": 0.0918, "X4": 0.15499, "Y4": 0.1198, "page": 0, "Index": 2}, {"Word": "PRINTS0:", "Confidence": 0.476, "X1": 0.09569, "Y1": 0.1272, "X2": 0.09569, "Y2": 0.127, "X3": 0.11051, "Y3": 0.1258, "X4": 0.11051, "Y4": 0.1818, "page": 0, "Index": 3}, {"Word": "2", "Confidence": 0.996, "X1": 0.11051, "Y1": 0.1192, "X2": 0.11051, "Y2": 0.119, "X3": 0.12399, "Y3": 0.1198, "X4": 0.12399, "Y4": 0.1258, "page": 0, "Index": 4}, {"Word": "TOXICITY/ORAL", "Confidence": 0.525, "X1": 0.13881, "Y1": 0.1272, "X2": 0.13881, "Y2": 0.127, "X3": 0.15499, "Y3": 0.1258, "X4": 0.15633, "Y4": 0.2158, "page": 0, "Index": 5}, {"Word": "scapular", "Confidence": 0.882, "X1": 0.25741, "Y1": 0.1202, "X2": 0.25741, "Y2": 0.12, "X3": 0.27493, "Y3": 0.1198, "X4": 0.27493, "Y4": 0.1738, "page": 0, "Index": 6}, {"Word": "Page:", "Confidence": 0.882, "X1": 0.11051, "Y1": 0.1332, "X2": 0.11051, "Y2": 0.133, "X3": 0.12399, "Y3": 0.1328, "X4": 0.12668, "Y4": 0.1688, "page": 0, "Index": 7}, {"Word": "left", "Confidence": 0.958, "X1": 0.25741, "Y1": 0.1822, "X2": 0.25741, "Y2": 0.182, "X3": 0.27493, "Y3": 0.1808, "X4": 0.27493, "Y4": 0.2088, "page": 0, "Index": 8}, {"Word": "to", "Confidence": 0.997, "X1": 0.25741, "Y1": 0.2172, "X2": 0.25741, "Y2": 0.217, "X3": 0.27493, "Y3": 0.2158, "X4": 0.27493, "Y4": 0.2288, "page": 0, "Index": 9}, {"Word": "ACUTE", "Confidence": 0.983, "X1": 0.14016, "Y1": 0.2242, "X2": 0.13881, "Y2": 0.224, "X3": 0.15633, "Y3": 0.2228, "X4": 0.15768, "Y4": 0.2568, "page": 0, "Index": 10}, {"Word": "extending", "Confidence": 0.654, "X1": 0.25741, "Y1": 0.2372, "X2": 0.25741, "Y2": 0.237, "X3": 0.27493, "Y3": 0.2358, "X4": 0.27358, "Y4": 0.2968, "page": 0, "Index": 11}, {"Word": "scabbed", "Confidence": 0.794, "X1": 0.24394, "Y1": 0.2502, "X2": 0.24259, "Y2": 0.25, "X3": 0.25876, "Y3": 0.2498, "X4": 0.25876, "Y4": 0.2968, "page": 0, "Index": 12}, {"Word": "MASSES", "Confidence": 0.882, "X1": 0.09434, "Y1": 0.2982, "X2": 0.09434, "Y2": 0.298, "X3": 0.11321, "Y3": 0.2968, "X4": 0.11321, "Y4": 0.3398, "page": 0, "Index": 13}, {"Word": "Generalized,", "Confidence": 0.516, "X1": 0.24394, "Y1": 0.3052, "X2": 0.24394, "Y2": 0.305, "X3": 0.25876, "Y3": 0.3038, "X4": 0.25876, "Y4": 0.3888, "page": 0, "Index": 14}, {"Word": "region,", "Confidence": 0.836, "X1": 0.25876, "Y1": 0.3012, "X2": 0.25741, "Y2": 0.301, "X3": 0.27358, "Y3": 0.2998, "X4": 0.27358, "Y4": 0.3468, "page": 0, "Index": 15}, {"Word": "abnormalities", "Confidence": 0.623, "X1": 0.21429, "Y1": 0.3192, "X2": 0.21294, "Y2": 0.319, "X3": 0.23046, "Y3": 0.3188, "X4": 0.23046, "Y4": 0.4088, "page": 0, "Index": 16}, {"Word": "abnormalities", "Confidence": 0.612, "X1": 0.22776, "Y1": 0.3192, "X2": 0.22911, "Y2": 0.319, "X3": 0.24528, "Y3": 0.3188, "X4": 0.24394, "Y4": 0.4098, "page": 0, "Index": 17}, {"Word": ".s", "Confidence": 0.704, "X1": 0.28976, "Y1": 0.3202, "X2": 0.28841, "Y2": 0.32, "X3": 0.30323, "Y3": 0.3198, "X4": 0.30323, "Y4": 0.3318, "page": 0, "Index": 18}, {"Word": "WITHOUT", "Confidence": 0.953, "X1": 0.09569, "Y1": 0.3462, "X2": 0.09434, "Y2": 0.346, "X3": 0.11321, "Y3": 0.3448, "X4": 0.11186, "Y4": 0.3948, "page": 0, "Index": 19}, {"Word": "cervical", "Confidence": 0.617, "X1": 0.25876, "Y1": 0.3542, "X2": 0.25876, "Y2": 0.354, "X3": 0.27358, "Y3": 0.3528, "X4": 0.27358, "Y4": 0.4088, "page": 0, "Index": 20}, {"Word": "CONNESTS", "Confidence": 0.729, "X1": 0.18329, "Y1": 0.3602, "X2": 0.18194, "Y2": 0.36, "X3": 0.19946, "Y3": 0.3588, "X4": 0.20081, "Y4": 0.4158, "page": 0, "Index": 21}, {"Word": "abnor", "Confidence": 0.857, "X1": 0.30323, "Y1": 0.3762, "X2": 0.30189, "Y2": 0.376, "X3": 0.31536, "Y3": 0.3748, "X4": 0.31536, "Y4": 0.4088, "page": 0, "Index": 22}, {"Word": "07-Nov-90", "Confidence": 0.771, "X1": 0.13747, "Y1": 0.3812, "X2": 0.13477, "Y2": 0.381, "X3": 0.15499, "Y3": 0.3808, "X4": 0.15633, "Y4": 0.4428, "page": 0, "Index": 23}, {"Word": "abno", "Confidence": 0.795, "X1": 0.28706, "Y1": 0.3822, "X2": 0.28706, "Y2": 0.382, "X3": 0.30054, "Y3": 0.3818, "X4": 0.30054, "Y4": 0.4088, "page": 0, "Index": 24}, {"Word": "abno", "Confidence": 0.967, "X1": 0.31806, "Y1": 0.3832, "X2": 0.31671, "Y2": 0.383, "X3": 0.33019, "Y3": 0.3818, "X4": 0.33154, "Y4": 0.4078, "page": 0, "Index": 25}, {"Word": "abac", "Confidence": 0.688, "X1": 0.39084, "Y1": 0.3832, "X2": 0.38949, "Y2": 0.383, "X3": 0.40296, "Y3": 0.3828, "X4": 0.40431, "Y4": 0.4068, "page": 0, "Index": 26}, {"Word": "abno", "Confidence": 0.772, "X1": 0.46496, "Y1": 0.3832, "X2": 0.46226, "Y2": 0.383, "X3": 0.47574, "Y3": 0.3818, "X4": 0.47844, "Y4": 0.4068, "page": 0, "Index": 27}, {"Word": "Moderate,", "Confidence": 0.661, "X1": 0.24394, "Y1": 0.3952, "X2": 0.24394, "Y2": 0.395, "X3": 0.25876, "Y3": 0.3948, "X4": 0.25876, "Y4": 0.4568, "page": 0, "Index": 28}, {"Word": "bn", "Confidence": 0.817, "X1": 0.34906, "Y1": 0.3922, "X2": 0.34906, "Y2": 0.392, "X3": 0.35714, "Y3": 0.3918, "X4": 0.35714, "Y4": 0.4018, "page": 0, "Index": 29}, {"Word": "SIGNS", "Confidence": 0.604, "X1": 0.09569, "Y1": 0.4022, "X2": 0.09569, "Y2": 0.402, "X3": 0.11186, "Y3": 0.4008, "X4": 0.11321, "Y4": 0.4358, "page": 0, "Index": 30}, {"Word": "TOX-035", "Confidence": 0.994, "X1": 0.11186, "Y1": 0.4022, "X2": 0.10916, "Y2": 0.402, "X3": 0.12399, "Y3": 0.4018, "X4": 0.12668, "Y4": 0.4488, "page": 0, "Index": 31}, {"Word": "visible", "Confidence": 0.977, "X1": 0.21429, "Y1": 0.4162, "X2": 0.21429, "Y2": 0.416, "X3": 0.23046, "Y3": 0.4158, "X4": 0.23046, "Y4": 0.4628, "page": 0, "Index": 32}, {"Word": "visible", "Confidence": 0.757, "X1": 0.22776, "Y1": 0.4162, "X2": 0.22776, "Y2": 0.416, "X3": 0.24394, "Y3": 0.4158, "X4": 0.24394, "Y4": 0.4638, "page": 0, "Index": 33}, {"Word": "ventral", "Confidence": 0.885, "X1": 0.25876, "Y1": 0.4172, "X2": 0.25876, "Y2": 0.417, "X3": 0.27358, "Y3": 0.4158, "X4": 0.27358, "Y4": 0.4628, "page": 0, "Index": 34}, {"Word": "visible", "Confidence": 0.668, "X1": 0.28841, "Y1": 0.4172, "X2": 0.28706, "Y2": 0.417, "X3": 0.30054, "Y3": 0.4158, "X4": 0.30189, "Y4": 0.4628, "page": 0, "Index": 35}, {"Word": "visible", "Confidence": 0.871, "X1": 0.30323, "Y1": 0.4182, "X2": 0.30323, "Y2": 0.418, "X3": 0.31536, "Y3": 0.4158, "X4": 0.31671, "Y4": 0.4628, "page": 0, "Index": 36}, {"Word": "isible", "Confidence": 0.907, "X1": 0.34636, "Y1": 0.4172, "X2": 0.34501, "Y2": 0.417, "X3": 0.35984, "Y3": 0.4158, "X4": 0.36119, "Y4": 0.4548, "page": 0, "Index": 37}, {"Word": "DAT:", "Confidence": 0.681, "X1": 0.12399, "Y1": 0.4212, "X2": 0.12399, "Y2": 0.421, "X3": 0.14286, "Y3": 0.4208, "X4": 0.14151, "Y4": 0.4498, "page": 0, "Index": 38}, {"Word": "/", "Confidence": 0.997, "X1": 0.18329, "Y1": 0.4222, "X2": 0.18329, "Y2": 0.422, "X3": 0.20081, "Y3": 0.4218, "X4": 0.20081, "Y4": 0.4288, "page": 0, "Index": 39}, {"Word": "visibl", "Confidence": 0.824, "X1": 0.33288, "Y1": 0.4242, "X2": 0.33154, "Y2": 0.424, "X3": 0.34501, "Y3": 0.4228, "X4": 0.34771, "Y4": 0.4628, "page": 0, "Index": 40}, {"Word": "Sib1", "Confidence": 0.443, "X1": 0.36119, "Y1": 0.4232, "X2": 0.35849, "Y2": 0.423, "X3": 0.37197, "Y3": 0.4218, "X4": 0.37466, "Y4": 0.4488, "page": 0, "Index": 41}, {"Word": "SIGNS", "Confidence": 0.814, "X1": 0.18464, "Y1": 0.4362, "X2": 0.18329, "Y2": 0.436, "X3": 0.20081, "Y3": 0.4348, "X4": 0.20081, "Y4": 0.4708, "page": 0, "Index": 42}, {"Word": "visib", "Confidence": 0.452, "X1": 0.31941, "Y1": 0.4322, "X2": 0.31941, "Y2": 0.432, "X3": 0.33019, "Y3": 0.4308, "X4": 0.33154, "Y4": 0.4628, "page": 0, "Index": 43}, {"Word": "CLINICAL", "Confidence": 0.936, "X1": 0.09569, "Y1": 0.4432, "X2": 0.09569, "Y2": 0.443, "X3": 0.11321, "Y3": 0.4418, "X4": 0.11321, "Y4": 0.4988, "page": 0, "Index": 44}, {"Word": "date:", "Confidence": 0.932, "X1": 0.13881, "Y1": 0.4482, "X2": 0.13747, "Y2": 0.448, "X3": 0.15633, "Y3": 0.4478, "X4": 0.15633, "Y4": 0.4838, "page": 0, "Index": 45}, {"Word": "vis", "Confidence": 0.991, "X1": 0.37466, "Y1": 0.4442, "X2": 0.37332, "Y2": 0.444, "X3": 0.38949, "Y3": 0.4428, "X4": 0.39084, "Y4": 0.4638, "page": 0, "Index": 46}, {"Word": "number:", "Confidence": 0.607, "X1": 0.11321, "Y1": 0.4562, "X2": 0.11186, "Y2": 0.456, "X3": 0.12668, "Y3": 0.4548, "X4": 0.12803, "Y4": 0.5048, "page": 0, "Index": 47}, {"Word": "STUDY", "Confidence": 0.796, "X1": 0.12534, "Y1": 0.4562, "X2": 0.12399, "Y2": 0.456, "X3": 0.14151, "Y3": 0.4558, "X4": 0.14151, "Y4": 0.4898, "page": 0, "Index": 48}, {"Word": "vi", "Confidence": 0.602, "X1": 0.38949, "Y1": 0.4502, "X2": 0.38814, "Y2": 0.45, "X3": 0.40566, "Y3": 0.4488, "X4": 0.40566, "Y4": 0.4628, "page": 0, "Index": 49}, {"Word": "vi", "Confidence": 0.955, "X1": 0.40431, "Y1": 0.4512, "X2": 0.40296, "Y2": 0.451, "X3": 0.42049, "Y3": 0.4488, "X4": 0.42049, "Y4": 0.4628, "page": 0, "Index": 50}, {"Word": "loan,", "Confidence": 0.551, "X1": 0.24394, "Y1": 0.4632, "X2": 0.24394, "Y2": 0.463, "X3": 0.25876, "Y3": 0.4628, "X4": 0.25876, "Y4": 0.4978, "page": 0, "Index": 51}, {"Word": "CLINICAL", "Confidence": 0.906, "X1": 0.18598, "Y1": 0.4762, "X2": 0.18464, "Y2": 0.476, "X3": 0.20081, "Y3": 0.4758, "X4": 0.20081, "Y4": 0.5328, "page": 0, "Index": 52}, {"Word": "Normal/no", "Confidence": 0.65, "X1": 0.21563, "Y1": 0.4712, "X2": 0.21429, "Y2": 0.471, "X3": 0.23046, "Y3": 0.4708, "X4": 0.22911, "Y4": 0.5338, "page": 0, "Index": 53}, {"Word": "Normal/no", "Confidence": 0.853, "X1": 0.23046, "Y1": 0.4702, "X2": 0.22776, "Y2": 0.47, "X3": 0.24394, "Y3": 0.4708, "X4": 0.24394, "Y4": 0.5338, "page": 0, "Index": 54}, {"Word": "loss", "Confidence": 0.983, "X1": 0.25876, "Y1": 0.4722, "X2": 0.25876, "Y2": 0.472, "X3": 0.27358, "Y3": 0.4698, "X4": 0.27358, "Y4": 0.4978, "page": 0, "Index": 55}, {"Word": "Normal/no", "Confidence": 0.839, "X1": 0.28841, "Y1": 0.4722, "X2": 0.28841, "Y2": 0.472, "X3": 0.30189, "Y3": 0.4708, "X4": 0.30323, "Y4": 0.5328, "page": 0, "Index": 56}, {"Word": "Rozmal/no", "Confidence": 0.636, "X1": 0.30458, "Y1": 0.4722, "X2": 0.30323, "Y2": 0.472, "X3": 0.31671, "Y3": 0.4708, "X4": 0.31806, "Y4": 0.5328, "page": 0, "Index": 57}, {"Word": "Normal/no", "Confidence": 0.715, "X1": 0.31806, "Y1": 0.4722, "X2": 0.31941, "Y2": 0.472, "X3": 0.33154, "Y3": 0.4718, "X4": 0.33019, "Y4": 0.5338, "page": 0, "Index": 58}, {"Word": "Normal/no", "Confidence": 0.778, "X1": 0.33154, "Y1": 0.4712, "X2": 0.33288, "Y2": 0.471, "X3": 0.34771, "Y3": 0.4698, "X4": 0.34636, "Y4": 0.5338, "page": 0, "Index": 59}, {"Word": "Normal/no", "Confidence": 0.675, "X1": 0.34367, "Y1": 0.4712, "X2": 0.34771, "Y2": 0.471, "X3": 0.36253, "Y3": 0.4698, "X4": 0.36119, "Y4": 0.5328, "page": 0, "Index": 60}, {"Word": "raal/no", "Confidence": 0.608, "X1": 0.35984, "Y1": 0.4712, "X2": 0.36253, "Y2": 0.471, "X3": 0.37736, "Y3": 0.4688, "X4": 0.37601, "Y4": 0.5178, "page": 0, "Index": 61}, {"Word": "Normal/no", "Confidence": 0.66, "X1": 0.37466, "Y1": 0.4712, "X2": 0.37466, "Y2": 0.471, "X3": 0.39084, "Y3": 0.4698, "X4": 0.39084, "Y4": 0.5338, "page": 0, "Index": 62}, {"Word": "Normal/no", "Confidence": 0.617, "X1": 0.38814, "Y1": 0.4712, "X2": 0.38949, "Y2": 0.471, "X3": 0.40566, "Y3": 0.4688, "X4": 0.40431, "Y4": 0.5328, "page": 0, "Index": 63}, {"Word": "Normal/no", "Confidence": 0.641, "X1": 0.40296, "Y1": 0.4722, "X2": 0.40431, "Y2": 0.472, "X3": 0.42049, "Y3": 0.4698, "X4": 0.41914, "Y4": 0.5328, "page": 0, "Index": 64}, {"Word": "ormal/no", "Confidence": 0.669, "X1": 0.42049, "Y1": 0.4722, "X2": 0.42049, "Y2": 0.472, "X3": 0.43396, "Y3": 0.4698, "X4": 0.43396, "Y4": 0.5238, "page": 0, "Index": 65}, {"Word": "1/no", "Confidence": 0.661, "X1": 0.44879, "Y1": 0.4722, "X2": 0.44879, "Y2": 0.472, "X3": 0.46361, "Y3": 0.4708, "X4": 0.46226, "Y4": 0.4978, "page": 0, "Index": 66}, {"Word": "Normal/no", "Confidence": 0.609, "X1": 0.46226, "Y1": 0.4712, "X2": 0.46226, "Y2": 0.471, "X3": 0.47709, "Y3": 0.4698, "X4": 0.47709, "Y4": 0.5328, "page": 0, "Index": 67}, {"Word": "A1/80", "Confidence": 0.24, "X1": 0.47844, "Y1": 0.4722, "X2": 0.47844, "Y2": 0.472, "X3": 0.49191, "Y3": 0.4708, "X4": 0.49326, "Y4": 0.5038, "page": 0, "Index": 68}, {"Word": "/no", "Confidence": 0.457, "X1": 0.49326, "Y1": 0.4712, "X2": 0.49326, "Y2": 0.471, "X3": 0.50809, "Y3": 0.4708, "X4": 0.50809, "Y4": 0.4908, "page": 0, "Index": 69}, {"Word": "al/no", "Confidence": 0.73, "X1": 0.68194, "Y1": 0.4722, "X2": 0.68464, "Y2": 0.472, "X3": 0.69677, "Y3": 0.4718, "X4": 0.69677, "Y4": 0.5038, "page": 0, "Index": 70}, {"Word": "1/no", "Confidence": 0.795, "X1": 0.69677, "Y1": 0.4722, "X2": 0.69811, "Y2": 0.472, "X3": 0.71159, "Y3": 0.4718, "X4": 0.71159, "Y4": 0.4978, "page": 0, "Index": 71}, {"Word": "/no", "Confidence": 0.673, "X1": 0.71294, "Y1": 0.4712, "X2": 0.71294, "Y2": 0.471, "X3": 0.72642, "Y3": 0.4708, "X4": 0.72642, "Y4": 0.4918, "page": 0, "Index": 72}, {"Word": "no", "Confidence": 0.818, "X1": 0.72776, "Y1": 0.4722, "X2": 0.72776, "Y2": 0.472, "X3": 0.74124, "Y3": 0.4718, "X4": 0.74124, "Y4": 0.4848, "page": 0, "Index": 73}, {"Word": "/no", "Confidence": 0.62, "X1": 0.74259, "Y1": 0.4722, "X2": 0.74259, "Y2": 0.472, "X3": 0.75472, "Y3": 0.4718, "X4": 0.75472, "Y4": 0.4918, "page": 0, "Index": 74}, {"Word": "region.", "Confidence": 0.848, "X1": 0.27628, "Y1": 0.4842, "X2": 0.27763, "Y2": 0.484, "X3": 0.28841, "Y3": 0.4838, "X4": 0.28841, "Y4": 0.5318, "page": 0, "Index": 75}, {"Word": "FOR", "Confidence": 0.742, "X1": 0.12534, "Y1": 0.4982, "X2": 0.12534, "Y2": 0.498, "X3": 0.14151, "Y3": 0.4978, "X4": 0.14151, "Y4": 0.5178, "page": 0, "Index": 76}, {"Word": "start", "Confidence": 0.934, "X1": 0.14016, "Y1": 0.4912, "X2": 0.13881, "Y2": 0.491, "X3": 0.15633, "Y3": 0.4908, "X4": 0.15768, "Y4": 0.5258, "page": 0, "Index": 77}, {"Word": "OF", "Confidence": 0.67, "X1": 0.09569, "Y1": 0.5052, "X2": 0.09569, "Y2": 0.505, "X3": 0.11321, "Y3": 0.5038, "X4": 0.11321, "Y4": 0.5178, "page": 0, "Index": 78}, {"Word": "Hair", "Confidence": 0.968, "X1": 0.24528, "Y1": 0.5062, "X2": 0.24528, "Y2": 0.506, "X3": 0.25876, "Y3": 0.5058, "X4": 0.25876, "Y4": 0.5338, "page": 0, "Index": 79}, {"Word": "hair", "Confidence": 0.69, "X1": 0.26011, "Y1": 0.5062, "X2": 0.26011, "Y2": 0.506, "X3": 0.27358, "Y3": 0.5038, "X4": 0.27358, "Y4": 0.5328, "page": 0, "Index": 80}, {"Word": "Study", "Confidence": 0.995, "X1": 0.11321, "Y1": 0.5132, "X2": 0.11321, "Y2": 0.513, "X3": 0.12803, "Y3": 0.5118, "X4": 0.12803, "Y4": 0.5458, "page": 0, "Index": 81}, {"Word": "Nor", "Confidence": 0.615, "X1": 0.47844, "Y1": 0.5122, "X2": 0.47709, "Y2": 0.512, "X3": 0.49191, "Y3": 0.5118, "X4": 0.49326, "Y4": 0.5328, "page": 0, "Index": 82}, {"Word": "Nor", "Confidence": 0.339, "X1": 0.68194, "Y1": 0.5122, "X2": 0.68059, "Y2": 0.512, "X3": 0.69542, "Y3": 0.5118, "X4": 0.69677, "Y4": 0.5328, "page": 0, "Index": 83}, {"Word": "NOT", "Confidence": 0.235, "X1": 0.71024, "Y1": 0.5132, "X2": 0.71024, "Y2": 0.513, "X3": 0.72507, "Y3": 0.5128, "X4": 0.72507, "Y4": 0.5338, "page": 0, "Index": 84}, {"Word": "LISTINGS", "Confidence": 0.533, "X1": 0.09704, "Y1": 0.5252, "X2": 0.09569, "Y2": 0.525, "X3": 0.11321, "Y3": 0.5238, "X4": 0.11321, "Y4": 0.5808, "page": 0, "Index": 85}, {"Word": "DATA", "Confidence": 0.926, "X1": 0.12668, "Y1": 0.5262, "X2": 0.12534, "Y2": 0.526, "X3": 0.14151, "Y3": 0.5248, "X4": 0.14286, "Y4": 0.5528, "page": 0, "Index": 86}, {"Word": "Ro", "Confidence": 0.826, "X1": 0.35849, "Y1": 0.5212, "X2": 0.35984, "Y2": 0.521, "X3": 0.37601, "Y3": 0.5198, "X4": 0.37601, "Y4": 0.5328, "page": 0, "Index": 87}, {"Word": "Study", "Confidence": 0.996, "X1": 0.14151, "Y1": 0.5322, "X2": 0.14151, "Y2": 0.532, "X3": 0.15768, "Y3": 0.5318, "X4": 0.15768, "Y4": 0.5658, "page": 0, "Index": 88}, {"Word": "OPER", "Confidence": 0.983, "X1": 0.17251, "Y1": 0.5402, "X2": 0.17251, "Y2": 0.54, "X3": 0.18598, "Y3": 0.5398, "X4": 0.18598, "Y4": 0.5678, "page": 0, "Index": 89}, {"Word": "43", "Confidence": 0.997, "X1": 0.21563, "Y1": 0.5472, "X2": 0.21698, "Y2": 0.547, "X3": 0.23046, "Y3": 0.5478, "X4": 0.22911, "Y4": 0.5598, "page": 0, "Index": 90}, {"Word": "43", "Confidence": 0.994, "X1": 0.22642, "Y1": 0.5462, "X2": 0.22642, "Y2": 0.546, "X3": 0.24259, "Y3": 0.5458, "X4": 0.24259, "Y4": 0.5598, "page": 0, "Index": 91}, {"Word": "43", "Confidence": 0.998, "X1": 0.24124, "Y1": 0.5442, "X2": 0.24124, "Y2": 0.544, "X3": 0.25741, "Y3": 0.5438, "X4": 0.25741, "Y4": 0.5578, "page": 0, "Index": 92}, {"Word": "43", "Confidence": 0.998, "X1": 0.28976, "Y1": 0.5472, "X2": 0.28976, "Y2": 0.547, "X3": 0.30189, "Y3": 0.5468, "X4": 0.30189, "Y4": 0.5598, "page": 0, "Index": 93}, {"Word": "43", "Confidence": 0.962, "X1": 0.30054, "Y1": 0.5452, "X2": 0.30054, "Y2": 0.545, "X3": 0.31671, "Y3": 0.5448, "X4": 0.31671, "Y4": 0.5588, "page": 0, "Index": 94}, {"Word": "<3", "Confidence": 0.462, "X1": 0.31671, "Y1": 0.5442, "X2": 0.31536, "Y2": 0.544, "X3": 0.33019, "Y3": 0.5428, "X4": 0.33154, "Y4": 0.5578, "page": 0, "Index": 95}, {"Word": "43", "Confidence": 0.794, "X1": 0.33019, "Y1": 0.5492, "X2": 0.32884, "Y2": 0.549, "X3": 0.34232, "Y3": 0.5478, "X4": 0.34367, "Y4": 0.5608, "page": 0, "Index": 96}, {"Word": "43", "Confidence": 0.998, "X1": 0.34367, "Y1": 0.5472, "X2": 0.34501, "Y2": 0.547, "X3": 0.35849, "Y3": 0.5478, "X4": 0.35714, "Y4": 0.5608, "page": 0, "Index": 97}, {"Word": "43", "Confidence": 0.997, "X1": 0.35849, "Y1": 0.5432, "X2": 0.35984, "Y2": 0.543, "X3": 0.37466, "Y3": 0.5438, "X4": 0.37332, "Y4": 0.5598, "page": 0, "Index": 98}, {"Word": "43", "Confidence": 0.927, "X1": 0.37332, "Y1": 0.5442, "X2": 0.37332, "Y2": 0.544, "X3": 0.38814, "Y3": 0.5438, "X4": 0.38814, "Y4": 0.5588, "page": 0, "Index": 99}, {"Word": "43", "Confidence": 0.997, "X1": 0.38814, "Y1": 0.5472, "X2": 0.38814, "Y2": 0.547, "X3": 0.40431, "Y3": 0.5468, "X4": 0.40431, "Y4": 0.5608, "page": 0, "Index": 100}, {"Word": "43", "Confidence": 0.98, "X1": 0.40296, "Y1": 0.5442, "X2": 0.40296, "Y2": 0.544, "X3": 0.41914, "Y3": 0.5448, "X4": 0.41914, "Y4": 0.5598, "page": 0, "Index": 101}, {"Word": "43", "Confidence": 0.244, "X1": 0.41509, "Y1": 0.5442, "X2": 0.41509, "Y2": 0.544, "X3": 0.43127, "Y3": 0.5438, "X4": 0.43127, "Y4": 0.5598, "page": 0, "Index": 102}, {"Word": "43", "Confidence": 0.998, "X1": 0.43127, "Y1": 0.5442, "X2": 0.43127, "Y2": 0.544, "X3": 0.44609, "Y3": 0.5438, "X4": 0.44609, "Y4": 0.5598, "page": 0, "Index": 103}, {"Word": "43", "Confidence": 0.955, "X1": 0.44609, "Y1": 0.5482, "X2": 0.44609, "Y2": 0.548, "X3": 0.46092, "Y3": 0.5478, "X4": 0.46092, "Y4": 0.5598, "page": 0, "Index": 104}, {"Word": "43", "Confidence": 0.994, "X1": 0.46092, "Y1": 0.5462, "X2": 0.46092, "Y2": 0.546, "X3": 0.47709, "Y3": 0.5458, "X4": 0.47709, "Y4": 0.5608, "page": 0, "Index": 105}, {"Word": "43", "Confidence": 0.931, "X1": 0.47978, "Y1": 0.5482, "X2": 0.47844, "Y2": 0.548, "X3": 0.49326, "Y3": 0.5468, "X4": 0.49326, "Y4": 0.5598, "page": 0, "Index": 106}, {"Word": "43", "Confidence": 0.996, "X1": 0.49191, "Y1": 0.5482, "X2": 0.49191, "Y2": 0.548, "X3": 0.50539, "Y3": 0.5478, "X4": 0.50539, "Y4": 0.5608, "page": 0, "Index": 107}, {"Word": "43", "Confidence": 0.995, "X1": 0.50674, "Y1": 0.5482, "X2": 0.50539, "Y2": 0.548, "X3": 0.51887, "Y3": 0.5468, "X4": 0.52022, "Y4": 0.5598, "page": 0, "Index": 108}, {"Word": "43", "Confidence": 0.997, "X1": 0.52022, "Y1": 0.5472, "X2": 0.52022, "Y2": 0.547, "X3": 0.53504, "Y3": 0.5468, "X4": 0.53504, "Y4": 0.5608, "page": 0, "Index": 109}, {"Word": "43", "Confidence": 0.941, "X1": 0.53504, "Y1": 0.5482, "X2": 0.53504, "Y2": 0.548, "X3": 0.54987, "Y3": 0.5478, "X4": 0.54987, "Y4": 0.5598, "page": 0, "Index": 110}, {"Word": "43", "Confidence": 0.994, "X1": 0.54987, "Y1": 0.5472, "X2": 0.54987, "Y2": 0.547, "X3": 0.56469, "Y3": 0.5468, "X4": 0.56469, "Y4": 0.5608, "page": 0, "Index": 111}, {"Word": "43", "Confidence": 0.997, "X1": 0.56469, "Y1": 0.5472, "X2": 0.56469, "Y2": 0.547, "X3": 0.57951, "Y3": 0.5468, "X4": 0.57951, "Y4": 0.5598, "page": 0, "Index": 112}, {"Word": "43", "Confidence": 0.995, "X1": 0.57682, "Y1": 0.5482, "X2": 0.57682, "Y2": 0.548, "X3": 0.59164, "Y3": 0.5468, "X4": 0.59164, "Y4": 0.5598, "page": 0, "Index": 113}, {"Word": "43", "Confidence": 0.991, "X1": 0.59299, "Y1": 0.5482, "X2": 0.59299, "Y2": 0.548, "X3": 0.60782, "Y3": 0.5468, "X4": 0.60782, "Y4": 0.5608, "page": 0, "Index": 114}, {"Word": "43", "Confidence": 0.996, "X1": 0.60647, "Y1": 0.5472, "X2": 0.60647, "Y2": 0.547, "X3": 0.62264, "Y3": 0.5458, "X4": 0.62264, "Y4": 0.5608, "page": 0, "Index": 115}, {"Word": "43", "Confidence": 0.997, "X1": 0.62129, "Y1": 0.5482, "X2": 0.62129, "Y2": 0.548, "X3": 0.63477, "Y3": 0.5478, "X4": 0.63477, "Y4": 0.5598, "page": 0, "Index": 116}, {"Word": "43", "Confidence": 0.997, "X1": 0.63881, "Y1": 0.5482, "X2": 0.63881, "Y2": 0.548, "X3": 0.65229, "Y3": 0.5478, "X4": 0.65229, "Y4": 0.5608, "page": 0, "Index": 117}, {"Word": "43", "Confidence": 0.941, "X1": 0.6496, "Y1": 0.5482, "X2": 0.6496, "Y2": 0.548, "X3": 0.66442, "Y3": 0.5468, "X4": 0.66442, "Y4": 0.5598, "page": 0, "Index": 118}, {"Word": "43", "Confidence": 0.997, "X1": 0.66712, "Y1": 0.5482, "X2": 0.66577, "Y2": 0.548, "X3": 0.67925, "Y3": 0.5478, "X4": 0.68059, "Y4": 0.5608, "page": 0, "Index": 119}, {"Word": "43", "Confidence": 0.991, "X1": 0.68464, "Y1": 0.5492, "X2": 0.68329, "Y2": 0.549, "X3": 0.69407, "Y3": 0.5478, "X4": 0.69677, "Y4": 0.5598, "page": 0, "Index": 120}, {"Word": "43", "Confidence": 0.998, "X1": 0.69542, "Y1": 0.5482, "X2": 0.69542, "Y2": 0.548, "X3": 0.71024, "Y3": 0.5478, "X4": 0.71024, "Y4": 0.5598, "page": 0, "Index": 121}, {"Word": "43", "Confidence": 0.801, "X1": 0.71159, "Y1": 0.5482, "X2": 0.71024, "Y2": 0.548, "X3": 0.72372, "Y3": 0.5478, "X4": 0.72507, "Y4": 0.5608, "page": 0, "Index": 122}, {"Word": "43", "Confidence": 0.998, "X1": 0.72507, "Y1": 0.5482, "X2": 0.72507, "Y2": 0.548, "X3": 0.73854, "Y3": 0.5478, "X4": 0.73854, "Y4": 0.5598, "page": 0, "Index": 123}, {"Word": "43", "Confidence": 0.995, "X1": 0.73989, "Y1": 0.5482, "X2": 0.73989, "Y2": 0.548, "X3": 0.75337, "Y3": 0.5478, "X4": 0.75337, "Y4": 0.5608, "page": 0, "Index": 124}, {"Word": "43", "Confidence": 0.994, "X1": 0.75472, "Y1": 0.5492, "X2": 0.75337, "Y2": 0.549, "X3": 0.76819, "Y3": 0.5478, "X4": 0.76954, "Y4": 0.5598, "page": 0, "Index": 125}, {"Word": "43", "Confidence": 0.981, "X1": 0.76954, "Y1": 0.5482, "X2": 0.76819, "Y2": 0.548, "X3": 0.78302, "Y3": 0.5478, "X4": 0.78437, "Y4": 0.5608, "page": 0, "Index": 126}, {"Word": "43", "Confidence": 0.994, "X1": 0.78437, "Y1": 0.5482, "X2": 0.78302, "Y2": 0.548, "X3": 0.79784, "Y3": 0.5468, "X4": 0.79919, "Y4": 0.5598, "page": 0, "Index": 127}, {"Word": "43", "Confidence": 0.992, "X1": 0.81267, "Y1": 0.5482, "X2": 0.81132, "Y2": 0.548, "X3": 0.82615, "Y3": 0.5468, "X4": 0.82749, "Y4": 0.5598, "page": 0, "Index": 128}, {"Word": ".", "Confidence": 0.478, "X1": 0.19137, "Y1": 0.5452, "X2": 0.19946, "Y2": 0.545, "X3": 0.19946, "Y3": 0.5548, "X4": 0.19137, "Y4": 0.5548, "page": 0, "Index": 129}, {"Word": "DAY/TIME", "Confidence": 0.602, "X1": 0.17251, "Y1": 0.5742, "X2": 0.17251, "Y2": 0.574, "X3": 0.18598, "Y3": 0.5738, "X4": 0.18733, "Y4": 0.6298, "page": 0, "Index": 130}, {"Word": "TAKEN", "Confidence": 0.661, "X1": 0.18733, "Y1": 0.5752, "X2": 0.18733, "Y2": 0.575, "X3": 0.19946, "Y3": 0.5748, "X4": 0.19946, "Y4": 0.6088, "page": 0, "Index": 131}, {"Word": "DATA", "Confidence": 0.988, "X1": 0.09704, "Y1": 0.5882, "X2": 0.09704, "Y2": 0.588, "X3": 0.11321, "Y3": 0.5868, "X4": 0.11456, "Y4": 0.6158, "page": 0, "Index": 132}, {"Word": "10:56", "Confidence": 0.932, "X1": 0.21698, "Y1": 0.5832, "X2": 0.21698, "Y2": 0.583, "X3": 0.22911, "Y3": 0.5828, "X4": 0.22911, "Y4": 0.6138, "page": 0, "Index": 133}, {"Word": "10:57", "Confidence": 0.994, "X1": 0.22911, "Y1": 0.5802, "X2": 0.23046, "Y2": 0.58, "X3": 0.24528, "Y3": 0.5798, "X4": 0.24394, "Y4": 0.6158, "page": 0, "Index": 134}, {"Word": "11:02", "Confidence": 0.955, "X1": 0.24394, "Y1": 0.5822, "X2": 0.24663, "Y2": 0.582, "X3": 0.26011, "Y3": 0.5808, "X4": 0.25876, "Y4": 0.6148, "page": 0, "Index": 135}, {"Word": "11:02", "Confidence": 0.881, "X1": 0.29111, "Y1": 0.5832, "X2": 0.28976, "Y2": 0.583, "X3": 0.30189, "Y3": 0.5828, "X4": 0.30189, "Y4": 0.6138, "page": 0, "Index": 136}, {"Word": "11:03", "Confidence": 0.955, "X1": 0.30458, "Y1": 0.5832, "X2": 0.30458, "Y2": 0.583, "X3": 0.31671, "Y3": 0.5828, "X4": 0.31671, "Y4": 0.6148, "page": 0, "Index": 137}, {"Word": "11:03", "Confidence": 0.964, "X1": 0.31806, "Y1": 0.5832, "X2": 0.31806, "Y2": 0.583, "X3": 0.33019, "Y3": 0.5828, "X4": 0.33019, "Y4": 0.6148, "page": 0, "Index": 138}, {"Word": "11:04", "Confidence": 0.995, "X1": 0.33288, "Y1": 0.5832, "X2": 0.33288, "Y2": 0.583, "X3": 0.34501, "Y3": 0.5828, "X4": 0.34501, "Y4": 0.6148, "page": 0, "Index": 139}, {"Word": "11:05", "Confidence": 0.881, "X1": 0.34906, "Y1": 0.5832, "X2": 0.34906, "Y2": 0.583, "X3": 0.35984, "Y3": 0.5828, "X4": 0.35984, "Y4": 0.6148, "page": 0, "Index": 140}, {"Word": "11:05", "Confidence": 0.996, "X1": 0.35984, "Y1": 0.5832, "X2": 0.36253, "Y2": 0.583, "X3": 0.37601, "Y3": 0.5828, "X4": 0.37332, "Y4": 0.6158, "page": 0, "Index": 141}, {"Word": "11:07", "Confidence": 0.993, "X1": 0.37332, "Y1": 0.5812, "X2": 0.37601, "Y2": 0.581, "X3": 0.39084, "Y3": 0.5798, "X4": 0.38949, "Y4": 0.6158, "page": 0, "Index": 142}, {"Word": "11:07", "Confidence": 0.99, "X1": 0.39084, "Y1": 0.5812, "X2": 0.39218, "Y2": 0.581, "X3": 0.40566, "Y3": 0.5808, "X4": 0.40566, "Y4": 0.6158, "page": 0, "Index": 143}, {"Word": "11:08", "Confidence": 0.886, "X1": 0.40431, "Y1": 0.5822, "X2": 0.40701, "Y2": 0.582, "X3": 0.42049, "Y3": 0.5818, "X4": 0.42049, "Y4": 0.6158, "page": 0, "Index": 144}, {"Word": "11:08", "Confidence": 0.996, "X1": 0.41779, "Y1": 0.5822, "X2": 0.41914, "Y2": 0.582, "X3": 0.43396, "Y3": 0.5818, "X4": 0.43261, "Y4": 0.6158, "page": 0, "Index": 145}, {"Word": "11:08", "Confidence": 0.955, "X1": 0.43261, "Y1": 0.5822, "X2": 0.43396, "Y2": 0.582, "X3": 0.44879, "Y3": 0.5818, "X4": 0.44744, "Y4": 0.6158, "page": 0, "Index": 146}, {"Word": "11:09", "Confidence": 0.997, "X1": 0.44744, "Y1": 0.5822, "X2": 0.44879, "Y2": 0.582, "X3": 0.46361, "Y3": 0.5808, "X4": 0.46361, "Y4": 0.6158, "page": 0, "Index": 147}, {"Word": "11:10", "Confidence": 0.962, "X1": 0.46226, "Y1": 0.5822, "X2": 0.46361, "Y2": 0.582, "X3": 0.47844, "Y3": 0.5808, "X4": 0.47844, "Y4": 0.6158, "page": 0, "Index": 148}, {"Word": "11:10", "Confidence": 0.838, "X1": 0.47709, "Y1": 0.5812, "X2": 0.47844, "Y2": 0.581, "X3": 0.49461, "Y3": 0.5808, "X4": 0.49326, "Y4": 0.6158, "page": 0, "Index": 149}, {"Word": "11:12", "Confidence": 0.881, "X1": 0.54987, "Y1": 0.5822, "X2": 0.55121, "Y2": 0.582, "X3": 0.56604, "Y3": 0.5808, "X4": 0.56604, "Y4": 0.6158, "page": 0, "Index": 150}, {"Word": "11:15", "Confidence": 0.955, "X1": 0.62399, "Y1": 0.5832, "X2": 0.62534, "Y2": 0.583, "X3": 0.63881, "Y3": 0.5828, "X4": 0.63881, "Y4": 0.6158, "page": 0, "Index": 151}, {"Word": "11:18", "Confidence": 0.975, "X1": 0.72372, "Y1": 0.5822, "X2": 0.72642, "Y2": 0.582, "X3": 0.73989, "Y3": 0.5818, "X4": 0.74124, "Y4": 0.6158, "page": 0, "Index": 152}, {"Word": "11:19", "Confidence": 0.993, "X1": 0.75337, "Y1": 0.5812, "X2": 0.75337, "Y2": 0.581, "X3": 0.77089, "Y3": 0.5808, "X4": 0.77224, "Y4": 0.6168, "page": 0, "Index": 153}, {"Word": "11:19", "Confidence": 0.994, "X1": 0.76954, "Y1": 0.5832, "X2": 0.76819, "Y2": 0.583, "X3": 0.78437, "Y3": 0.5818, "X4": 0.78571, "Y4": 0.6158, "page": 0, "Index": 154}, {"Word": ":20", "Confidence": 0.667, "X1": 0.78032, "Y1": 0.5822, "X2": 0.78032, "Y2": 0.582, "X3": 0.79919, "Y3": 0.5818, "X4": 0.79919, "Y4": 0.6018, "page": 0, "Index": 155}, {"Word": "11:20", "Confidence": 0.97, "X1": 0.79515, "Y1": 0.5812, "X2": 0.79515, "Y2": 0.581, "X3": 0.81267, "Y3": 0.5808, "X4": 0.81536, "Y4": 0.6168, "page": 0, "Index": 156}, {"Word": ":21", "Confidence": 0.848, "X1": 0.80997, "Y1": 0.5812, "X2": 0.80997, "Y2": 0.581, "X3": 0.82884, "Y3": 0.5818, "X4": 0.82884, "Y4": 0.6008, "page": 0, "Index": 157}, {"Word": "22", "Confidence": 0.998, "X1": 0.8248, "Y1": 0.5822, "X2": 0.8248, "Y2": 0.582, "X3": 0.84097, "Y3": 0.5818, "X4": 0.84097, "Y4": 0.5958, "page": 0, "Index": 158}, {"Word": "11:", "Confidence": 0.602, "X1": 0.49057, "Y1": 0.5942, "X2": 0.49191, "Y2": 0.594, "X3": 0.50809, "Y3": 0.5938, "X4": 0.50674, "Y4": 0.6158, "page": 0, "Index": 159}, {"Word": "11:1", "Confidence": 0.806, "X1": 0.51887, "Y1": 0.5902, "X2": 0.52022, "Y2": 0.59, "X3": 0.53774, "Y3": 0.5898, "X4": 0.53639, "Y4": 0.6168, "page": 0, "Index": 160}, {"Word": "11:1", "Confidence": 0.869, "X1": 0.66712, "Y1": 0.5892, "X2": 0.66846, "Y2": 0.589, "X3": 0.68194, "Y3": 0.5888, "X4": 0.68194, "Y4": 0.6168, "page": 0, "Index": 161}, {"Word": "11:1", "Confidence": 0.612, "X1": 0.68194, "Y1": 0.5902, "X2": 0.68329, "Y2": 0.59, "X3": 0.69811, "Y3": 0.5898, "X4": 0.69811, "Y4": 0.6168, "page": 0, "Index": 162}, {"Word": "11:1", "Confidence": 0.801, "X1": 0.69677, "Y1": 0.5902, "X2": 0.69677, "Y2": 0.59, "X3": 0.71159, "Y3": 0.5898, "X4": 0.71159, "Y4": 0.6158, "page": 0, "Index": 163}, {"Word": "11:1", "Confidence": 0.964, "X1": 0.73989, "Y1": 0.5902, "X2": 0.73989, "Y2": 0.59, "X3": 0.75472, "Y3": 0.5898, "X4": 0.75472, "Y4": 0.6168, "page": 0, "Index": 164}, {"Word": ":", "Confidence": 0.907, "X1": 0.8248, "Y1": 0.5982, "X2": 0.8248, "Y2": 0.598, "X3": 0.84097, "Y3": 0.5978, "X4": 0.84097, "Y4": 0.6018, "page": 0, "Index": 165}, {"Word": "11", "Confidence": 0.969, "X1": 0.5027, "Y1": 0.6012, "X2": 0.50539, "Y2": 0.601, "X3": 0.52561, "Y3": 0.6008, "X4": 0.52291, "Y4": 0.6158, "page": 0, "Index": 166}, {"Word": "11", "Confidence": 0.688, "X1": 0.53235, "Y1": 0.6022, "X2": 0.53369, "Y2": 0.602, "X3": 0.55391, "Y3": 0.6018, "X4": 0.55256, "Y4": 0.6168, "page": 0, "Index": 167}, {"Word": "11", "Confidence": 0.961, "X1": 0.57547, "Y1": 0.6022, "X2": 0.57817, "Y2": 0.602, "X3": 0.59973, "Y3": 0.6028, "X4": 0.59704, "Y4": 0.6168, "page": 0, "Index": 168}, {"Word": "11", "Confidence": 0.991, "X1": 0.59164, "Y1": 0.6022, "X2": 0.59164, "Y2": 0.602, "X3": 0.60916, "Y3": 0.6018, "X4": 0.60916, "Y4": 0.6158, "page": 0, "Index": 169}, {"Word": "11", "Confidence": 0.779, "X1": 0.60647, "Y1": 0.6022, "X2": 0.60782, "Y2": 0.602, "X3": 0.62803, "Y3": 0.6018, "X4": 0.62668, "Y4": 0.6168, "page": 0, "Index": 170}, {"Word": "11", "Confidence": 0.991, "X1": 0.63747, "Y1": 0.6022, "X2": 0.63881, "Y2": 0.602, "X3": 0.65633, "Y3": 0.6018, "X4": 0.65499, "Y4": 0.6168, "page": 0, "Index": 171}, {"Word": "11", "Confidence": 0.994, "X1": 0.6496, "Y1": 0.6012, "X2": 0.65094, "Y2": 0.601, "X3": 0.66981, "Y3": 0.6018, "X4": 0.66846, "Y4": 0.6168, "page": 0, "Index": 172}, {"Word": "11", "Confidence": 0.997, "X1": 0.71024, "Y1": 0.6032, "X2": 0.71024, "Y2": 0.603, "X3": 0.72642, "Y3": 0.6028, "X4": 0.72642, "Y4": 0.6168, "page": 0, "Index": 173}, {"Word": "HAS", "Confidence": 0.62, "X1": 0.18733, "Y1": 0.6172, "X2": 0.18733, "Y2": 0.617, "X3": 0.19946, "Y3": 0.6168, "X4": 0.20081, "Y4": 0.6368, "page": 0, "Index": 174}, {"Word": "RAW", "Confidence": 0.995, "X1": 0.09704, "Y1": 0.6242, "X2": 0.09704, "Y2": 0.624, "X3": 0.11456, "Y3": 0.6228, "X4": 0.11456, "Y4": 0.6428, "page": 0, "Index": 175}, {"Word": "STUDY", "Confidence": 0.921, "X1": 0.17251, "Y1": 0.6372, "X2": 0.17251, "Y2": 0.637, "X3": 0.18733, "Y3": 0.6358, "X4": 0.18598, "Y4": 0.6698, "page": 0, "Index": 176}, {"Word": "-2", "Confidence": 0.993, "X1": 0.21563, "Y1": 0.6362, "X2": 0.21563, "Y2": 0.636, "X3": 0.23046, "Y3": 0.6358, "X4": 0.23046, "Y4": 0.6498, "page": 0, "Index": 177}, {"Word": "-2", "Confidence": 0.926, "X1": 0.23046, "Y1": 0.6342, "X2": 0.23181, "Y2": 0.634, "X3": 0.24663, "Y3": 0.6338, "X4": 0.24528, "Y4": 0.6488, "page": 0, "Index": 178}, {"Word": "-2", "Confidence": 0.98, "X1": 0.24124, "Y1": 0.6342, "X2": 0.24394, "Y2": 0.634, "X3": 0.25741, "Y3": 0.6338, "X4": 0.25472, "Y4": 0.6488, "page": 0, "Index": 179}, {"Word": "-2", "Confidence": 0.729, "X1": 0.30593, "Y1": 0.6362, "X2": 0.30728, "Y2": 0.636, "X3": 0.31941, "Y3": 0.6368, "X4": 0.31806, "Y4": 0.6488, "page": 0, "Index": 180}, {"Word": "-2", "Confidence": 0.941, "X1": 0.33154, "Y1": 0.6362, "X2": 0.33288, "Y2": 0.636, "X3": 0.34771, "Y3": 0.6368, "X4": 0.34636, "Y4": 0.6508, "page": 0, "Index": 181}, {"Word": "-2", "Confidence": 0.941, "X1": 0.35984, "Y1": 0.6372, "X2": 0.35984, "Y2": 0.637, "X3": 0.37466, "Y3": 0.6368, "X4": 0.37466, "Y4": 0.6508, "page": 0, "Index": 182}, {"Word": "-2", "Confidence": 0.965, "X1": 0.37332, "Y1": 0.6362, "X2": 0.37466, "Y2": 0.636, "X3": 0.39084, "Y3": 0.6368, "X4": 0.38949, "Y4": 0.6508, "page": 0, "Index": 183}, {"Word": "-2", "Confidence": 0.899, "X1": 0.38814, "Y1": 0.6362, "X2": 0.38949, "Y2": 0.636, "X3": 0.40566, "Y3": 0.6368, "X4": 0.40431, "Y4": 0.6508, "page": 0, "Index": 184}, {"Word": "-2", "Confidence": 0.997, "X1": 0.40431, "Y1": 0.6372, "X2": 0.40431, "Y2": 0.637, "X3": 0.42049, "Y3": 0.6368, "X4": 0.42049, "Y4": 0.6508, "page": 0, "Index": 185}, {"Word": "-2", "Confidence": 0.997, "X1": 0.41914, "Y1": 0.6362, "X2": 0.41914, "Y2": 0.636, "X3": 0.43666, "Y3": 0.6358, "X4": 0.43666, "Y4": 0.6508, "page": 0, "Index": 186}, {"Word": "-2", "Confidence": 0.9, "X1": 0.43127, "Y1": 0.6352, "X2": 0.43261, "Y2": 0.635, "X3": 0.45148, "Y3": 0.6358, "X4": 0.45013, "Y4": 0.6508, "page": 0, "Index": 187}, {"Word": "-2", "Confidence": 0.933, "X1": 0.44879, "Y1": 0.6352, "X2": 0.45013, "Y2": 0.635, "X3": 0.469, "Y3": 0.6358, "X4": 0.46765, "Y4": 0.6508, "page": 0, "Index": 188}, {"Word": "-2", "Confidence": 0.993, "X1": 0.46092, "Y1": 0.6352, "X2": 0.46092, "Y2": 0.635, "X3": 0.47978, "Y3": 0.6358, "X4": 0.47978, "Y4": 0.6508, "page": 0, "Index": 189}, {"Word": "-2", "Confidence": 0.992, "X1": 0.47709, "Y1": 0.6352, "X2": 0.47709, "Y2": 0.635, "X3": 0.49461, "Y3": 0.6348, "X4": 0.49461, "Y4": 0.6508, "page": 0, "Index": 190}, {"Word": "-2", "Confidence": 0.993, "X1": 0.49191, "Y1": 0.6352, "X2": 0.49191, "Y2": 0.635, "X3": 0.50943, "Y3": 0.6348, "X4": 0.50943, "Y4": 0.6508, "page": 0, "Index": 191}, {"Word": "-2", "Confidence": 0.953, "X1": 0.5027, "Y1": 0.6352, "X2": 0.50404, "Y2": 0.635, "X3": 0.52291, "Y3": 0.6348, "X4": 0.52156, "Y4": 0.6518, "page": 0, "Index": 192}, {"Word": "-2", "Confidence": 0.947, "X1": 0.52156, "Y1": 0.6352, "X2": 0.52291, "Y2": 0.635, "X3": 0.54043, "Y3": 0.6348, "X4": 0.53908, "Y4": 0.6498, "page": 0, "Index": 193}, {"Word": "-2", "Confidence": 0.948, "X1": 0.53369, "Y1": 0.6362, "X2": 0.53235, "Y2": 0.636, "X3": 0.55121, "Y3": 0.6348, "X4": 0.55256, "Y4": 0.6508, "page": 0, "Index": 194}, {"Word": "-2", "Confidence": 0.958, "X1": 0.54852, "Y1": 0.6332, "X2": 0.54852, "Y2": 0.633, "X3": 0.56739, "Y3": 0.6328, "X4": 0.56739, "Y4": 0.6518, "page": 0, "Index": 195}, {"Word": "-2", "Confidence": 0.983, "X1": 0.56334, "Y1": 0.6342, "X2": 0.56334, "Y2": 0.634, "X3": 0.58221, "Y3": 0.6338, "X4": 0.58221, "Y4": 0.6508, "page": 0, "Index": 196}, {"Word": "-2", "Confidence": 0.991, "X1": 0.57682, "Y1": 0.6372, "X2": 0.57547, "Y2": 0.637, "X3": 0.59299, "Y3": 0.6358, "X4": 0.59434, "Y4": 0.6508, "page": 0, "Index": 197}, {"Word": "-2", "Confidence": 0.995, "X1": 0.60647, "Y1": 0.6342, "X2": 0.60647, "Y2": 0.634, "X3": 0.62399, "Y3": 0.6338, "X4": 0.62399, "Y4": 0.6508, "page": 0, "Index": 198}, {"Word": "-2", "Confidence": 0.997, "X1": 0.62264, "Y1": 0.6362, "X2": 0.62264, "Y2": 0.636, "X3": 0.64016, "Y3": 0.6358, "X4": 0.64016, "Y4": 0.6508, "page": 0, "Index": 199}, {"Word": "-2", "Confidence": 0.913, "X1": 0.6496, "Y1": 0.6352, "X2": 0.65094, "Y2": 0.635, "X3": 0.66981, "Y3": 0.6358, "X4": 0.66846, "Y4": 0.6508, "page": 0, "Index": 200}, {"Word": "-2", "Confidence": 0.967, "X1": 0.66442, "Y1": 0.6352, "X2": 0.66577, "Y2": 0.635, "X3": 0.68329, "Y3": 0.6358, "X4": 0.68194, "Y4": 0.6518, "page": 0, "Index": 201}, {"Word": "-2", "Confidence": 0.968, "X1": 0.68059, "Y1": 0.6362, "X2": 0.68194, "Y2": 0.636, "X3": 0.70081, "Y3": 0.6358, "X4": 0.69946, "Y4": 0.6508, "page": 0, "Index": 202}, {"Word": "-2", "Confidence": 0.956, "X1": 0.69542, "Y1": 0.6362, "X2": 0.69677, "Y2": 0.636, "X3": 0.71294, "Y3": 0.6368, "X4": 0.71159, "Y4": 0.6518, "page": 0, "Index": 203}, {"Word": "DATA", "Confidence": 0.985, "X1": 0.18733, "Y1": 0.6452, "X2": 0.18733, "Y2": 0.645, "X3": 0.20081, "Y3": 0.6448, "X4": 0.20081, "Y4": 0.6708, "page": 0, "Index": 204}, {"Word": "TINE", "Confidence": 0.744, "X1": 0.17116, "Y1": 0.6852, "X2": 0.17251, "Y2": 0.685, "X3": 0.18733, "Y3": 0.6848, "X4": 0.18598, "Y4": 0.7118, "page": 0, "Index": 205}, {"Word": "ENTERED", "Confidence": 0.671, "X1": 0.18733, "Y1": 0.6862, "X2": 0.18733, "Y2": 0.686, "X3": 0.20081, "Y3": 0.6848, "X4": 0.20081, "Y4": 0.7318, "page": 0, "Index": 206}, {"Word": "10:56", "Confidence": 0.808, "X1": 0.21698, "Y1": 0.6862, "X2": 0.21698, "Y2": 0.686, "X3": 0.22911, "Y3": 0.6858, "X4": 0.23046, "Y4": 0.7178, "page": 0, "Index": 207}, {"Word": "10:57", "Confidence": 0.848, "X1": 0.22911, "Y1": 0.6852, "X2": 0.22911, "Y2": 0.685, "X3": 0.24394, "Y3": 0.6838, "X4": 0.24394, "Y4": 0.7188, "page": 0, "Index": 208}, {"Word": "12:02", "Confidence": 0.847, "X1": 0.24528, "Y1": 0.6852, "X2": 0.24528, "Y2": 0.685, "X3": 0.25876, "Y3": 0.6848, "X4": 0.25876, "Y4": 0.7178, "page": 0, "Index": 209}, {"Word": "11:02", "Confidence": 0.884, "X1": 0.28841, "Y1": 0.6852, "X2": 0.28976, "Y2": 0.685, "X3": 0.30458, "Y3": 0.6838, "X4": 0.30323, "Y4": 0.7188, "page": 0, "Index": 210}, {"Word": "12:03", "Confidence": 0.941, "X1": 0.30054, "Y1": 0.6852, "X2": 0.30189, "Y2": 0.685, "X3": 0.31806, "Y3": 0.6838, "X4": 0.31671, "Y4": 0.7178, "page": 0, "Index": 211}, {"Word": "11:03", "Confidence": 0.991, "X1": 0.31806, "Y1": 0.6852, "X2": 0.31806, "Y2": 0.685, "X3": 0.33288, "Y3": 0.6838, "X4": 0.33288, "Y4": 0.7188, "page": 0, "Index": 212}, {"Word": "11:04", "Confidence": 0.723, "X1": 0.33288, "Y1": 0.6852, "X2": 0.33423, "Y2": 0.685, "X3": 0.34906, "Y3": 0.6848, "X4": 0.34771, "Y4": 0.7188, "page": 0, "Index": 213}, {"Word": "12:05", "Confidence": 0.961, "X1": 0.34636, "Y1": 0.6852, "X2": 0.34771, "Y2": 0.685, "X3": 0.36253, "Y3": 0.6838, "X4": 0.36253, "Y4": 0.7188, "page": 0, "Index": 214}, {"Word": "11:05", "Confidence": 0.995, "X1": 0.35984, "Y1": 0.6852, "X2": 0.36119, "Y2": 0.685, "X3": 0.37736, "Y3": 0.6838, "X4": 0.37601, "Y4": 0.7188, "page": 0, "Index": 215}, {"Word": "11:07", "Confidence": 0.958, "X1": 0.37332, "Y1": 0.6842, "X2": 0.37466, "Y2": 0.684, "X3": 0.39084, "Y3": 0.6828, "X4": 0.39084, "Y4": 0.7188, "page": 0, "Index": 216}, {"Word": "11:07", "Confidence": 0.948, "X1": 0.38949, "Y1": 0.6842, "X2": 0.38949, "Y2": 0.684, "X3": 0.40566, "Y3": 0.6828, "X4": 0.40701, "Y4": 0.7198, "page": 0, "Index": 217}, {"Word": ":0", "Confidence": 0.915, "X1": 0.40566, "Y1": 0.6912, "X2": 0.40566, "Y2": 0.691, "X3": 0.42183, "Y3": 0.6908, "X4": 0.42183, "Y4": 0.7048, "page": 0, "Index": 218}, {"Word": "11", "Confidence": 0.994, "X1": 0.40566, "Y1": 0.7072, "X2": 0.40566, "Y2": 0.707, "X3": 0.42183, "Y3": 0.7068, "X4": 0.42183, "Y4": 0.7188, "page": 0, "Index": 219}, {"Word": "AND", "Confidence": 0.733, "X1": 0.17251, "Y1": 0.7332, "X2": 0.17251, "Y2": 0.733, "X3": 0.18598, "Y3": 0.7328, "X4": 0.18598, "Y4": 0.7538, "page": 0, "Index": 220}, {"Word": "05-Nov-90", "Confidence": 0.902, "X1": 0.21563, "Y1": 0.7312, "X2": 0.21698, "Y2": 0.731, "X3": 0.23046, "Y3": 0.7308, "X4": 0.23046, "Y4": 0.7918, "page": 0, "Index": 221}, {"Word": "05-Nov-90", "Confidence": 0.239, "X1": 0.23181, "Y1": 0.7342, "X2": 0.23046, "Y2": 0.734, "X3": 0.24394, "Y3": 0.7338, "X4": 0.24394, "Y4": 0.7928, "page": 0, "Index": 222}, {"Word": "05-Nov-90", "Confidence": 0.811, "X1": 0.24394, "Y1": 0.7342, "X2": 0.24528, "Y2": 0.734, "X3": 0.26011, "Y3": 0.7328, "X4": 0.25876, "Y4": 0.7948, "page": 0, "Index": 223}, {"Word": "05-Nov-90", "Confidence": 0.658, "X1": 0.28976, "Y1": 0.7342, "X2": 0.28976, "Y2": 0.734, "X3": 0.30458, "Y3": 0.7328, "X4": 0.30323, "Y4": 0.7938, "page": 0, "Index": 224}, {"Word": "05-Nov-90", "Confidence": 0.959, "X1": 0.30323, "Y1": 0.7342, "X2": 0.30323, "Y2": 0.734, "X3": 0.31941, "Y3": 0.7328, "X4": 0.31806, "Y4": 0.7948, "page": 0, "Index": 225}, {"Word": "05-Nov-90", "Confidence": 0.944, "X1": 0.31806, "Y1": 0.7332, "X2": 0.31806, "Y2": 0.733, "X3": 0.33288, "Y3": 0.7328, "X4": 0.33288, "Y4": 0.7948, "page": 0, "Index": 226}, {"Word": "05-Nov-90", "Confidence": 0.77, "X1": 0.33288, "Y1": 0.7332, "X2": 0.33423, "Y2": 0.733, "X3": 0.34906, "Y3": 0.7338, "X4": 0.34771, "Y4": 0.7948, "page": 0, "Index": 227}, {"Word": "05-Nov-90", "Confidence": 0.74, "X1": 0.34771, "Y1": 0.7332, "X2": 0.34771, "Y2": 0.733, "X3": 0.36523, "Y3": 0.7338, "X4": 0.36253, "Y4": 0.7948, "page": 0, "Index": 228}, {"Word": "05-Nov-90", "Confidence": 0.629, "X1": 0.36119, "Y1": 0.7332, "X2": 0.36253, "Y2": 0.733, "X3": 0.37871, "Y3": 0.7338, "X4": 0.37466, "Y4": 0.7908, "page": 0, "Index": 229}, {"Word": "05-Nov-90", "Confidence": 0.602, "X1": 0.37466, "Y1": 0.7342, "X2": 0.37601, "Y2": 0.734, "X3": 0.39218, "Y3": 0.7328, "X4": 0.38949, "Y4": 0.7908, "page": 0, "Index": 230}, {"Word": "05-Nov-90", "Confidence": 0.46, "X1": 0.39084, "Y1": 0.7332, "X2": 0.39084, "Y2": 0.733, "X3": 0.40701, "Y3": 0.7338, "X4": 0.40431, "Y4": 0.7908, "page": 0, "Index": 231}, {"Word": "Nov-90", "Confidence": 0.671, "X1": 0.40431, "Y1": 0.7342, "X2": 0.40566, "Y2": 0.734, "X3": 0.42049, "Y3": 0.7338, "X4": 0.41914, "Y4": 0.7718, "page": 0, "Index": 232}, {"Word": "7-90", "Confidence": 0.44, "X1": 0.42049, "Y1": 0.7342, "X2": 0.41914, "Y2": 0.734, "X3": 0.43396, "Y3": 0.7338, "X4": 0.43396, "Y4": 0.7558, "page": 0, "Index": 233}, {"Word": "-90", "Confidence": 0.788, "X1": 0.43396, "Y1": 0.7352, "X2": 0.43396, "Y2": 0.735, "X3": 0.44744, "Y3": 0.7348, "X4": 0.44744, "Y4": 0.7538, "page": 0, "Index": 234}, {"Word": "WAS", "Confidence": 0.626, "X1": 0.18733, "Y1": 0.7422, "X2": 0.18733, "Y2": 0.742, "X3": 0.20081, "Y3": 0.7408, "X4": 0.20081, "Y4": 0.7598, "page": 0, "Index": 235}, {"Word": "DIVISION", "Confidence": 0.778, "X1": 0.11186, "Y1": 0.7682, "X2": 0.11051, "Y2": 0.768, "X3": 0.12803, "Y3": 0.7668, "X4": 0.12803, "Y4": 0.8218, "page": 0, "Index": 236}, {"Word": "DATE", "Confidence": 0.987, "X1": 0.17251, "Y1": 0.7672, "X2": 0.17251, "Y2": 0.767, "X3": 0.18733, "Y3": 0.7658, "X4": 0.18868, "Y4": 0.7938, "page": 0, "Index": 237}, {"Word": "DATA", "Confidence": 0.987, "X1": 0.18733, "Y1": 0.7692, "X2": 0.18733, "Y2": 0.769, "X3": 0.20081, "Y3": 0.7678, "X4": 0.20081, "Y4": 0.7938, "page": 0, "Index": 238}, {"Word": "SEX/GROUP", "Confidence": 0.933, "X1": 0.17116, "Y1": 0.8012, "X2": 0.17251, "Y2": 0.801, "X3": 0.18868, "Y3": 0.8008, "X4": 0.18868, "Y4": 0.8628, "page": 0, "Index": 239}, {"Word": "/SUBGROUP", "Confidence": 0.868, "X1": 0.18733, "Y1": 0.8032, "X2": 0.18733, "Y2": 0.803, "X3": 0.20081, "Y3": 0.8018, "X4": 0.20081, "Y4": 0.8628, "page": 0, "Index": 240}, {"Word": "-/-", "Confidence": 0.747, "X1": 0.31806, "Y1": 0.8142, "X2": 0.31671, "Y2": 0.814, "X3": 0.33558, "Y3": 0.8148, "X4": 0.33558, "Y4": 0.8368, "page": 0, "Index": 241}, {"Word": "-/-", "Confidence": 0.825, "X1": 0.36119, "Y1": 0.8152, "X2": 0.36119, "Y2": 0.815, "X3": 0.37736, "Y3": 0.8158, "X4": 0.37601, "Y4": 0.8358, "page": 0, "Index": 242}, {"Word": "RESEARCH", "Confidence": 0.792, "X1": 0.11186, "Y1": 0.8302, "X2": 0.11186, "Y2": 0.83, "X3": 0.12803, "Y3": 0.8298, "X4": 0.12803, "Y4": 0.8838, "page": 0, "Index": 243}, {"Word": "RAT/SPRAGUE-DAWLEY", "Confidence": 0.69, "X1": 0.14016, "Y1": 0.8362, "X2": 0.14151, "Y2": 0.836, "X3": 0.15768, "Y3": 0.8358, "X4": 0.15633, "Y4": 0.9608, "page": 0, "Index": 244}, {"Word": "W", "Confidence": 0.524, "X1": 0.28841, "Y1": 0.8462, "X2": 0.28976, "Y2": 0.846, "X3": 0.30863, "Y3": 0.8468, "X4": 0.30728, "Y4": 0.8558, "page": 0, "Index": 245}, {"Word": "W/", "Confidence": 0.075, "X1": 0.31806, "Y1": 0.8402, "X2": 0.31806, "Y2": 0.84, "X3": 0.33558, "Y3": 0.8398, "X4": 0.33423, "Y4": 0.8528, "page": 0, "Index": 246}, {"Word": "222", "Confidence": 0.847, "X1": 0.21833, "Y1": 0.8372, "X2": 0.25606, "Y2": 0.837, "X3": 0.25606, "Y3": 0.8568, "X4": 0.21833, "Y4": 0.8558, "page": 0, "Index": 247}, {"Word": "TOBACCO", "Confidence": 0.994, "X1": 0.09704, "Y1": 0.8632, "X2": 0.09838, "Y2": 0.863, "X3": 0.11321, "Y3": 0.8628, "X4": 0.11321, "Y4": 0.9108, "page": 0, "Index": 248}, {"Word": "630/2", "Confidence": 0.993, "X1": 0.12668, "Y1": 0.8622, "X2": 0.12534, "Y2": 0.862, "X3": 0.14286, "Y3": 0.8618, "X4": 0.1442, "Y4": 0.8978, "page": 0, "Index": 249}, {"Word": "AFIMAL", "Confidence": 0.847, "X1": 0.17116, "Y1": 0.8702, "X2": 0.17116, "Y2": 0.87, "X3": 0.18733, "Y3": 0.8698, "X4": 0.18733, "Y4": 0.9128, "page": 0, "Index": 250}, {"Word": "NUMBER", "Confidence": 0.846, "X1": 0.18868, "Y1": 0.8722, "X2": 0.18868, "Y2": 0.872, "X3": 0.20081, "Y3": 0.8708, "X4": 0.20081, "Y4": 0.9118, "page": 0, "Index": 251}, {"Word": "49", "Confidence": 0.855, "X1": 0.28706, "Y1": 0.8702, "X2": 0.28706, "Y2": 0.87, "X3": 0.30458, "Y3": 0.8698, "X4": 0.30458, "Y4": 0.8818, "page": 0, "Index": 252}, {"Word": "50", "Confidence": 0.632, "X1": 0.29919, "Y1": 0.8702, "X2": 0.30054, "Y2": 0.87, "X3": 0.31806, "Y3": 0.8698, "X4": 0.31671, "Y4": 0.8828, "page": 0, "Index": 253}, {"Word": "51", "Confidence": 0.932, "X1": 0.31536, "Y1": 0.8692, "X2": 0.31536, "Y2": 0.869, "X3": 0.33423, "Y3": 0.8698, "X4": 0.33423, "Y4": 0.8838, "page": 0, "Index": 254}, {"Word": "52", "Confidence": 0.992, "X1": 0.33154, "Y1": 0.8702, "X2": 0.33154, "Y2": 0.87, "X3": 0.3504, "Y3": 0.8698, "X4": 0.3504, "Y4": 0.8838, "page": 0, "Index": 255}, {"Word": "53", "Confidence": 0.125, "X1": 0.34501, "Y1": 0.8692, "X2": 0.34501, "Y2": 0.869, "X3": 0.36388, "Y3": 0.8698, "X4": 0.36388, "Y4": 0.8838, "page": 0, "Index": 256}, {"Word": "54", "Confidence": 0.66, "X1": 0.35984, "Y1": 0.8692, "X2": 0.36119, "Y2": 0.869, "X3": 0.37871, "Y3": 0.8698, "X4": 0.37736, "Y4": 0.8848, "page": 0, "Index": 257}, {"Word": "55", "Confidence": 0.855, "X1": 0.37466, "Y1": 0.8712, "X2": 0.37601, "Y2": 0.871, "X3": 0.39218, "Y3": 0.8708, "X4": 0.39084, "Y4": 0.8828, "page": 0, "Index": 258}, {"Word": "56", "Confidence": 0.955, "X1": 0.38949, "Y1": 0.8702, "X2": 0.39084, "Y2": 0.87, "X3": 0.40701, "Y3": 0.8708, "X4": 0.40566, "Y4": 0.8828, "page": 0, "Index": 259}, {"Word": "52194", "Confidence": 0.994, "X1": 0.9717, "Y1": 0.8842, "X2": 0.97574, "Y2": 0.884, "X3": 0.95553, "Y3": 0.8848, "X4": 0.95148, "Y4": 0.8398, "page": 0, "Index": 260}, {"Word": "TOXICOLOGY", "Confidence": 0.955, "X1": 0.11186, "Y1": 0.8922, "X2": 0.11186, "Y2": 0.892, "X3": 0.12803, "Y3": 0.8918, "X4": 0.12803, "Y4": 0.9608, "page": 0, "Index": 261}, {"Word": "Building", "Confidence": 0.948, "X1": 0.12534, "Y1": 0.9052, "X2": 0.12668, "Y2": 0.905, "X3": 0.1442, "Y3": 0.9048, "X4": 0.14151, "Y4": 0.9618, "page": 0, "Index": 262}, {"Word": "R.J.R.", "Confidence": 0.993, "X1": 0.09569, "Y1": 0.9182, "X2": 0.09704, "Y2": 0.918, "X3": 0.11456, "Y3": 0.9178, "X4": 0.11456, "Y4": 0.9618, "page": 0, "Index": 263}, {"Word": "CAGE", "Confidence": 0.868, "X1": 0.17116, "Y1": 0.9272, "X2": 0.17116, "Y2": 0.927, "X3": 0.18733, "Y3": 0.9268, "X4": 0.18733, "Y4": 0.9528, "page": 0, "Index": 264}, {"Word": ".", "Confidence": 0.792, "X1": 0.18464, "Y1": 0.9332, "X2": 0.18464, "Y2": 0.933, "X3": 0.20081, "Y3": 0.9338, "X4": 0.20081, "Y4": 0.9408, "page": 0, "Index": 265}, {"Word": "46", "Confidence": 0.8, "X1": 0.21833, "Y1": 0.9342, "X2": 0.21833, "Y2": 0.934, "X3": 0.23315, "Y3": 0.9338, "X4": 0.23315, "Y4": 0.9458, "page": 0, "Index": 266}, {"Word": "49", "Confidence": 0.904, "X1": 0.28976, "Y1": 0.9342, "X2": 0.28976, "Y2": 0.934, "X3": 0.30458, "Y3": 0.9338, "X4": 0.30458, "Y4": 0.9458, "page": 0, "Index": 267}, {"Word": "51", "Confidence": 0.941, "X1": 0.31536, "Y1": 0.9332, "X2": 0.31536, "Y2": 0.933, "X3": 0.33288, "Y3": 0.9328, "X4": 0.33288, "Y4": 0.9468, "page": 0, "Index": 268}, {"Word": "52", "Confidence": 0.896, "X1": 0.33019, "Y1": 0.9322, "X2": 0.33019, "Y2": 0.932, "X3": 0.34906, "Y3": 0.9318, "X4": 0.34906, "Y4": 0.9468, "page": 0, "Index": 269}, {"Word": "53", "Confidence": 0.605, "X1": 0.34367, "Y1": 0.9322, "X2": 0.34501, "Y2": 0.932, "X3": 0.36658, "Y3": 0.9328, "X4": 0.36523, "Y4": 0.9468, "page": 0, "Index": 270}, {"Word": "55", "Confidence": 0.79, "X1": 0.37197, "Y1": 0.9322, "X2": 0.37197, "Y2": 0.932, "X3": 0.39353, "Y3": 0.9318, "X4": 0.39353, "Y4": 0.9478, "page": 0, "Index": 271}, {"Word": "56", "Confidence": 0.513, "X1": 0.38679, "Y1": 0.9312, "X2": 0.38814, "Y2": 0.931, "X3": 0.40836, "Y3": 0.9308, "X4": 0.40701, "Y4": 0.9468, "page": 0, "Index": 272}, {"Word": "57", "Confidence": 0.749, "X1": 0.40027, "Y1": 0.9332, "X2": 0.40027, "Y2": 0.933, "X3": 0.42318, "Y3": 0.9328, "X4": 0.42318, "Y4": 0.9478, "page": 0, "Index": 273}, {"Word": "63", "Confidence": 0.898, "X1": 0.49191, "Y1": 0.9312, "X2": 0.49057, "Y2": 0.931, "X3": 0.51078, "Y3": 0.9308, "X4": 0.51213, "Y4": 0.9458, "page": 0, "Index": 274}, {"Word": "76", "Confidence": 0.929, "X1": 0.67655, "Y1": 0.9312, "X2": 0.67655, "Y2": 0.931, "X3": 0.69946, "Y3": 0.9308, "X4": 0.69946, "Y4": 0.9488, "page": 0, "Index": 275}, {"Word": "4637", "Confidence": 0.991, "X1": 0.97709, "Y1": 0.9322, "X2": 0.98113, "Y2": 0.932, "X3": 0.96092, "Y3": 0.9328, "X4": 0.95687, "Y4": 0.8938, "page": 0, "Index": 276}, {"Word": "-", "Confidence": 0.97, "X1": 0.15499, "Y1": 0.9562, "X2": 0.15499, "Y2": 0.956, "X3": 0.16846, "Y3": 0.9548, "X4": 0.16846, "Y4": 0.9608, "page": 0, "Index": 277}]}
"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"
ffbg0065
4
{"lines_data": [{"Word": "52194 4636", "Confidence": 0.9925, "X1": 0.02291, "Y1": 0.0642, "X2": 0.01617, "Y2": 0.064, "X3": 0.03639, "Y3": 0.0628, "X4": 0.04447, "Y4": 0.1588, "page": 0}, {"Word": "UNH", "Confidence": 0.261, "X1": 0.72911, "Y1": 0.0632, "X2": 0.77898, "Y2": 0.063, "X3": 0.77898, "Y3": 0.0708, "X4": 0.72776, "Y4": 0.0708, "page": 0}, {"Word": "CAGE", "Confidence": 0.943, "X1": 0.82345, "Y1": 0.0792, "X2": 0.82345, "Y2": 0.079, "X3": 0.80728, "Y3": 0.0798, "X4": 0.80863, "Y4": 0.0488, "page": 0}, {"Word": "Building 630/2", "Confidence": 0.919, "X1": 0.86927, "Y1": 0.1482, "X2": 0.86927, "Y2": 0.148, "X3": 0.8531, "Y3": 0.1478, "X4": 0.8531, "Y4": 0.0398, "page": 0}, {"Word": "R.J.R. TOBACCO", "Confidence": 0.901, "X1": 0.89488, "Y1": 0.1452, "X2": 0.89892, "Y2": 0.145, "X3": 0.8814, "Y3": 0.1448, "X4": 0.87871, "Y4": 0.0398, "page": 0}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.605, "X1": 0.8531, "Y1": 0.1692, "X2": 0.8558, "Y2": 0.169, "X3": 0.83827, "Y3": 0.1688, "X4": 0.83693, "Y4": 0.0398, "page": 0}, {"Word": "05-", "Confidence": 0.673, "X1": 0.62129, "Y1": 0.2322, "X2": 0.61995, "Y2": 0.232, "X3": 0.60647, "Y3": 0.2308, "X4": 0.60647, "Y4": 0.2058, "page": 0}, {"Word": "05-NOV", "Confidence": 0.552, "X1": 0.31132, "Y1": 0.2482, "X2": 0.30863, "Y2": 0.248, "X3": 0.2965, "Y3": 0.2478, "X4": 0.29784, "Y4": 0.2078, "page": 0}, {"Word": "05-KO", "Confidence": 0.478, "X1": 0.34367, "Y1": 0.2462, "X2": 0.33962, "Y2": 0.246, "X3": 0.32615, "Y3": 0.2448, "X4": 0.32884, "Y4": 0.2078, "page": 0}, {"Word": "05-50", "Confidence": 0.226, "X1": 0.35714, "Y1": 0.2422, "X2": 0.35445, "Y2": 0.242, "X3": 0.34097, "Y3": 0.2408, "X4": 0.34367, "Y4": 0.2068, "page": 0}, {"Word": "05-NO", "Confidence": 0.618, "X1": 0.60647, "Y1": 0.2432, "X2": 0.60512, "Y2": 0.243, "X3": 0.5903, "Y3": 0.2418, "X4": 0.59164, "Y4": 0.2058, "page": 0}, {"Word": "ANIMAL SEX/GROUP DATE", "Confidence": 0.71933, "X1": 0.82345, "Y1": 0.2392, "X2": 0.8248, "Y2": 0.239, "X3": 0.80863, "Y3": 0.2388, "X4": 0.80728, "Y4": 0.0868, "page": 0}, {"Word": "TOXICOLOGY RESEARCH DIVISION", "Confidence": 0.511, "X1": 0.8841, "Y1": 0.2392, "X2": 0.88544, "Y2": 0.239, "X3": 0.86792, "Y3": 0.2388, "X4": 0.86658, "Y4": 0.0388, "page": 0}, {"Word": "OS-NOT", "Confidence": 0.367, "X1": 0.3248, "Y1": 0.2532, "X2": 0.32345, "Y2": 0.253, "X3": 0.31267, "Y3": 0.2528, "X4": 0.31402, "Y4": 0.2078, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.702, "X1": 0.63747, "Y1": 0.2692, "X2": 0.63477, "Y2": 0.269, "X3": 0.6186, "Y3": 0.2688, "X4": 0.62129, "Y4": 0.2058, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.648, "X1": 0.65229, "Y1": 0.2752, "X2": 0.65229, "Y2": 0.275, "X3": 0.63342, "Y3": 0.2748, "X4": 0.63342, "Y4": 0.2058, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.88, "X1": 0.68059, "Y1": 0.2752, "X2": 0.68194, "Y2": 0.275, "X3": 0.66442, "Y3": 0.2758, "X4": 0.66442, "Y4": 0.2068, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.69542, "Y1": 0.2752, "X2": 0.69677, "Y2": 0.275, "X3": 0.6779, "Y3": 0.2748, "X4": 0.6779, "Y4": 0.2048, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.514, "X1": 0.70889, "Y1": 0.2762, "X2": 0.70889, "Y2": 0.276, "X3": 0.69003, "Y3": 0.2758, "X4": 0.69003, "Y4": 0.2058, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.491, "X1": 0.72372, "Y1": 0.2752, "X2": 0.72507, "Y2": 0.275, "X3": 0.7062, "Y3": 0.2748, "X4": 0.7062, "Y4": 0.2088, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.422, "X1": 0.73989, "Y1": 0.2752, "X2": 0.73854, "Y2": 0.275, "X3": 0.72102, "Y3": 0.2748, "X4": 0.72237, "Y4": 0.2078, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.627, "X1": 0.75067, "Y1": 0.2742, "X2": 0.75202, "Y2": 0.274, "X3": 0.7372, "Y3": 0.2738, "X4": 0.7372, "Y4": 0.2088, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.554, "X1": 0.7655, "Y1": 0.2742, "X2": 0.76685, "Y2": 0.274, "X3": 0.75202, "Y3": 0.2738, "X4": 0.75067, "Y4": 0.2068, "page": 0}, {"Word": "05-Nov-90", "Confidence": 0.568, "X1": 0.78167, "Y1": 0.2762, "X2": 0.78167, "Y2": 0.276, "X3": 0.7655, "Y3": 0.2758, "X4": 0.7655, "Y4": 0.2088, "page": 0}, {"Word": "AND", "Confidence": 0.675, "X1": 0.8221, "Y1": 0.2722, "X2": 0.8221, "Y2": 0.272, "X3": 0.80863, "Y3": 0.2728, "X4": 0.80997, "Y4": 0.2508, "page": 0}, {"Word": "10:", "Confidence": 0.787, "X1": 0.76819, "Y1": 0.3082, "X2": 0.76819, "Y2": 0.308, "X3": 0.75202, "Y3": 0.3078, "X4": 0.75202, "Y4": 0.2848, "page": 0}, {"Word": ":37", "Confidence": 0.809, "X1": 0.60782, "Y1": 0.3222, "X2": 0.60916, "Y2": 0.322, "X3": 0.59299, "Y3": 0.3228, "X4": 0.5903, "Y4": 0.2978, "page": 0}, {"Word": "10:36", "Confidence": 0.586, "X1": 0.62264, "Y1": 0.3232, "X2": 0.62399, "Y2": 0.323, "X3": 0.60647, "Y3": 0.3228, "X4": 0.60647, "Y4": 0.2868, "page": 0}, {"Word": "10:36", "Confidence": 0.86, "X1": 0.63747, "Y1": 0.3272, "X2": 0.63881, "Y2": 0.327, "X3": 0.61995, "Y3": 0.3268, "X4": 0.61995, "Y4": 0.2858, "page": 0}, {"Word": "10:35", "Confidence": 0.97, "X1": 0.65229, "Y1": 0.3232, "X2": 0.65229, "Y2": 0.323, "X3": 0.63477, "Y3": 0.3228, "X4": 0.63477, "Y4": 0.2798, "page": 0}, {"Word": "05-Nov-90 10:34", "Confidence": 0.9385, "X1": 0.66712, "Y1": 0.3242, "X2": 0.66712, "Y2": 0.324, "X3": 0.64825, "Y3": 0.3238, "X4": 0.64825, "Y4": 0.2058, "page": 0}, {"Word": "10:34", "Confidence": 0.932, "X1": 0.68194, "Y1": 0.3232, "X2": 0.68329, "Y2": 0.323, "X3": 0.66577, "Y3": 0.3228, "X4": 0.66442, "Y4": 0.2768, "page": 0}, {"Word": "10:33", "Confidence": 0.995, "X1": 0.69677, "Y1": 0.3262, "X2": 0.69677, "Y2": 0.326, "X3": 0.67925, "Y3": 0.3258, "X4": 0.67925, "Y4": 0.2798, "page": 0}, {"Word": "10:33", "Confidence": 0.665, "X1": 0.71024, "Y1": 0.3262, "X2": 0.70889, "Y2": 0.326, "X3": 0.69137, "Y3": 0.3258, "X4": 0.69137, "Y4": 0.2808, "page": 0}, {"Word": "10:32", "Confidence": 0.958, "X1": 0.72372, "Y1": 0.3232, "X2": 0.72372, "Y2": 0.323, "X3": 0.7062, "Y3": 0.3228, "X4": 0.70755, "Y4": 0.2828, "page": 0}, {"Word": "10:31", "Confidence": 0.685, "X1": 0.7372, "Y1": 0.3242, "X2": 0.7372, "Y2": 0.324, "X3": 0.72102, "Y3": 0.3238, "X4": 0.72102, "Y4": 0.2788, "page": 0}, {"Word": "10:30", "Confidence": 0.992, "X1": 0.75202, "Y1": 0.3222, "X2": 0.75202, "Y2": 0.322, "X3": 0.7372, "Y3": 0.3218, "X4": 0.7372, "Y4": 0.2838, "page": 0}, {"Word": "10:28", "Confidence": 0.997, "X1": 0.78167, "Y1": 0.3222, "X2": 0.78032, "Y2": 0.322, "X3": 0.7655, "Y3": 0.3218, "X4": 0.7655, "Y4": 0.2838, "page": 0}, {"Word": "NUMBER /SUBGROUP DATA WAS ENTERED", "Confidence": 0.779, "X1": 0.80997, "Y1": 0.3212, "X2": 0.80997, "Y2": 0.321, "X3": 0.7938, "Y3": 0.3208, "X4": 0.7938, "Y4": 0.0888, "page": 0}, {"Word": "TIME", "Confidence": 0.941, "X1": 0.82345, "Y1": 0.3232, "X2": 0.82345, "Y2": 0.323, "X3": 0.80997, "Y3": 0.3228, "X4": 0.80997, "Y4": 0.2908, "page": 0}, {"Word": "-2", "Confidence": 0.904, "X1": 0.60782, "Y1": 0.3732, "X2": 0.60916, "Y2": 0.373, "X3": 0.59164, "Y3": 0.3738, "X4": 0.5903, "Y4": 0.3488, "page": 0}, {"Word": "-2", "Confidence": 0.97, "X1": 0.62399, "Y1": 0.3782, "X2": 0.62399, "Y2": 0.378, "X3": 0.60647, "Y3": 0.3778, "X4": 0.60512, "Y4": 0.3478, "page": 0}, {"Word": "-2", "Confidence": 0.93, "X1": 0.63612, "Y1": 0.3782, "X2": 0.63342, "Y2": 0.378, "X3": 0.6159, "Y3": 0.3768, "X4": 0.61725, "Y4": 0.3478, "page": 0}, {"Word": "-2", "Confidence": 0.968, "X1": 0.6496, "Y1": 0.3732, "X2": 0.65094, "Y2": 0.373, "X3": 0.63208, "Y3": 0.3738, "X4": 0.63208, "Y4": 0.3488, "page": 0}, {"Word": "-2", "Confidence": 0.957, "X1": 0.66577, "Y1": 0.3732, "X2": 0.66577, "Y2": 0.373, "X3": 0.64825, "Y3": 0.3738, "X4": 0.6469, "Y4": 0.3498, "page": 0}, {"Word": "-2", "Confidence": 0.991, "X1": 0.68059, "Y1": 0.3712, "X2": 0.68059, "Y2": 0.371, "X3": 0.66442, "Y3": 0.3708, "X4": 0.66442, "Y4": 0.3488, "page": 0}, {"Word": "-2.", "Confidence": 0.459, "X1": 0.69677, "Y1": 0.3752, "X2": 0.69407, "Y2": 0.375, "X3": 0.6779, "Y3": 0.3748, "X4": 0.68059, "Y4": 0.3538, "page": 0}, {"Word": "-2", "Confidence": 0.941, "X1": 0.70755, "Y1": 0.3772, "X2": 0.7062, "Y2": 0.377, "X3": 0.69137, "Y3": 0.3768, "X4": 0.69137, "Y4": 0.3498, "page": 0}, {"Word": "-2", "Confidence": 0.98, "X1": 0.72237, "Y1": 0.3722, "X2": 0.72237, "Y2": 0.372, "X3": 0.70485, "Y3": 0.3718, "X4": 0.70485, "Y4": 0.3518, "page": 0}, {"Word": "-2", "Confidence": 0.992, "X1": 0.73854, "Y1": 0.3692, "X2": 0.7372, "Y2": 0.369, "X3": 0.72237, "Y3": 0.3688, "X4": 0.72237, "Y4": 0.3498, "page": 0}, {"Word": "-2 -", "Confidence": 0.497, "X1": 0.59434, "Y1": 0.3792, "X2": 0.59434, "Y2": 0.379, "X3": 0.57547, "Y3": 0.3798, "X4": 0.57547, "Y4": 0.3558, "page": 0}, {"Word": "20:54", "Confidence": 0.652, "X1": 0.18194, "Y1": 0.4262, "X2": 0.18194, "Y2": 0.426, "X3": 0.16442, "Y3": 0.4258, "X4": 0.16442, "Y4": 0.3898, "page": 0}, {"Word": "10:54", "Confidence": 0.965, "X1": 0.19542, "Y1": 0.4282, "X2": 0.19677, "Y2": 0.428, "X3": 0.17925, "Y3": 0.4278, "X4": 0.17925, "Y4": 0.3828, "page": 0}, {"Word": "10:53", "Confidence": 0.864, "X1": 0.20889, "Y1": 0.4282, "X2": 0.21024, "Y2": 0.428, "X3": 0.19407, "Y3": 0.4278, "X4": 0.19272, "Y4": 0.3818, "page": 0}, {"Word": "0 :52", "Confidence": 0.48, "X1": 0.22372, "Y1": 0.4222, "X2": 0.22372, "Y2": 0.422, "X3": 0.20755, "Y3": 0.4218, "X4": 0.20755, "Y4": 0.3968, "page": 0}, {"Word": "10:51", "Confidence": 0.888, "X1": 0.25472, "Y1": 0.4282, "X2": 0.25472, "Y2": 0.428, "X3": 0.23854, "Y3": 0.4278, "X4": 0.23854, "Y4": 0.3828, "page": 0}, {"Word": "10:51", "Confidence": 0.882, "X1": 0.26954, "Y1": 0.4272, "X2": 0.26954, "Y2": 0.427, "X3": 0.25337, "Y3": 0.4268, "X4": 0.25337, "Y4": 0.3878, "page": 0}, {"Word": "0:50", "Confidence": 0.657, "X1": 0.28437, "Y1": 0.4282, "X2": 0.28302, "Y2": 0.428, "X3": 0.26819, "Y3": 0.4278, "X4": 0.26819, "Y4": 0.3918, "page": 0}, {"Word": "10:50", "Confidence": 0.994, "X1": 0.29919, "Y1": 0.4272, "X2": 0.30054, "Y2": 0.427, "X3": 0.28302, "Y3": 0.4268, "X4": 0.28302, "Y4": 0.3828, "page": 0}, {"Word": "10:49", "Confidence": 0.958, "X1": 0.31402, "Y1": 0.4242, "X2": 0.31267, "Y2": 0.424, "X3": 0.2965, "Y3": 0.4238, "X4": 0.2965, "Y4": 0.3818, "page": 0}, {"Word": "10:48", "Confidence": 0.809, "X1": 0.34367, "Y1": 0.4292, "X2": 0.34232, "Y2": 0.429, "X3": 0.32615, "Y3": 0.4278, "X4": 0.32884, "Y4": 0.3828, "page": 0}, {"Word": "10:48", "Confidence": 0.941, "X1": 0.35984, "Y1": 0.4282, "X2": 0.35714, "Y2": 0.428, "X3": 0.34097, "Y3": 0.4268, "X4": 0.34367, "Y4": 0.3868, "page": 0}, {"Word": "10:47", "Confidence": 0.968, "X1": 0.37332, "Y1": 0.4282, "X2": 0.37197, "Y2": 0.428, "X3": 0.3558, "Y3": 0.4278, "X4": 0.3558, "Y4": 0.3808, "page": 0}, {"Word": "10:46", "Confidence": 0.945, "X1": 0.38814, "Y1": 0.4282, "X2": 0.38679, "Y2": 0.428, "X3": 0.37062, "Y3": 0.4278, "X4": 0.37062, "Y4": 0.3808, "page": 0}, {"Word": "10:45", "Confidence": 0.994, "X1": 0.41779, "Y1": 0.4272, "X2": 0.41644, "Y2": 0.427, "X3": 0.39892, "Y3": 0.4268, "X4": 0.40027, "Y4": 0.3808, "page": 0}, {"Word": "10:44", "Confidence": 0.994, "X1": 0.43261, "Y1": 0.4282, "X2": 0.43127, "Y2": 0.428, "X3": 0.41375, "Y3": 0.4268, "X4": 0.41644, "Y4": 0.3808, "page": 0}, {"Word": "10:43", "Confidence": 0.931, "X1": 0.44744, "Y1": 0.4272, "X2": 0.44609, "Y2": 0.427, "X3": 0.42992, "Y3": 0.4268, "X4": 0.42992, "Y4": 0.3818, "page": 0}, {"Word": "10:43", "Confidence": 0.992, "X1": 0.46361, "Y1": 0.4272, "X2": 0.46092, "Y2": 0.427, "X3": 0.44474, "Y3": 0.4268, "X4": 0.44609, "Y4": 0.3808, "page": 0}, {"Word": "10:41", "Confidence": 0.991, "X1": 0.50539, "Y1": 0.4292, "X2": 0.5027, "Y2": 0.429, "X3": 0.48652, "Y3": 0.4278, "X4": 0.48922, "Y4": 0.3818, "page": 0}, {"Word": "10:40", "Confidence": 0.884, "X1": 0.53639, "Y1": 0.4242, "X2": 0.53369, "Y2": 0.424, "X3": 0.51752, "Y3": 0.4238, "X4": 0.52022, "Y4": 0.3828, "page": 0}, {"Word": "10:39", "Confidence": 0.929, "X1": 0.54852, "Y1": 0.4272, "X2": 0.54717, "Y2": 0.427, "X3": 0.53369, "Y3": 0.4268, "X4": 0.53369, "Y4": 0.3818, "page": 0}, {"Word": "10:38", "Confidence": 0.902, "X1": 0.57951, "Y1": 0.4282, "X2": 0.57682, "Y2": 0.428, "X3": 0.5593, "Y3": 0.4268, "X4": 0.56334, "Y4": 0.3828, "page": 0}, {"Word": "10:37", "Confidence": 0.886, "X1": 0.59569, "Y1": 0.4282, "X2": 0.59299, "Y2": 0.428, "X3": 0.57412, "Y3": 0.4278, "X4": 0.57682, "Y4": 0.3808, "page": 0}, {"Word": "10:36", "Confidence": 0.991, "X1": 0.62534, "Y1": 0.4282, "X2": 0.62399, "Y2": 0.428, "X3": 0.60512, "Y3": 0.4278, "X4": 0.60647, "Y4": 0.3818, "page": 0}, {"Word": "10:33", "Confidence": 0.913, "X1": 0.71024, "Y1": 0.4272, "X2": 0.71024, "Y2": 0.427, "X3": 0.69407, "Y3": 0.4268, "X4": 0.69407, "Y4": 0.3848, "page": 0}, {"Word": "10:31", "Confidence": 0.668, "X1": 0.73854, "Y1": 0.4282, "X2": 0.73585, "Y2": 0.428, "X3": 0.72237, "Y3": 0.4268, "X4": 0.72507, "Y4": 0.3858, "page": 0}, {"Word": "10:30", "Confidence": 0.942, "X1": 0.75202, "Y1": 0.4272, "X2": 0.74933, "Y2": 0.427, "X3": 0.7372, "Y3": 0.4268, "X4": 0.73989, "Y4": 0.3868, "page": 0}, {"Word": "10:29", "Confidence": 0.881, "X1": 0.76685, "Y1": 0.4262, "X2": 0.7655, "Y2": 0.426, "X3": 0.75202, "Y3": 0.4258, "X4": 0.75202, "Y4": 0.3878, "page": 0}, {"Word": "10:28", "Confidence": 0.882, "X1": 0.78032, "Y1": 0.4262, "X2": 0.77898, "Y2": 0.426, "X3": 0.7655, "Y3": 0.4258, "X4": 0.7655, "Y4": 0.3878, "page": 0}, {"Word": "10:52", "Confidence": 0.935, "X1": 0.23989, "Y1": 0.4292, "X2": 0.23854, "Y2": 0.429, "X3": 0.22237, "Y3": 0.4288, "X4": 0.22237, "Y4": 0.3838, "page": 0}, {"Word": "10:49", "Confidence": 0.447, "X1": 0.32749, "Y1": 0.4292, "X2": 0.32749, "Y2": 0.429, "X3": 0.30997, "Y3": 0.4288, "X4": 0.30997, "Y4": 0.3808, "page": 0}, {"Word": "10:45", "Confidence": 0.949, "X1": 0.40296, "Y1": 0.4292, "X2": 0.40162, "Y2": 0.429, "X3": 0.3841, "Y3": 0.4288, "X4": 0.38544, "Y4": 0.3818, "page": 0}, {"Word": "10:42", "Confidence": 0.994, "X1": 0.47574, "Y1": 0.4292, "X2": 0.47574, "Y2": 0.429, "X3": 0.45957, "Y3": 0.4288, "X4": 0.45957, "Y4": 0.3828, "page": 0}, {"Word": "10:42", "Confidence": 0.9, "X1": 0.49057, "Y1": 0.4312, "X2": 0.48652, "Y2": 0.431, "X3": 0.47035, "Y3": 0.4298, "X4": 0.47305, "Y4": 0.3868, "page": 0}, {"Word": "10:40", "Confidence": 0.991, "X1": 0.52156, "Y1": 0.4302, "X2": 0.51887, "Y2": 0.43, "X3": 0.50135, "Y3": 0.4298, "X4": 0.50404, "Y4": 0.3828, "page": 0}, {"Word": "10:38", "Confidence": 0.991, "X1": 0.56604, "Y1": 0.4302, "X2": 0.56469, "Y2": 0.43, "X3": 0.54717, "Y3": 0.4288, "X4": 0.54987, "Y4": 0.3818, "page": 0}, {"Word": "10:37", "Confidence": 0.855, "X1": 0.61051, "Y1": 0.4292, "X2": 0.60782, "Y2": 0.429, "X3": 0.5903, "Y3": 0.4288, "X4": 0.59299, "Y4": 0.3818, "page": 0}, {"Word": "10:36", "Confidence": 0.988, "X1": 0.63747, "Y1": 0.4292, "X2": 0.63612, "Y2": 0.429, "X3": 0.61995, "Y3": 0.4288, "X4": 0.62129, "Y4": 0.3828, "page": 0}, {"Word": "10:35", "Confidence": 0.995, "X1": 0.65364, "Y1": 0.4302, "X2": 0.6496, "Y2": 0.43, "X3": 0.63208, "Y3": 0.4298, "X4": 0.63477, "Y4": 0.3828, "page": 0}, {"Word": "10:34", "Confidence": 0.928, "X1": 0.66846, "Y1": 0.4302, "X2": 0.66577, "Y2": 0.43, "X3": 0.64825, "Y3": 0.4298, "X4": 0.65094, "Y4": 0.3828, "page": 0}, {"Word": "10:34", "Confidence": 0.807, "X1": 0.68329, "Y1": 0.4292, "X2": 0.68059, "Y2": 0.429, "X3": 0.66442, "Y3": 0.4288, "X4": 0.66712, "Y4": 0.3838, "page": 0}, {"Word": "10:33", "Confidence": 0.955, "X1": 0.69677, "Y1": 0.4292, "X2": 0.69542, "Y2": 0.429, "X3": 0.68059, "Y3": 0.4288, "X4": 0.68194, "Y4": 0.3838, "page": 0}, {"Word": "10:32", "Confidence": 0.997, "X1": 0.72507, "Y1": 0.4292, "X2": 0.72237, "Y2": 0.429, "X3": 0.70755, "Y3": 0.4288, "X4": 0.70889, "Y4": 0.3848, "page": 0}, {"Word": "DATA WAS TAKEN", "Confidence": 0.98167, "X1": 0.80997, "Y1": 0.4322, "X2": 0.81132, "Y2": 0.432, "X3": 0.79515, "Y3": 0.4318, "X4": 0.7938, "Y4": 0.3328, "page": 0}, {"Word": "43", "Confidence": 0.918, "X1": 0.18059, "Y1": 0.4592, "X2": 0.18194, "Y2": 0.459, "X3": 0.16307, "Y3": 0.4578, "X4": 0.16307, "Y4": 0.4368, "page": 0}, {"Word": "13", "Confidence": 0.511, "X1": 0.20755, "Y1": 0.4582, "X2": 0.20889, "Y2": 0.458, "X3": 0.19003, "Y3": 0.4578, "X4": 0.18868, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.56873, "Y1": 0.4592, "X2": 0.56739, "Y2": 0.459, "X3": 0.54717, "Y3": 0.4578, "X4": 0.54852, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.78032, "Y1": 0.4582, "X2": 0.78032, "Y2": 0.458, "X3": 0.76415, "Y3": 0.4578, "X4": 0.76415, "Y4": 0.4388, "page": 0}, {"Word": "43", "Confidence": 0.988, "X1": 0.19542, "Y1": 0.4592, "X2": 0.19677, "Y2": 0.459, "X3": 0.1779, "Y3": 0.4588, "X4": 0.17655, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.767, "X1": 0.22237, "Y1": 0.4592, "X2": 0.22372, "Y2": 0.459, "X3": 0.2035, "Y3": 0.4588, "X4": 0.2035, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.885, "X1": 0.25472, "Y1": 0.4612, "X2": 0.25472, "Y2": 0.461, "X3": 0.23585, "Y3": 0.4608, "X4": 0.23585, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.989, "X1": 0.27089, "Y1": 0.4612, "X2": 0.27089, "Y2": 0.461, "X3": 0.25067, "Y3": 0.4608, "X4": 0.25067, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.28571, "Y1": 0.4612, "X2": 0.28437, "Y2": 0.461, "X3": 0.2655, "Y3": 0.4608, "X4": 0.26685, "Y4": 0.4378, "page": 0}, {"Word": "43", "Confidence": 0.984, "X1": 0.30189, "Y1": 0.4612, "X2": 0.30189, "Y2": 0.461, "X3": 0.28167, "Y3": 0.4608, "X4": 0.28167, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.661, "X1": 0.31267, "Y1": 0.4592, "X2": 0.31267, "Y2": 0.459, "X3": 0.29245, "Y3": 0.4588, "X4": 0.29245, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.685, "X1": 0.32884, "Y1": 0.4602, "X2": 0.32749, "Y2": 0.46, "X3": 0.30728, "Y3": 0.4588, "X4": 0.30863, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.982, "X1": 0.34367, "Y1": 0.4602, "X2": 0.34367, "Y2": 0.46, "X3": 0.3248, "Y3": 0.4588, "X4": 0.3248, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.98, "X1": 0.35984, "Y1": 0.4612, "X2": 0.35849, "Y2": 0.461, "X3": 0.33962, "Y3": 0.4618, "X4": 0.34097, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.37466, "Y1": 0.4612, "X2": 0.37466, "Y2": 0.461, "X3": 0.3558, "Y3": 0.4608, "X4": 0.3558, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.93, "X1": 0.39084, "Y1": 0.4592, "X2": 0.38949, "Y2": 0.459, "X3": 0.37062, "Y3": 0.4588, "X4": 0.37197, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.867, "X1": 0.40162, "Y1": 0.4592, "X2": 0.40027, "Y2": 0.459, "X3": 0.3814, "Y3": 0.4588, "X4": 0.3814, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.982, "X1": 0.41644, "Y1": 0.4592, "X2": 0.41644, "Y2": 0.459, "X3": 0.39757, "Y3": 0.4588, "X4": 0.39757, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.955, "X1": 0.43127, "Y1": 0.4592, "X2": 0.42992, "Y2": 0.459, "X3": 0.4124, "Y3": 0.4598, "X4": 0.41375, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.924, "X1": 0.44879, "Y1": 0.4642, "X2": 0.44744, "Y2": 0.464, "X3": 0.42992, "Y3": 0.4648, "X4": 0.42992, "Y4": 0.4428, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.46361, "Y1": 0.4642, "X2": 0.46361, "Y2": 0.464, "X3": 0.44474, "Y3": 0.4638, "X4": 0.44609, "Y4": 0.4428, "page": 0}, {"Word": "43", "Confidence": 0.93, "X1": 0.47439, "Y1": 0.4602, "X2": 0.47305, "Y2": 0.46, "X3": 0.45553, "Y3": 0.4588, "X4": 0.45687, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.991, "X1": 0.49191, "Y1": 0.4652, "X2": 0.49057, "Y2": 0.465, "X3": 0.4717, "Y3": 0.4648, "X4": 0.47305, "Y4": 0.4428, "page": 0}, {"Word": "43", "Confidence": 0.968, "X1": 0.50809, "Y1": 0.4662, "X2": 0.50539, "Y2": 0.466, "X3": 0.48787, "Y3": 0.4658, "X4": 0.48922, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.84, "X1": 0.52022, "Y1": 0.4602, "X2": 0.52022, "Y2": 0.46, "X3": 0.5, "Y3": 0.4588, "X4": 0.50135, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.998, "X1": 0.53504, "Y1": 0.4612, "X2": 0.53504, "Y2": 0.461, "X3": 0.51752, "Y3": 0.4618, "X4": 0.51752, "Y4": 0.4368, "page": 0}, {"Word": "43", "Confidence": 0.996, "X1": 0.55256, "Y1": 0.4592, "X2": 0.55121, "Y2": 0.459, "X3": 0.53235, "Y3": 0.4588, "X4": 0.53369, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.813, "X1": 0.58221, "Y1": 0.4652, "X2": 0.57951, "Y2": 0.465, "X3": 0.5593, "Y3": 0.4648, "X4": 0.56199, "Y4": 0.4348, "page": 0}, {"Word": "43", "Confidence": 0.944, "X1": 0.59434, "Y1": 0.4602, "X2": 0.59299, "Y2": 0.46, "X3": 0.57278, "Y3": 0.4588, "X4": 0.57412, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.997, "X1": 0.61051, "Y1": 0.4652, "X2": 0.61051, "Y2": 0.465, "X3": 0.5903, "Y3": 0.4648, "X4": 0.59164, "Y4": 0.4428, "page": 0}, {"Word": "43", "Confidence": 0.681, "X1": 0.63477, "Y1": 0.4582, "X2": 0.63342, "Y2": 0.458, "X3": 0.6159, "Y3": 0.4588, "X4": 0.6159, "Y4": 0.4358, "page": 0}, {"Word": "43", "Confidence": 0.98, "X1": 0.65229, "Y1": 0.4612, "X2": 0.65094, "Y2": 0.461, "X3": 0.63342, "Y3": 0.4608, "X4": 0.63342, "Y4": 0.4378, "page": 0}, {"Word": "43", "Confidence": 0.939, "X1": 0.66712, "Y1": 0.4602, "X2": 0.66712, "Y2": 0.46, "X3": 0.64825, "Y3": 0.4598, "X4": 0.6496, "Y4": 0.4378, "page": 0}, {"Word": "43", "Confidence": 0.963, "X1": 0.68329, "Y1": 0.4622, "X2": 0.68194, "Y2": 0.462, "X3": 0.66307, "Y3": 0.4618, "X4": 0.66442, "Y4": 0.4398, "page": 0}, {"Word": "43", "Confidence": 0.971, "X1": 0.69677, "Y1": 0.4602, "X2": 0.69677, "Y2": 0.46, "X3": 0.67925, "Y3": 0.4598, "X4": 0.68059, "Y4": 0.4378, "page": 0}, {"Word": "43", "Confidence": 0.717, "X1": 0.71294, "Y1": 0.4632, "X2": 0.71159, "Y2": 0.463, "X3": 0.69407, "Y3": 0.4628, "X4": 0.69542, "Y4": 0.4438, "page": 0}, {"Word": "43", "Confidence": 0.94, "X1": 0.72372, "Y1": 0.4602, "X2": 0.72372, "Y2": 0.46, "X3": 0.7062, "Y3": 0.4598, "X4": 0.7062, "Y4": 0.4388, "page": 0}, {"Word": "43", "Confidence": 0.995, "X1": 0.73854, "Y1": 0.4602, "X2": 0.73854, "Y2": 0.46, "X3": 0.72237, "Y3": 0.4598, "X4": 0.72237, "Y4": 0.4388, "page": 0}, {"Word": "43", "Confidence": 0.994, "X1": 0.75337, "Y1": 0.4632, "X2": 0.75337, "Y2": 0.463, "X3": 0.7372, "Y3": 0.4628, "X4": 0.7372, "Y4": 0.4438, "page": 0}, {"Word": "43", "Confidence": 0.894, "X1": 0.7628, "Y1": 0.4582, "X2": 0.76415, "Y2": 0.458, "X3": 0.74933, "Y3": 0.4588, "X4": 0.74798, "Y4": 0.4378, "page": 0}, {"Word": "STUDY DAY/TIME OPER", "Confidence": 0.73767, "X1": 0.8248, "Y1": 0.4652, "X2": 0.8248, "Y2": 0.465, "X3": 0.80997, "Y3": 0.4648, "X4": 0.80863, "Y4": 0.3308, "page": 0}, {"Word": "Normal/no", "Confidence": 0.293, "X1": 0.15094, "Y1": 0.5322, "X2": 0.1496, "Y2": 0.532, "X3": 0.13612, "Y3": 0.5318, "X4": 0.13612, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.443, "X1": 0.1779, "Y1": 0.5342, "X2": 0.17655, "Y2": 0.534, "X3": 0.16577, "Y3": 0.5338, "X4": 0.16712, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.78, "X1": 0.25202, "Y1": 0.5342, "X2": 0.25067, "Y2": 0.534, "X3": 0.23989, "Y3": 0.5328, "X4": 0.23989, "Y4": 0.4688, "page": 0}, {"Word": "Normal/no", "Confidence": 0.596, "X1": 0.28167, "Y1": 0.5352, "X2": 0.28302, "Y2": 0.535, "X3": 0.26954, "Y3": 0.5358, "X4": 0.26685, "Y4": 0.4658, "page": 0}, {"Word": "Normal/no", "Confidence": 0.618, "X1": 0.29784, "Y1": 0.5382, "X2": 0.29784, "Y2": 0.538, "X3": 0.28302, "Y3": 0.5378, "X4": 0.28302, "Y4": 0.4688, "page": 0}, {"Word": "Normal/no", "Confidence": 0.476, "X1": 0.31267, "Y1": 0.5342, "X2": 0.31267, "Y2": 0.534, "X3": 0.29784, "Y3": 0.5338, "X4": 0.29784, "Y4": 0.4678, "page": 0}, {"Word": "Normal//no", "Confidence": 0.528, "X1": 0.38679, "Y1": 0.5352, "X2": 0.38814, "Y2": 0.535, "X3": 0.37332, "Y3": 0.5348, "X4": 0.37332, "Y4": 0.4658, "page": 0}, {"Word": "Normal/no", "Confidence": 0.4, "X1": 0.40162, "Y1": 0.5382, "X2": 0.40162, "Y2": 0.538, "X3": 0.38679, "Y3": 0.5378, "X4": 0.38679, "Y4": 0.4688, "page": 0}, {"Word": "Normal/no", "Confidence": 0.722, "X1": 0.41644, "Y1": 0.5382, "X2": 0.41779, "Y2": 0.538, "X3": 0.40162, "Y3": 0.5378, "X4": 0.40162, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.659, "X1": 0.4434, "Y1": 0.5382, "X2": 0.44609, "Y2": 0.538, "X3": 0.43127, "Y3": 0.5378, "X4": 0.42992, "Y4": 0.4648, "page": 0}, {"Word": "Normal/no", "Confidence": 0.605, "X1": 0.46092, "Y1": 0.5382, "X2": 0.46226, "Y2": 0.538, "X3": 0.44744, "Y3": 0.5378, "X4": 0.44744, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.601, "X1": 0.47574, "Y1": 0.5382, "X2": 0.47574, "Y2": 0.538, "X3": 0.45957, "Y3": 0.5378, "X4": 0.46092, "Y4": 0.4638, "page": 0}, {"Word": "Normal/no", "Confidence": 0.608, "X1": 0.48922, "Y1": 0.5372, "X2": 0.49057, "Y2": 0.537, "X3": 0.47574, "Y3": 0.5368, "X4": 0.47439, "Y4": 0.4658, "page": 0}, {"Word": "Normal/no", "Confidence": 0.626, "X1": 0.51887, "Y1": 0.5342, "X2": 0.51887, "Y2": 0.534, "X3": 0.50539, "Y3": 0.5338, "X4": 0.50539, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.79, "X1": 0.53504, "Y1": 0.5342, "X2": 0.53504, "Y2": 0.534, "X3": 0.52022, "Y3": 0.5338, "X4": 0.52022, "Y4": 0.4688, "page": 0}, {"Word": "Normal/no", "Confidence": 0.61, "X1": 0.54987, "Y1": 0.5352, "X2": 0.54987, "Y2": 0.535, "X3": 0.53504, "Y3": 0.5348, "X4": 0.53504, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.679, "X1": 0.56334, "Y1": 0.5382, "X2": 0.56469, "Y2": 0.538, "X3": 0.54987, "Y3": 0.5378, "X4": 0.54987, "Y4": 0.4658, "page": 0}, {"Word": "Noras1/no", "Confidence": 0.426, "X1": 0.57817, "Y1": 0.5342, "X2": 0.57817, "Y2": 0.534, "X3": 0.56334, "Y3": 0.5338, "X4": 0.56334, "Y4": 0.4688, "page": 0}, {"Word": "Normal no", "Confidence": 0.999, "X1": 0.61051, "Y1": 0.5382, "X2": 0.60916, "Y2": 0.538, "X3": 0.59434, "Y3": 0.5378, "X4": 0.59434, "Y4": 0.4638, "page": 0}, {"Word": "Normal/no", "Confidence": 0.669, "X1": 0.62129, "Y1": 0.5332, "X2": 0.61995, "Y2": 0.533, "X3": 0.60782, "Y3": 0.5328, "X4": 0.61051, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.442, "X1": 0.63612, "Y1": 0.5352, "X2": 0.63747, "Y2": 0.535, "X3": 0.62264, "Y3": 0.5358, "X4": 0.62129, "Y4": 0.4658, "page": 0}, {"Word": "Normal/no", "Confidence": 0.602, "X1": 0.66577, "Y1": 0.5342, "X2": 0.66577, "Y2": 0.534, "X3": 0.65094, "Y3": 0.5338, "X4": 0.65094, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.117, "X1": 0.67925, "Y1": 0.5362, "X2": 0.6779, "Y2": 0.536, "X3": 0.66712, "Y3": 0.5358, "X4": 0.66712, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.679, "X1": 0.69272, "Y1": 0.5332, "X2": 0.69272, "Y2": 0.533, "X3": 0.68194, "Y3": 0.5328, "X4": 0.68194, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no", "Confidence": 0.565, "X1": 0.72237, "Y1": 0.5352, "X2": 0.72102, "Y2": 0.535, "X3": 0.71024, "Y3": 0.5348, "X4": 0.71024, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.431, "X1": 0.7372, "Y1": 0.5332, "X2": 0.73585, "Y2": 0.533, "X3": 0.72507, "Y3": 0.5328, "X4": 0.72507, "Y4": 0.4698, "page": 0}, {"Word": "Normal /no", "Confidence": 0.6625, "X1": 0.75202, "Y1": 0.5332, "X2": 0.75067, "Y2": 0.533, "X3": 0.73854, "Y3": 0.5328, "X4": 0.73989, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no", "Confidence": 0.625, "X1": 0.19407, "Y1": 0.5392, "X2": 0.19407, "Y2": 0.539, "X3": 0.17925, "Y3": 0.5388, "X4": 0.17925, "Y4": 0.4668, "page": 0}, {"Word": "Normal//no", "Confidence": 0.342, "X1": 0.20755, "Y1": 0.5382, "X2": 0.20889, "Y2": 0.538, "X3": 0.19542, "Y3": 0.5388, "X4": 0.19407, "Y4": 0.4688, "page": 0}, {"Word": "Normal/no", "Confidence": 0.245, "X1": 0.2372, "Y1": 0.5382, "X2": 0.2372, "Y2": 0.538, "X3": 0.22372, "Y3": 0.5388, "X4": 0.22372, "Y4": 0.4668, "page": 0}, {"Word": "V", "Confidence": 0.757, "X1": 0.25067, "Y1": 0.5462, "X2": 0.25067, "Y2": 0.546, "X3": 0.23989, "Y3": 0.5458, "X4": 0.23989, "Y4": 0.5348, "page": 0}, {"Word": "Normal/no", "Confidence": 0.614, "X1": 0.26819, "Y1": 0.5392, "X2": 0.26954, "Y2": 0.539, "X3": 0.25472, "Y3": 0.5388, "X4": 0.25202, "Y4": 0.4668, "page": 0}, {"Word": "Normal/no", "Confidence": 0.765, "X1": 0.50539, "Y1": 0.5392, "X2": 0.50539, "Y2": 0.539, "X3": 0.49057, "Y3": 0.5388, "X4": 0.49057, "Y4": 0.4678, "page": 0}, {"Word": "Normal/no vi", "Confidence": 0.833, "X1": 0.32884, "Y1": 0.5552, "X2": 0.32884, "Y2": 0.555, "X3": 0.31267, "Y3": 0.5548, "X4": 0.31267, "Y4": 0.4668, "page": 0}, {"Word": "Normal/no vi", "Confidence": 0.8185, "X1": 0.43127, "Y1": 0.5552, "X2": 0.43127, "Y2": 0.555, "X3": 0.41644, "Y3": 0.5548, "X4": 0.41644, "Y4": 0.4678, "page": 0}, {"Word": "riste", "Confidence": 0.358, "X1": 0.2655, "Y1": 0.5712, "X2": 0.26954, "Y2": 0.571, "X3": 0.25606, "Y3": 0.5718, "X4": 0.25337, "Y4": 0.5448, "page": 0}, {"Word": "Normal/no visib", "Confidence": 0.834, "X1": 0.34232, "Y1": 0.5722, "X2": 0.34367, "Y2": 0.572, "X3": 0.32884, "Y3": 0.5718, "X4": 0.32749, "Y4": 0.4678, "page": 0}, {"Word": "Fis\u0130\u015e", "Confidence": 0.16, "X1": 0.53369, "Y1": 0.5712, "X2": 0.53504, "Y2": 0.571, "X3": 0.52291, "Y3": 0.5728, "X4": 0.51887, "Y4": 0.5438, "page": 0}, {"Word": "visibl", "Confidence": 0.623, "X1": 0.31132, "Y1": 0.5792, "X2": 0.31402, "Y2": 0.579, "X3": 0.29919, "Y3": 0.5798, "X4": 0.2965, "Y4": 0.5408, "page": 0}, {"Word": "Normal/no visibl", "Confidence": 0.7745, "X1": 0.59299, "Y1": 0.5802, "X2": 0.59434, "Y2": 0.58, "X3": 0.57951, "Y3": 0.5798, "X4": 0.57817, "Y4": 0.4678, "page": 0}, {"Word": "visible", "Confidence": 0.603, "X1": 0.61995, "Y1": 0.5872, "X2": 0.62129, "Y2": 0.587, "X3": 0.61051, "Y3": 0.5868, "X4": 0.60916, "Y4": 0.5368, "page": 0}, {"Word": "visible", "Confidence": 0.969, "X1": 0.72102, "Y1": 0.5882, "X2": 0.72237, "Y2": 0.588, "X3": 0.71159, "Y3": 0.5878, "X4": 0.71159, "Y4": 0.5368, "page": 0}, {"Word": "DATA FOR STUDY DAY!", "Confidence": 0.6555, "X1": 0.86927, "Y1": 0.5832, "X2": 0.87332, "Y2": 0.583, "X3": 0.8558, "Y3": 0.5828, "X4": 0.8531, "Y4": 0.4488, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.7305, "X1": 0.35849, "Y1": 0.5892, "X2": 0.35984, "Y2": 0.589, "X3": 0.34367, "Y3": 0.5888, "X4": 0.34232, "Y4": 0.4668, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.827, "X1": 0.6496, "Y1": 0.5922, "X2": 0.65094, "Y2": 0.592, "X3": 0.63881, "Y3": 0.5918, "X4": 0.63881, "Y4": 0.4698, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.6155, "X1": 0.71024, "Y1": 0.5982, "X2": 0.71294, "Y2": 0.598, "X3": 0.69542, "Y3": 0.5978, "X4": 0.69542, "Y4": 0.4688, "page": 0}, {"Word": "visible", "Confidence": 0.852, "X1": 0.75067, "Y1": 0.5912, "X2": 0.75067, "Y2": 0.591, "X3": 0.73989, "Y3": 0.5908, "X4": 0.73989, "Y4": 0.5388, "page": 0}, {"Word": "Normal/no visible", "Confidence": 0.8285, "X1": 0.76685, "Y1": 0.5892, "X2": 0.76685, "Y2": 0.589, "X3": 0.75337, "Y3": 0.5888, "X4": 0.75337, "Y4": 0.4698, "page": 0}, {"Word": "abn", "Confidence": 0.811, "X1": 0.16173, "Y1": 0.6172, "X2": 0.16307, "Y2": 0.617, "X3": 0.15094, "Y3": 0.6168, "X4": 0.15094, "Y4": 0.5928, "page": 0}, {"Word": "abn", "Confidence": 0.955, "X1": 0.42992, "Y1": 0.6162, "X2": 0.43127, "Y2": 0.616, "X3": 0.41779, "Y3": 0.6168, "X4": 0.41509, "Y4": 0.5918, "page": 0}, {"Word": "-2", "Confidence": 0.898, "X1": 0.86792, "Y1": 0.6162, "X2": 0.86792, "Y2": 0.616, "X3": 0.85445, "Y3": 0.6168, "X4": 0.85445, "Y4": 0.5998, "page": 0}, {"Word": "Study number: TOX-035", "Confidence": 0.81833, "X1": 0.88544, "Y1": 0.6132, "X2": 0.88949, "Y2": 0.613, "X3": 0.87197, "Y3": 0.6138, "X4": 0.86792, "Y4": 0.4538, "page": 0}, {"Word": "abno", "Confidence": 0.628, "X1": 0.25202, "Y1": 0.6212, "X2": 0.25337, "Y2": 0.621, "X3": 0.24124, "Y3": 0.6218, "X4": 0.23854, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.644, "X1": 0.26819, "Y1": 0.6222, "X2": 0.27089, "Y2": 0.622, "X3": 0.25472, "Y3": 0.6228, "X4": 0.25202, "Y4": 0.5868, "page": 0}, {"Word": "abne", "Confidence": 0.665, "X1": 0.28032, "Y1": 0.6222, "X2": 0.28167, "Y2": 0.622, "X3": 0.26819, "Y3": 0.6218, "X4": 0.26685, "Y4": 0.5918, "page": 0}, {"Word": "abno", "Confidence": 0.696, "X1": 0.29919, "Y1": 0.6222, "X2": 0.30054, "Y2": 0.622, "X3": 0.28437, "Y3": 0.6218, "X4": 0.28302, "Y4": 0.5858, "page": 0}, {"Word": "abne", "Confidence": 0.607, "X1": 0.41509, "Y1": 0.6212, "X2": 0.41644, "Y2": 0.621, "X3": 0.40296, "Y3": 0.6218, "X4": 0.40027, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.652, "X1": 0.44609, "Y1": 0.6212, "X2": 0.44744, "Y2": 0.621, "X3": 0.43261, "Y3": 0.6218, "X4": 0.42992, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.909, "X1": 0.46092, "Y1": 0.6212, "X2": 0.46226, "Y2": 0.621, "X3": 0.44744, "Y3": 0.6218, "X4": 0.44609, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.968, "X1": 0.47574, "Y1": 0.6222, "X2": 0.47709, "Y2": 0.622, "X3": 0.46226, "Y3": 0.6218, "X4": 0.46092, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.637, "X1": 0.50404, "Y1": 0.6212, "X2": 0.50539, "Y2": 0.621, "X3": 0.49191, "Y3": 0.6218, "X4": 0.48922, "Y4": 0.5938, "page": 0}, {"Word": "abno", "Confidence": 0.624, "X1": 0.53369, "Y1": 0.6212, "X2": 0.53504, "Y2": 0.621, "X3": 0.52022, "Y3": 0.6218, "X4": 0.51887, "Y4": 0.5938, "page": 0}, {"Word": "abne", "Confidence": 0.631, "X1": 0.54852, "Y1": 0.6222, "X2": 0.54987, "Y2": 0.622, "X3": 0.53639, "Y3": 0.6218, "X4": 0.53504, "Y4": 0.5928, "page": 0}, {"Word": "abno", "Confidence": 0.943, "X1": 0.56199, "Y1": 0.6212, "X2": 0.56334, "Y2": 0.621, "X3": 0.54987, "Y3": 0.6218, "X4": 0.54852, "Y4": 0.5928, "page": 0}, {"Word": "abno", "Confidence": 0.652, "X1": 0.57817, "Y1": 0.6212, "X2": 0.57951, "Y2": 0.621, "X3": 0.56604, "Y3": 0.6218, "X4": 0.56334, "Y4": 0.5928, "page": 0}, {"Word": "Study start date: 07-Nov-90", "Confidence": 0.87325, "X1": 0.85445, "Y1": 0.6212, "X2": 0.85849, "Y2": 0.621, "X3": 0.84232, "Y3": 0.6208, "X4": 0.83962, "Y4": 0.4358, "page": 0}, {"Word": "ible abnor", "Confidence": 0.8695, "X1": 0.32749, "Y1": 0.6322, "X2": 0.32884, "Y2": 0.632, "X3": 0.31132, "Y3": 0.6318, "X4": 0.30997, "Y4": 0.5578, "page": 0}, {"Word": "abnor", "Confidence": 0.673, "X1": 0.3558, "Y1": 0.6322, "X2": 0.35849, "Y2": 0.632, "X3": 0.34367, "Y3": 0.6318, "X4": 0.34097, "Y4": 0.5918, "page": 0}, {"Word": "Normal/no visible abnor", "Confidence": 0.74933, "X1": 0.37062, "Y1": 0.6322, "X2": 0.37332, "Y2": 0.632, "X3": 0.35849, "Y3": 0.6328, "X4": 0.3558, "Y4": 0.4648, "page": 0}, {"Word": "abnor", "Confidence": 0.728, "X1": 0.51887, "Y1": 0.6322, "X2": 0.51887, "Y2": 0.632, "X3": 0.50539, "Y3": 0.6318, "X4": 0.50404, "Y4": 0.5928, "page": 0}, {"Word": "abnor", "Confidence": 0.671, "X1": 0.59299, "Y1": 0.6322, "X2": 0.59434, "Y2": 0.632, "X3": 0.57682, "Y3": 0.6318, "X4": 0.57547, "Y4": 0.5858, "page": 0}, {"Word": "abnorma", "Confidence": 0.65, "X1": 0.31132, "Y1": 0.6432, "X2": 0.31267, "Y2": 0.643, "X3": 0.2965, "Y3": 0.6428, "X4": 0.29515, "Y4": 0.5858, "page": 0}, {"Word": "abnorma", "Confidence": 0.618, "X1": 0.34232, "Y1": 0.6432, "X2": 0.34367, "Y2": 0.643, "X3": 0.32749, "Y3": 0.6438, "X4": 0.32615, "Y4": 0.5858, "page": 0}, {"Word": "isible abnorma", "Confidence": 0.7555, "X1": 0.60782, "Y1": 0.6432, "X2": 0.60916, "Y2": 0.643, "X3": 0.59299, "Y3": 0.6428, "X4": 0.59164, "Y4": 0.5428, "page": 0}, {"Word": "CLINICAL SIGNS / COMMENTS", "Confidence": 0.86325, "X1": 0.81267, "Y1": 0.6452, "X2": 0.81267, "Y2": 0.645, "X3": 0.79515, "Y3": 0.6448, "X4": 0.7938, "Y4": 0.4698, "page": 0}, {"Word": "abnormali", "Confidence": 0.602, "X1": 0.70755, "Y1": 0.6552, "X2": 0.71159, "Y2": 0.655, "X3": 0.69542, "Y3": 0.6548, "X4": 0.69137, "Y4": 0.5848, "page": 0}, {"Word": "abnormaliti.", "Confidence": 0.61, "X1": 0.61995, "Y1": 0.6742, "X2": 0.62129, "Y2": 0.674, "X3": 0.61051, "Y3": 0.6738, "X4": 0.61051, "Y4": 0.5928, "page": 0}, {"Word": "visible abnormaliti", "Confidence": 0.9305, "X1": 0.63747, "Y1": 0.6702, "X2": 0.63881, "Y2": 0.67, "X3": 0.62264, "Y3": 0.6698, "X4": 0.62264, "Y4": 0.5348, "page": 0}, {"Word": "abnormalitis", "Confidence": 0.394, "X1": 0.64825, "Y1": 0.6742, "X2": 0.65094, "Y2": 0.674, "X3": 0.64016, "Y3": 0.6738, "X4": 0.63881, "Y4": 0.5968, "page": 0}, {"Word": "visible abnormaliti", "Confidence": 0.7125, "X1": 0.66712, "Y1": 0.6712, "X2": 0.66577, "Y2": 0.671, "X3": 0.6496, "Y3": 0.6698, "X4": 0.6496, "Y4": 0.5348, "page": 0}, {"Word": "visible abnormaliti", "Confidence": 0.725, "X1": 0.68194, "Y1": 0.6712, "X2": 0.68194, "Y2": 0.671, "X3": 0.66442, "Y3": 0.6708, "X4": 0.66442, "Y4": 0.5348, "page": 0}, {"Word": "coalitie", "Confidence": 0.412, "X1": 0.69272, "Y1": 0.6752, "X2": 0.69407, "Y2": 0.675, "X3": 0.68329, "Y3": 0.6748, "X4": 0.68329, "Y4": 0.6208, "page": 0}, {"Word": "rmaliti", "Confidence": 0.671, "X1": 0.72237, "Y1": 0.6742, "X2": 0.72237, "Y2": 0.674, "X3": 0.71159, "Y3": 0.6738, "X4": 0.71159, "Y4": 0.6208, "page": 0}, {"Word": "visible abnormaliti", "Confidence": 0.716, "X1": 0.73854, "Y1": 0.6712, "X2": 0.73989, "Y2": 0.671, "X3": 0.72372, "Y3": 0.6708, "X4": 0.72372, "Y4": 0.5338, "page": 0}, {"Word": "abnormalitie", "Confidence": 0.605, "X1": 0.75067, "Y1": 0.6762, "X2": 0.75067, "Y2": 0.676, "X3": 0.74124, "Y3": 0.6758, "X4": 0.73989, "Y4": 0.5938, "page": 0}, {"Word": "abnormalitie", "Confidence": 0.632, "X1": 0.7655, "Y1": 0.6782, "X2": 0.76685, "Y2": 0.678, "X3": 0.75472, "Y3": 0.6778, "X4": 0.75337, "Y4": 0.5948, "page": 0}, {"Word": "Normal/no visible abnormalities", "Confidence": 0.86333, "X1": 0.78032, "Y1": 0.6842, "X2": 0.78302, "Y2": 0.684, "X3": 0.76819, "Y3": 0.6838, "X4": 0.76685, "Y4": 0.4698, "page": 0}, {"Word": "RAW DATA LISTINGS OF CLINICAL SIGNS WITHOUT MASSES", "Confidence": 0.89087, "X1": 0.89892, "Y1": 0.7072, "X2": 0.90162, "Y2": 0.707, "X3": 0.8841, "Y3": 0.7068, "X4": 0.8814, "Y4": 0.3578, "page": 0}, {"Word": "Page: 1", "Confidence": 0.96, "X1": 0.88679, "Y1": 0.8882, "X2": 0.88814, "Y2": 0.888, "X3": 0.87197, "Y3": 0.8878, "X4": 0.86927, "Y4": 0.8338, "page": 0}, {"Word": "---", "Confidence": 0.439, "X1": 0.84097, "Y1": 0.9382, "X2": 0.84367, "Y2": 0.938, "X3": 0.82749, "Y3": 0.9388, "X4": 0.8248, "Y4": 0.9108, "page": 0}, {"Word": "ACUTE TOXICITY/ORAL LDSO PHSA", "Confidence": 0.4725, "X1": 0.85714, "Y1": 0.9482, "X2": 0.85849, "Y2": 0.948, "X3": 0.84097, "Y3": 0.9478, "X4": 0.83962, "Y4": 0.7428, "page": 0}, {"Word": "PRINTED: 05-Nov-90", "Confidence": 0.8855, "X1": 0.90162, "Y1": 0.9462, "X2": 0.90162, "Y2": 0.946, "X3": 0.8841, "Y3": 0.9458, "X4": 0.8841, "Y4": 0.8218, "page": 0}], "words_data": [{"Word": "4636", "Confidence": 0.991, "X1": 0.01887, "Y1": 0.0692, "X2": 0.01617, "Y2": 0.069, "X3": 0.03639, "Y3": 0.0678, "X4": 0.04043, "Y4": 0.1038, "page": 0, "Index": 0}, {"Word": "UNH", "Confidence": 0.261, "X1": 0.73585, "Y1": 0.0632, "X2": 0.77224, "Y2": 0.063, "X3": 0.77089, "Y3": 0.0718, "X4": 0.73585, "Y4": 0.0708, "page": 0, "Index": 1}, {"Word": "CAGE", "Confidence": 0.943, "X1": 0.8248, "Y1": 0.0782, "X2": 0.82345, "Y2": 0.078, "X3": 0.80728, "Y3": 0.0778, "X4": 0.80863, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "R.J.R.", "Confidence": 0.847, "X1": 0.89488, "Y1": 0.0852, "X2": 0.89757, "Y2": 0.085, "X3": 0.8814, "Y3": 0.0848, "X4": 0.87871, "Y4": 0.0418, "page": 0, "Index": 3}, {"Word": "Building", "Confidence": 0.883, "X1": 0.86792, "Y1": 0.0962, "X2": 0.86927, "Y2": 0.096, "X3": 0.8531, "Y3": 0.0968, "X4": 0.8531, "Y4": 0.0418, "page": 0, "Index": 4}, {"Word": "52194", "Confidence": 0.994, "X1": 0.02291, "Y1": 0.1162, "X2": 0.02022, "Y2": 0.116, "X3": 0.04178, "Y3": 0.1148, "X4": 0.04582, "Y4": 0.1598, "page": 0, "Index": 5}, {"Word": "TOXICOLOGY", "Confidence": 0.598, "X1": 0.8841, "Y1": 0.1112, "X2": 0.8841, "Y2": 0.111, "X3": 0.86792, "Y3": 0.1118, "X4": 0.86792, "Y4": 0.0418, "page": 0, "Index": 6}, {"Word": "NUMBER", "Confidence": 0.205, "X1": 0.81132, "Y1": 0.1322, "X2": 0.80997, "Y2": 0.132, "X3": 0.79515, "Y3": 0.1318, "X4": 0.79515, "Y4": 0.0898, "page": 0, "Index": 7}, {"Word": "ANIMAL", "Confidence": 0.649, "X1": 0.8248, "Y1": 0.1322, "X2": 0.8248, "Y2": 0.132, "X3": 0.80997, "Y3": 0.1318, "X4": 0.80728, "Y4": 0.0898, "page": 0, "Index": 8}, {"Word": "630/2", "Confidence": 0.955, "X1": 0.86927, "Y1": 0.1392, "X2": 0.86927, "Y2": 0.139, "X3": 0.8531, "Y3": 0.1388, "X4": 0.8531, "Y4": 0.1048, "page": 0, "Index": 9}, {"Word": "TOBACCO", "Confidence": 0.955, "X1": 0.89757, "Y1": 0.1392, "X2": 0.89892, "Y2": 0.139, "X3": 0.88275, "Y3": 0.1398, "X4": 0.8814, "Y4": 0.0908, "page": 0, "Index": 10}, {"Word": "RAT/SPRAGUE-DANLET", "Confidence": 0.605, "X1": 0.85445, "Y1": 0.1672, "X2": 0.8558, "Y2": 0.167, "X3": 0.83962, "Y3": 0.1668, "X4": 0.83693, "Y4": 0.0418, "page": 0, "Index": 11}, {"Word": "RESEARCH", "Confidence": 0.195, "X1": 0.8841, "Y1": 0.1732, "X2": 0.88544, "Y2": 0.173, "X3": 0.86792, "Y3": 0.1738, "X4": 0.86792, "Y4": 0.1168, "page": 0, "Index": 12}, {"Word": "/SUBGROUP", "Confidence": 0.881, "X1": 0.80997, "Y1": 0.2002, "X2": 0.80997, "Y2": 0.2, "X3": 0.79515, "Y3": 0.2008, "X4": 0.79515, "Y4": 0.1388, "page": 0, "Index": 13}, {"Word": "SEX/GROUP", "Confidence": 0.663, "X1": 0.8248, "Y1": 0.2002, "X2": 0.8248, "Y2": 0.2, "X3": 0.80997, "Y3": 0.2008, "X4": 0.80997, "Y4": 0.1388, "page": 0, "Index": 14}, {"Word": "05-", "Confidence": 0.673, "X1": 0.62264, "Y1": 0.2282, "X2": 0.62129, "Y2": 0.228, "X3": 0.60647, "Y3": 0.2278, "X4": 0.60782, "Y4": 0.2068, "page": 0, "Index": 15}, {"Word": "DATA", "Confidence": 0.971, "X1": 0.80997, "Y1": 0.2352, "X2": 0.80997, "Y2": 0.235, "X3": 0.79515, "Y3": 0.2358, "X4": 0.79515, "Y4": 0.2068, "page": 0, "Index": 16}, {"Word": "DATE", "Confidence": 0.846, "X1": 0.8248, "Y1": 0.2352, "X2": 0.8248, "Y2": 0.235, "X3": 0.80997, "Y3": 0.2358, "X4": 0.80997, "Y4": 0.2078, "page": 0, "Index": 17}, {"Word": "DIVISION", "Confidence": 0.74, "X1": 0.88544, "Y1": 0.2352, "X2": 0.88544, "Y2": 0.235, "X3": 0.86792, "Y3": 0.2358, "X4": 0.86792, "Y4": 0.1798, "page": 0, "Index": 18}, {"Word": "05-NOV", "Confidence": 0.552, "X1": 0.31267, "Y1": 0.2482, "X2": 0.30863, "Y2": 0.248, "X3": 0.2965, "Y3": 0.2468, "X4": 0.29919, "Y4": 0.2088, "page": 0, "Index": 19}, {"Word": "OS-NOT", "Confidence": 0.367, "X1": 0.32615, "Y1": 0.2472, "X2": 0.32345, "Y2": 0.247, "X3": 0.31402, "Y3": 0.2468, "X4": 0.31536, "Y4": 0.2088, "page": 0, "Index": 20}, {"Word": "05-KO", "Confidence": 0.478, "X1": 0.34367, "Y1": 0.2432, "X2": 0.33962, "Y2": 0.243, "X3": 0.32615, "Y3": 0.2408, "X4": 0.33019, "Y4": 0.2078, "page": 0, "Index": 21}, {"Word": "05-50", "Confidence": 0.226, "X1": 0.35849, "Y1": 0.2422, "X2": 0.3558, "Y2": 0.242, "X3": 0.34097, "Y3": 0.2408, "X4": 0.34367, "Y4": 0.2078, "page": 0, "Index": 22}, {"Word": "05-NO", "Confidence": 0.618, "X1": 0.60647, "Y1": 0.2422, "X2": 0.60512, "Y2": 0.242, "X3": 0.59164, "Y3": 0.2408, "X4": 0.59299, "Y4": 0.2068, "page": 0, "Index": 23}, {"Word": "05-Nov-90", "Confidence": 0.702, "X1": 0.63747, "Y1": 0.2702, "X2": 0.63477, "Y2": 0.27, "X3": 0.6186, "Y3": 0.2678, "X4": 0.62129, "Y4": 0.2068, "page": 0, "Index": 24}, {"Word": "WAS", "Confidence": 0.931, "X1": 0.80997, "Y1": 0.2622, "X2": 0.80997, "Y2": 0.262, "X3": 0.79515, "Y3": 0.2628, "X4": 0.79515, "Y4": 0.2418, "page": 0, "Index": 25}, {"Word": "05-Nov-90", "Confidence": 0.648, "X1": 0.65094, "Y1": 0.2712, "X2": 0.65229, "Y2": 0.271, "X3": 0.63342, "Y3": 0.2688, "X4": 0.63612, "Y4": 0.2068, "page": 0, "Index": 26}, {"Word": "05-Nov-90", "Confidence": 0.885, "X1": 0.66577, "Y1": 0.2732, "X2": 0.66712, "Y2": 0.273, "X3": 0.64825, "Y3": 0.2728, "X4": 0.65094, "Y4": 0.2078, "page": 0, "Index": 27}, {"Word": "05-Nov-90", "Confidence": 0.88, "X1": 0.68059, "Y1": 0.2702, "X2": 0.68194, "Y2": 0.27, "X3": 0.66442, "Y3": 0.2688, "X4": 0.66577, "Y4": 0.2078, "page": 0, "Index": 28}, {"Word": "05-Nov-90", "Confidence": 0.781, "X1": 0.69542, "Y1": 0.2712, "X2": 0.69677, "Y2": 0.271, "X3": 0.6779, "Y3": 0.2698, "X4": 0.67925, "Y4": 0.2068, "page": 0, "Index": 29}, {"Word": "05-Nov-90", "Confidence": 0.514, "X1": 0.70889, "Y1": 0.2712, "X2": 0.71024, "Y2": 0.271, "X3": 0.69137, "Y3": 0.2688, "X4": 0.69272, "Y4": 0.2068, "page": 0, "Index": 30}, {"Word": "05-Nov-90", "Confidence": 0.491, "X1": 0.72372, "Y1": 0.2702, "X2": 0.72507, "Y2": 0.27, "X3": 0.70755, "Y3": 0.2698, "X4": 0.70755, "Y4": 0.2098, "page": 0, "Index": 31}, {"Word": "05-Nov-90", "Confidence": 0.422, "X1": 0.73989, "Y1": 0.2702, "X2": 0.73854, "Y2": 0.27, "X3": 0.72237, "Y3": 0.2688, "X4": 0.72372, "Y4": 0.2088, "page": 0, "Index": 32}, {"Word": "05-Nov-90", "Confidence": 0.627, "X1": 0.75202, "Y1": 0.2692, "X2": 0.75202, "Y2": 0.269, "X3": 0.73854, "Y3": 0.2698, "X4": 0.7372, "Y4": 0.2098, "page": 0, "Index": 33}, {"Word": "05-Nov-90", "Confidence": 0.554, "X1": 0.7655, "Y1": 0.2692, "X2": 0.76819, "Y2": 0.269, "X3": 0.75202, "Y3": 0.2698, "X4": 0.75067, "Y4": 0.2078, "page": 0, "Index": 34}, {"Word": "05-Nov-90", "Confidence": 0.568, "X1": 0.78167, "Y1": 0.2702, "X2": 0.78167, "Y2": 0.27, "X3": 0.7655, "Y3": 0.2698, "X4": 0.7655, "Y4": 0.2098, "page": 0, "Index": 35}, {"Word": "AND", "Confidence": 0.675, "X1": 0.82345, "Y1": 0.2702, "X2": 0.8221, "Y2": 0.27, "X3": 0.80863, "Y3": 0.2698, "X4": 0.80997, "Y4": 0.2508, "page": 0, "Index": 36}, {"Word": "10:", "Confidence": 0.787, "X1": 0.76819, "Y1": 0.3062, "X2": 0.76819, "Y2": 0.306, "X3": 0.75202, "Y3": 0.3058, "X4": 0.75202, "Y4": 0.2848, "page": 0, "Index": 37}, {"Word": "10:36", "Confidence": 0.586, "X1": 0.62399, "Y1": 0.3182, "X2": 0.62399, "Y2": 0.318, "X3": 0.60782, "Y3": 0.3178, "X4": 0.60647, "Y4": 0.2878, "page": 0, "Index": 38}, {"Word": "10:35", "Confidence": 0.97, "X1": 0.65229, "Y1": 0.3182, "X2": 0.65229, "Y2": 0.318, "X3": 0.63612, "Y3": 0.3178, "X4": 0.63477, "Y4": 0.2818, "page": 0, "Index": 39}, {"Word": "10:31", "Confidence": 0.685, "X1": 0.7372, "Y1": 0.3182, "X2": 0.73854, "Y2": 0.318, "X3": 0.72237, "Y3": 0.3178, "X4": 0.72237, "Y4": 0.2828, "page": 0, "Index": 40}, {"Word": "10:30", "Confidence": 0.992, "X1": 0.75202, "Y1": 0.3172, "X2": 0.75202, "Y2": 0.317, "X3": 0.73854, "Y3": 0.3168, "X4": 0.73854, "Y4": 0.2838, "page": 0, "Index": 41}, {"Word": "10:28", "Confidence": 0.997, "X1": 0.78167, "Y1": 0.3182, "X2": 0.78032, "Y2": 0.318, "X3": 0.7655, "Y3": 0.3178, "X4": 0.7655, "Y4": 0.2848, "page": 0, "Index": 42}, {"Word": "ENTERED", "Confidence": 0.907, "X1": 0.80997, "Y1": 0.3182, "X2": 0.80997, "Y2": 0.318, "X3": 0.7965, "Y3": 0.3178, "X4": 0.79515, "Y4": 0.2698, "page": 0, "Index": 43}, {"Word": "TIME", "Confidence": 0.941, "X1": 0.82345, "Y1": 0.3172, "X2": 0.8248, "Y2": 0.317, "X3": 0.81132, "Y3": 0.3178, "X4": 0.80997, "Y4": 0.2918, "page": 0, "Index": 44}, {"Word": ":37", "Confidence": 0.809, "X1": 0.60782, "Y1": 0.3192, "X2": 0.60916, "Y2": 0.319, "X3": 0.59164, "Y3": 0.3198, "X4": 0.5903, "Y4": 0.2978, "page": 0, "Index": 45}, {"Word": "10:36", "Confidence": 0.86, "X1": 0.63747, "Y1": 0.3192, "X2": 0.63881, "Y2": 0.319, "X3": 0.62129, "Y3": 0.3188, "X4": 0.62129, "Y4": 0.2868, "page": 0, "Index": 46}, {"Word": "10:34", "Confidence": 0.992, "X1": 0.66712, "Y1": 0.3212, "X2": 0.66846, "Y2": 0.321, "X3": 0.6496, "Y3": 0.3208, "X4": 0.6496, "Y4": 0.2848, "page": 0, "Index": 47}, {"Word": "10:34", "Confidence": 0.932, "X1": 0.68194, "Y1": 0.3192, "X2": 0.68329, "Y2": 0.319, "X3": 0.66577, "Y3": 0.3188, "X4": 0.66442, "Y4": 0.2828, "page": 0, "Index": 48}, {"Word": "10:33", "Confidence": 0.995, "X1": 0.69677, "Y1": 0.3182, "X2": 0.69677, "Y2": 0.318, "X3": 0.67925, "Y3": 0.3188, "X4": 0.67925, "Y4": 0.2828, "page": 0, "Index": 49}, {"Word": "10:33", "Confidence": 0.665, "X1": 0.71024, "Y1": 0.3192, "X2": 0.71024, "Y2": 0.319, "X3": 0.69272, "Y3": 0.3188, "X4": 0.69272, "Y4": 0.2828, "page": 0, "Index": 50}, {"Word": "10:32", "Confidence": 0.958, "X1": 0.72507, "Y1": 0.3182, "X2": 0.72507, "Y2": 0.318, "X3": 0.70755, "Y3": 0.3188, "X4": 0.70755, "Y4": 0.2838, "page": 0, "Index": 51}, {"Word": "-2", "Confidence": 0.928, "X1": 0.59434, "Y1": 0.3672, "X2": 0.59434, "Y2": 0.367, "X3": 0.57547, "Y3": 0.3668, "X4": 0.57547, "Y4": 0.3548, "page": 0, "Index": 52}, {"Word": "-2", "Confidence": 0.991, "X1": 0.68059, "Y1": 0.3682, "X2": 0.68059, "Y2": 0.368, "X3": 0.66442, "Y3": 0.3678, "X4": 0.66442, "Y4": 0.3528, "page": 0, "Index": 53}, {"Word": "-2", "Confidence": 0.941, "X1": 0.70755, "Y1": 0.3682, "X2": 0.70755, "Y2": 0.368, "X3": 0.69137, "Y3": 0.3678, "X4": 0.69137, "Y4": 0.3528, "page": 0, "Index": 54}, {"Word": "-2", "Confidence": 0.992, "X1": 0.73854, "Y1": 0.3682, "X2": 0.73854, "Y2": 0.368, "X3": 0.72237, "Y3": 0.3678, "X4": 0.72237, "Y4": 0.3528, "page": 0, "Index": 55}, {"Word": "DATA", "Confidence": 0.991, "X1": 0.80997, "Y1": 0.3602, "X2": 0.80997, "Y2": 0.36, "X3": 0.7938, "Y3": 0.3598, "X4": 0.79515, "Y4": 0.3338, "page": 0, "Index": 56}, {"Word": "STUDY", "Confidence": 0.626, "X1": 0.8248, "Y1": 0.3672, "X2": 0.8248, "Y2": 0.367, "X3": 0.80997, "Y3": 0.3668, "X4": 0.81132, "Y4": 0.3318, "page": 0, "Index": 57}, {"Word": "-2", "Confidence": 0.904, "X1": 0.60782, "Y1": 0.3692, "X2": 0.60916, "Y2": 0.369, "X3": 0.59164, "Y3": 0.3688, "X4": 0.5903, "Y4": 0.3528, "page": 0, "Index": 58}, {"Word": "-2", "Confidence": 0.97, "X1": 0.62399, "Y1": 0.3692, "X2": 0.62399, "Y2": 0.369, "X3": 0.60512, "Y3": 0.3688, "X4": 0.60512, "Y4": 0.3528, "page": 0, "Index": 59}, {"Word": "-2", "Confidence": 0.93, "X1": 0.63612, "Y1": 0.3702, "X2": 0.63477, "Y2": 0.37, "X3": 0.6159, "Y3": 0.3688, "X4": 0.61725, "Y4": 0.3528, "page": 0, "Index": 60}, {"Word": "-2", "Confidence": 0.968, "X1": 0.65094, "Y1": 0.3692, "X2": 0.65094, "Y2": 0.369, "X3": 0.63208, "Y3": 0.3688, "X4": 0.63208, "Y4": 0.3518, "page": 0, "Index": 61}, {"Word": "-2", "Confidence": 0.957, "X1": 0.66577, "Y1": 0.3692, "X2": 0.66577, "Y2": 0.369, "X3": 0.6469, "Y3": 0.3688, "X4": 0.6469, "Y4": 0.3528, "page": 0, "Index": 62}, {"Word": "-2.", "Confidence": 0.459, "X1": 0.69677, "Y1": 0.3752, "X2": 0.69407, "Y2": 0.375, "X3": 0.6779, "Y3": 0.3738, "X4": 0.68059, "Y4": 0.3538, "page": 0, "Index": 63}, {"Word": "-2", "Confidence": 0.98, "X1": 0.72237, "Y1": 0.3722, "X2": 0.72237, "Y2": 0.372, "X3": 0.70485, "Y3": 0.3718, "X4": 0.70485, "Y4": 0.3548, "page": 0, "Index": 64}, {"Word": "-", "Confidence": 0.066, "X1": 0.59434, "Y1": 0.3792, "X2": 0.59434, "Y2": 0.379, "X3": 0.57547, "Y3": 0.3788, "X4": 0.57547, "Y4": 0.3698, "page": 0, "Index": 65}, {"Word": "WAS", "Confidence": 0.998, "X1": 0.80997, "Y1": 0.3872, "X2": 0.81132, "Y2": 0.387, "X3": 0.7938, "Y3": 0.3878, "X4": 0.7938, "Y4": 0.3658, "page": 0, "Index": 66}, {"Word": "RAW", "Confidence": 0.981, "X1": 0.89892, "Y1": 0.3792, "X2": 0.89892, "Y2": 0.379, "X3": 0.8814, "Y3": 0.3798, "X4": 0.8814, "Y4": 0.3598, "page": 0, "Index": 67}, {"Word": "0", "Confidence": 0.073, "X1": 0.22372, "Y1": 0.4002, "X2": 0.22372, "Y2": 0.4, "X3": 0.20755, "Y3": 0.3998, "X4": 0.20755, "Y4": 0.3968, "page": 0, "Index": 68}, {"Word": "DATA", "Confidence": 0.982, "X1": 0.89892, "Y1": 0.4152, "X2": 0.90027, "Y2": 0.415, "X3": 0.88275, "Y3": 0.4158, "X4": 0.88275, "Y4": 0.3868, "page": 0, "Index": 69}, {"Word": "20:54", "Confidence": 0.652, "X1": 0.18194, "Y1": 0.4222, "X2": 0.18329, "Y2": 0.422, "X3": 0.16577, "Y3": 0.4218, "X4": 0.16577, "Y4": 0.3898, "page": 0, "Index": 70}, {"Word": "10:54", "Confidence": 0.965, "X1": 0.19677, "Y1": 0.4222, "X2": 0.19677, "Y2": 0.422, "X3": 0.18059, "Y3": 0.4218, "X4": 0.18059, "Y4": 0.3868, "page": 0, "Index": 71}, {"Word": "10:53", "Confidence": 0.864, "X1": 0.20889, "Y1": 0.4222, "X2": 0.21024, "Y2": 0.422, "X3": 0.19407, "Y3": 0.4218, "X4": 0.19272, "Y4": 0.3868, "page": 0, "Index": 72}, {"Word": ":52", "Confidence": 0.887, "X1": 0.22372, "Y1": 0.4222, "X2": 0.22372, "Y2": 0.422, "X3": 0.20755, "Y3": 0.4218, "X4": 0.20755, "Y4": 0.4018, "page": 0, "Index": 73}, {"Word": "10:52", "Confidence": 0.935, "X1": 0.23989, "Y1": 0.4222, "X2": 0.23854, "Y2": 0.422, "X3": 0.22237, "Y3": 0.4208, "X4": 0.22372, "Y4": 0.3868, "page": 0, "Index": 74}, {"Word": "10:51", "Confidence": 0.888, "X1": 0.25472, "Y1": 0.4212, "X2": 0.25472, "Y2": 0.421, "X3": 0.23854, "Y3": 0.4208, "X4": 0.23854, "Y4": 0.3868, "page": 0, "Index": 75}, {"Word": "10:51", "Confidence": 0.882, "X1": 0.26954, "Y1": 0.4212, "X2": 0.26954, "Y2": 0.421, "X3": 0.25337, "Y3": 0.4218, "X4": 0.25472, "Y4": 0.3888, "page": 0, "Index": 76}, {"Word": "0:50", "Confidence": 0.657, "X1": 0.28437, "Y1": 0.4212, "X2": 0.28437, "Y2": 0.421, "X3": 0.26819, "Y3": 0.4208, "X4": 0.26954, "Y4": 0.3948, "page": 0, "Index": 77}, {"Word": "10:50", "Confidence": 0.994, "X1": 0.29919, "Y1": 0.4212, "X2": 0.30054, "Y2": 0.421, "X3": 0.28302, "Y3": 0.4218, "X4": 0.28302, "Y4": 0.3868, "page": 0, "Index": 78}, {"Word": "10:49", "Confidence": 0.958, "X1": 0.31536, "Y1": 0.4222, "X2": 0.31402, "Y2": 0.422, "X3": 0.2965, "Y3": 0.4208, "X4": 0.29784, "Y4": 0.3868, "page": 0, "Index": 79}, {"Word": "10:49", "Confidence": 0.447, "X1": 0.32884, "Y1": 0.4222, "X2": 0.32884, "Y2": 0.422, "X3": 0.31132, "Y3": 0.4208, "X4": 0.31132, "Y4": 0.3868, "page": 0, "Index": 80}, {"Word": "10:48", "Confidence": 0.809, "X1": 0.34501, "Y1": 0.4212, "X2": 0.34367, "Y2": 0.421, "X3": 0.32749, "Y3": 0.4208, "X4": 0.32884, "Y4": 0.3868, "page": 0, "Index": 81}, {"Word": "10:48", "Confidence": 0.941, "X1": 0.35984, "Y1": 0.4222, "X2": 0.35714, "Y2": 0.422, "X3": 0.34097, "Y3": 0.4218, "X4": 0.34367, "Y4": 0.3868, "page": 0, "Index": 82}, {"Word": "10:47", "Confidence": 0.968, "X1": 0.37332, "Y1": 0.4222, "X2": 0.37332, "Y2": 0.422, "X3": 0.3558, "Y3": 0.4218, "X4": 0.35714, "Y4": 0.3868, "page": 0, "Index": 83}, {"Word": "10:46", "Confidence": 0.945, "X1": 0.38814, "Y1": 0.4212, "X2": 0.38814, "Y2": 0.421, "X3": 0.37062, "Y3": 0.4208, "X4": 0.37197, "Y4": 0.3868, "page": 0, "Index": 84}, {"Word": "10:45", "Confidence": 0.949, "X1": 0.40296, "Y1": 0.4222, "X2": 0.40296, "Y2": 0.422, "X3": 0.3841, "Y3": 0.4218, "X4": 0.38544, "Y4": 0.3868, "page": 0, "Index": 85}, {"Word": "10:45", "Confidence": 0.994, "X1": 0.41779, "Y1": 0.4222, "X2": 0.41644, "Y2": 0.422, "X3": 0.39892, "Y3": 0.4218, "X4": 0.40027, "Y4": 0.3858, "page": 0, "Index": 86}, {"Word": "10:44", "Confidence": 0.994, "X1": 0.43261, "Y1": 0.4232, "X2": 0.43127, "Y2": 0.423, "X3": 0.41509, "Y3": 0.4218, "X4": 0.41644, "Y4": 0.3868, "page": 0, "Index": 87}, {"Word": "10:43", "Confidence": 0.931, "X1": 0.44744, "Y1": 0.4212, "X2": 0.44609, "Y2": 0.421, "X3": 0.42992, "Y3": 0.4208, "X4": 0.43127, "Y4": 0.3868, "page": 0, "Index": 88}, {"Word": "10:43", "Confidence": 0.992, "X1": 0.46226, "Y1": 0.4222, "X2": 0.46226, "Y2": 0.422, "X3": 0.44474, "Y3": 0.4218, "X4": 0.44744, "Y4": 0.3868, "page": 0, "Index": 89}, {"Word": "10:42", "Confidence": 0.994, "X1": 0.47574, "Y1": 0.4222, "X2": 0.47574, "Y2": 0.422, "X3": 0.45957, "Y3": 0.4218, "X4": 0.45957, "Y4": 0.3868, "page": 0, "Index": 90}, {"Word": "10:42", "Confidence": 0.9, "X1": 0.49057, "Y1": 0.4222, "X2": 0.48787, "Y2": 0.422, "X3": 0.4717, "Y3": 0.4208, "X4": 0.47439, "Y4": 0.3878, "page": 0, "Index": 91}, {"Word": "10:41", "Confidence": 0.991, "X1": 0.50539, "Y1": 0.4222, "X2": 0.50404, "Y2": 0.422, "X3": 0.48787, "Y3": 0.4218, "X4": 0.49057, "Y4": 0.3868, "page": 0, "Index": 92}, {"Word": "10:40", "Confidence": 0.991, "X1": 0.52156, "Y1": 0.4222, "X2": 0.51887, "Y2": 0.422, "X3": 0.5027, "Y3": 0.4208, "X4": 0.50539, "Y4": 0.3868, "page": 0, "Index": 93}, {"Word": "10:40", "Confidence": 0.884, "X1": 0.53639, "Y1": 0.4222, "X2": 0.53504, "Y2": 0.422, "X3": 0.51887, "Y3": 0.4208, "X4": 0.52022, "Y4": 0.3868, "page": 0, "Index": 94}, {"Word": "10:39", "Confidence": 0.929, "X1": 0.54852, "Y1": 0.4222, "X2": 0.54852, "Y2": 0.422, "X3": 0.53369, "Y3": 0.4218, "X4": 0.53369, "Y4": 0.3868, "page": 0, "Index": 95}, {"Word": "10:38", "Confidence": 0.991, "X1": 0.56604, "Y1": 0.4222, "X2": 0.56469, "Y2": 0.422, "X3": 0.54852, "Y3": 0.4208, "X4": 0.54987, "Y4": 0.3878, "page": 0, "Index": 96}, {"Word": "10:38", "Confidence": 0.902, "X1": 0.57951, "Y1": 0.4222, "X2": 0.57817, "Y2": 0.422, "X3": 0.56065, "Y3": 0.4208, "X4": 0.56334, "Y4": 0.3868, "page": 0, "Index": 97}, {"Word": "10:37", "Confidence": 0.886, "X1": 0.59569, "Y1": 0.4252, "X2": 0.59434, "Y2": 0.425, "X3": 0.57547, "Y3": 0.4238, "X4": 0.57817, "Y4": 0.3878, "page": 0, "Index": 98}, {"Word": "10:37", "Confidence": 0.855, "X1": 0.61051, "Y1": 0.4232, "X2": 0.60916, "Y2": 0.423, "X3": 0.59164, "Y3": 0.4228, "X4": 0.59299, "Y4": 0.3868, "page": 0, "Index": 99}, {"Word": "10:36", "Confidence": 0.991, "X1": 0.62399, "Y1": 0.4222, "X2": 0.62399, "Y2": 0.422, "X3": 0.60647, "Y3": 0.4208, "X4": 0.60782, "Y4": 0.3868, "page": 0, "Index": 100}, {"Word": "10:36", "Confidence": 0.988, "X1": 0.63747, "Y1": 0.4222, "X2": 0.63747, "Y2": 0.422, "X3": 0.62129, "Y3": 0.4218, "X4": 0.62129, "Y4": 0.3868, "page": 0, "Index": 101}, {"Word": "10:35", "Confidence": 0.995, "X1": 0.65364, "Y1": 0.4222, "X2": 0.65094, "Y2": 0.422, "X3": 0.63342, "Y3": 0.4208, "X4": 0.63612, "Y4": 0.3858, "page": 0, "Index": 102}, {"Word": "10:34", "Confidence": 0.928, "X1": 0.66846, "Y1": 0.4232, "X2": 0.66577, "Y2": 0.423, "X3": 0.6496, "Y3": 0.4218, "X4": 0.65229, "Y4": 0.3868, "page": 0, "Index": 103}, {"Word": "10:34", "Confidence": 0.807, "X1": 0.68329, "Y1": 0.4222, "X2": 0.68059, "Y2": 0.422, "X3": 0.66577, "Y3": 0.4218, "X4": 0.66712, "Y4": 0.3878, "page": 0, "Index": 104}, {"Word": "10:33", "Confidence": 0.955, "X1": 0.69677, "Y1": 0.4212, "X2": 0.69677, "Y2": 0.421, "X3": 0.68059, "Y3": 0.4208, "X4": 0.68194, "Y4": 0.3878, "page": 0, "Index": 105}, {"Word": "10:33", "Confidence": 0.913, "X1": 0.71024, "Y1": 0.4222, "X2": 0.71024, "Y2": 0.422, "X3": 0.69407, "Y3": 0.4218, "X4": 0.69542, "Y4": 0.3878, "page": 0, "Index": 106}, {"Word": "10:32", "Confidence": 0.997, "X1": 0.72507, "Y1": 0.4222, "X2": 0.72372, "Y2": 0.422, "X3": 0.70755, "Y3": 0.4218, "X4": 0.70889, "Y4": 0.3878, "page": 0, "Index": 107}, {"Word": "10:31", "Confidence": 0.668, "X1": 0.73989, "Y1": 0.4212, "X2": 0.7372, "Y2": 0.421, "X3": 0.72372, "Y3": 0.4208, "X4": 0.72507, "Y4": 0.3868, "page": 0, "Index": 108}, {"Word": "10:30", "Confidence": 0.942, "X1": 0.75202, "Y1": 0.4202, "X2": 0.75067, "Y2": 0.42, "X3": 0.73854, "Y3": 0.4208, "X4": 0.73989, "Y4": 0.3888, "page": 0, "Index": 109}, {"Word": "10:29", "Confidence": 0.881, "X1": 0.76685, "Y1": 0.4222, "X2": 0.76685, "Y2": 0.422, "X3": 0.75202, "Y3": 0.4218, "X4": 0.75202, "Y4": 0.3888, "page": 0, "Index": 110}, {"Word": "10:28", "Confidence": 0.882, "X1": 0.78032, "Y1": 0.4212, "X2": 0.78032, "Y2": 0.421, "X3": 0.7655, "Y3": 0.4208, "X4": 0.76685, "Y4": 0.3888, "page": 0, "Index": 111}, {"Word": "TAKEN", "Confidence": 0.956, "X1": 0.81132, "Y1": 0.4282, "X2": 0.81267, "Y2": 0.428, "X3": 0.7965, "Y3": 0.4288, "X4": 0.79515, "Y4": 0.3948, "page": 0, "Index": 112}, {"Word": "DAY/TIME", "Confidence": 0.629, "X1": 0.8248, "Y1": 0.4292, "X2": 0.82615, "Y2": 0.429, "X3": 0.80997, "Y3": 0.4288, "X4": 0.80997, "Y4": 0.3728, "page": 0, "Index": 113}, {"Word": "43", "Confidence": 0.918, "X1": 0.18194, "Y1": 0.4572, "X2": 0.18194, "Y2": 0.457, "X3": 0.16307, "Y3": 0.4578, "X4": 0.16307, "Y4": 0.4428, "page": 0, "Index": 114}, {"Word": "43", "Confidence": 0.988, "X1": 0.19542, "Y1": 0.4572, "X2": 0.19677, "Y2": 0.457, "X3": 0.1779, "Y3": 0.4568, "X4": 0.17655, "Y4": 0.4428, "page": 0, "Index": 115}, {"Word": "13", "Confidence": 0.511, "X1": 0.20755, "Y1": 0.4562, "X2": 0.20889, "Y2": 0.456, "X3": 0.19003, "Y3": 0.4558, "X4": 0.18868, "Y4": 0.4418, "page": 0, "Index": 116}, {"Word": "43", "Confidence": 0.767, "X1": 0.22372, "Y1": 0.4582, "X2": 0.22372, "Y2": 0.458, "X3": 0.2035, "Y3": 0.4578, "X4": 0.2035, "Y4": 0.4418, "page": 0, "Index": 117}, {"Word": "43", "Confidence": 0.996, "X1": 0.28571, "Y1": 0.4582, "X2": 0.28437, "Y2": 0.458, "X3": 0.2655, "Y3": 0.4568, "X4": 0.26685, "Y4": 0.4408, "page": 0, "Index": 118}, {"Word": "43", "Confidence": 0.661, "X1": 0.31267, "Y1": 0.4582, "X2": 0.31267, "Y2": 0.458, "X3": 0.29245, "Y3": 0.4578, "X4": 0.29245, "Y4": 0.4418, "page": 0, "Index": 119}, {"Word": "43", "Confidence": 0.685, "X1": 0.32884, "Y1": 0.4592, "X2": 0.32749, "Y2": 0.459, "X3": 0.30728, "Y3": 0.4578, "X4": 0.30863, "Y4": 0.4408, "page": 0, "Index": 120}, {"Word": "43", "Confidence": 0.98, "X1": 0.35984, "Y1": 0.4582, "X2": 0.35849, "Y2": 0.458, "X3": 0.33962, "Y3": 0.4578, "X4": 0.34097, "Y4": 0.4408, "page": 0, "Index": 121}, {"Word": "43", "Confidence": 0.997, "X1": 0.37466, "Y1": 0.4572, "X2": 0.37466, "Y2": 0.457, "X3": 0.3558, "Y3": 0.4568, "X4": 0.3558, "Y4": 0.4408, "page": 0, "Index": 122}, {"Word": "43", "Confidence": 0.93, "X1": 0.39084, "Y1": 0.4582, "X2": 0.38949, "Y2": 0.458, "X3": 0.37062, "Y3": 0.4578, "X4": 0.37197, "Y4": 0.4408, "page": 0, "Index": 123}, {"Word": "43", "Confidence": 0.867, "X1": 0.40162, "Y1": 0.4582, "X2": 0.40162, "Y2": 0.458, "X3": 0.3814, "Y3": 0.4578, "X4": 0.3814, "Y4": 0.4418, "page": 0, "Index": 124}, {"Word": "43", "Confidence": 0.982, "X1": 0.41644, "Y1": 0.4582, "X2": 0.41644, "Y2": 0.458, "X3": 0.39757, "Y3": 0.4578, "X4": 0.39757, "Y4": 0.4418, "page": 0, "Index": 125}, {"Word": "43", "Confidence": 0.955, "X1": 0.43127, "Y1": 0.4572, "X2": 0.42992, "Y2": 0.457, "X3": 0.4124, "Y3": 0.4558, "X4": 0.41375, "Y4": 0.4408, "page": 0, "Index": 126}, {"Word": "43", "Confidence": 0.997, "X1": 0.46496, "Y1": 0.4582, "X2": 0.46361, "Y2": 0.458, "X3": 0.44474, "Y3": 0.4578, "X4": 0.44609, "Y4": 0.4418, "page": 0, "Index": 127}, {"Word": "43", "Confidence": 0.93, "X1": 0.47439, "Y1": 0.4582, "X2": 0.47305, "Y2": 0.458, "X3": 0.45553, "Y3": 0.4578, "X4": 0.45687, "Y4": 0.4428, "page": 0, "Index": 128}, {"Word": "43", "Confidence": 0.991, "X1": 0.49191, "Y1": 0.4582, "X2": 0.49057, "Y2": 0.458, "X3": 0.4717, "Y3": 0.4578, "X4": 0.47305, "Y4": 0.4428, "page": 0, "Index": 129}, {"Word": "43", "Confidence": 0.968, "X1": 0.50809, "Y1": 0.4592, "X2": 0.50674, "Y2": 0.459, "X3": 0.48787, "Y3": 0.4578, "X4": 0.48922, "Y4": 0.4418, "page": 0, "Index": 130}, {"Word": "43", "Confidence": 0.998, "X1": 0.53504, "Y1": 0.4572, "X2": 0.53504, "Y2": 0.457, "X3": 0.51752, "Y3": 0.4568, "X4": 0.51752, "Y4": 0.4418, "page": 0, "Index": 131}, {"Word": "43", "Confidence": 0.996, "X1": 0.55256, "Y1": 0.4582, "X2": 0.55121, "Y2": 0.458, "X3": 0.53235, "Y3": 0.4568, "X4": 0.53369, "Y4": 0.4418, "page": 0, "Index": 132}, {"Word": "43", "Confidence": 0.996, "X1": 0.56873, "Y1": 0.4582, "X2": 0.56739, "Y2": 0.458, "X3": 0.54717, "Y3": 0.4578, "X4": 0.54852, "Y4": 0.4408, "page": 0, "Index": 133}, {"Word": "43", "Confidence": 0.813, "X1": 0.58221, "Y1": 0.4592, "X2": 0.58086, "Y2": 0.459, "X3": 0.56065, "Y3": 0.4578, "X4": 0.56199, "Y4": 0.4398, "page": 0, "Index": 134}, {"Word": "43", "Confidence": 0.997, "X1": 0.61186, "Y1": 0.4582, "X2": 0.61051, "Y2": 0.458, "X3": 0.5903, "Y3": 0.4578, "X4": 0.59164, "Y4": 0.4428, "page": 0, "Index": 135}, {"Word": "43", "Confidence": 0.681, "X1": 0.63477, "Y1": 0.4582, "X2": 0.63477, "Y2": 0.458, "X3": 0.6159, "Y3": 0.4578, "X4": 0.6159, "Y4": 0.4418, "page": 0, "Index": 136}, {"Word": "43", "Confidence": 0.939, "X1": 0.66712, "Y1": 0.4592, "X2": 0.66712, "Y2": 0.459, "X3": 0.64825, "Y3": 0.4578, "X4": 0.64825, "Y4": 0.4418, "page": 0, "Index": 137}, {"Word": "43", "Confidence": 0.963, "X1": 0.68329, "Y1": 0.4582, "X2": 0.68194, "Y2": 0.458, "X3": 0.66307, "Y3": 0.4568, "X4": 0.66442, "Y4": 0.4418, "page": 0, "Index": 138}, {"Word": "43", "Confidence": 0.971, "X1": 0.69677, "Y1": 0.4572, "X2": 0.69677, "Y2": 0.457, "X3": 0.67925, "Y3": 0.4568, "X4": 0.67925, "Y4": 0.4428, "page": 0, "Index": 139}, {"Word": "43", "Confidence": 0.994, "X1": 0.75337, "Y1": 0.4572, "X2": 0.75337, "Y2": 0.457, "X3": 0.7372, "Y3": 0.4568, "X4": 0.7372, "Y4": 0.4438, "page": 0, "Index": 140}, {"Word": "43", "Confidence": 0.894, "X1": 0.7628, "Y1": 0.4562, "X2": 0.76415, "Y2": 0.456, "X3": 0.74933, "Y3": 0.4558, "X4": 0.74798, "Y4": 0.4428, "page": 0, "Index": 141}, {"Word": "43", "Confidence": 0.997, "X1": 0.78032, "Y1": 0.4572, "X2": 0.78032, "Y2": 0.457, "X3": 0.76415, "Y3": 0.4568, "X4": 0.76415, "Y4": 0.4438, "page": 0, "Index": 142}, {"Word": "43", "Confidence": 0.885, "X1": 0.25472, "Y1": 0.4592, "X2": 0.25472, "Y2": 0.459, "X3": 0.23585, "Y3": 0.4588, "X4": 0.23585, "Y4": 0.4408, "page": 0, "Index": 143}, {"Word": "43", "Confidence": 0.989, "X1": 0.27089, "Y1": 0.4592, "X2": 0.27089, "Y2": 0.459, "X3": 0.25067, "Y3": 0.4588, "X4": 0.25067, "Y4": 0.4408, "page": 0, "Index": 144}, {"Word": "43", "Confidence": 0.984, "X1": 0.30189, "Y1": 0.4592, "X2": 0.30189, "Y2": 0.459, "X3": 0.28167, "Y3": 0.4588, "X4": 0.28167, "Y4": 0.4408, "page": 0, "Index": 145}, {"Word": "43", "Confidence": 0.982, "X1": 0.34367, "Y1": 0.4592, "X2": 0.34367, "Y2": 0.459, "X3": 0.3248, "Y3": 0.4588, "X4": 0.3248, "Y4": 0.4428, "page": 0, "Index": 146}, {"Word": "43", "Confidence": 0.924, "X1": 0.45013, "Y1": 0.4602, "X2": 0.44879, "Y2": 0.46, "X3": 0.42992, "Y3": 0.4588, "X4": 0.43127, "Y4": 0.4428, "page": 0, "Index": 147}, {"Word": "43", "Confidence": 0.84, "X1": 0.52022, "Y1": 0.4592, "X2": 0.52022, "Y2": 0.459, "X3": 0.5, "Y3": 0.4588, "X4": 0.5, "Y4": 0.4408, "page": 0, "Index": 148}, {"Word": "43", "Confidence": 0.944, "X1": 0.59434, "Y1": 0.4592, "X2": 0.59299, "Y2": 0.459, "X3": 0.57278, "Y3": 0.4588, "X4": 0.57412, "Y4": 0.4418, "page": 0, "Index": 149}, {"Word": "43", "Confidence": 0.98, "X1": 0.65229, "Y1": 0.4602, "X2": 0.65229, "Y2": 0.46, "X3": 0.63342, "Y3": 0.4598, "X4": 0.63342, "Y4": 0.4438, "page": 0, "Index": 150}, {"Word": "43", "Confidence": 0.717, "X1": 0.71294, "Y1": 0.4602, "X2": 0.71159, "Y2": 0.46, "X3": 0.69407, "Y3": 0.4598, "X4": 0.69542, "Y4": 0.4428, "page": 0, "Index": 151}, {"Word": "43", "Confidence": 0.94, "X1": 0.72372, "Y1": 0.4602, "X2": 0.72372, "Y2": 0.46, "X3": 0.7062, "Y3": 0.4598, "X4": 0.7062, "Y4": 0.4438, "page": 0, "Index": 152}, {"Word": "43", "Confidence": 0.995, "X1": 0.73854, "Y1": 0.4592, "X2": 0.73854, "Y2": 0.459, "X3": 0.72237, "Y3": 0.4588, "X4": 0.72237, "Y4": 0.4428, "page": 0, "Index": 153}, {"Word": "OPER", "Confidence": 0.958, "X1": 0.82615, "Y1": 0.4622, "X2": 0.82615, "Y2": 0.462, "X3": 0.81132, "Y3": 0.4628, "X4": 0.80997, "Y4": 0.4348, "page": 0, "Index": 154}, {"Word": "Study", "Confidence": 0.991, "X1": 0.85445, "Y1": 0.4702, "X2": 0.85445, "Y2": 0.47, "X3": 0.83962, "Y3": 0.4698, "X4": 0.83962, "Y4": 0.4358, "page": 0, "Index": 155}, {"Word": "DATA", "Confidence": 0.982, "X1": 0.86927, "Y1": 0.4762, "X2": 0.87062, "Y2": 0.476, "X3": 0.8531, "Y3": 0.4768, "X4": 0.8531, "Y4": 0.4508, "page": 0, "Index": 156}, {"Word": "LISTINGS", "Confidence": 0.993, "X1": 0.90027, "Y1": 0.4772, "X2": 0.90027, "Y2": 0.477, "X3": 0.88275, "Y3": 0.4778, "X4": 0.88275, "Y4": 0.4208, "page": 0, "Index": 157}, {"Word": "Study", "Confidence": 0.993, "X1": 0.88544, "Y1": 0.4912, "X2": 0.88544, "Y2": 0.491, "X3": 0.86792, "Y3": 0.4908, "X4": 0.86927, "Y4": 0.4558, "page": 0, "Index": 158}, {"Word": "OF", "Confidence": 0.997, "X1": 0.90027, "Y1": 0.4972, "X2": 0.90027, "Y2": 0.497, "X3": 0.8841, "Y3": 0.4978, "X4": 0.8841, "Y4": 0.4828, "page": 0, "Index": 159}, {"Word": "FOR", "Confidence": 0.574, "X1": 0.87062, "Y1": 0.5032, "X2": 0.87062, "Y2": 0.503, "X3": 0.85445, "Y3": 0.5038, "X4": 0.8531, "Y4": 0.4828, "page": 0, "Index": 160}, {"Word": "Normal", "Confidence": 1, "X1": 0.61051, "Y1": 0.5102, "X2": 0.60782, "Y2": 0.51, "X3": 0.59434, "Y3": 0.5108, "X4": 0.59569, "Y4": 0.4688, "page": 0, "Index": 161}, {"Word": "Normal", "Confidence": 0.648, "X1": 0.75202, "Y1": 0.5102, "X2": 0.75067, "Y2": 0.51, "X3": 0.73989, "Y3": 0.5098, "X4": 0.74124, "Y4": 0.4698, "page": 0, "Index": 162}, {"Word": "start", "Confidence": 0.993, "X1": 0.85445, "Y1": 0.5112, "X2": 0.8558, "Y2": 0.511, "X3": 0.83962, "Y3": 0.5108, "X4": 0.83962, "Y4": 0.4768, "page": 0, "Index": 163}, {"Word": "CLINICAL", "Confidence": 0.942, "X1": 0.81267, "Y1": 0.5252, "X2": 0.81267, "Y2": 0.525, "X3": 0.7965, "Y3": 0.5248, "X4": 0.7938, "Y4": 0.4708, "page": 0, "Index": 164}, {"Word": "Normal/no", "Confidence": 0.293, "X1": 0.15094, "Y1": 0.5312, "X2": 0.1496, "Y2": 0.531, "X3": 0.13612, "Y3": 0.5318, "X4": 0.13747, "Y4": 0.4708, "page": 0, "Index": 165}, {"Word": "Normal/no", "Confidence": 0.443, "X1": 0.1779, "Y1": 0.5312, "X2": 0.1779, "Y2": 0.531, "X3": 0.16577, "Y3": 0.5298, "X4": 0.16712, "Y4": 0.4708, "page": 0, "Index": 166}, {"Word": "Normal/no", "Confidence": 0.625, "X1": 0.19407, "Y1": 0.5312, "X2": 0.19407, "Y2": 0.531, "X3": 0.17925, "Y3": 0.5308, "X4": 0.18059, "Y4": 0.4688, "page": 0, "Index": 167}, {"Word": "Normal//no", "Confidence": 0.342, "X1": 0.20755, "Y1": 0.5312, "X2": 0.20889, "Y2": 0.531, "X3": 0.19542, "Y3": 0.5308, "X4": 0.19407, "Y4": 0.4688, "page": 0, "Index": 168}, {"Word": "Normal/no", "Confidence": 0.245, "X1": 0.2372, "Y1": 0.5302, "X2": 0.23854, "Y2": 0.53, "X3": 0.22507, "Y3": 0.5308, "X4": 0.22372, "Y4": 0.4688, "page": 0, "Index": 169}, {"Word": "Normal/no", "Confidence": 0.78, "X1": 0.25202, "Y1": 0.5302, "X2": 0.25202, "Y2": 0.53, "X3": 0.23989, "Y3": 0.5298, "X4": 0.24124, "Y4": 0.4698, "page": 0, "Index": 170}, {"Word": "Normal/no", "Confidence": 0.614, "X1": 0.26819, "Y1": 0.5312, "X2": 0.26954, "Y2": 0.531, "X3": 0.25472, "Y3": 0.5318, "X4": 0.25337, "Y4": 0.4688, "page": 0, "Index": 171}, {"Word": "Normal/no", "Confidence": 0.596, "X1": 0.28167, "Y1": 0.5302, "X2": 0.28437, "Y2": 0.53, "X3": 0.26954, "Y3": 0.5318, "X4": 0.26685, "Y4": 0.4698, "page": 0, "Index": 172}, {"Word": "Normal/no", "Confidence": 0.618, "X1": 0.29784, "Y1": 0.5312, "X2": 0.29784, "Y2": 0.531, "X3": 0.28302, "Y3": 0.5308, "X4": 0.28302, "Y4": 0.4698, "page": 0, "Index": 173}, {"Word": "Normal/no", "Confidence": 0.476, "X1": 0.31267, "Y1": 0.5302, "X2": 0.31267, "Y2": 0.53, "X3": 0.29919, "Y3": 0.5308, "X4": 0.29784, "Y4": 0.4688, "page": 0, "Index": 174}, {"Word": "Normal/no", "Confidence": 0.675, "X1": 0.32884, "Y1": 0.5312, "X2": 0.32884, "Y2": 0.531, "X3": 0.31402, "Y3": 0.5318, "X4": 0.31402, "Y4": 0.4678, "page": 0, "Index": 175}, {"Word": "Normal/no", "Confidence": 0.677, "X1": 0.34232, "Y1": 0.5302, "X2": 0.34232, "Y2": 0.53, "X3": 0.32884, "Y3": 0.5308, "X4": 0.32884, "Y4": 0.4688, "page": 0, "Index": 176}, {"Word": "Normal/no", "Confidence": 0.613, "X1": 0.35714, "Y1": 0.5302, "X2": 0.35714, "Y2": 0.53, "X3": 0.34367, "Y3": 0.5308, "X4": 0.34367, "Y4": 0.4688, "page": 0, "Index": 177}, {"Word": "Normal/no", "Confidence": 0.621, "X1": 0.37062, "Y1": 0.5312, "X2": 0.37332, "Y2": 0.531, "X3": 0.35714, "Y3": 0.5308, "X4": 0.35714, "Y4": 0.4688, "page": 0, "Index": 178}, {"Word": "Normal//no", "Confidence": 0.528, "X1": 0.38814, "Y1": 0.5302, "X2": 0.38814, "Y2": 0.53, "X3": 0.37332, "Y3": 0.5308, "X4": 0.37332, "Y4": 0.4678, "page": 0, "Index": 179}, {"Word": "Normal/no", "Confidence": 0.4, "X1": 0.40296, "Y1": 0.5312, "X2": 0.40162, "Y2": 0.531, "X3": 0.38679, "Y3": 0.5308, "X4": 0.38814, "Y4": 0.4698, "page": 0, "Index": 180}, {"Word": "Normal/no", "Confidence": 0.722, "X1": 0.41644, "Y1": 0.5312, "X2": 0.41779, "Y2": 0.531, "X3": 0.40296, "Y3": 0.5308, "X4": 0.40296, "Y4": 0.4698, "page": 0, "Index": 181}, {"Word": "Normal/no", "Confidence": 0.643, "X1": 0.43261, "Y1": 0.5302, "X2": 0.43127, "Y2": 0.53, "X3": 0.41779, "Y3": 0.5308, "X4": 0.41779, "Y4": 0.4698, "page": 0, "Index": 182}, {"Word": "Normal/no", "Confidence": 0.659, "X1": 0.44474, "Y1": 0.5312, "X2": 0.44609, "Y2": 0.531, "X3": 0.43261, "Y3": 0.5318, "X4": 0.42992, "Y4": 0.4688, "page": 0, "Index": 183}, {"Word": "Normal/no", "Confidence": 0.605, "X1": 0.46092, "Y1": 0.5312, "X2": 0.46226, "Y2": 0.531, "X3": 0.44744, "Y3": 0.5308, "X4": 0.44744, "Y4": 0.4688, "page": 0, "Index": 184}, {"Word": "Normal/no", "Confidence": 0.601, "X1": 0.47574, "Y1": 0.5312, "X2": 0.47574, "Y2": 0.531, "X3": 0.46092, "Y3": 0.5308, "X4": 0.46226, "Y4": 0.4688, "page": 0, "Index": 185}, {"Word": "Normal/no", "Confidence": 0.608, "X1": 0.49057, "Y1": 0.5302, "X2": 0.49057, "Y2": 0.53, "X3": 0.47709, "Y3": 0.5308, "X4": 0.47574, "Y4": 0.4688, "page": 0, "Index": 186}, {"Word": "Normal/no", "Confidence": 0.765, "X1": 0.50674, "Y1": 0.5302, "X2": 0.50539, "Y2": 0.53, "X3": 0.49191, "Y3": 0.5308, "X4": 0.49191, "Y4": 0.4688, "page": 0, "Index": 187}, {"Word": "Normal/no", "Confidence": 0.626, "X1": 0.52022, "Y1": 0.5312, "X2": 0.52022, "Y2": 0.531, "X3": 0.50674, "Y3": 0.5318, "X4": 0.50674, "Y4": 0.4688, "page": 0, "Index": 188}, {"Word": "Normal/no", "Confidence": 0.79, "X1": 0.53504, "Y1": 0.5302, "X2": 0.53639, "Y2": 0.53, "X3": 0.52156, "Y3": 0.5308, "X4": 0.52156, "Y4": 0.4698, "page": 0, "Index": 189}, {"Word": "Normal/no", "Confidence": 0.61, "X1": 0.54987, "Y1": 0.5302, "X2": 0.54987, "Y2": 0.53, "X3": 0.53639, "Y3": 0.5308, "X4": 0.53504, "Y4": 0.4698, "page": 0, "Index": 190}, {"Word": "Normal/no", "Confidence": 0.679, "X1": 0.56469, "Y1": 0.5302, "X2": 0.56469, "Y2": 0.53, "X3": 0.55121, "Y3": 0.5308, "X4": 0.54987, "Y4": 0.4688, "page": 0, "Index": 191}, {"Word": "Noras1/no", "Confidence": 0.426, "X1": 0.57951, "Y1": 0.5312, "X2": 0.57817, "Y2": 0.531, "X3": 0.56469, "Y3": 0.5308, "X4": 0.56469, "Y4": 0.4698, "page": 0, "Index": 192}, {"Word": "Normal/no", "Confidence": 0.796, "X1": 0.59299, "Y1": 0.5312, "X2": 0.59434, "Y2": 0.531, "X3": 0.57951, "Y3": 0.5318, "X4": 0.57951, "Y4": 0.4698, "page": 0, "Index": 193}, {"Word": "no", "Confidence": 0.998, "X1": 0.60782, "Y1": 0.5312, "X2": 0.60916, "Y2": 0.531, "X3": 0.59569, "Y3": 0.5308, "X4": 0.59434, "Y4": 0.5188, "page": 0, "Index": 194}, {"Word": "Normal/no", "Confidence": 0.669, "X1": 0.62129, "Y1": 0.5302, "X2": 0.61995, "Y2": 0.53, "X3": 0.60916, "Y3": 0.5298, "X4": 0.61051, "Y4": 0.4698, "page": 0, "Index": 195}, {"Word": "Normal/no", "Confidence": 0.442, "X1": 0.63747, "Y1": 0.5312, "X2": 0.63747, "Y2": 0.531, "X3": 0.62399, "Y3": 0.5318, "X4": 0.62264, "Y4": 0.4688, "page": 0, "Index": 196}, {"Word": "Normal/no", "Confidence": 0.692, "X1": 0.6496, "Y1": 0.5302, "X2": 0.6496, "Y2": 0.53, "X3": 0.63881, "Y3": 0.5298, "X4": 0.63881, "Y4": 0.4708, "page": 0, "Index": 197}, {"Word": "Normal/no", "Confidence": 0.602, "X1": 0.66577, "Y1": 0.5302, "X2": 0.66577, "Y2": 0.53, "X3": 0.65229, "Y3": 0.5308, "X4": 0.65094, "Y4": 0.4698, "page": 0, "Index": 198}, {"Word": "Normal/no", "Confidence": 0.117, "X1": 0.67925, "Y1": 0.5302, "X2": 0.6779, "Y2": 0.53, "X3": 0.66846, "Y3": 0.5298, "X4": 0.66846, "Y4": 0.4708, "page": 0, "Index": 199}, {"Word": "Normal/no", "Confidence": 0.679, "X1": 0.69407, "Y1": 0.5302, "X2": 0.69407, "Y2": 0.53, "X3": 0.68329, "Y3": 0.5298, "X4": 0.68329, "Y4": 0.4688, "page": 0, "Index": 200}, {"Word": "Normal/no", "Confidence": 0.618, "X1": 0.70889, "Y1": 0.5312, "X2": 0.71024, "Y2": 0.531, "X3": 0.69542, "Y3": 0.5318, "X4": 0.69542, "Y4": 0.4698, "page": 0, "Index": 201}, {"Word": "Normal/no", "Confidence": 0.565, "X1": 0.72237, "Y1": 0.5302, "X2": 0.72237, "Y2": 0.53, "X3": 0.71159, "Y3": 0.5298, "X4": 0.71159, "Y4": 0.4708, "page": 0, "Index": 202}, {"Word": "Normal/no", "Confidence": 0.431, "X1": 0.7372, "Y1": 0.5302, "X2": 0.7372, "Y2": 0.53, "X3": 0.72507, "Y3": 0.5298, "X4": 0.72642, "Y4": 0.4708, "page": 0, "Index": 203}, {"Word": "/no", "Confidence": 0.677, "X1": 0.75067, "Y1": 0.5302, "X2": 0.75202, "Y2": 0.53, "X3": 0.73989, "Y3": 0.5298, "X4": 0.73989, "Y4": 0.5138, "page": 0, "Index": 204}, {"Word": "Normal/no", "Confidence": 0.716, "X1": 0.76685, "Y1": 0.5312, "X2": 0.7655, "Y2": 0.531, "X3": 0.75337, "Y3": 0.5298, "X4": 0.75472, "Y4": 0.4698, "page": 0, "Index": 205}, {"Word": "Normal/no", "Confidence": 0.851, "X1": 0.78167, "Y1": 0.5312, "X2": 0.78167, "Y2": 0.531, "X3": 0.76685, "Y3": 0.5318, "X4": 0.76685, "Y4": 0.4708, "page": 0, "Index": 206}, {"Word": "V", "Confidence": 0.757, "X1": 0.25067, "Y1": 0.5442, "X2": 0.25067, "Y2": 0.544, "X3": 0.23989, "Y3": 0.5438, "X4": 0.23989, "Y4": 0.5388, "page": 0, "Index": 207}, {"Word": "STUDY", "Confidence": 0.43, "X1": 0.87062, "Y1": 0.5452, "X2": 0.87197, "Y2": 0.545, "X3": 0.8558, "Y3": 0.5458, "X4": 0.85445, "Y4": 0.5118, "page": 0, "Index": 208}, {"Word": "number:", "Confidence": 0.615, "X1": 0.8841, "Y1": 0.5472, "X2": 0.88544, "Y2": 0.547, "X3": 0.86927, "Y3": 0.5468, "X4": 0.86792, "Y4": 0.4968, "page": 0, "Index": 209}, {"Word": "vi", "Confidence": 0.991, "X1": 0.32884, "Y1": 0.5522, "X2": 0.32884, "Y2": 0.552, "X3": 0.31402, "Y3": 0.5518, "X4": 0.31402, "Y4": 0.5388, "page": 0, "Index": 210}, {"Word": "vi", "Confidence": 0.994, "X1": 0.43127, "Y1": 0.5512, "X2": 0.43261, "Y2": 0.551, "X3": 0.41779, "Y3": 0.5518, "X4": 0.41779, "Y4": 0.5388, "page": 0, "Index": 211}, {"Word": "date:", "Confidence": 0.868, "X1": 0.8558, "Y1": 0.5532, "X2": 0.8558, "Y2": 0.553, "X3": 0.84097, "Y3": 0.5528, "X4": 0.84097, "Y4": 0.5188, "page": 0, "Index": 212}, {"Word": "SIGNS", "Confidence": 0.663, "X1": 0.81267, "Y1": 0.5662, "X2": 0.81267, "Y2": 0.566, "X3": 0.7965, "Y3": 0.5668, "X4": 0.7965, "Y4": 0.5308, "page": 0, "Index": 213}, {"Word": "CLINICAL", "Confidence": 0.839, "X1": 0.90027, "Y1": 0.5592, "X2": 0.90162, "Y2": 0.559, "X3": 0.8841, "Y3": 0.5598, "X4": 0.8841, "Y4": 0.5038, "page": 0, "Index": 214}, {"Word": "riste", "Confidence": 0.358, "X1": 0.26685, "Y1": 0.5702, "X2": 0.27089, "Y2": 0.57, "X3": 0.25741, "Y3": 0.5708, "X4": 0.25337, "Y4": 0.5428, "page": 0, "Index": 215}, {"Word": "visib", "Confidence": 0.991, "X1": 0.34367, "Y1": 0.5702, "X2": 0.34367, "Y2": 0.57, "X3": 0.33019, "Y3": 0.5718, "X4": 0.32884, "Y4": 0.5388, "page": 0, "Index": 216}, {"Word": "Fis\u0130\u015e", "Confidence": 0.16, "X1": 0.53369, "Y1": 0.5712, "X2": 0.53639, "Y2": 0.571, "X3": 0.52156, "Y3": 0.5718, "X4": 0.51887, "Y4": 0.5428, "page": 0, "Index": 217}, {"Word": "visibl", "Confidence": 0.623, "X1": 0.31132, "Y1": 0.5792, "X2": 0.31402, "Y2": 0.579, "X3": 0.29919, "Y3": 0.5798, "X4": 0.2965, "Y4": 0.5418, "page": 0, "Index": 218}, {"Word": "ible", "Confidence": 0.968, "X1": 0.32749, "Y1": 0.5852, "X2": 0.32884, "Y2": 0.585, "X3": 0.31267, "Y3": 0.5868, "X4": 0.31132, "Y4": 0.5598, "page": 0, "Index": 219}, {"Word": "visible", "Confidence": 0.848, "X1": 0.35714, "Y1": 0.5852, "X2": 0.36119, "Y2": 0.585, "X3": 0.34501, "Y3": 0.5868, "X4": 0.34367, "Y4": 0.5388, "page": 0, "Index": 220}, {"Word": "visible", "Confidence": 0.956, "X1": 0.37332, "Y1": 0.5862, "X2": 0.37332, "Y2": 0.586, "X3": 0.35849, "Y3": 0.5868, "X4": 0.35849, "Y4": 0.5388, "page": 0, "Index": 221}, {"Word": "visibl", "Confidence": 0.753, "X1": 0.59434, "Y1": 0.5802, "X2": 0.59434, "Y2": 0.58, "X3": 0.57951, "Y3": 0.5798, "X4": 0.57951, "Y4": 0.5388, "page": 0, "Index": 222}, {"Word": "isible", "Confidence": 0.87, "X1": 0.60782, "Y1": 0.5862, "X2": 0.60916, "Y2": 0.586, "X3": 0.59299, "Y3": 0.5868, "X4": 0.59299, "Y4": 0.5448, "page": 0, "Index": 223}, {"Word": "visible", "Confidence": 0.603, "X1": 0.61995, "Y1": 0.5852, "X2": 0.62129, "Y2": 0.585, "X3": 0.61186, "Y3": 0.5848, "X4": 0.60916, "Y4": 0.5398, "page": 0, "Index": 224}, {"Word": "visible", "Confidence": 0.995, "X1": 0.63881, "Y1": 0.5862, "X2": 0.63881, "Y2": 0.586, "X3": 0.62264, "Y3": 0.5868, "X4": 0.62399, "Y4": 0.5388, "page": 0, "Index": 225}, {"Word": "visible", "Confidence": 0.962, "X1": 0.6496, "Y1": 0.5852, "X2": 0.65094, "Y2": 0.585, "X3": 0.64016, "Y3": 0.5848, "X4": 0.63881, "Y4": 0.5388, "page": 0, "Index": 226}, {"Word": "visible", "Confidence": 0.657, "X1": 0.66712, "Y1": 0.5852, "X2": 0.66712, "Y2": 0.585, "X3": 0.6496, "Y3": 0.5858, "X4": 0.65094, "Y4": 0.5378, "page": 0, "Index": 227}, {"Word": "visible", "Confidence": 0.778, "X1": 0.68194, "Y1": 0.5862, "X2": 0.68194, "Y2": 0.586, "X3": 0.66442, "Y3": 0.5858, "X4": 0.66577, "Y4": 0.5388, "page": 0, "Index": 228}, {"Word": "visible", "Confidence": 0.613, "X1": 0.71024, "Y1": 0.5862, "X2": 0.71294, "Y2": 0.586, "X3": 0.69542, "Y3": 0.5868, "X4": 0.69542, "Y4": 0.5388, "page": 0, "Index": 229}, {"Word": "visible", "Confidence": 0.969, "X1": 0.72237, "Y1": 0.5852, "X2": 0.72237, "Y2": 0.585, "X3": 0.71294, "Y3": 0.5848, "X4": 0.71159, "Y4": 0.5388, "page": 0, "Index": 230}, {"Word": "visible", "Confidence": 0.942, "X1": 0.73989, "Y1": 0.5862, "X2": 0.73989, "Y2": 0.586, "X3": 0.72372, "Y3": 0.5868, "X4": 0.72372, "Y4": 0.5388, "page": 0, "Index": 231}, {"Word": "visible", "Confidence": 0.852, "X1": 0.75202, "Y1": 0.5842, "X2": 0.75202, "Y2": 0.584, "X3": 0.74124, "Y3": 0.5838, "X4": 0.73989, "Y4": 0.5398, "page": 0, "Index": 232}, {"Word": "visible", "Confidence": 0.941, "X1": 0.7655, "Y1": 0.5862, "X2": 0.76685, "Y2": 0.586, "X3": 0.75472, "Y3": 0.5858, "X4": 0.75337, "Y4": 0.5388, "page": 0, "Index": 233}, {"Word": "visible", "Confidence": 0.996, "X1": 0.78167, "Y1": 0.5852, "X2": 0.78167, "Y2": 0.585, "X3": 0.76685, "Y3": 0.5858, "X4": 0.76685, "Y4": 0.5388, "page": 0, "Index": 234}, {"Word": "/", "Confidence": 0.998, "X1": 0.81267, "Y1": 0.5802, "X2": 0.81267, "Y2": 0.58, "X3": 0.7965, "Y3": 0.5808, "X4": 0.7965, "Y4": 0.5738, "page": 0, "Index": 235}, {"Word": "DAY!", "Confidence": 0.636, "X1": 0.87197, "Y1": 0.5812, "X2": 0.87332, "Y2": 0.581, "X3": 0.85714, "Y3": 0.5818, "X4": 0.8558, "Y4": 0.5518, "page": 0, "Index": 236}, {"Word": "TOX-035", "Confidence": 0.847, "X1": 0.88679, "Y1": 0.6012, "X2": 0.88949, "Y2": 0.601, "X3": 0.87332, "Y3": 0.6018, "X4": 0.87062, "Y4": 0.5518, "page": 0, "Index": 237}, {"Word": "SIGNS", "Confidence": 0.779, "X1": 0.90162, "Y1": 0.6012, "X2": 0.90162, "Y2": 0.601, "X3": 0.8841, "Y3": 0.6018, "X4": 0.8841, "Y4": 0.5658, "page": 0, "Index": 238}, {"Word": "abn", "Confidence": 0.811, "X1": 0.16307, "Y1": 0.6132, "X2": 0.16307, "Y2": 0.613, "X3": 0.15094, "Y3": 0.6128, "X4": 0.15094, "Y4": 0.5938, "page": 0, "Index": 239}, {"Word": "abn", "Confidence": 0.955, "X1": 0.42992, "Y1": 0.6132, "X2": 0.43127, "Y2": 0.613, "X3": 0.41644, "Y3": 0.6138, "X4": 0.41509, "Y4": 0.5928, "page": 0, "Index": 240}, {"Word": "-2", "Confidence": 0.898, "X1": 0.86792, "Y1": 0.6152, "X2": 0.86792, "Y2": 0.615, "X3": 0.85445, "Y3": 0.6148, "X4": 0.85445, "Y4": 0.6008, "page": 0, "Index": 241}, {"Word": "abno", "Confidence": 0.628, "X1": 0.25202, "Y1": 0.6202, "X2": 0.25337, "Y2": 0.62, "X3": 0.23989, "Y3": 0.6208, "X4": 0.23854, "Y4": 0.5928, "page": 0, "Index": 242}, {"Word": "abno", "Confidence": 0.644, "X1": 0.26819, "Y1": 0.6192, "X2": 0.26954, "Y2": 0.619, "X3": 0.25606, "Y3": 0.6208, "X4": 0.25337, "Y4": 0.5938, "page": 0, "Index": 243}, {"Word": "abne", "Confidence": 0.665, "X1": 0.28032, "Y1": 0.6192, "X2": 0.28302, "Y2": 0.619, "X3": 0.26954, "Y3": 0.6208, "X4": 0.26819, "Y4": 0.5938, "page": 0, "Index": 244}, {"Word": "abno", "Confidence": 0.696, "X1": 0.29919, "Y1": 0.6192, "X2": 0.29919, "Y2": 0.619, "X3": 0.28571, "Y3": 0.6208, "X4": 0.28437, "Y4": 0.5938, "page": 0, "Index": 245}, {"Word": "abnor", "Confidence": 0.673, "X1": 0.3558, "Y1": 0.6272, "X2": 0.35849, "Y2": 0.627, "X3": 0.34367, "Y3": 0.6278, "X4": 0.34232, "Y4": 0.5938, "page": 0, "Index": 246}, {"Word": "abnor", "Confidence": 0.671, "X1": 0.37332, "Y1": 0.6272, "X2": 0.37332, "Y2": 0.627, "X3": 0.35984, "Y3": 0.6278, "X4": 0.35849, "Y4": 0.5938, "page": 0, "Index": 247}, {"Word": "abne", "Confidence": 0.607, "X1": 0.41509, "Y1": 0.6212, "X2": 0.41779, "Y2": 0.621, "X3": 0.40296, "Y3": 0.6208, "X4": 0.40027, "Y4": 0.5938, "page": 0, "Index": 248}, {"Word": "abno", "Confidence": 0.652, "X1": 0.44609, "Y1": 0.6212, "X2": 0.44879, "Y2": 0.621, "X3": 0.43261, "Y3": 0.6218, "X4": 0.42992, "Y4": 0.5938, "page": 0, "Index": 249}, {"Word": "abno", "Confidence": 0.909, "X1": 0.46092, "Y1": 0.6212, "X2": 0.46226, "Y2": 0.621, "X3": 0.44744, "Y3": 0.6208, "X4": 0.44609, "Y4": 0.5938, "page": 0, "Index": 250}, {"Word": "abno", "Confidence": 0.968, "X1": 0.47574, "Y1": 0.6212, "X2": 0.47709, "Y2": 0.621, "X3": 0.46226, "Y3": 0.6208, "X4": 0.46092, "Y4": 0.5938, "page": 0, "Index": 251}, {"Word": "abno", "Confidence": 0.637, "X1": 0.50404, "Y1": 0.6212, "X2": 0.50674, "Y2": 0.621, "X3": 0.49191, "Y3": 0.6218, "X4": 0.48922, "Y4": 0.5938, "page": 0, "Index": 252}, {"Word": "abnor", "Confidence": 0.728, "X1": 0.51887, "Y1": 0.6272, "X2": 0.52022, "Y2": 0.627, "X3": 0.50539, "Y3": 0.6278, "X4": 0.50404, "Y4": 0.5938, "page": 0, "Index": 253}, {"Word": "abno", "Confidence": 0.624, "X1": 0.53369, "Y1": 0.6212, "X2": 0.53504, "Y2": 0.621, "X3": 0.52022, "Y3": 0.6208, "X4": 0.51887, "Y4": 0.5938, "page": 0, "Index": 254}, {"Word": "abne", "Confidence": 0.631, "X1": 0.54852, "Y1": 0.6212, "X2": 0.54987, "Y2": 0.621, "X3": 0.53639, "Y3": 0.6208, "X4": 0.53504, "Y4": 0.5938, "page": 0, "Index": 255}, {"Word": "abno", "Confidence": 0.943, "X1": 0.56199, "Y1": 0.6212, "X2": 0.56334, "Y2": 0.621, "X3": 0.54987, "Y3": 0.6208, "X4": 0.54852, "Y4": 0.5928, "page": 0, "Index": 256}, {"Word": "abno", "Confidence": 0.652, "X1": 0.57817, "Y1": 0.6202, "X2": 0.57951, "Y2": 0.62, "X3": 0.56604, "Y3": 0.6208, "X4": 0.56334, "Y4": 0.5938, "page": 0, "Index": 257}, {"Word": "07-Nov-90", "Confidence": 0.641, "X1": 0.85714, "Y1": 0.6202, "X2": 0.85849, "Y2": 0.62, "X3": 0.84367, "Y3": 0.6208, "X4": 0.84097, "Y4": 0.5588, "page": 0, "Index": 258}, {"Word": "abnor", "Confidence": 0.771, "X1": 0.32884, "Y1": 0.6282, "X2": 0.32749, "Y2": 0.628, "X3": 0.31402, "Y3": 0.6288, "X4": 0.31267, "Y4": 0.5928, "page": 0, "Index": 259}, {"Word": "abnor", "Confidence": 0.671, "X1": 0.59299, "Y1": 0.6282, "X2": 0.59299, "Y2": 0.628, "X3": 0.57951, "Y3": 0.6288, "X4": 0.57682, "Y4": 0.5928, "page": 0, "Index": 260}, {"Word": "abnorma", "Confidence": 0.65, "X1": 0.31267, "Y1": 0.6412, "X2": 0.31267, "Y2": 0.641, "X3": 0.29919, "Y3": 0.6418, "X4": 0.2965, "Y4": 0.5938, "page": 0, "Index": 261}, {"Word": "abnorma", "Confidence": 0.618, "X1": 0.34367, "Y1": 0.6412, "X2": 0.34367, "Y2": 0.641, "X3": 0.33019, "Y3": 0.6418, "X4": 0.32615, "Y4": 0.5928, "page": 0, "Index": 262}, {"Word": "abnorma", "Confidence": 0.641, "X1": 0.60916, "Y1": 0.6422, "X2": 0.60916, "Y2": 0.642, "X3": 0.59434, "Y3": 0.6418, "X4": 0.59299, "Y4": 0.5928, "page": 0, "Index": 263}, {"Word": "COMMENTS", "Confidence": 0.85, "X1": 0.81267, "Y1": 0.6432, "X2": 0.81132, "Y2": 0.643, "X3": 0.7965, "Y3": 0.6438, "X4": 0.7965, "Y4": 0.5858, "page": 0, "Index": 264}, {"Word": "abnormali", "Confidence": 0.602, "X1": 0.70889, "Y1": 0.6552, "X2": 0.71294, "Y2": 0.655, "X3": 0.69677, "Y3": 0.6558, "X4": 0.69272, "Y4": 0.5938, "page": 0, "Index": 265}, {"Word": "WITHOUT", "Confidence": 0.955, "X1": 0.90162, "Y1": 0.6552, "X2": 0.90162, "Y2": 0.655, "X3": 0.8841, "Y3": 0.6568, "X4": 0.8841, "Y4": 0.6068, "page": 0, "Index": 266}, {"Word": "rmaliti", "Confidence": 0.671, "X1": 0.72237, "Y1": 0.6682, "X2": 0.72237, "Y2": 0.668, "X3": 0.71294, "Y3": 0.6678, "X4": 0.71159, "Y4": 0.6218, "page": 0, "Index": 267}, {"Word": "abnormaliti.", "Confidence": 0.61, "X1": 0.62129, "Y1": 0.6742, "X2": 0.62129, "Y2": 0.674, "X3": 0.61186, "Y3": 0.6748, "X4": 0.61051, "Y4": 0.5938, "page": 0, "Index": 268}, {"Word": "abnormaliti", "Confidence": 0.866, "X1": 0.63881, "Y1": 0.6702, "X2": 0.63881, "Y2": 0.67, "X3": 0.62399, "Y3": 0.6698, "X4": 0.62264, "Y4": 0.5928, "page": 0, "Index": 269}, {"Word": "abnormalitis", "Confidence": 0.394, "X1": 0.6496, "Y1": 0.6742, "X2": 0.65094, "Y2": 0.674, "X3": 0.64151, "Y3": 0.6738, "X4": 0.64016, "Y4": 0.5978, "page": 0, "Index": 270}, {"Word": "abnormaliti", "Confidence": 0.768, "X1": 0.66712, "Y1": 0.6692, "X2": 0.66577, "Y2": 0.669, "X3": 0.65094, "Y3": 0.6688, "X4": 0.6496, "Y4": 0.5938, "page": 0, "Index": 271}, {"Word": "abnormaliti", "Confidence": 0.672, "X1": 0.68194, "Y1": 0.6692, "X2": 0.68194, "Y2": 0.669, "X3": 0.66712, "Y3": 0.6698, "X4": 0.66442, "Y4": 0.5928, "page": 0, "Index": 272}, {"Word": "coalitie", "Confidence": 0.412, "X1": 0.69272, "Y1": 0.6742, "X2": 0.69407, "Y2": 0.674, "X3": 0.68464, "Y3": 0.6738, "X4": 0.68329, "Y4": 0.6218, "page": 0, "Index": 273}, {"Word": "abnormaliti", "Confidence": 0.49, "X1": 0.73989, "Y1": 0.6692, "X2": 0.74124, "Y2": 0.669, "X3": 0.72507, "Y3": 0.6698, "X4": 0.72372, "Y4": 0.5938, "page": 0, "Index": 274}, {"Word": "abnormalitie", "Confidence": 0.605, "X1": 0.75067, "Y1": 0.6752, "X2": 0.75202, "Y2": 0.675, "X3": 0.74124, "Y3": 0.6738, "X4": 0.73989, "Y4": 0.5948, "page": 0, "Index": 275}, {"Word": "abnormalitie", "Confidence": 0.632, "X1": 0.7655, "Y1": 0.6762, "X2": 0.76819, "Y2": 0.676, "X3": 0.75606, "Y3": 0.6738, "X4": 0.75472, "Y4": 0.5958, "page": 0, "Index": 276}, {"Word": "abnormalities", "Confidence": 0.743, "X1": 0.78302, "Y1": 0.6822, "X2": 0.78302, "Y2": 0.682, "X3": 0.76954, "Y3": 0.6838, "X4": 0.76685, "Y4": 0.5938, "page": 0, "Index": 277}, {"Word": "MASSES", "Confidence": 0.601, "X1": 0.90162, "Y1": 0.7042, "X2": 0.90162, "Y2": 0.704, "X3": 0.8841, "Y3": 0.7048, "X4": 0.8841, "Y4": 0.6628, "page": 0, "Index": 278}, {"Word": "ACUTE", "Confidence": 0.151, "X1": 0.85714, "Y1": 0.7772, "X2": 0.85849, "Y2": 0.777, "X3": 0.84097, "Y3": 0.7778, "X4": 0.84097, "Y4": 0.7438, "page": 0, "Index": 279}, {"Word": "TOXICITY/ORAL", "Confidence": 0.519, "X1": 0.85849, "Y1": 0.8752, "X2": 0.85984, "Y2": 0.875, "X3": 0.84232, "Y3": 0.8758, "X4": 0.84097, "Y4": 0.7858, "page": 0, "Index": 280}, {"Word": "Page:", "Confidence": 0.932, "X1": 0.88679, "Y1": 0.8692, "X2": 0.88679, "Y2": 0.869, "X3": 0.87197, "Y3": 0.8688, "X4": 0.87062, "Y4": 0.8348, "page": 0, "Index": 281}, {"Word": "PRINTED:", "Confidence": 0.886, "X1": 0.90162, "Y1": 0.8772, "X2": 0.90162, "Y2": 0.877, "X3": 0.8841, "Y3": 0.8778, "X4": 0.8841, "Y4": 0.8228, "page": 0, "Index": 282}, {"Word": "1", "Confidence": 0.988, "X1": 0.88679, "Y1": 0.8832, "X2": 0.88814, "Y2": 0.883, "X3": 0.87332, "Y3": 0.8828, "X4": 0.87197, "Y4": 0.8758, "page": 0, "Index": 283}, {"Word": "LDSO", "Confidence": 0.605, "X1": 0.85984, "Y1": 0.9102, "X2": 0.85984, "Y2": 0.91, "X3": 0.84097, "Y3": 0.9098, "X4": 0.84232, "Y4": 0.8828, "page": 0, "Index": 284}, {"Word": "---", "Confidence": 0.439, "X1": 0.84097, "Y1": 0.9382, "X2": 0.84367, "Y2": 0.938, "X3": 0.82749, "Y3": 0.9388, "X4": 0.8248, "Y4": 0.9118, "page": 0, "Index": 285}, {"Word": "PHSA", "Confidence": 0.615, "X1": 0.85984, "Y1": 0.9432, "X2": 0.85984, "Y2": 0.943, "X3": 0.84097, "Y3": 0.9438, "X4": 0.84097, "Y4": 0.9168, "page": 0, "Index": 286}, {"Word": "05-Nov-90", "Confidence": 0.885, "X1": 0.90162, "Y1": 0.9452, "X2": 0.90296, "Y2": 0.945, "X3": 0.88544, "Y3": 0.9458, "X4": 0.88544, "Y4": 0.8848, "page": 0, "Index": 287}]}
"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"
ffwp0205
0
{"lines_data": [{"Word": "The manufacture and use of vacuum", "Confidence": 0.995, "X1": 0.10431, "Y1": 0.0362, "X2": 0.62309, "Y2": 0.036, "X3": 0.62309, "Y3": 0.0598, "X4": 0.10431, "Y4": 0.0578, "page": 0}, {"Word": "18", "Confidence": 0.998, "X1": 0.83588, "Y1": 0.0342, "X2": 0.90403, "Y2": 0.034, "X3": 0.90542, "Y3": 0.0758, "X4": 0.83866, "Y4": 0.0788, "page": 0}, {"Word": "metallised substrates", "Confidence": 0.994, "X1": 0.10292, "Y1": 0.0572, "X2": 0.41168, "Y2": 0.057, "X3": 0.41168, "Y3": 0.0808, "X4": 0.10292, "Y4": 0.0798, "page": 0}, {"Word": "Dr W Llewellyn", "Confidence": 0.881, "X1": 0.10292, "Y1": 0.0932, "X2": 0.21697, "Y2": 0.093, "X3": 0.21697, "Y3": 0.1088, "X4": 0.10292, "Y4": 0.1078, "page": 0}, {"Word": "Porth Textiles Ltd, UK", "Confidence": 0.89425, "X1": 0.10292, "Y1": 0.1192, "X2": 0.26843, "Y2": 0.119, "X3": 0.26843, "Y3": 0.1348, "X4": 0.10292, "Y4": 0.1348, "page": 0}, {"Word": "1 Introduction", "Confidence": 0.921, "X1": 0.10848, "Y1": 0.2332, "X2": 0.21836, "Y2": 0.233, "X3": 0.21836, "Y3": 0.2478, "X4": 0.10848, "Y4": 0.2468, "page": 0}, {"Word": "provide such an effective barrier plus the economics", "Confidence": 0.91338, "X1": 0.5146, "Y1": 0.2342, "X2": 0.88317, "Y2": 0.234, "X3": 0.88317, "Y3": 0.2478, "X4": 0.5146, "Y4": 0.2478, "page": 0}, {"Word": "of the metallising operation had prevented the use of", "Confidence": 0.91511, "X1": 0.51739, "Y1": 0.2482, "X2": 0.88734, "Y2": 0.248, "X3": 0.88734, "Y3": 0.2608, "X4": 0.51739, "Y4": 0.2608, "page": 0}, {"Word": "The metallic surface of vacuum metallised substrates", "Confidence": 0.95686, "X1": 0.10848, "Y1": 0.2612, "X2": 0.47149, "Y2": 0.261, "X3": 0.47149, "Y3": 0.2748, "X4": 0.10848, "Y4": 0.2738, "page": 0}, {"Word": "metallised materials in a functional packaging sense.", "Confidence": 0.85814, "X1": 0.51878, "Y1": 0.2612, "X2": 0.88039, "Y2": 0.261, "X3": 0.88039, "Y3": 0.2738, "X4": 0.51878, "Y4": 0.2748, "page": 0}, {"Word": "Several factors combined in 1974, the 'year of the", "Confidence": 0.94467, "X1": 0.51739, "Y1": 0.2742, "X2": 0.86787, "Y2": 0.274, "X3": 0.86787, "Y3": 0.2878, "X4": 0.51739, "Y4": 0.2878, "page": 0}, {"Word": "is obtained by the deposition of a metal, typically.", "Confidence": 0.88867, "X1": 0.10709, "Y1": 0.2762, "X2": 0.45619, "Y2": 0.276, "X3": 0.45619, "Y3": 0.2888, "X4": 0.10709, "Y4": 0.2878, "page": 0}, {"Word": "but not essentially, aluminium, in specially designed", "Confidence": 0.93, "X1": 0.10848, "Y1": 0.2902, "X2": 0.46732, "Y2": 0.29, "X3": 0.46732, "Y3": 0.3028, "X4": 0.10848, "Y4": 0.3008, "page": 0}, {"Word": "energy crisis', to change the situation. Of these", "Confidence": 0.98037, "X1": 0.51599, "Y1": 0.2882, "X2": 0.84562, "Y2": 0.288, "X3": 0.84562, "Y3": 0.3008, "X4": 0.51599, "Y4": 0.3018, "page": 0}, {"Word": "and constructed equipment under conditions of high", "Confidence": 0.93986, "X1": 0.10987, "Y1": 0.3032, "X2": 0.47288, "Y2": 0.303, "X3": 0.47288, "Y3": 0.3158, "X4": 0.10987, "Y4": 0.3158, "page": 0}, {"Word": "factors three have especial significance, two being", "Confidence": 0.835, "X1": 0.51739, "Y1": 0.3022, "X2": 0.86509, "Y2": 0.302, "X3": 0.86509, "Y3": 0.3148, "X4": 0.51739, "Y4": 0.3148, "page": 0}, {"Word": "vacuum, onto the substrate surface, which may or", "Confidence": 0.9705, "X1": 0.10848, "Y1": 0.3162, "X2": 0.45341, "Y2": 0.316, "X3": 0.45341, "Y3": 0.3288, "X4": 0.10848, "Y4": 0.3298, "page": 0}, {"Word": "directly related to the energy crisis, and the third", "Confidence": 0.897, "X1": 0.51878, "Y1": 0.3152, "X2": 0.8637, "Y2": 0.315, "X3": 0.8637, "Y3": 0.3288, "X4": 0.51878, "Y4": 0.3288, "page": 0}, {"Word": "may not be pretreated dependent upon substrate type", "Confidence": 0.97988, "X1": 0.10709, "Y1": 0.3302, "X2": 0.48122, "Y2": 0.33, "X3": 0.48122, "Y3": 0.3438, "X4": 0.10709, "Y4": 0.3438, "page": 0}, {"Word": "to developments within the metallising industry.", "Confidence": 0.89133, "X1": 0.52017, "Y1": 0.3292, "X2": 0.85675, "Y2": 0.329, "X3": 0.85675, "Y3": 0.3418, "X4": 0.52017, "Y4": 0.3418, "page": 0}, {"Word": "and end requirement, such that the total thickness of", "Confidence": 0.92544, "X1": 0.10709, "Y1": 0.3432, "X2": 0.47705, "Y2": 0.343, "X3": 0.47705, "Y3": 0.3568, "X4": 0.10709, "Y4": 0.3558, "page": 0}, {"Word": "metal is of the order of 200-300 Angstroms.", "Confidence": 0.99, "X1": 0.10987, "Y1": 0.3562, "X2": 0.41446, "Y2": 0.356, "X3": 0.41446, "Y3": 0.3708, "X4": 0.10987, "Y4": 0.3708, "page": 0}, {"Word": "Aluminium foil had long been a successful and", "Confidence": 0.91488, "X1": 0.52017, "Y1": 0.3582, "X2": 0.84562, "Y2": 0.358, "X3": 0.84562, "Y3": 0.3708, "X4": 0.52017, "Y4": 0.3708, "page": 0}, {"Word": "efficient packaging medium. However, of all", "Confidence": 0.921, "X1": 0.51878, "Y1": 0.3702, "X2": 0.83171, "Y2": 0.37, "X3": 0.83171, "Y3": 0.3848, "X4": 0.51878, "Y4": 0.3858, "page": 0}, {"Word": "Historically, the technique of vacuum metallisation", "Confidence": 0.9145, "X1": 0.10848, "Y1": 0.3842, "X2": 0.46314, "Y2": 0.384, "X3": 0.46314, "Y3": 0.3968, "X4": 0.10848, "Y4": 0.3968, "page": 0}, {"Word": "commonly used materials, it possessed the highest", "Confidence": 0.95843, "X1": 0.52017, "Y1": 0.3852, "X2": 0.86787, "Y2": 0.385, "X3": 0.86787, "Y3": 0.3978, "X4": 0.52017, "Y4": 0.3998, "page": 0}, {"Word": "is nearly 90 years old, the observation that metals", "Confidence": 0.88911, "X1": 0.10848, "Y1": 0.3982, "X2": 0.45341, "Y2": 0.398, "X3": 0.45341, "Y3": 0.4108, "X4": 0.10848, "Y4": 0.4108, "page": 0}, {"Word": "energy content, and 1974 was a time for seeking out", "Confidence": 0.8328, "X1": 0.51878, "Y1": 0.3992, "X2": 0.88734, "Y2": 0.399, "X3": 0.88734, "Y3": 0.4118, "X4": 0.51878, "Y4": 0.4138, "page": 0}, {"Word": "can be evaporated in vacuum, with the consequent", "Confidence": 0.9445, "X1": 0.10848, "Y1": 0.4132, "X2": 0.45897, "Y2": 0.413, "X3": 0.45897, "Y3": 0.4258, "X4": 0.10848, "Y4": 0.4248, "page": 0}, {"Word": "alternative packaging materials of inherently lower", "Confidence": 0.8645, "X1": 0.51739, "Y1": 0.4132, "X2": 0.87622, "Y2": 0.413, "X3": 0.87622, "Y3": 0.4258, "X4": 0.51739, "Y4": 0.4258, "page": 0}, {"Word": "condensation of the vapour on a cold surface being", "Confidence": 0.94378, "X1": 0.10848, "Y1": 0.4262, "X2": 0.46314, "Y2": 0.426, "X3": 0.46314, "Y3": 0.4388, "X4": 0.10848, "Y4": 0.4388, "page": 0}, {"Word": "energy content than those currently used.", "Confidence": 0.94283, "X1": 0.51878, "Y1": 0.4272, "X2": 0.81085, "Y2": 0.427, "X3": 0.81085, "Y3": 0.4398, "X4": 0.51878, "Y4": 0.4398, "page": 0}, {"Word": "accredited to Pringshein and Pohl in 1912, although", "Confidence": 0.96188, "X1": 0.10709, "Y1": 0.4392, "X2": 0.46732, "Y2": 0.439, "X3": 0.46732, "Y3": 0.4528, "X4": 0.10709, "Y4": 0.4528, "page": 0}, {"Word": "Additionally, severe doubts were again expressed at", "Confidence": 0.88371, "X1": 0.52295, "Y1": 0.4402, "X2": 0.88039, "Y2": 0.44, "X3": 0.88039, "Y3": 0.4548, "X4": 0.52295, "Y4": 0.4538, "page": 0}, {"Word": "It is of interest to note that Edison had been granted", "Confidence": 0.98036, "X1": 0.10987, "Y1": 0.4542, "X2": 0.47149, "Y2": 0.454, "X3": 0.47149, "Y3": 0.4668, "X4": 0.10987, "Y4": 0.4668, "page": 0}, {"Word": "this time as to the possible adverse effects of pinholes", "Confidence": 0.964, "X1": 0.52017, "Y1": 0.4542, "X2": 0.8943, "Y2": 0.454, "X3": 0.8943, "Y3": 0.4678, "X4": 0.52017, "Y4": 0.4678, "page": 0}, {"Word": "a patent for it in 1890.", "Confidence": 0.98933, "X1": 0.11127, "Y1": 0.4672, "X2": 0.26843, "Y2": 0.467, "X3": 0.26843, "Y3": 0.4808, "X4": 0.11127, "Y4": 0.4818, "page": 0}, {"Word": "In aluminium foils, especially the more commonly", "Confidence": 0.96871, "X1": 0.52017, "Y1": 0.4682, "X2": 0.87204, "Y2": 0.468, "X3": 0.87204, "Y3": 0.4808, "X4": 0.52017, "Y4": 0.4808, "page": 0}, {"Word": "used 9 um thickness, on the transmission of gas and", "Confidence": 0.9068, "X1": 0.51878, "Y1": 0.4822, "X2": 0.88039, "Y2": 0.482, "X3": 0.88039, "Y3": 0.4948, "X4": 0.51878, "Y4": 0.4948, "page": 0}, {"Word": "water vapour through the foll, and to the loss of", "Confidence": 0.9877, "X1": 0.52017, "Y1": 0.4952, "X2": 0.85953, "Y2": 0.495, "X3": 0.85953, "Y3": 0.5078, "X4": 0.52017, "Y4": 0.5088, "page": 0}, {"Word": "However, It was not until the mid and late 1930's,", "Confidence": 0.9559, "X1": 0.10709, "Y1": 0.4952, "X2": 0.45758, "Y2": 0.495, "X3": 0.45758, "Y3": 0.5088, "X4": 0.10709, "Y4": 0.5088, "page": 0}, {"Word": "with the development of the gas ballast pump and oil", "Confidence": 0.966, "X1": 0.10987, "Y1": 0.5092, "X2": 0.47844, "Y2": 0.509, "X3": 0.47844, "Y3": 0.5218, "X4": 0.10987, "Y4": 0.5218, "page": 0}, {"Word": "barrier due to cracking of the foil upon flexing.", "Confidence": 0.98122, "X1": 0.52156, "Y1": 0.5092, "X2": 0.84979, "Y2": 0.509, "X3": 0.84979, "Y3": 0.5218, "X4": 0.52156, "Y4": 0.5218, "page": 0}, {"Word": "diffusion pump that vacuum metallised materials were", "Confidence": 0.91529, "X1": 0.10987, "Y1": 0.5242, "X2": 0.48401, "Y2": 0.524, "X3": 0.48401, "Y3": 0.5368, "X4": 0.10987, "Y4": 0.5358, "page": 0}, {"Word": "Unfortunately, the relevance of pinholes to barrier", "Confidence": 0.96857, "X1": 0.52017, "Y1": 0.5232, "X2": 0.87483, "Y2": 0.523, "X3": 0.87483, "Y3": 0.5358, "X4": 0.52017, "Y4": 0.5358, "page": 0}, {"Word": "commercially produced. Bosch, in 1938, were", "Confidence": 0.9515, "X1": 0.10987, "Y1": 0.5362, "X2": 0.42698, "Y2": 0.536, "X3": 0.42698, "Y3": 0.5498, "X4": 0.10987, "Y4": 0.5498, "page": 0}, {"Word": "properties was not to be comprehensively resolved", "Confidence": 0.976, "X1": 0.52017, "Y1": 0.5362, "X2": 0.87344, "Y2": 0.536, "X3": 0.87344, "Y3": 0.5498, "X4": 0.52017, "Y4": 0.5508, "page": 0}, {"Word": "vacuum metallising paper webs with zinc to produce", "Confidence": 0.98788, "X1": 0.10987, "Y1": 0.5502, "X2": 0.47149, "Y2": 0.55, "X3": 0.47149, "Y3": 0.5628, "X4": 0.10987, "Y4": 0.5628, "page": 0}, {"Word": "until later, by a Pira report commissioned by the", "Confidence": 0.97022, "X1": 0.52156, "Y1": 0.5502, "X2": 0.86231, "Y2": 0.55, "X3": 0.86231, "Y3": 0.5628, "X4": 0.52156, "Y4": 0.5628, "page": 0}, {"Word": "self-healing capacitors, and in 1938 and 1939 poly-", "Confidence": 0.8545, "X1": 0.10848, "Y1": 0.5632, "X2": 0.46036, "Y2": 0.563, "X3": 0.46036, "Y3": 0.5768, "X4": 0.10848, "Y4": 0.5778, "page": 0}, {"Word": "British Aluminium Foil Rollers Association, and in", "Confidence": 0.88686, "X1": 0.51878, "Y1": 0.5632, "X2": 0.88039, "Y2": 0.563, "X3": 0.88039, "Y3": 0.5768, "X4": 0.51878, "Y4": 0.5768, "page": 0}, {"Word": "styrene, butyrate and acrylic mouldings were first", "Confidence": 0.89471, "X1": 0.10848, "Y1": 0.5772, "X2": 0.45758, "Y2": 0.577, "X3": 0.45758, "Y3": 0.5898, "X4": 0.10848, "Y4": 0.5918, "page": 0}, {"Word": "retrospect It was unjust that such doubts were raised", "Confidence": 0.96333, "X1": 0.52017, "Y1": 0.5772, "X2": 0.88734, "Y2": 0.577, "X3": 0.88734, "Y3": 0.5898, "X4": 0.52017, "Y4": 0.5908, "page": 0}, {"Word": "used in a metallised form in the automotive and", "Confidence": 0.98533, "X1": 0.10987, "Y1": 0.5912, "X2": 0.44089, "Y2": 0.591, "X3": 0.44089, "Y3": 0.6028, "X4": 0.10987, "Y4": 0.6028, "page": 0}, {"Word": "at so sensitive a time.", "Confidence": 0.9624, "X1": 0.52017, "Y1": 0.5912, "X2": 0.67038, "Y2": 0.591, "X3": 0.67038, "Y3": 0.6038, "X4": 0.52017, "Y4": 0.6038, "page": 0}, {"Word": "domestic appliance industries. These latter applica-", "Confidence": 0.91033, "X1": 0.11127, "Y1": 0.6042, "X2": 0.46314, "Y2": 0.604, "X3": 0.46314, "Y3": 0.6168, "X4": 0.11127, "Y4": 0.6168, "page": 0}, {"Word": "tions plus the developments in the optical industry", "Confidence": 0.93538, "X1": 0.11266, "Y1": 0.6172, "X2": 0.46036, "Y2": 0.617, "X3": 0.46036, "Y3": 0.6308, "X4": 0.11266, "Y4": 0.6308, "page": 0}, {"Word": "Secondly, the concern of the effect of a shortfall in", "Confidence": 0.886, "X1": 0.52017, "Y1": 0.6172, "X2": 0.88039, "Y2": 0.617, "X3": 0.88039, "Y3": 0.6308, "X4": 0.52017, "Y4": 0.6308, "page": 0}, {"Word": "were, and still are, carried out in 'stationary*", "Confidence": 0.942, "X1": 0.11127, "Y1": 0.6312, "X2": 0.41725, "Y2": 0.631, "X3": 0.41725, "Y3": 0.6448, "X4": 0.11127, "Y4": 0.6448, "page": 0}, {"Word": "available energy on materials availability occationed", "Confidence": 0.67183, "X1": 0.51739, "Y1": 0.6312, "X2": 0.88317, "Y2": 0.631, "X3": 0.88317, "Y3": 0.6448, "X4": 0.51739, "Y4": 0.6448, "page": 0}, {"Word": "equipment.", "Confidence": 0.919, "X1": 0.11127, "Y1": 0.6442, "X2": 0.19193, "Y2": 0.644, "X3": 0.19193, "Y3": 0.6578, "X4": 0.11127, "Y4": 0.6588, "page": 0}, {"Word": "wild fluctuations in both material supply and cost.", "Confidence": 0.956, "X1": 0.52156, "Y1": 0.6462, "X2": 0.87344, "Y2": 0.646, "X3": 0.87344, "Y3": 0.6588, "X4": 0.52156, "Y4": 0.6578, "page": 0}, {"Word": "Once stability returned, it did so with the effect that", "Confidence": 0.9474, "X1": 0.52156, "Y1": 0.6592, "X2": 0.89013, "Y2": 0.659, "X3": 0.89013, "Y3": 0.6728, "X4": 0.52156, "Y4": 0.6718, "page": 0}, {"Word": "The development of large diffusion pumps In the", "Confidence": 0.9865, "X1": 0.11127, "Y1": 0.6722, "X2": 0.44784, "Y2": 0.672, "X3": 0.44784, "Y3": 0.6858, "X4": 0.11127, "Y4": 0.6858, "page": 0}, {"Word": "both materials and packaged goods were, and are,", "Confidence": 0.893, "X1": 0.52156, "Y1": 0.6732, "X2": 0.86648, "Y2": 0.673, "X3": 0.86648, "Y3": 0.6868, "X4": 0.52156, "Y4": 0.6868, "page": 0}, {"Word": "1940's, and the Introduction of flexible plastics", "Confidence": 0.95486, "X1": 0.11127, "Y1": 0.6862, "X2": 0.44228, "Y2": 0.686, "X3": 0.44228, "Y3": 0.6998, "X4": 0.11127, "Y4": 0.6988, "page": 0}, {"Word": "held in lower stock levels than previously. This has", "Confidence": 0.91022, "X1": 0.52156, "Y1": 0.6882, "X2": 0.87622, "Y2": 0.688, "X3": 0.87622, "Y3": 0.7008, "X4": 0.52156, "Y4": 0.7008, "page": 0}, {"Word": "films in the 1950's, formed the basis of today's", "Confidence": 0.97767, "X1": 0.11127, "Y1": 0.7002, "X2": 0.4395, "Y2": 0.7, "X3": 0.4395, "Y3": 0.7128, "X4": 0.11127, "Y4": 0.7128, "page": 0}, {"Word": "generally resulted in a reassessment of the shelf life", "Confidence": 0.87422, "X1": 0.51878, "Y1": 0.7012, "X2": 0.87622, "Y2": 0.701, "X3": 0.87761, "Y3": 0.7148, "X4": 0.51878, "Y4": 0.7158, "page": 0}, {"Word": "vacuum metallising industry with the first use of", "Confidence": 0.98188, "X1": 0.11127, "Y1": 0.7142, "X2": 0.44924, "Y2": 0.714, "X3": 0.44924, "Y3": 0.7268, "X4": 0.11127, "Y4": 0.7278, "page": 0}, {"Word": "requirement, accepting that the packaging require-", "Confidence": 0.88517, "X1": 0.52156, "Y1": 0.7162, "X2": 0.87483, "Y2": 0.716, "X3": 0.87622, "Y3": 0.7288, "X4": 0.52156, "Y4": 0.7288, "page": 0}, {"Word": "metallising for flexible packaging dating back to the", "Confidence": 0.96775, "X1": 0.11127, "Y1": 0.7272, "X2": 0.46871, "Y2": 0.727, "X3": 0.46871, "Y3": 0.7418, "X4": 0.11127, "Y4": 0.7418, "page": 0}, {"Word": "ments directly related to the product are unchanged.", "Confidence": 0.94725, "X1": 0.52156, "Y1": 0.7302, "X2": 0.89013, "Y2": 0.73, "X3": 0.89013, "Y3": 0.7418, "X4": 0.52156, "Y4": 0.7418, "page": 0}, {"Word": "early 1960's, where the high reflectance and gloss of", "Confidence": 0.88267, "X1": 0.10848, "Y1": 0.7412, "X2": 0.47288, "Y2": 0.741, "X3": 0.47288, "Y3": 0.7548, "X4": 0.10848, "Y4": 0.7558, "page": 0}, {"Word": "Such exercises heve, in certain areas, led to a con-", "Confidence": 0.8093, "X1": 0.51878, "Y1": 0.7442, "X2": 0.86787, "Y2": 0.744, "X3": 0.86787, "Y3": 0.7558, "X4": 0.51878, "Y4": 0.7558, "page": 0}, {"Word": "the products were used largely for their aesthetics.", "Confidence": 0.94413, "X1": 0.11127, "Y1": 0.7552, "X2": 0.46175, "Y2": 0.755, "X3": 0.46175, "Y3": 0.7688, "X4": 0.11127, "Y4": 0.7688, "page": 0}, {"Word": "siderable reduction in the specified shelf life of the", "Confidence": 0.93056, "X1": 0.52017, "Y1": 0.7572, "X2": 0.879, "Y2": 0.757, "X3": 0.879, "Y3": 0.7698, "X4": 0.52017, "Y4": 0.7698, "page": 0}, {"Word": "These first packaging applications were merely", "Confidence": 0.94483, "X1": 0.11266, "Y1": 0.7702, "X2": 0.43672, "Y2": 0.77, "X3": 0.43672, "Y3": 0.7828, "X4": 0.11266, "Y4": 0.7828, "page": 0}, {"Word": "package, permitting the use of alternative packaging", "Confidence": 0.92571, "X1": 0.52156, "Y1": 0.7712, "X2": 0.88317, "Y2": 0.771, "X3": 0.88317, "Y3": 0.7858, "X4": 0.52156, "Y4": 0.7848, "page": 0}, {"Word": "natural extensions of other metallised substrate", "Confidence": 0.92867, "X1": 0.11127, "Y1": 0.7832, "X2": 0.44228, "Y2": 0.783, "X3": 0.44228, "Y3": 0.7958, "X4": 0.11127, "Y4": 0.7968, "page": 0}, {"Word": "materials.", "Confidence": 0.699, "X1": 0.52295, "Y1": 0.7852, "X2": 0.59388, "Y2": 0.785, "X3": 0.59388, "Y3": 0.7978, "X4": 0.52295, "Y4": 0.7978, "page": 0}, {"Word": "outlets such as metallic wallpapers, decals, Christmas", "Confidence": 0.91014, "X1": 0.11127, "Y1": 0.7972, "X2": 0.47705, "Y2": 0.797, "X3": 0.47705, "Y3": 0.8098, "X4": 0.11127, "Y4": 0.8108, "page": 0}, {"Word": "decorations, yarns and stamping foils, all of which", "Confidence": 0.9305, "X1": 0.11266, "Y1": 0.8112, "X2": 0.45619, "Y2": 0.811, "X3": 0.45619, "Y3": 0.8238, "X4": 0.11266, "Y4": 0.8238, "page": 0}, {"Word": "Finally, developments by the manufacturers of", "Confidence": 0.889, "X1": 0.52434, "Y1": 0.8112, "X2": 0.85257, "Y2": 0.811, "X3": 0.85257, "Y3": 0.8258, "X4": 0.52434, "Y4": 0.8258, "page": 0}, {"Word": "depend, in the main, on their visual appeal. At this", "Confidence": 0.9598, "X1": 0.11266, "Y1": 0.8252, "X2": 0.45897, "Y2": 0.825, "X3": 0.45897, "Y3": 0.8378, "X4": 0.11266, "Y4": 0.8378, "page": 0}, {"Word": "vacuum metallisers were manifesting themselves in", "Confidence": 0.812, "X1": 0.52434, "Y1": 0.8262, "X2": 0.87483, "Y2": 0.826, "X3": 0.87483, "Y3": 0.8388, "X4": 0.52434, "Y4": 0.8398, "page": 0}, {"Word": "time one of the few purely functional uses of vacuum", "Confidence": 0.902, "X1": 0.11266, "Y1": 0.8382, "X2": 0.48122, "Y2": 0.838, "X3": 0.48122, "Y3": 0.8518, "X4": 0.11266, "Y4": 0.8518, "page": 0}, {"Word": "the form of larger, faster machines, where the", "Confidence": 0.8975, "X1": 0.52295, "Y1": 0.8402, "X2": 0.84423, "Y2": 0.84, "X3": 0.84423, "Y3": 0.8528, "X4": 0.52295, "Y4": 0.8518, "page": 0}, {"Word": "metallising was, as in the 1930's, for capacitor end", "Confidence": 0.98644, "X1": 0.11127, "Y1": 0.8522, "X2": 0.46036, "Y2": 0.852, "X3": 0.46036, "Y3": 0.8648, "X4": 0.11127, "Y4": 0.8668, "page": 0}, {"Word": "economics of operation were more acceptable. In", "Confidence": 0.86486, "X1": 0.52295, "Y1": 0.8542, "X2": 0.86926, "Y2": 0.854, "X3": 0.86926, "Y3": 0.8668, "X4": 0.52295, "Y4": 0.8668, "page": 0}, {"Word": "use, where paper, although still used, had lost ground", "Confidence": 0.92311, "X1": 0.11127, "Y1": 0.8652, "X2": 0.48122, "Y2": 0.865, "X3": 0.48122, "Y3": 0.8788, "X4": 0.11127, "Y4": 0.8788, "page": 0}, {"Word": "1974, Porth Textiles Ltd commissioned a twin", "Confidence": 0.95814, "X1": 0.52573, "Y1": 0.8672, "X2": 0.84701, "Y2": 0.867, "X3": 0.84701, "Y3": 0.8798, "X4": 0.52573, "Y4": 0.8798, "page": 0}, {"Word": "to polyester and polycarbonates.", "Confidence": 0.973, "X1": 0.11127, "Y1": 0.8792, "X2": 0.33797, "Y2": 0.879, "X3": 0.33797, "Y3": 0.8928, "X4": 0.11127, "Y4": 0.8938, "page": 0}, {"Word": "source metalliser with a web width of 1500 mm,", "Confidence": 0.94711, "X1": 0.52434, "Y1": 0.8802, "X2": 0.85953, "Y2": 0.88, "X3": 0.85953, "Y3": 0.8928, "X4": 0.52434, "Y4": 0.8938, "page": 0}, {"Word": "and a maximum reel diameter of 780 mm, the largest", "Confidence": 0.9085, "X1": 0.51878, "Y1": 0.8932, "X2": 0.8943, "Y2": 0.893, "X3": 0.8943, "Y3": 0.9078, "X4": 0.51878, "Y4": 0.9078, "page": 0}, {"Word": "As for a great many other industries, 1974 was a year", "Confidence": 0.95864, "X1": 0.11127, "Y1": 0.9062, "X2": 0.48261, "Y2": 0.906, "X3": 0.48261, "Y3": 0.9208, "X4": 0.11127, "Y4": 0.9208, "page": 0}, {"Word": "of its type then in operation within the UK.", "Confidence": 0.97756, "X1": 0.52295, "Y1": 0.9062, "X2": 0.83171, "Y2": 0.906, "X3": 0.83171, "Y3": 0.9188, "X4": 0.52295, "Y4": 0.9198, "page": 0}, {"Word": "of some significance to the vacuum metallising", "Confidence": 0.98543, "X1": 0.10848, "Y1": 0.9202, "X2": 0.43533, "Y2": 0.92, "X3": 0.43533, "Y3": 0.9338, "X4": 0.10848, "Y4": 0.9338, "page": 0}, {"Word": "concerns. The gas and moisture barrier properties of", "Confidence": 0.98762, "X1": 0.10848, "Y1": 0.9332, "X2": 0.47288, "Y2": 0.933, "X3": 0.47288, "Y3": 0.9458, "X4": 0.10848, "Y4": 0.9458, "page": 0}, {"Word": "From the foregoing it can be appreciated, therefore,", "Confidence": 0.90488, "X1": 0.52295, "Y1": 0.9322, "X2": 0.88734, "Y2": 0.932, "X3": 0.88734, "Y3": 0.9478, "X4": 0.52295, "Y4": 0.9468, "page": 0}, {"Word": "metallised flexible films had long been known. The", "Confidence": 0.9045, "X1": 0.10848, "Y1": 0.9462, "X2": 0.46732, "Y2": 0.946, "X3": 0.46732, "Y3": 0.9598, "X4": 0.10848, "Y4": 0.9598, "page": 0}, {"Word": "that there was considerable logic behind the intro-", "Confidence": 0.9395, "X1": 0.52295, "Y1": 0.9462, "X2": 0.87344, "Y2": 0.946, "X3": 0.87344, "Y3": 0.9598, "X4": 0.52295, "Y4": 0.9598, "page": 0}, {"Word": "100491263", "Confidence": 0.993, "X1": 0.97357, "Y1": 0.9652, "X2": 0.98331, "Y2": 0.965, "X3": 0.94993, "Y3": 0.9658, "X4": 0.94159, "Y4": 0.8468, "page": 0}, {"Word": "scepticism that such finite metallic depositions could", "Confidence": 0.94757, "X1": 0.10987, "Y1": 0.9602, "X2": 0.47705, "Y2": 0.96, "X3": 0.47705, "Y3": 0.9738, "X4": 0.10987, "Y4": 0.9728, "page": 0}, {"Word": "duction of metallised structures Into flexible", "Confidence": 0.86133, "X1": 0.52295, "Y1": 0.9592, "X2": 0.83588, "Y2": 0.959, "X3": 0.83588, "Y3": 0.9728, "X4": 0.52295, "Y4": 0.9738, "page": 0}], "words_data": [{"Word": "The", "Confidence": 0.998, "X1": 0.10709, "Y1": 0.0362, "X2": 0.15716, "Y2": 0.036, "X3": 0.15716, "Y3": 0.0578, "X4": 0.10709, "Y4": 0.0578, "page": 0, "Index": 0}, {"Word": "manufacture", "Confidence": 0.994, "X1": 0.16412, "Y1": 0.0372, "X2": 0.34353, "Y2": 0.037, "X3": 0.34492, "Y3": 0.0598, "X4": 0.16412, "Y4": 0.0578, "page": 0, "Index": 1}, {"Word": "and", "Confidence": 0.998, "X1": 0.35049, "Y1": 0.0372, "X2": 0.40334, "Y2": 0.037, "X3": 0.40473, "Y3": 0.0598, "X4": 0.35049, "Y4": 0.0598, "page": 0, "Index": 2}, {"Word": "use", "Confidence": 0.998, "X1": 0.41029, "Y1": 0.0372, "X2": 0.46036, "Y2": 0.037, "X3": 0.46175, "Y3": 0.0598, "X4": 0.41029, "Y4": 0.0598, "page": 0, "Index": 3}, {"Word": "of", "Confidence": 0.991, "X1": 0.46732, "Y1": 0.0362, "X2": 0.49791, "Y2": 0.036, "X3": 0.49791, "Y3": 0.0608, "X4": 0.46871, "Y4": 0.0598, "page": 0, "Index": 4}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.50348, "Y1": 0.0362, "X2": 0.60779, "Y2": 0.036, "X3": 0.60918, "Y3": 0.0608, "X4": 0.50487, "Y4": 0.0608, "page": 0, "Index": 5}, {"Word": "18", "Confidence": 0.998, "X1": 0.83588, "Y1": 0.0352, "X2": 0.89152, "Y2": 0.035, "X3": 0.8943, "Y3": 0.0758, "X4": 0.83866, "Y4": 0.0788, "page": 0, "Index": 6}, {"Word": "metallised", "Confidence": 0.993, "X1": 0.10292, "Y1": 0.0572, "X2": 0.24896, "Y2": 0.057, "X3": 0.24896, "Y3": 0.0808, "X4": 0.10292, "Y4": 0.0798, "page": 0, "Index": 7}, {"Word": "substrates", "Confidence": 0.995, "X1": 0.25591, "Y1": 0.0592, "X2": 0.4089, "Y2": 0.059, "X3": 0.4089, "Y3": 0.0808, "X4": 0.25591, "Y4": 0.0808, "page": 0, "Index": 8}, {"Word": "Dr", "Confidence": 0.986, "X1": 0.10431, "Y1": 0.0932, "X2": 0.121, "Y2": 0.093, "X3": 0.121, "Y3": 0.1078, "X4": 0.10431, "Y4": 0.1078, "page": 0, "Index": 9}, {"Word": "W", "Confidence": 0.998, "X1": 0.12517, "Y1": 0.0932, "X2": 0.13769, "Y2": 0.093, "X3": 0.13769, "Y3": 0.1078, "X4": 0.12517, "Y4": 0.1078, "page": 0, "Index": 10}, {"Word": "Llewellyn", "Confidence": 0.659, "X1": 0.14325, "Y1": 0.0942, "X2": 0.21558, "Y2": 0.094, "X3": 0.21419, "Y3": 0.1088, "X4": 0.14325, "Y4": 0.1078, "page": 0, "Index": 11}, {"Word": "Porth", "Confidence": 0.997, "X1": 0.10431, "Y1": 0.1212, "X2": 0.14325, "Y2": 0.121, "X3": 0.14325, "Y3": 0.1348, "X4": 0.10292, "Y4": 0.1358, "page": 0, "Index": 12}, {"Word": "Textiles", "Confidence": 0.657, "X1": 0.14743, "Y1": 0.1212, "X2": 0.20306, "Y2": 0.121, "X3": 0.20167, "Y3": 0.1348, "X4": 0.14743, "Y4": 0.1348, "page": 0, "Index": 13}, {"Word": "Ltd,", "Confidence": 0.929, "X1": 0.20584, "Y1": 0.1202, "X2": 0.23505, "Y2": 0.12, "X3": 0.23505, "Y3": 0.1348, "X4": 0.20584, "Y4": 0.1348, "page": 0, "Index": 14}, {"Word": "UK", "Confidence": 0.994, "X1": 0.23922, "Y1": 0.1202, "X2": 0.26287, "Y2": 0.12, "X3": 0.26287, "Y3": 0.1348, "X4": 0.23922, "Y4": 0.1348, "page": 0, "Index": 15}, {"Word": "1", "Confidence": 0.995, "X1": 0.10987, "Y1": 0.2332, "X2": 0.121, "Y2": 0.233, "X3": 0.11961, "Y3": 0.2478, "X4": 0.10987, "Y4": 0.2478, "page": 0, "Index": 16}, {"Word": "Introduction", "Confidence": 0.847, "X1": 0.12517, "Y1": 0.2332, "X2": 0.21558, "Y2": 0.233, "X3": 0.21558, "Y3": 0.2478, "X4": 0.12378, "Y4": 0.2478, "page": 0, "Index": 17}, {"Word": "plus", "Confidence": 0.961, "X1": 0.74409, "Y1": 0.2352, "X2": 0.77469, "Y2": 0.235, "X3": 0.7733, "Y3": 0.2478, "X4": 0.74409, "Y4": 0.2488, "page": 0, "Index": 18}, {"Word": "the", "Confidence": 0.992, "X1": 0.77747, "Y1": 0.2352, "X2": 0.79972, "Y2": 0.235, "X3": 0.79833, "Y3": 0.2478, "X4": 0.77608, "Y4": 0.2478, "page": 0, "Index": 19}, {"Word": "economics", "Confidence": 0.947, "X1": 0.80389, "Y1": 0.2352, "X2": 0.88317, "Y2": 0.235, "X3": 0.88317, "Y3": 0.2478, "X4": 0.8025, "Y4": 0.2478, "page": 0, "Index": 20}, {"Word": "provide", "Confidence": 0.899, "X1": 0.51878, "Y1": 0.2342, "X2": 0.57163, "Y2": 0.234, "X3": 0.57024, "Y3": 0.2488, "X4": 0.51739, "Y4": 0.2488, "page": 0, "Index": 21}, {"Word": "such", "Confidence": 0.986, "X1": 0.57441, "Y1": 0.2342, "X2": 0.6064, "Y2": 0.234, "X3": 0.60501, "Y3": 0.2488, "X4": 0.57302, "Y4": 0.2488, "page": 0, "Index": 22}, {"Word": "an", "Confidence": 0.998, "X1": 0.61057, "Y1": 0.2342, "X2": 0.62726, "Y2": 0.234, "X3": 0.62587, "Y3": 0.2488, "X4": 0.60918, "Y4": 0.2488, "page": 0, "Index": 23}, {"Word": "effective", "Confidence": 0.674, "X1": 0.63143, "Y1": 0.2342, "X2": 0.69124, "Y2": 0.234, "X3": 0.68985, "Y3": 0.2488, "X4": 0.63004, "Y4": 0.2488, "page": 0, "Index": 24}, {"Word": "barrier", "Confidence": 0.85, "X1": 0.69541, "Y1": 0.2352, "X2": 0.74131, "Y2": 0.235, "X3": 0.73992, "Y3": 0.2488, "X4": 0.69402, "Y4": 0.2488, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.992, "X1": 0.51878, "Y1": 0.2482, "X2": 0.53408, "Y2": 0.248, "X3": 0.53408, "Y3": 0.2618, "X4": 0.51739, "Y4": 0.2608, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.995, "X1": 0.53825, "Y1": 0.2482, "X2": 0.5605, "Y2": 0.248, "X3": 0.5605, "Y3": 0.2618, "X4": 0.53686, "Y4": 0.2618, "page": 0, "Index": 27}, {"Word": "metallising", "Confidence": 0.631, "X1": 0.56467, "Y1": 0.2492, "X2": 0.63839, "Y2": 0.249, "X3": 0.63839, "Y3": 0.2618, "X4": 0.56467, "Y4": 0.2618, "page": 0, "Index": 28}, {"Word": "operation", "Confidence": 0.968, "X1": 0.64256, "Y1": 0.2492, "X2": 0.70932, "Y2": 0.249, "X3": 0.70932, "Y3": 0.2618, "X4": 0.64256, "Y4": 0.2618, "page": 0, "Index": 29}, {"Word": "had", "Confidence": 0.998, "X1": 0.71349, "Y1": 0.2492, "X2": 0.73992, "Y2": 0.249, "X3": 0.73992, "Y3": 0.2608, "X4": 0.7121, "Y4": 0.2608, "page": 0, "Index": 30}, {"Word": "prevented", "Confidence": 0.658, "X1": 0.74409, "Y1": 0.2492, "X2": 0.81224, "Y2": 0.249, "X3": 0.81085, "Y3": 0.2608, "X4": 0.7427, "Y4": 0.2608, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.81641, "Y1": 0.2492, "X2": 0.83866, "Y2": 0.249, "X3": 0.83866, "Y3": 0.2608, "X4": 0.81502, "Y4": 0.2608, "page": 0, "Index": 32}, {"Word": "use", "Confidence": 0.998, "X1": 0.84284, "Y1": 0.2482, "X2": 0.86648, "Y2": 0.248, "X3": 0.86509, "Y3": 0.2608, "X4": 0.84145, "Y4": 0.2608, "page": 0, "Index": 33}, {"Word": "of", "Confidence": 0.998, "X1": 0.86926, "Y1": 0.2482, "X2": 0.88873, "Y2": 0.248, "X3": 0.88734, "Y3": 0.2608, "X4": 0.86787, "Y4": 0.2608, "page": 0, "Index": 34}, {"Word": "The", "Confidence": 0.993, "X1": 0.10987, "Y1": 0.2612, "X2": 0.13352, "Y2": 0.261, "X3": 0.13352, "Y3": 0.2748, "X4": 0.10987, "Y4": 0.2748, "page": 0, "Index": 35}, {"Word": "metallic", "Confidence": 0.84, "X1": 0.13769, "Y1": 0.2612, "X2": 0.19193, "Y2": 0.261, "X3": 0.19193, "Y3": 0.2748, "X4": 0.13769, "Y4": 0.2748, "page": 0, "Index": 36}, {"Word": "surface", "Confidence": 0.983, "X1": 0.19611, "Y1": 0.2622, "X2": 0.24478, "Y2": 0.262, "X3": 0.24478, "Y3": 0.2748, "X4": 0.19611, "Y4": 0.2748, "page": 0, "Index": 37}, {"Word": "of", "Confidence": 0.996, "X1": 0.24896, "Y1": 0.2622, "X2": 0.26426, "Y2": 0.262, "X3": 0.26426, "Y3": 0.2748, "X4": 0.24896, "Y4": 0.2748, "page": 0, "Index": 38}, {"Word": "vacuum", "Confidence": 0.902, "X1": 0.26843, "Y1": 0.2622, "X2": 0.31989, "Y2": 0.262, "X3": 0.3185, "Y3": 0.2748, "X4": 0.26843, "Y4": 0.2748, "page": 0, "Index": 39}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.32545, "Y1": 0.2622, "X2": 0.39499, "Y2": 0.262, "X3": 0.39499, "Y3": 0.2748, "X4": 0.32545, "Y4": 0.2748, "page": 0, "Index": 40}, {"Word": "substrates", "Confidence": 0.993, "X1": 0.39777, "Y1": 0.2622, "X2": 0.47149, "Y2": 0.262, "X3": 0.47149, "Y3": 0.2758, "X4": 0.39777, "Y4": 0.2748, "page": 0, "Index": 41}, {"Word": "metallised", "Confidence": 0.97, "X1": 0.51878, "Y1": 0.2622, "X2": 0.58832, "Y2": 0.262, "X3": 0.58832, "Y3": 0.2748, "X4": 0.51878, "Y4": 0.2748, "page": 0, "Index": 42}, {"Word": "materials", "Confidence": 0.882, "X1": 0.59249, "Y1": 0.2622, "X2": 0.65647, "Y2": 0.262, "X3": 0.65508, "Y3": 0.2748, "X4": 0.59249, "Y4": 0.2748, "page": 0, "Index": 43}, {"Word": "in", "Confidence": 0.998, "X1": 0.65925, "Y1": 0.2622, "X2": 0.67316, "Y2": 0.262, "X3": 0.67316, "Y3": 0.2748, "X4": 0.65925, "Y4": 0.2748, "page": 0, "Index": 44}, {"Word": "a", "Confidence": 0.601, "X1": 0.67733, "Y1": 0.2622, "X2": 0.68567, "Y2": 0.262, "X3": 0.68428, "Y3": 0.2748, "X4": 0.67594, "Y4": 0.2748, "page": 0, "Index": 45}, {"Word": "functional", "Confidence": 0.991, "X1": 0.68846, "Y1": 0.2622, "X2": 0.76078, "Y2": 0.262, "X3": 0.75939, "Y3": 0.2748, "X4": 0.68846, "Y4": 0.2748, "page": 0, "Index": 46}, {"Word": "packaging", "Confidence": 0.665, "X1": 0.76356, "Y1": 0.2622, "X2": 0.8331, "Y2": 0.262, "X3": 0.83171, "Y3": 0.2748, "X4": 0.76356, "Y4": 0.2748, "page": 0, "Index": 47}, {"Word": "sense.", "Confidence": 0.9, "X1": 0.83727, "Y1": 0.2632, "X2": 0.88178, "Y2": 0.263, "X3": 0.88039, "Y3": 0.2748, "X4": 0.83588, "Y4": 0.2748, "page": 0, "Index": 48}, {"Word": "is", "Confidence": 0.991, "X1": 0.10848, "Y1": 0.2752, "X2": 0.11822, "Y2": 0.275, "X3": 0.11822, "Y3": 0.2878, "X4": 0.10709, "Y4": 0.2878, "page": 0, "Index": 49}, {"Word": "obtained", "Confidence": 0.917, "X1": 0.12239, "Y1": 0.2752, "X2": 0.1822, "Y2": 0.275, "X3": 0.1822, "Y3": 0.2878, "X4": 0.121, "Y4": 0.2878, "page": 0, "Index": 50}, {"Word": "by", "Confidence": 0.998, "X1": 0.18637, "Y1": 0.2762, "X2": 0.20445, "Y2": 0.276, "X3": 0.20306, "Y3": 0.2878, "X4": 0.18498, "Y4": 0.2878, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.82337, "Y1": 0.2752, "X2": 0.84006, "Y2": 0.275, "X3": 0.83866, "Y3": 0.2878, "X4": 0.82337, "Y4": 0.2888, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.998, "X1": 0.84284, "Y1": 0.2752, "X2": 0.86926, "Y2": 0.275, "X3": 0.86787, "Y3": 0.2878, "X4": 0.84284, "Y4": 0.2878, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.20723, "Y1": 0.2762, "X2": 0.23088, "Y2": 0.276, "X3": 0.22949, "Y3": 0.2888, "X4": 0.20723, "Y4": 0.2878, "page": 0, "Index": 54}, {"Word": "deposition", "Confidence": 0.943, "X1": 0.23366, "Y1": 0.2762, "X2": 0.30598, "Y2": 0.276, "X3": 0.30598, "Y3": 0.2888, "X4": 0.23366, "Y4": 0.2888, "page": 0, "Index": 55}, {"Word": "of", "Confidence": 0.998, "X1": 0.31015, "Y1": 0.2762, "X2": 0.32684, "Y2": 0.276, "X3": 0.32684, "Y3": 0.2888, "X4": 0.31015, "Y4": 0.2888, "page": 0, "Index": 56}, {"Word": "a", "Confidence": 0.68, "X1": 0.33102, "Y1": 0.2762, "X2": 0.33797, "Y2": 0.276, "X3": 0.33658, "Y3": 0.2888, "X4": 0.32962, "Y4": 0.2888, "page": 0, "Index": 57}, {"Word": "metal,", "Confidence": 0.769, "X1": 0.34075, "Y1": 0.2762, "X2": 0.38526, "Y2": 0.276, "X3": 0.38387, "Y3": 0.2898, "X4": 0.34075, "Y4": 0.2888, "page": 0, "Index": 58}, {"Word": "typically.", "Confidence": 0.704, "X1": 0.38804, "Y1": 0.2762, "X2": 0.45758, "Y2": 0.276, "X3": 0.45619, "Y3": 0.2898, "X4": 0.38804, "Y4": 0.2898, "page": 0, "Index": 59}, {"Word": "Several", "Confidence": 0.908, "X1": 0.51878, "Y1": 0.2752, "X2": 0.56885, "Y2": 0.275, "X3": 0.56885, "Y3": 0.2888, "X4": 0.51878, "Y4": 0.2878, "page": 0, "Index": 60}, {"Word": "factors", "Confidence": 0.993, "X1": 0.57163, "Y1": 0.2752, "X2": 0.62031, "Y2": 0.275, "X3": 0.61892, "Y3": 0.2888, "X4": 0.57163, "Y4": 0.2888, "page": 0, "Index": 61}, {"Word": "combined", "Confidence": 0.995, "X1": 0.62309, "Y1": 0.2752, "X2": 0.69263, "Y2": 0.275, "X3": 0.69263, "Y3": 0.2888, "X4": 0.62309, "Y4": 0.2888, "page": 0, "Index": 62}, {"Word": "in", "Confidence": 0.998, "X1": 0.6968, "Y1": 0.2762, "X2": 0.7121, "Y2": 0.276, "X3": 0.7121, "Y3": 0.2888, "X4": 0.6968, "Y4": 0.2888, "page": 0, "Index": 63}, {"Word": "1974,", "Confidence": 0.773, "X1": 0.71627, "Y1": 0.2752, "X2": 0.75382, "Y2": 0.275, "X3": 0.75382, "Y3": 0.2888, "X4": 0.71627, "Y4": 0.2888, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.997, "X1": 0.758, "Y1": 0.2752, "X2": 0.78164, "Y2": 0.275, "X3": 0.78164, "Y3": 0.2888, "X4": 0.75661, "Y4": 0.2888, "page": 0, "Index": 65}, {"Word": "'year", "Confidence": 0.842, "X1": 0.78581, "Y1": 0.2752, "X2": 0.82058, "Y2": 0.275, "X3": 0.81919, "Y3": 0.2888, "X4": 0.78442, "Y4": 0.2888, "page": 0, "Index": 66}, {"Word": "but", "Confidence": 0.998, "X1": 0.10848, "Y1": 0.2892, "X2": 0.13213, "Y2": 0.289, "X3": 0.13074, "Y3": 0.3018, "X4": 0.10848, "Y4": 0.3018, "page": 0, "Index": 67}, {"Word": "not", "Confidence": 0.997, "X1": 0.13491, "Y1": 0.2892, "X2": 0.15855, "Y2": 0.289, "X3": 0.15855, "Y3": 0.3018, "X4": 0.13491, "Y4": 0.3018, "page": 0, "Index": 68}, {"Word": "essentially,", "Confidence": 0.933, "X1": 0.16273, "Y1": 0.2892, "X2": 0.23783, "Y2": 0.289, "X3": 0.23783, "Y3": 0.3018, "X4": 0.16273, "Y4": 0.3018, "page": 0, "Index": 69}, {"Word": "aluminium,", "Confidence": 0.677, "X1": 0.242, "Y1": 0.2902, "X2": 0.32128, "Y2": 0.29, "X3": 0.32128, "Y3": 0.3018, "X4": 0.24061, "Y4": 0.3018, "page": 0, "Index": 70}, {"Word": "in", "Confidence": 0.998, "X1": 0.32545, "Y1": 0.2902, "X2": 0.33797, "Y2": 0.29, "X3": 0.33658, "Y3": 0.3018, "X4": 0.32406, "Y4": 0.3018, "page": 0, "Index": 71}, {"Word": "specially", "Confidence": 0.916, "X1": 0.34075, "Y1": 0.2902, "X2": 0.40056, "Y2": 0.29, "X3": 0.40056, "Y3": 0.3028, "X4": 0.34075, "Y4": 0.3018, "page": 0, "Index": 72}, {"Word": "designed", "Confidence": 0.991, "X1": 0.40473, "Y1": 0.2912, "X2": 0.46592, "Y2": 0.291, "X3": 0.46453, "Y3": 0.3028, "X4": 0.40334, "Y4": 0.3028, "page": 0, "Index": 73}, {"Word": "energy", "Confidence": 0.991, "X1": 0.51878, "Y1": 0.2892, "X2": 0.56467, "Y2": 0.289, "X3": 0.56467, "Y3": 0.3018, "X4": 0.51878, "Y4": 0.3018, "page": 0, "Index": 74}, {"Word": "crisis',", "Confidence": 0.929, "X1": 0.56885, "Y1": 0.2892, "X2": 0.61335, "Y2": 0.289, "X3": 0.61196, "Y3": 0.3018, "X4": 0.56885, "Y4": 0.3018, "page": 0, "Index": 75}, {"Word": "to", "Confidence": 0.998, "X1": 0.61613, "Y1": 0.2892, "X2": 0.63143, "Y2": 0.289, "X3": 0.63143, "Y3": 0.3018, "X4": 0.61613, "Y4": 0.3018, "page": 0, "Index": 76}, {"Word": "change", "Confidence": 0.991, "X1": 0.63561, "Y1": 0.2892, "X2": 0.68428, "Y2": 0.289, "X3": 0.68289, "Y3": 0.3018, "X4": 0.63421, "Y4": 0.3018, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.998, "X1": 0.68707, "Y1": 0.2892, "X2": 0.71071, "Y2": 0.289, "X3": 0.71071, "Y3": 0.3018, "X4": 0.68707, "Y4": 0.3018, "page": 0, "Index": 78}, {"Word": "situation.", "Confidence": 0.947, "X1": 0.71488, "Y1": 0.2892, "X2": 0.78164, "Y2": 0.289, "X3": 0.78025, "Y3": 0.3018, "X4": 0.71349, "Y4": 0.3018, "page": 0, "Index": 79}, {"Word": "Of", "Confidence": 0.992, "X1": 0.78442, "Y1": 0.2892, "X2": 0.80389, "Y2": 0.289, "X3": 0.8025, "Y3": 0.3018, "X4": 0.78303, "Y4": 0.3018, "page": 0, "Index": 80}, {"Word": "these", "Confidence": 0.997, "X1": 0.80668, "Y1": 0.2892, "X2": 0.84562, "Y2": 0.289, "X3": 0.84423, "Y3": 0.3018, "X4": 0.80529, "Y4": 0.3018, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.998, "X1": 0.11127, "Y1": 0.3042, "X2": 0.13352, "Y2": 0.304, "X3": 0.13352, "Y3": 0.3158, "X4": 0.11127, "Y4": 0.3168, "page": 0, "Index": 82}, {"Word": "constructed", "Confidence": 0.93, "X1": 0.1363, "Y1": 0.3042, "X2": 0.21697, "Y2": 0.304, "X3": 0.21697, "Y3": 0.3158, "X4": 0.1363, "Y4": 0.3158, "page": 0, "Index": 83}, {"Word": "equipment", "Confidence": 0.677, "X1": 0.22114, "Y1": 0.3042, "X2": 0.29624, "Y2": 0.304, "X3": 0.29624, "Y3": 0.3158, "X4": 0.22114, "Y4": 0.3158, "page": 0, "Index": 84}, {"Word": "under", "Confidence": 0.997, "X1": 0.29903, "Y1": 0.3042, "X2": 0.33936, "Y2": 0.304, "X3": 0.33936, "Y3": 0.3158, "X4": 0.29903, "Y4": 0.3158, "page": 0, "Index": 85}, {"Word": "conditions", "Confidence": 0.991, "X1": 0.34214, "Y1": 0.3042, "X2": 0.41725, "Y2": 0.304, "X3": 0.41586, "Y3": 0.3158, "X4": 0.34214, "Y4": 0.3158, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.42003, "Y1": 0.3032, "X2": 0.43533, "Y2": 0.303, "X3": 0.43394, "Y3": 0.3158, "X4": 0.42003, "Y4": 0.3158, "page": 0, "Index": 87}, {"Word": "high", "Confidence": 0.988, "X1": 0.43811, "Y1": 0.3032, "X2": 0.4701, "Y2": 0.303, "X3": 0.46871, "Y3": 0.3158, "X4": 0.43811, "Y4": 0.3158, "page": 0, "Index": 88}, {"Word": "factors", "Confidence": 0.671, "X1": 0.51878, "Y1": 0.3032, "X2": 0.56606, "Y2": 0.303, "X3": 0.56606, "Y3": 0.3158, "X4": 0.51878, "Y4": 0.3158, "page": 0, "Index": 89}, {"Word": "three", "Confidence": 0.938, "X1": 0.57024, "Y1": 0.3032, "X2": 0.6064, "Y2": 0.303, "X3": 0.6064, "Y3": 0.3158, "X4": 0.57024, "Y4": 0.3158, "page": 0, "Index": 90}, {"Word": "have", "Confidence": 0.991, "X1": 0.61057, "Y1": 0.3032, "X2": 0.64256, "Y2": 0.303, "X3": 0.64117, "Y3": 0.3158, "X4": 0.60918, "Y4": 0.3158, "page": 0, "Index": 91}, {"Word": "especial", "Confidence": 0.701, "X1": 0.64673, "Y1": 0.3032, "X2": 0.70097, "Y2": 0.303, "X3": 0.69958, "Y3": 0.3158, "X4": 0.64534, "Y4": 0.3158, "page": 0, "Index": 92}, {"Word": "significance,", "Confidence": 0.886, "X1": 0.70376, "Y1": 0.3032, "X2": 0.78999, "Y2": 0.303, "X3": 0.7886, "Y3": 0.3158, "X4": 0.70376, "Y4": 0.3158, "page": 0, "Index": 93}, {"Word": "two", "Confidence": 0.998, "X1": 0.79277, "Y1": 0.3032, "X2": 0.81919, "Y2": 0.303, "X3": 0.8178, "Y3": 0.3158, "X4": 0.79138, "Y4": 0.3158, "page": 0, "Index": 94}, {"Word": "being", "Confidence": 0.66, "X1": 0.82337, "Y1": 0.3032, "X2": 0.86509, "Y2": 0.303, "X3": 0.8637, "Y3": 0.3158, "X4": 0.82197, "Y4": 0.3158, "page": 0, "Index": 95}, {"Word": "vacuum,", "Confidence": 0.885, "X1": 0.10848, "Y1": 0.3172, "X2": 0.16551, "Y2": 0.317, "X3": 0.16551, "Y3": 0.3298, "X4": 0.10848, "Y4": 0.3308, "page": 0, "Index": 96}, {"Word": "onto", "Confidence": 0.99, "X1": 0.16829, "Y1": 0.3172, "X2": 0.20167, "Y2": 0.317, "X3": 0.20167, "Y3": 0.3298, "X4": 0.16829, "Y4": 0.3298, "page": 0, "Index": 97}, {"Word": "the", "Confidence": 0.998, "X1": 0.20584, "Y1": 0.3172, "X2": 0.22809, "Y2": 0.317, "X3": 0.22809, "Y3": 0.3298, "X4": 0.20445, "Y4": 0.3298, "page": 0, "Index": 98}, {"Word": "substrate", "Confidence": 0.994, "X1": 0.23227, "Y1": 0.3172, "X2": 0.29485, "Y2": 0.317, "X3": 0.29485, "Y3": 0.3288, "X4": 0.23088, "Y4": 0.3298, "page": 0, "Index": 99}, {"Word": "surface,", "Confidence": 0.935, "X1": 0.29903, "Y1": 0.3172, "X2": 0.35188, "Y2": 0.317, "X3": 0.35049, "Y3": 0.3298, "X4": 0.29764, "Y4": 0.3288, "page": 0, "Index": 100}, {"Word": "which", "Confidence": 0.994, "X1": 0.35466, "Y1": 0.3172, "X2": 0.39777, "Y2": 0.317, "X3": 0.39638, "Y3": 0.3298, "X4": 0.35466, "Y4": 0.3298, "page": 0, "Index": 101}, {"Word": "may", "Confidence": 0.998, "X1": 0.40056, "Y1": 0.3172, "X2": 0.43115, "Y2": 0.317, "X3": 0.42976, "Y3": 0.3298, "X4": 0.40056, "Y4": 0.3298, "page": 0, "Index": 102}, {"Word": "or", "Confidence": 0.97, "X1": 0.43394, "Y1": 0.3172, "X2": 0.45341, "Y2": 0.317, "X3": 0.45202, "Y3": 0.3298, "X4": 0.43394, "Y4": 0.3298, "page": 0, "Index": 103}, {"Word": "directly", "Confidence": 0.796, "X1": 0.52156, "Y1": 0.3162, "X2": 0.57302, "Y2": 0.316, "X3": 0.57163, "Y3": 0.3298, "X4": 0.52017, "Y4": 0.3298, "page": 0, "Index": 104}, {"Word": "related", "Confidence": 0.815, "X1": 0.57719, "Y1": 0.3152, "X2": 0.62587, "Y2": 0.315, "X3": 0.62448, "Y3": 0.3298, "X4": 0.5758, "Y4": 0.3298, "page": 0, "Index": 105}, {"Word": "to", "Confidence": 0.998, "X1": 0.63004, "Y1": 0.3152, "X2": 0.64534, "Y2": 0.315, "X3": 0.64395, "Y3": 0.3298, "X4": 0.62865, "Y4": 0.3298, "page": 0, "Index": 106}, {"Word": "the", "Confidence": 0.998, "X1": 0.64812, "Y1": 0.3152, "X2": 0.67038, "Y2": 0.315, "X3": 0.66898, "Y3": 0.3298, "X4": 0.64812, "Y4": 0.3298, "page": 0, "Index": 107}, {"Word": "energy", "Confidence": 0.638, "X1": 0.67455, "Y1": 0.3152, "X2": 0.72184, "Y2": 0.315, "X3": 0.72045, "Y3": 0.3288, "X4": 0.67316, "Y4": 0.3298, "page": 0, "Index": 108}, {"Word": "crisis,", "Confidence": 0.849, "X1": 0.72462, "Y1": 0.3162, "X2": 0.76495, "Y2": 0.316, "X3": 0.76356, "Y3": 0.3288, "X4": 0.72462, "Y4": 0.3288, "page": 0, "Index": 109}, {"Word": "and", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.3162, "X2": 0.79416, "Y2": 0.316, "X3": 0.79277, "Y3": 0.3288, "X4": 0.76773, "Y4": 0.3288, "page": 0, "Index": 110}, {"Word": "the", "Confidence": 0.998, "X1": 0.79833, "Y1": 0.3162, "X2": 0.82058, "Y2": 0.316, "X3": 0.81919, "Y3": 0.3288, "X4": 0.79694, "Y4": 0.3288, "page": 0, "Index": 111}, {"Word": "third", "Confidence": 0.983, "X1": 0.82476, "Y1": 0.3162, "X2": 0.86231, "Y2": 0.316, "X3": 0.86092, "Y3": 0.3288, "X4": 0.82337, "Y4": 0.3288, "page": 0, "Index": 112}, {"Word": "may", "Confidence": 0.994, "X1": 0.10848, "Y1": 0.3312, "X2": 0.13769, "Y2": 0.331, "X3": 0.1363, "Y3": 0.3438, "X4": 0.10709, "Y4": 0.3448, "page": 0, "Index": 113}, {"Word": "not", "Confidence": 0.995, "X1": 0.14047, "Y1": 0.3302, "X2": 0.16551, "Y2": 0.33, "X3": 0.16412, "Y3": 0.3438, "X4": 0.14047, "Y4": 0.3438, "page": 0, "Index": 114}, {"Word": "be", "Confidence": 0.997, "X1": 0.16829, "Y1": 0.3302, "X2": 0.18637, "Y2": 0.33, "X3": 0.18498, "Y3": 0.3438, "X4": 0.16829, "Y4": 0.3438, "page": 0, "Index": 115}, {"Word": "pretreated", "Confidence": 0.955, "X1": 0.18915, "Y1": 0.3302, "X2": 0.26008, "Y2": 0.33, "X3": 0.26008, "Y3": 0.3428, "X4": 0.18915, "Y4": 0.3438, "page": 0, "Index": 116}, {"Word": "dependent", "Confidence": 0.953, "X1": 0.26426, "Y1": 0.3302, "X2": 0.33658, "Y2": 0.33, "X3": 0.33658, "Y3": 0.3428, "X4": 0.26426, "Y4": 0.3428, "page": 0, "Index": 117}, {"Word": "upon", "Confidence": 0.987, "X1": 0.34075, "Y1": 0.3312, "X2": 0.37691, "Y2": 0.331, "X3": 0.37552, "Y3": 0.3428, "X4": 0.33936, "Y4": 0.3428, "page": 0, "Index": 118}, {"Word": "substrate", "Confidence": 0.971, "X1": 0.37969, "Y1": 0.3312, "X2": 0.44228, "Y2": 0.331, "X3": 0.44089, "Y3": 0.3438, "X4": 0.37969, "Y4": 0.3438, "page": 0, "Index": 119}, {"Word": "type", "Confidence": 0.987, "X1": 0.44506, "Y1": 0.3312, "X2": 0.47983, "Y2": 0.331, "X3": 0.47983, "Y3": 0.3448, "X4": 0.44506, "Y4": 0.3438, "page": 0, "Index": 120}, {"Word": "to", "Confidence": 0.998, "X1": 0.52156, "Y1": 0.3292, "X2": 0.53408, "Y2": 0.329, "X3": 0.53268, "Y3": 0.3428, "X4": 0.52156, "Y4": 0.3428, "page": 0, "Index": 121}, {"Word": "developments", "Confidence": 0.608, "X1": 0.53686, "Y1": 0.3292, "X2": 0.63421, "Y2": 0.329, "X3": 0.63282, "Y3": 0.3428, "X4": 0.53686, "Y4": 0.3428, "page": 0, "Index": 122}, {"Word": "within", "Confidence": 0.997, "X1": 0.637, "Y1": 0.3292, "X2": 0.68289, "Y2": 0.329, "X3": 0.6815, "Y3": 0.3428, "X4": 0.63561, "Y4": 0.3428, "page": 0, "Index": 123}, {"Word": "the", "Confidence": 0.994, "X1": 0.68707, "Y1": 0.3292, "X2": 0.70932, "Y2": 0.329, "X3": 0.70793, "Y3": 0.3428, "X4": 0.68567, "Y4": 0.3428, "page": 0, "Index": 124}, {"Word": "metallising", "Confidence": 0.789, "X1": 0.71349, "Y1": 0.3302, "X2": 0.7872, "Y2": 0.33, "X3": 0.78581, "Y3": 0.3428, "X4": 0.7121, "Y4": 0.3428, "page": 0, "Index": 125}, {"Word": "industry.", "Confidence": 0.962, "X1": 0.79138, "Y1": 0.3302, "X2": 0.85675, "Y2": 0.33, "X3": 0.85675, "Y3": 0.3428, "X4": 0.78999, "Y4": 0.3428, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.10987, "Y1": 0.3432, "X2": 0.13352, "Y2": 0.343, "X3": 0.13352, "Y3": 0.3568, "X4": 0.10848, "Y4": 0.3568, "page": 0, "Index": 127}, {"Word": "end", "Confidence": 0.912, "X1": 0.1363, "Y1": 0.3442, "X2": 0.16273, "Y2": 0.344, "X3": 0.16273, "Y3": 0.3568, "X4": 0.1363, "Y4": 0.3568, "page": 0, "Index": 128}, {"Word": "requirement,", "Confidence": 0.849, "X1": 0.1669, "Y1": 0.3442, "X2": 0.25591, "Y2": 0.344, "X3": 0.25452, "Y3": 0.3558, "X4": 0.16551, "Y4": 0.3568, "page": 0, "Index": 129}, {"Word": "such", "Confidence": 0.991, "X1": 0.25869, "Y1": 0.3442, "X2": 0.29068, "Y2": 0.344, "X3": 0.28929, "Y3": 0.3558, "X4": 0.2573, "Y4": 0.3558, "page": 0, "Index": 130}, {"Word": "that", "Confidence": 0.991, "X1": 0.29346, "Y1": 0.3442, "X2": 0.32406, "Y2": 0.344, "X3": 0.32267, "Y3": 0.3558, "X4": 0.29346, "Y4": 0.3558, "page": 0, "Index": 131}, {"Word": "the", "Confidence": 0.642, "X1": 0.32684, "Y1": 0.3442, "X2": 0.35049, "Y2": 0.344, "X3": 0.3491, "Y3": 0.3558, "X4": 0.32545, "Y4": 0.3558, "page": 0, "Index": 132}, {"Word": "total", "Confidence": 0.995, "X1": 0.35327, "Y1": 0.3442, "X2": 0.38526, "Y2": 0.344, "X3": 0.38387, "Y3": 0.3568, "X4": 0.35188, "Y4": 0.3558, "page": 0, "Index": 133}, {"Word": "thickness", "Confidence": 0.953, "X1": 0.38804, "Y1": 0.3442, "X2": 0.45341, "Y2": 0.344, "X3": 0.45202, "Y3": 0.3568, "X4": 0.38804, "Y4": 0.3568, "page": 0, "Index": 134}, {"Word": "of", "Confidence": 0.998, "X1": 0.45758, "Y1": 0.3442, "X2": 0.47566, "Y2": 0.344, "X3": 0.47427, "Y3": 0.3568, "X4": 0.45619, "Y4": 0.3568, "page": 0, "Index": 135}, {"Word": "metal", "Confidence": 0.993, "X1": 0.10987, "Y1": 0.3572, "X2": 0.14743, "Y2": 0.357, "X3": 0.14604, "Y3": 0.3708, "X4": 0.10987, "Y4": 0.3708, "page": 0, "Index": 136}, {"Word": "is", "Confidence": 0.998, "X1": 0.15021, "Y1": 0.3572, "X2": 0.16134, "Y2": 0.357, "X3": 0.16134, "Y3": 0.3698, "X4": 0.15021, "Y4": 0.3708, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.998, "X1": 0.16412, "Y1": 0.3572, "X2": 0.17942, "Y2": 0.357, "X3": 0.17942, "Y3": 0.3698, "X4": 0.16412, "Y4": 0.3698, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.18359, "Y1": 0.3572, "X2": 0.20723, "Y2": 0.357, "X3": 0.20723, "Y3": 0.3698, "X4": 0.18359, "Y4": 0.3698, "page": 0, "Index": 139}, {"Word": "order", "Confidence": 0.963, "X1": 0.2114, "Y1": 0.3572, "X2": 0.24757, "Y2": 0.357, "X3": 0.24757, "Y3": 0.3698, "X4": 0.2114, "Y4": 0.3698, "page": 0, "Index": 140}, {"Word": "of", "Confidence": 0.996, "X1": 0.25174, "Y1": 0.3572, "X2": 0.26843, "Y2": 0.357, "X3": 0.26704, "Y3": 0.3698, "X4": 0.25174, "Y4": 0.3698, "page": 0, "Index": 141}, {"Word": "200-300", "Confidence": 0.983, "X1": 0.27121, "Y1": 0.3572, "X2": 0.32962, "Y2": 0.357, "X3": 0.32962, "Y3": 0.3698, "X4": 0.27121, "Y4": 0.3698, "page": 0, "Index": 142}, {"Word": "Angstroms.", "Confidence": 0.991, "X1": 0.3338, "Y1": 0.3582, "X2": 0.41446, "Y2": 0.358, "X3": 0.41446, "Y3": 0.3708, "X4": 0.33241, "Y4": 0.3698, "page": 0, "Index": 143}, {"Word": "Aluminium", "Confidence": 0.991, "X1": 0.52156, "Y1": 0.3582, "X2": 0.59666, "Y2": 0.358, "X3": 0.59527, "Y3": 0.3708, "X4": 0.52017, "Y4": 0.3708, "page": 0, "Index": 144}, {"Word": "foil", "Confidence": 0.972, "X1": 0.60362, "Y1": 0.3582, "X2": 0.62726, "Y2": 0.358, "X3": 0.62587, "Y3": 0.3708, "X4": 0.60223, "Y4": 0.3708, "page": 0, "Index": 145}, {"Word": "had", "Confidence": 0.998, "X1": 0.63143, "Y1": 0.3582, "X2": 0.65647, "Y2": 0.358, "X3": 0.65508, "Y3": 0.3708, "X4": 0.63004, "Y4": 0.3708, "page": 0, "Index": 146}, {"Word": "long", "Confidence": 0.721, "X1": 0.66064, "Y1": 0.3582, "X2": 0.69124, "Y2": 0.358, "X3": 0.68985, "Y3": 0.3708, "X4": 0.65925, "Y4": 0.3708, "page": 0, "Index": 147}, {"Word": "been", "Confidence": 0.983, "X1": 0.69541, "Y1": 0.3582, "X2": 0.72879, "Y2": 0.358, "X3": 0.7274, "Y3": 0.3708, "X4": 0.69402, "Y4": 0.3708, "page": 0, "Index": 148}, {"Word": "a", "Confidence": 0.849, "X1": 0.73157, "Y1": 0.3582, "X2": 0.73992, "Y2": 0.358, "X3": 0.73853, "Y3": 0.3708, "X4": 0.73018, "Y4": 0.3708, "page": 0, "Index": 149}, {"Word": "successful", "Confidence": 0.807, "X1": 0.7427, "Y1": 0.3582, "X2": 0.81224, "Y2": 0.358, "X3": 0.81085, "Y3": 0.3718, "X4": 0.74131, "Y4": 0.3708, "page": 0, "Index": 150}, {"Word": "and", "Confidence": 0.998, "X1": 0.81641, "Y1": 0.3582, "X2": 0.84284, "Y2": 0.358, "X3": 0.84145, "Y3": 0.3718, "X4": 0.81502, "Y4": 0.3718, "page": 0, "Index": 151}, {"Word": "efficient", "Confidence": 0.852, "X1": 0.52156, "Y1": 0.3722, "X2": 0.57719, "Y2": 0.372, "X3": 0.57719, "Y3": 0.3848, "X4": 0.52017, "Y4": 0.3858, "page": 0, "Index": 152}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.58136, "Y1": 0.3722, "X2": 0.6509, "Y2": 0.372, "X3": 0.64951, "Y3": 0.3848, "X4": 0.57997, "Y4": 0.3848, "page": 0, "Index": 153}, {"Word": "medium.", "Confidence": 0.9, "X1": 0.65508, "Y1": 0.3722, "X2": 0.71627, "Y2": 0.372, "X3": 0.71488, "Y3": 0.3848, "X4": 0.65369, "Y4": 0.3848, "page": 0, "Index": 154}, {"Word": "However,", "Confidence": 0.801, "X1": 0.71905, "Y1": 0.3712, "X2": 0.78581, "Y2": 0.371, "X3": 0.78442, "Y3": 0.3858, "X4": 0.71766, "Y4": 0.3848, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.991, "X1": 0.7886, "Y1": 0.3712, "X2": 0.80389, "Y2": 0.371, "X3": 0.8025, "Y3": 0.3858, "X4": 0.7872, "Y4": 0.3858, "page": 0, "Index": 156}, {"Word": "all", "Confidence": 0.991, "X1": 0.80807, "Y1": 0.3712, "X2": 0.83171, "Y2": 0.371, "X3": 0.83032, "Y3": 0.3858, "X4": 0.80668, "Y4": 0.3858, "page": 0, "Index": 157}, {"Word": "Historically,", "Confidence": 0.676, "X1": 0.10987, "Y1": 0.3842, "X2": 0.19332, "Y2": 0.384, "X3": 0.19193, "Y3": 0.3978, "X4": 0.10987, "Y4": 0.3978, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.998, "X1": 0.19611, "Y1": 0.3842, "X2": 0.21975, "Y2": 0.384, "X3": 0.21836, "Y3": 0.3978, "X4": 0.19611, "Y4": 0.3978, "page": 0, "Index": 159}, {"Word": "technique", "Confidence": 0.941, "X1": 0.22253, "Y1": 0.3852, "X2": 0.29207, "Y2": 0.385, "X3": 0.29068, "Y3": 0.3978, "X4": 0.22114, "Y4": 0.3978, "page": 0, "Index": 160}, {"Word": "of", "Confidence": 0.998, "X1": 0.29485, "Y1": 0.3852, "X2": 0.30876, "Y2": 0.385, "X3": 0.30876, "Y3": 0.3978, "X4": 0.29346, "Y4": 0.3978, "page": 0, "Index": 161}, {"Word": "vacuum", "Confidence": 0.993, "X1": 0.31293, "Y1": 0.3852, "X2": 0.36439, "Y2": 0.385, "X3": 0.36439, "Y3": 0.3978, "X4": 0.31154, "Y4": 0.3978, "page": 0, "Index": 162}, {"Word": "metallisation", "Confidence": 0.881, "X1": 0.37135, "Y1": 0.3852, "X2": 0.46036, "Y2": 0.385, "X3": 0.46036, "Y3": 0.3968, "X4": 0.36996, "Y4": 0.3978, "page": 0, "Index": 163}, {"Word": "commonly", "Confidence": 0.991, "X1": 0.52156, "Y1": 0.3862, "X2": 0.59527, "Y2": 0.386, "X3": 0.59388, "Y3": 0.3998, "X4": 0.52017, "Y4": 0.3998, "page": 0, "Index": 164}, {"Word": "used", "Confidence": 0.987, "X1": 0.59805, "Y1": 0.3862, "X2": 0.63004, "Y2": 0.386, "X3": 0.62865, "Y3": 0.3998, "X4": 0.59805, "Y4": 0.3998, "page": 0, "Index": 165}, {"Word": "materials,", "Confidence": 0.928, "X1": 0.63282, "Y1": 0.3862, "X2": 0.70097, "Y2": 0.386, "X3": 0.70097, "Y3": 0.3988, "X4": 0.63282, "Y4": 0.3998, "page": 0, "Index": 166}, {"Word": "it", "Confidence": 0.816, "X1": 0.70515, "Y1": 0.3862, "X2": 0.71488, "Y2": 0.386, "X3": 0.71488, "Y3": 0.3988, "X4": 0.70515, "Y4": 0.3988, "page": 0, "Index": 167}, {"Word": "possessed", "Confidence": 0.993, "X1": 0.71905, "Y1": 0.3852, "X2": 0.78442, "Y2": 0.385, "X3": 0.78442, "Y3": 0.3988, "X4": 0.71766, "Y4": 0.3988, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.7886, "Y1": 0.3852, "X2": 0.81085, "Y2": 0.385, "X3": 0.81085, "Y3": 0.3988, "X4": 0.7886, "Y4": 0.3988, "page": 0, "Index": 169}, {"Word": "highest", "Confidence": 0.996, "X1": 0.81502, "Y1": 0.3852, "X2": 0.86787, "Y2": 0.385, "X3": 0.86787, "Y3": 0.3988, "X4": 0.81502, "Y4": 0.3988, "page": 0, "Index": 170}, {"Word": "is", "Confidence": 0.95, "X1": 0.10848, "Y1": 0.3992, "X2": 0.11961, "Y2": 0.399, "X3": 0.11961, "Y3": 0.4118, "X4": 0.10848, "Y4": 0.4118, "page": 0, "Index": 171}, {"Word": "nearly", "Confidence": 0.968, "X1": 0.12378, "Y1": 0.3992, "X2": 0.1669, "Y2": 0.399, "X3": 0.1669, "Y3": 0.4118, "X4": 0.12378, "Y4": 0.4118, "page": 0, "Index": 172}, {"Word": "90", "Confidence": 0.998, "X1": 0.17107, "Y1": 0.3992, "X2": 0.18776, "Y2": 0.399, "X3": 0.18776, "Y3": 0.4118, "X4": 0.17107, "Y4": 0.4118, "page": 0, "Index": 173}, {"Word": "years", "Confidence": 0.873, "X1": 0.19193, "Y1": 0.3992, "X2": 0.2267, "Y2": 0.399, "X3": 0.2267, "Y3": 0.4108, "X4": 0.19054, "Y4": 0.4118, "page": 0, "Index": 174}, {"Word": "old,", "Confidence": 0.884, "X1": 0.23088, "Y1": 0.3992, "X2": 0.25869, "Y2": 0.399, "X3": 0.2573, "Y3": 0.4108, "X4": 0.23088, "Y4": 0.4108, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.26147, "Y1": 0.3992, "X2": 0.28512, "Y2": 0.399, "X3": 0.28373, "Y3": 0.4108, "X4": 0.26147, "Y4": 0.4108, "page": 0, "Index": 176}, {"Word": "observation", "Confidence": 0.991, "X1": 0.2879, "Y1": 0.3992, "X2": 0.36857, "Y2": 0.399, "X3": 0.36857, "Y3": 0.4118, "X4": 0.2879, "Y4": 0.4108, "page": 0, "Index": 177}, {"Word": "that", "Confidence": 0.675, "X1": 0.37274, "Y1": 0.3992, "X2": 0.40056, "Y2": 0.399, "X3": 0.39917, "Y3": 0.4118, "X4": 0.37135, "Y4": 0.4118, "page": 0, "Index": 178}, {"Word": "metals", "Confidence": 0.665, "X1": 0.40334, "Y1": 0.4002, "X2": 0.45341, "Y2": 0.4, "X3": 0.45202, "Y3": 0.4118, "X4": 0.40334, "Y4": 0.4118, "page": 0, "Index": 179}, {"Word": "energy", "Confidence": 0.941, "X1": 0.52017, "Y1": 0.4002, "X2": 0.56606, "Y2": 0.4, "X3": 0.56606, "Y3": 0.4138, "X4": 0.52017, "Y4": 0.4148, "page": 0, "Index": 180}, {"Word": "content,", "Confidence": 0.618, "X1": 0.57024, "Y1": 0.4002, "X2": 0.62865, "Y2": 0.4, "X3": 0.62865, "Y3": 0.4128, "X4": 0.56885, "Y4": 0.4138, "page": 0, "Index": 181}, {"Word": "and", "Confidence": 0.997, "X1": 0.63282, "Y1": 0.4002, "X2": 0.65925, "Y2": 0.4, "X3": 0.65925, "Y3": 0.4128, "X4": 0.63282, "Y4": 0.4128, "page": 0, "Index": 182}, {"Word": "1974", "Confidence": 0.979, "X1": 0.66342, "Y1": 0.3992, "X2": 0.69819, "Y2": 0.399, "X3": 0.6968, "Y3": 0.4118, "X4": 0.66342, "Y4": 0.4128, "page": 0, "Index": 183}, {"Word": "was", "Confidence": 0.899, "X1": 0.70097, "Y1": 0.3992, "X2": 0.7274, "Y2": 0.399, "X3": 0.7274, "Y3": 0.4118, "X4": 0.70097, "Y4": 0.4118, "page": 0, "Index": 184}, {"Word": "a", "Confidence": 0.052, "X1": 0.73157, "Y1": 0.3992, "X2": 0.73992, "Y2": 0.399, "X3": 0.73853, "Y3": 0.4118, "X4": 0.73018, "Y4": 0.4118, "page": 0, "Index": 185}, {"Word": "time", "Confidence": 0.958, "X1": 0.7427, "Y1": 0.3992, "X2": 0.77608, "Y2": 0.399, "X3": 0.77608, "Y3": 0.4118, "X4": 0.7427, "Y4": 0.4118, "page": 0, "Index": 186}, {"Word": "for", "Confidence": 0.998, "X1": 0.78025, "Y1": 0.3992, "X2": 0.80111, "Y2": 0.399, "X3": 0.79972, "Y3": 0.4118, "X4": 0.77886, "Y4": 0.4118, "page": 0, "Index": 187}, {"Word": "seeking", "Confidence": 0.888, "X1": 0.80529, "Y1": 0.4002, "X2": 0.85535, "Y2": 0.4, "X3": 0.85535, "Y3": 0.4118, "X4": 0.80389, "Y4": 0.4118, "page": 0, "Index": 188}, {"Word": "out", "Confidence": 0.998, "X1": 0.85953, "Y1": 0.4002, "X2": 0.88734, "Y2": 0.4, "X3": 0.88595, "Y3": 0.4118, "X4": 0.85814, "Y4": 0.4118, "page": 0, "Index": 189}, {"Word": "can", "Confidence": 0.994, "X1": 0.10848, "Y1": 0.4132, "X2": 0.13213, "Y2": 0.413, "X3": 0.13213, "Y3": 0.4258, "X4": 0.10848, "Y4": 0.4258, "page": 0, "Index": 190}, {"Word": "be", "Confidence": 0.928, "X1": 0.1363, "Y1": 0.4132, "X2": 0.15438, "Y2": 0.413, "X3": 0.15438, "Y3": 0.4258, "X4": 0.1363, "Y4": 0.4258, "page": 0, "Index": 191}, {"Word": "evaporated", "Confidence": 0.955, "X1": 0.15716, "Y1": 0.4132, "X2": 0.23227, "Y2": 0.413, "X3": 0.23227, "Y3": 0.4258, "X4": 0.15716, "Y4": 0.4258, "page": 0, "Index": 192}, {"Word": "in", "Confidence": 0.997, "X1": 0.23505, "Y1": 0.4132, "X2": 0.25035, "Y2": 0.413, "X3": 0.25035, "Y3": 0.4258, "X4": 0.23505, "Y4": 0.4258, "page": 0, "Index": 193}, {"Word": "vacuum,", "Confidence": 0.751, "X1": 0.25313, "Y1": 0.4132, "X2": 0.31154, "Y2": 0.413, "X3": 0.31154, "Y3": 0.4258, "X4": 0.25313, "Y4": 0.4258, "page": 0, "Index": 194}, {"Word": "with", "Confidence": 0.991, "X1": 0.31433, "Y1": 0.4132, "X2": 0.34631, "Y2": 0.413, "X3": 0.34631, "Y3": 0.4258, "X4": 0.31433, "Y4": 0.4258, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.35049, "Y1": 0.4132, "X2": 0.37274, "Y2": 0.413, "X3": 0.37274, "Y3": 0.4258, "X4": 0.35049, "Y4": 0.4258, "page": 0, "Index": 196}, {"Word": "consequent", "Confidence": 0.942, "X1": 0.37691, "Y1": 0.4142, "X2": 0.45897, "Y2": 0.414, "X3": 0.45758, "Y3": 0.4258, "X4": 0.37552, "Y4": 0.4258, "page": 0, "Index": 197}, {"Word": "alternative", "Confidence": 0.991, "X1": 0.52017, "Y1": 0.4142, "X2": 0.59388, "Y2": 0.414, "X3": 0.59388, "Y3": 0.4268, "X4": 0.52017, "Y4": 0.4258, "page": 0, "Index": 198}, {"Word": "packaging", "Confidence": 0.675, "X1": 0.59805, "Y1": 0.4142, "X2": 0.6662, "Y2": 0.414, "X3": 0.66481, "Y3": 0.4268, "X4": 0.59666, "Y4": 0.4268, "page": 0, "Index": 199}, {"Word": "materials", "Confidence": 0.916, "X1": 0.66898, "Y1": 0.4142, "X2": 0.73296, "Y2": 0.414, "X3": 0.73157, "Y3": 0.4268, "X4": 0.66898, "Y4": 0.4268, "page": 0, "Index": 200}, {"Word": "of", "Confidence": 0.997, "X1": 0.73713, "Y1": 0.4142, "X2": 0.75243, "Y2": 0.414, "X3": 0.75104, "Y3": 0.4268, "X4": 0.73574, "Y4": 0.4268, "page": 0, "Index": 201}, {"Word": "inherently", "Confidence": 0.617, "X1": 0.75522, "Y1": 0.4142, "X2": 0.82754, "Y2": 0.414, "X3": 0.82615, "Y3": 0.4268, "X4": 0.75382, "Y4": 0.4268, "page": 0, "Index": 202}, {"Word": "lower", "Confidence": 0.991, "X1": 0.83032, "Y1": 0.4142, "X2": 0.87483, "Y2": 0.414, "X3": 0.87344, "Y3": 0.4258, "X4": 0.82893, "Y4": 0.4268, "page": 0, "Index": 203}, {"Word": "condensation", "Confidence": 0.965, "X1": 0.10987, "Y1": 0.4272, "X2": 0.19889, "Y2": 0.427, "X3": 0.19889, "Y3": 0.4398, "X4": 0.10987, "Y4": 0.4398, "page": 0, "Index": 204}, {"Word": "of", "Confidence": 0.998, "X1": 0.20306, "Y1": 0.4272, "X2": 0.21836, "Y2": 0.427, "X3": 0.21836, "Y3": 0.4398, "X4": 0.20306, "Y4": 0.4398, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.22253, "Y1": 0.4272, "X2": 0.24478, "Y2": 0.427, "X3": 0.24478, "Y3": 0.4398, "X4": 0.22114, "Y4": 0.4398, "page": 0, "Index": 206}, {"Word": "vapour", "Confidence": 0.983, "X1": 0.24896, "Y1": 0.4272, "X2": 0.29624, "Y2": 0.427, "X3": 0.29624, "Y3": 0.4398, "X4": 0.24757, "Y4": 0.4398, "page": 0, "Index": 207}, {"Word": "on", "Confidence": 0.998, "X1": 0.30042, "Y1": 0.4272, "X2": 0.3185, "Y2": 0.427, "X3": 0.3185, "Y3": 0.4398, "X4": 0.30042, "Y4": 0.4398, "page": 0, "Index": 208}, {"Word": "a", "Confidence": 0.947, "X1": 0.32267, "Y1": 0.4272, "X2": 0.32962, "Y2": 0.427, "X3": 0.32962, "Y3": 0.4398, "X4": 0.32267, "Y4": 0.4398, "page": 0, "Index": 209}, {"Word": "cold", "Confidence": 0.986, "X1": 0.3338, "Y1": 0.4272, "X2": 0.363, "Y2": 0.427, "X3": 0.363, "Y3": 0.4398, "X4": 0.3338, "Y4": 0.4398, "page": 0, "Index": 210}, {"Word": "surface", "Confidence": 0.996, "X1": 0.36718, "Y1": 0.4262, "X2": 0.41586, "Y2": 0.426, "X3": 0.41586, "Y3": 0.4398, "X4": 0.36718, "Y4": 0.4398, "page": 0, "Index": 211}, {"Word": "being", "Confidence": 0.623, "X1": 0.42003, "Y1": 0.4272, "X2": 0.46036, "Y2": 0.427, "X3": 0.46175, "Y3": 0.4398, "X4": 0.42003, "Y4": 0.4398, "page": 0, "Index": 212}, {"Word": "energy", "Confidence": 0.991, "X1": 0.52017, "Y1": 0.4282, "X2": 0.56745, "Y2": 0.428, "X3": 0.56606, "Y3": 0.4408, "X4": 0.52017, "Y4": 0.4408, "page": 0, "Index": 213}, {"Word": "content", "Confidence": 0.902, "X1": 0.57024, "Y1": 0.4282, "X2": 0.62448, "Y2": 0.428, "X3": 0.62309, "Y3": 0.4408, "X4": 0.57024, "Y4": 0.4408, "page": 0, "Index": 214}, {"Word": "than", "Confidence": 0.987, "X1": 0.62726, "Y1": 0.4282, "X2": 0.66064, "Y2": 0.428, "X3": 0.65925, "Y3": 0.4408, "X4": 0.62726, "Y4": 0.4408, "page": 0, "Index": 215}, {"Word": "those", "Confidence": 0.997, "X1": 0.66342, "Y1": 0.4282, "X2": 0.70097, "Y2": 0.428, "X3": 0.70097, "Y3": 0.4408, "X4": 0.66342, "Y4": 0.4408, "page": 0, "Index": 216}, {"Word": "currently", "Confidence": 0.825, "X1": 0.70376, "Y1": 0.4282, "X2": 0.76912, "Y2": 0.428, "X3": 0.76912, "Y3": 0.4408, "X4": 0.70376, "Y4": 0.4408, "page": 0, "Index": 217}, {"Word": "used.", "Confidence": 0.955, "X1": 0.7733, "Y1": 0.4282, "X2": 0.81085, "Y2": 0.428, "X3": 0.81085, "Y3": 0.4408, "X4": 0.7733, "Y4": 0.4408, "page": 0, "Index": 218}, {"Word": "accredited", "Confidence": 0.903, "X1": 0.10987, "Y1": 0.4402, "X2": 0.18081, "Y2": 0.44, "X3": 0.17942, "Y3": 0.4528, "X4": 0.10848, "Y4": 0.4538, "page": 0, "Index": 219}, {"Word": "to", "Confidence": 0.998, "X1": 0.18498, "Y1": 0.4402, "X2": 0.19889, "Y2": 0.44, "X3": 0.1975, "Y3": 0.4528, "X4": 0.1822, "Y4": 0.4528, "page": 0, "Index": 220}, {"Word": "Pringshein", "Confidence": 0.995, "X1": 0.20306, "Y1": 0.4392, "X2": 0.27538, "Y2": 0.439, "X3": 0.27399, "Y3": 0.4528, "X4": 0.20167, "Y4": 0.4528, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.27816, "Y1": 0.4402, "X2": 0.3032, "Y2": 0.44, "X3": 0.30181, "Y3": 0.4528, "X4": 0.27816, "Y4": 0.4528, "page": 0, "Index": 222}, {"Word": "Pohl", "Confidence": 0.855, "X1": 0.30598, "Y1": 0.4402, "X2": 0.33936, "Y2": 0.44, "X3": 0.33797, "Y3": 0.4528, "X4": 0.30598, "Y4": 0.4528, "page": 0, "Index": 223}, {"Word": "in", "Confidence": 0.997, "X1": 0.34353, "Y1": 0.4402, "X2": 0.35744, "Y2": 0.44, "X3": 0.35744, "Y3": 0.4528, "X4": 0.34214, "Y4": 0.4528, "page": 0, "Index": 224}, {"Word": "1912,", "Confidence": 0.955, "X1": 0.36161, "Y1": 0.4402, "X2": 0.40056, "Y2": 0.44, "X3": 0.40056, "Y3": 0.4528, "X4": 0.36022, "Y4": 0.4528, "page": 0, "Index": 225}, {"Word": "although", "Confidence": 0.994, "X1": 0.40473, "Y1": 0.4412, "X2": 0.46732, "Y2": 0.441, "X3": 0.46732, "Y3": 0.4528, "X4": 0.40473, "Y4": 0.4528, "page": 0, "Index": 226}, {"Word": "Additionally,", "Confidence": 0.661, "X1": 0.52434, "Y1": 0.4412, "X2": 0.61196, "Y2": 0.441, "X3": 0.61057, "Y3": 0.4548, "X4": 0.52295, "Y4": 0.4538, "page": 0, "Index": 227}, {"Word": "severe", "Confidence": 0.994, "X1": 0.61613, "Y1": 0.4412, "X2": 0.65786, "Y2": 0.441, "X3": 0.65786, "Y3": 0.4548, "X4": 0.61474, "Y4": 0.4548, "page": 0, "Index": 228}, {"Word": "doubts", "Confidence": 0.943, "X1": 0.66203, "Y1": 0.4412, "X2": 0.71071, "Y2": 0.441, "X3": 0.70932, "Y3": 0.4548, "X4": 0.66064, "Y4": 0.4548, "page": 0, "Index": 229}, {"Word": "were", "Confidence": 0.991, "X1": 0.71488, "Y1": 0.4412, "X2": 0.74826, "Y2": 0.441, "X3": 0.74687, "Y3": 0.4548, "X4": 0.71349, "Y4": 0.4548, "page": 0, "Index": 230}, {"Word": "again", "Confidence": 0.656, "X1": 0.75104, "Y1": 0.4412, "X2": 0.7872, "Y2": 0.441, "X3": 0.78581, "Y3": 0.4548, "X4": 0.75104, "Y4": 0.4548, "page": 0, "Index": 231}, {"Word": "expressed", "Confidence": 0.95, "X1": 0.79138, "Y1": 0.4412, "X2": 0.85814, "Y2": 0.441, "X3": 0.85675, "Y3": 0.4538, "X4": 0.78999, "Y4": 0.4548, "page": 0, "Index": 232}, {"Word": "at", "Confidence": 0.991, "X1": 0.86092, "Y1": 0.4412, "X2": 0.88039, "Y2": 0.441, "X3": 0.88039, "Y3": 0.4538, "X4": 0.86092, "Y4": 0.4538, "page": 0, "Index": 233}, {"Word": "It", "Confidence": 0.881, "X1": 0.10987, "Y1": 0.4542, "X2": 0.11961, "Y2": 0.454, "X3": 0.11961, "Y3": 0.4668, "X4": 0.10987, "Y4": 0.4668, "page": 0, "Index": 234}, {"Word": "is", "Confidence": 0.997, "X1": 0.12378, "Y1": 0.4542, "X2": 0.13352, "Y2": 0.454, "X3": 0.13352, "Y3": 0.4668, "X4": 0.12378, "Y4": 0.4668, "page": 0, "Index": 235}, {"Word": "of", "Confidence": 0.998, "X1": 0.13769, "Y1": 0.4542, "X2": 0.15299, "Y2": 0.454, "X3": 0.15299, "Y3": 0.4668, "X4": 0.13769, "Y4": 0.4668, "page": 0, "Index": 236}, {"Word": "interest", "Confidence": 0.99, "X1": 0.15716, "Y1": 0.4542, "X2": 0.20862, "Y2": 0.454, "X3": 0.20862, "Y3": 0.4668, "X4": 0.15716, "Y4": 0.4668, "page": 0, "Index": 237}, {"Word": "to", "Confidence": 0.998, "X1": 0.2114, "Y1": 0.4542, "X2": 0.22809, "Y2": 0.454, "X3": 0.22809, "Y3": 0.4668, "X4": 0.2114, "Y4": 0.4668, "page": 0, "Index": 238}, {"Word": "note", "Confidence": 0.988, "X1": 0.23088, "Y1": 0.4542, "X2": 0.26426, "Y2": 0.454, "X3": 0.26287, "Y3": 0.4668, "X4": 0.23088, "Y4": 0.4668, "page": 0, "Index": 239}, {"Word": "that", "Confidence": 0.991, "X1": 0.26704, "Y1": 0.4542, "X2": 0.29624, "Y2": 0.454, "X3": 0.29624, "Y3": 0.4668, "X4": 0.26704, "Y4": 0.4668, "page": 0, "Index": 240}, {"Word": "Edison", "Confidence": 0.991, "X1": 0.29903, "Y1": 0.4542, "X2": 0.34631, "Y2": 0.454, "X3": 0.34631, "Y3": 0.4668, "X4": 0.29903, "Y4": 0.4668, "page": 0, "Index": 241}, {"Word": "had", "Confidence": 0.998, "X1": 0.35049, "Y1": 0.4542, "X2": 0.37552, "Y2": 0.454, "X3": 0.37552, "Y3": 0.4668, "X4": 0.3491, "Y4": 0.4668, "page": 0, "Index": 242}, {"Word": "been", "Confidence": 0.957, "X1": 0.3783, "Y1": 0.4542, "X2": 0.41307, "Y2": 0.454, "X3": 0.41168, "Y3": 0.4668, "X4": 0.3783, "Y4": 0.4668, "page": 0, "Index": 243}, {"Word": "granted", "Confidence": 0.995, "X1": 0.41586, "Y1": 0.4552, "X2": 0.4701, "Y2": 0.455, "X3": 0.46871, "Y3": 0.4678, "X4": 0.41586, "Y4": 0.4668, "page": 0, "Index": 244}, {"Word": "this", "Confidence": 0.996, "X1": 0.52156, "Y1": 0.4552, "X2": 0.5452, "Y2": 0.455, "X3": 0.5452, "Y3": 0.4678, "X4": 0.52017, "Y4": 0.4678, "page": 0, "Index": 245}, {"Word": "time", "Confidence": 0.987, "X1": 0.54937, "Y1": 0.4552, "X2": 0.58275, "Y2": 0.455, "X3": 0.58136, "Y3": 0.4678, "X4": 0.54798, "Y4": 0.4678, "page": 0, "Index": 246}, {"Word": "as", "Confidence": 0.998, "X1": 0.58554, "Y1": 0.4552, "X2": 0.59944, "Y2": 0.455, "X3": 0.59805, "Y3": 0.4678, "X4": 0.58554, "Y4": 0.4678, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.998, "X1": 0.60362, "Y1": 0.4552, "X2": 0.61892, "Y2": 0.455, "X3": 0.61752, "Y3": 0.4678, "X4": 0.60223, "Y4": 0.4678, "page": 0, "Index": 248}, {"Word": "the", "Confidence": 0.881, "X1": 0.62309, "Y1": 0.4552, "X2": 0.64534, "Y2": 0.455, "X3": 0.64534, "Y3": 0.4678, "X4": 0.6217, "Y4": 0.4678, "page": 0, "Index": 249}, {"Word": "possible", "Confidence": 0.99, "X1": 0.64951, "Y1": 0.4542, "X2": 0.70515, "Y2": 0.454, "X3": 0.70376, "Y3": 0.4678, "X4": 0.64812, "Y4": 0.4678, "page": 0, "Index": 250}, {"Word": "adverse", "Confidence": 0.944, "X1": 0.70932, "Y1": 0.4542, "X2": 0.75939, "Y2": 0.454, "X3": 0.75939, "Y3": 0.4678, "X4": 0.70793, "Y4": 0.4678, "page": 0, "Index": 251}, {"Word": "effects", "Confidence": 0.941, "X1": 0.76356, "Y1": 0.4552, "X2": 0.80946, "Y2": 0.455, "X3": 0.80946, "Y3": 0.4678, "X4": 0.76217, "Y4": 0.4678, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.998, "X1": 0.81363, "Y1": 0.4552, "X2": 0.82893, "Y2": 0.455, "X3": 0.82893, "Y3": 0.4678, "X4": 0.81224, "Y4": 0.4678, "page": 0, "Index": 253}, {"Word": "pinholes", "Confidence": 0.907, "X1": 0.8331, "Y1": 0.4552, "X2": 0.89569, "Y2": 0.455, "X3": 0.8943, "Y3": 0.4688, "X4": 0.83171, "Y4": 0.4678, "page": 0, "Index": 254}, {"Word": "a", "Confidence": 0.991, "X1": 0.11127, "Y1": 0.4692, "X2": 0.11683, "Y2": 0.469, "X3": 0.11683, "Y3": 0.4818, "X4": 0.11127, "Y4": 0.4818, "page": 0, "Index": 255}, {"Word": "patent", "Confidence": 0.996, "X1": 0.121, "Y1": 0.4682, "X2": 0.16551, "Y2": 0.468, "X3": 0.16551, "Y3": 0.4808, "X4": 0.121, "Y4": 0.4818, "page": 0, "Index": 256}, {"Word": "for", "Confidence": 0.998, "X1": 0.16968, "Y1": 0.4682, "X2": 0.19054, "Y2": 0.468, "X3": 0.19054, "Y3": 0.4808, "X4": 0.16829, "Y4": 0.4808, "page": 0, "Index": 257}, {"Word": "it", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.4682, "X2": 0.20445, "Y2": 0.468, "X3": 0.20445, "Y3": 0.4808, "X4": 0.19332, "Y4": 0.4808, "page": 0, "Index": 258}, {"Word": "in", "Confidence": 0.998, "X1": 0.20862, "Y1": 0.4682, "X2": 0.22392, "Y2": 0.468, "X3": 0.22392, "Y3": 0.4798, "X4": 0.20723, "Y4": 0.4808, "page": 0, "Index": 259}, {"Word": "1890.", "Confidence": 0.955, "X1": 0.22809, "Y1": 0.4692, "X2": 0.26843, "Y2": 0.469, "X3": 0.26704, "Y3": 0.4808, "X4": 0.2267, "Y4": 0.4798, "page": 0, "Index": 260}, {"Word": "In", "Confidence": 0.995, "X1": 0.52156, "Y1": 0.4692, "X2": 0.53547, "Y2": 0.469, "X3": 0.53547, "Y3": 0.4818, "X4": 0.52156, "Y4": 0.4818, "page": 0, "Index": 261}, {"Word": "aluminium", "Confidence": 0.977, "X1": 0.53964, "Y1": 0.4682, "X2": 0.61057, "Y2": 0.468, "X3": 0.60918, "Y3": 0.4818, "X4": 0.53825, "Y4": 0.4818, "page": 0, "Index": 262}, {"Word": "foils,", "Confidence": 0.947, "X1": 0.61752, "Y1": 0.4682, "X2": 0.65229, "Y2": 0.468, "X3": 0.6509, "Y3": 0.4818, "X4": 0.61613, "Y4": 0.4818, "page": 0, "Index": 263}, {"Word": "especially", "Confidence": 0.993, "X1": 0.65647, "Y1": 0.4682, "X2": 0.72323, "Y2": 0.468, "X3": 0.72184, "Y3": 0.4818, "X4": 0.65508, "Y4": 0.4818, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.998, "X1": 0.72601, "Y1": 0.4692, "X2": 0.74965, "Y2": 0.469, "X3": 0.74826, "Y3": 0.4818, "X4": 0.72601, "Y4": 0.4818, "page": 0, "Index": 265}, {"Word": "more", "Confidence": 0.882, "X1": 0.75243, "Y1": 0.4692, "X2": 0.78999, "Y2": 0.469, "X3": 0.7886, "Y3": 0.4808, "X4": 0.75104, "Y4": 0.4818, "page": 0, "Index": 266}, {"Word": "commonly", "Confidence": 0.989, "X1": 0.79416, "Y1": 0.4692, "X2": 0.87065, "Y2": 0.469, "X3": 0.86926, "Y3": 0.4808, "X4": 0.79277, "Y4": 0.4808, "page": 0, "Index": 267}, {"Word": "used", "Confidence": 0.955, "X1": 0.52156, "Y1": 0.4832, "X2": 0.55355, "Y2": 0.483, "X3": 0.55216, "Y3": 0.4958, "X4": 0.52156, "Y4": 0.4958, "page": 0, "Index": 268}, {"Word": "9", "Confidence": 0.641, "X1": 0.55633, "Y1": 0.4822, "X2": 0.56606, "Y2": 0.482, "X3": 0.56467, "Y3": 0.4958, "X4": 0.55633, "Y4": 0.4958, "page": 0, "Index": 269}, {"Word": "um", "Confidence": 0.659, "X1": 0.57024, "Y1": 0.4822, "X2": 0.58971, "Y2": 0.482, "X3": 0.58971, "Y3": 0.4948, "X4": 0.56885, "Y4": 0.4958, "page": 0, "Index": 270}, {"Word": "thickness,", "Confidence": 0.948, "X1": 0.59805, "Y1": 0.4822, "X2": 0.66481, "Y2": 0.482, "X3": 0.66481, "Y3": 0.4948, "X4": 0.59666, "Y4": 0.4948, "page": 0, "Index": 271}, {"Word": "on", "Confidence": 0.998, "X1": 0.66898, "Y1": 0.4822, "X2": 0.68846, "Y2": 0.482, "X3": 0.68707, "Y3": 0.4948, "X4": 0.66759, "Y4": 0.4948, "page": 0, "Index": 272}, {"Word": "the", "Confidence": 0.998, "X1": 0.69124, "Y1": 0.4822, "X2": 0.71488, "Y2": 0.482, "X3": 0.71488, "Y3": 0.4948, "X4": 0.69124, "Y4": 0.4948, "page": 0, "Index": 273}, {"Word": "transmission", "Confidence": 0.991, "X1": 0.71905, "Y1": 0.4822, "X2": 0.80389, "Y2": 0.482, "X3": 0.80389, "Y3": 0.4948, "X4": 0.71766, "Y4": 0.4948, "page": 0, "Index": 274}, {"Word": "of", "Confidence": 0.998, "X1": 0.80807, "Y1": 0.4822, "X2": 0.82476, "Y2": 0.482, "X3": 0.82337, "Y3": 0.4948, "X4": 0.80807, "Y4": 0.4948, "page": 0, "Index": 275}, {"Word": "gas", "Confidence": 0.882, "X1": 0.82754, "Y1": 0.4822, "X2": 0.8484, "Y2": 0.482, "X3": 0.8484, "Y3": 0.4948, "X4": 0.82754, "Y4": 0.4948, "page": 0, "Index": 276}, {"Word": "and", "Confidence": 0.998, "X1": 0.85257, "Y1": 0.4832, "X2": 0.88039, "Y2": 0.483, "X3": 0.879, "Y3": 0.4948, "X4": 0.85118, "Y4": 0.4948, "page": 0, "Index": 277}, {"Word": "through", "Confidence": 0.995, "X1": 0.61613, "Y1": 0.4962, "X2": 0.67038, "Y2": 0.496, "X3": 0.67038, "Y3": 0.5078, "X4": 0.61474, "Y4": 0.5088, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.67455, "Y1": 0.4952, "X2": 0.69819, "Y2": 0.495, "X3": 0.6968, "Y3": 0.5078, "X4": 0.67316, "Y4": 0.5078, "page": 0, "Index": 279}, {"Word": "foll,", "Confidence": 0.941, "X1": 0.70097, "Y1": 0.4952, "X2": 0.73018, "Y2": 0.495, "X3": 0.73018, "Y3": 0.5078, "X4": 0.70097, "Y4": 0.5078, "page": 0, "Index": 280}, {"Word": "and", "Confidence": 0.994, "X1": 0.73435, "Y1": 0.4952, "X2": 0.75939, "Y2": 0.495, "X3": 0.75939, "Y3": 0.5078, "X4": 0.73296, "Y4": 0.5078, "page": 0, "Index": 281}, {"Word": "to", "Confidence": 0.998, "X1": 0.76356, "Y1": 0.4952, "X2": 0.77886, "Y2": 0.495, "X3": 0.77747, "Y3": 0.5078, "X4": 0.76217, "Y4": 0.5078, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.998, "X1": 0.78164, "Y1": 0.4952, "X2": 0.80389, "Y2": 0.495, "X3": 0.80389, "Y3": 0.5078, "X4": 0.78164, "Y4": 0.5078, "page": 0, "Index": 283}, {"Word": "loss", "Confidence": 0.964, "X1": 0.80807, "Y1": 0.4952, "X2": 0.83449, "Y2": 0.495, "X3": 0.83449, "Y3": 0.5078, "X4": 0.80807, "Y4": 0.5078, "page": 0, "Index": 284}, {"Word": "of", "Confidence": 0.998, "X1": 0.83866, "Y1": 0.4952, "X2": 0.85814, "Y2": 0.495, "X3": 0.85814, "Y3": 0.5078, "X4": 0.83727, "Y4": 0.5078, "page": 0, "Index": 285}, {"Word": "However,", "Confidence": 0.955, "X1": 0.10987, "Y1": 0.4962, "X2": 0.17524, "Y2": 0.496, "X3": 0.17385, "Y3": 0.5098, "X4": 0.10848, "Y4": 0.5098, "page": 0, "Index": 286}, {"Word": "It", "Confidence": 0.928, "X1": 0.17803, "Y1": 0.4962, "X2": 0.18915, "Y2": 0.496, "X3": 0.18776, "Y3": 0.5098, "X4": 0.17803, "Y4": 0.5098, "page": 0, "Index": 287}, {"Word": "was", "Confidence": 0.998, "X1": 0.19332, "Y1": 0.4962, "X2": 0.21836, "Y2": 0.496, "X3": 0.21697, "Y3": 0.5088, "X4": 0.19193, "Y4": 0.5098, "page": 0, "Index": 288}, {"Word": "not", "Confidence": 0.998, "X1": 0.22253, "Y1": 0.4962, "X2": 0.24618, "Y2": 0.496, "X3": 0.24478, "Y3": 0.5088, "X4": 0.22114, "Y4": 0.5088, "page": 0, "Index": 289}, {"Word": "until", "Confidence": 0.885, "X1": 0.25035, "Y1": 0.4962, "X2": 0.28234, "Y2": 0.496, "X3": 0.28234, "Y3": 0.5088, "X4": 0.24896, "Y4": 0.5088, "page": 0, "Index": 290}, {"Word": "the", "Confidence": 0.998, "X1": 0.28651, "Y1": 0.4962, "X2": 0.30876, "Y2": 0.496, "X3": 0.30737, "Y3": 0.5088, "X4": 0.28651, "Y4": 0.5088, "page": 0, "Index": 291}, {"Word": "mid", "Confidence": 0.998, "X1": 0.31154, "Y1": 0.4962, "X2": 0.34075, "Y2": 0.496, "X3": 0.33936, "Y3": 0.5088, "X4": 0.31154, "Y4": 0.5088, "page": 0, "Index": 292}, {"Word": "and", "Confidence": 0.993, "X1": 0.34353, "Y1": 0.4962, "X2": 0.36996, "Y2": 0.496, "X3": 0.36857, "Y3": 0.5088, "X4": 0.34353, "Y4": 0.5088, "page": 0, "Index": 293}, {"Word": "late", "Confidence": 0.958, "X1": 0.37274, "Y1": 0.4962, "X2": 0.40056, "Y2": 0.496, "X3": 0.39917, "Y3": 0.5098, "X4": 0.37274, "Y4": 0.5098, "page": 0, "Index": 294}, {"Word": "1930's,", "Confidence": 0.848, "X1": 0.40334, "Y1": 0.4962, "X2": 0.45897, "Y2": 0.496, "X3": 0.45758, "Y3": 0.5098, "X4": 0.40334, "Y4": 0.5098, "page": 0, "Index": 295}, {"Word": "water", "Confidence": 0.995, "X1": 0.52156, "Y1": 0.4962, "X2": 0.55911, "Y2": 0.496, "X3": 0.55911, "Y3": 0.5088, "X4": 0.52017, "Y4": 0.5088, "page": 0, "Index": 296}, {"Word": "vapour", "Confidence": 0.996, "X1": 0.56328, "Y1": 0.4962, "X2": 0.61196, "Y2": 0.496, "X3": 0.61196, "Y3": 0.5088, "X4": 0.56189, "Y4": 0.5088, "page": 0, "Index": 297}, {"Word": "with", "Confidence": 0.995, "X1": 0.11127, "Y1": 0.5102, "X2": 0.14186, "Y2": 0.51, "X3": 0.14047, "Y3": 0.5218, "X4": 0.10987, "Y4": 0.5218, "page": 0, "Index": 298}, {"Word": "the", "Confidence": 0.932, "X1": 0.14465, "Y1": 0.5102, "X2": 0.1669, "Y2": 0.51, "X3": 0.1669, "Y3": 0.5218, "X4": 0.14465, "Y4": 0.5218, "page": 0, "Index": 299}, {"Word": "development", "Confidence": 0.991, "X1": 0.17107, "Y1": 0.5102, "X2": 0.26008, "Y2": 0.51, "X3": 0.26008, "Y3": 0.5228, "X4": 0.16968, "Y4": 0.5218, "page": 0, "Index": 300}, {"Word": "of", "Confidence": 0.998, "X1": 0.26426, "Y1": 0.5102, "X2": 0.27955, "Y2": 0.51, "X3": 0.27816, "Y3": 0.5228, "X4": 0.26287, "Y4": 0.5228, "page": 0, "Index": 301}, {"Word": "the", "Confidence": 0.96, "X1": 0.28234, "Y1": 0.5102, "X2": 0.30598, "Y2": 0.51, "X3": 0.30459, "Y3": 0.5228, "X4": 0.28234, "Y4": 0.5228, "page": 0, "Index": 302}, {"Word": "gas", "Confidence": 0.998, "X1": 0.30876, "Y1": 0.5102, "X2": 0.33102, "Y2": 0.51, "X3": 0.32962, "Y3": 0.5228, "X4": 0.30876, "Y4": 0.5228, "page": 0, "Index": 303}, {"Word": "ballast", "Confidence": 0.861, "X1": 0.33519, "Y1": 0.5102, "X2": 0.3783, "Y2": 0.51, "X3": 0.37691, "Y3": 0.5228, "X4": 0.3338, "Y4": 0.5228, "page": 0, "Index": 304}, {"Word": "pump", "Confidence": 0.984, "X1": 0.38248, "Y1": 0.5102, "X2": 0.4242, "Y2": 0.51, "X3": 0.42281, "Y3": 0.5228, "X4": 0.38108, "Y4": 0.5228, "page": 0, "Index": 305}, {"Word": "and", "Confidence": 0.998, "X1": 0.42698, "Y1": 0.5102, "X2": 0.45202, "Y2": 0.51, "X3": 0.45063, "Y3": 0.5228, "X4": 0.42559, "Y4": 0.5228, "page": 0, "Index": 306}, {"Word": "oil", "Confidence": 0.943, "X1": 0.45619, "Y1": 0.5102, "X2": 0.47844, "Y2": 0.51, "X3": 0.47705, "Y3": 0.5228, "X4": 0.4548, "Y4": 0.5228, "page": 0, "Index": 307}, {"Word": "barrier", "Confidence": 0.991, "X1": 0.52295, "Y1": 0.5092, "X2": 0.56745, "Y2": 0.509, "X3": 0.56745, "Y3": 0.5218, "X4": 0.52156, "Y4": 0.5218, "page": 0, "Index": 308}, {"Word": "due", "Confidence": 0.998, "X1": 0.57024, "Y1": 0.5092, "X2": 0.59805, "Y2": 0.509, "X3": 0.59805, "Y3": 0.5218, "X4": 0.57024, "Y4": 0.5218, "page": 0, "Index": 309}, {"Word": "to", "Confidence": 0.998, "X1": 0.60223, "Y1": 0.5092, "X2": 0.61613, "Y2": 0.509, "X3": 0.61474, "Y3": 0.5218, "X4": 0.60083, "Y4": 0.5218, "page": 0, "Index": 310}, {"Word": "cracking", "Confidence": 0.996, "X1": 0.61892, "Y1": 0.5092, "X2": 0.67872, "Y2": 0.509, "X3": 0.67872, "Y3": 0.5218, "X4": 0.61892, "Y4": 0.5218, "page": 0, "Index": 311}, {"Word": "of", "Confidence": 0.993, "X1": 0.6815, "Y1": 0.5092, "X2": 0.69819, "Y2": 0.509, "X3": 0.6968, "Y3": 0.5218, "X4": 0.6815, "Y4": 0.5218, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.998, "X1": 0.70097, "Y1": 0.5092, "X2": 0.72462, "Y2": 0.509, "X3": 0.72462, "Y3": 0.5218, "X4": 0.70097, "Y4": 0.5218, "page": 0, "Index": 313}, {"Word": "foil", "Confidence": 0.986, "X1": 0.72879, "Y1": 0.5092, "X2": 0.75382, "Y2": 0.509, "X3": 0.75243, "Y3": 0.5218, "X4": 0.7274, "Y4": 0.5218, "page": 0, "Index": 314}, {"Word": "upon", "Confidence": 0.987, "X1": 0.75661, "Y1": 0.5092, "X2": 0.79416, "Y2": 0.509, "X3": 0.79277, "Y3": 0.5218, "X4": 0.75661, "Y4": 0.5218, "page": 0, "Index": 315}, {"Word": "flexing.", "Confidence": 0.884, "X1": 0.79694, "Y1": 0.5092, "X2": 0.85118, "Y2": 0.509, "X3": 0.84979, "Y3": 0.5218, "X4": 0.79694, "Y4": 0.5218, "page": 0, "Index": 316}, {"Word": "diffusion", "Confidence": 0.993, "X1": 0.11127, "Y1": 0.5242, "X2": 0.17246, "Y2": 0.524, "X3": 0.17246, "Y3": 0.5358, "X4": 0.11127, "Y4": 0.5368, "page": 0, "Index": 317}, {"Word": "pump", "Confidence": 0.968, "X1": 0.17524, "Y1": 0.5242, "X2": 0.21697, "Y2": 0.524, "X3": 0.21558, "Y3": 0.5358, "X4": 0.17524, "Y4": 0.5358, "page": 0, "Index": 318}, {"Word": "that", "Confidence": 0.985, "X1": 0.21975, "Y1": 0.5242, "X2": 0.24757, "Y2": 0.524, "X3": 0.24757, "Y3": 0.5358, "X4": 0.21975, "Y4": 0.5358, "page": 0, "Index": 319}, {"Word": "vacuum", "Confidence": 0.945, "X1": 0.25035, "Y1": 0.5242, "X2": 0.30181, "Y2": 0.524, "X3": 0.30181, "Y3": 0.5358, "X4": 0.25035, "Y4": 0.5358, "page": 0, "Index": 320}, {"Word": "metallised", "Confidence": 0.881, "X1": 0.30876, "Y1": 0.5242, "X2": 0.3783, "Y2": 0.524, "X3": 0.3783, "Y3": 0.5358, "X4": 0.30876, "Y4": 0.5358, "page": 0, "Index": 321}, {"Word": "materials", "Confidence": 0.993, "X1": 0.38248, "Y1": 0.5242, "X2": 0.44506, "Y2": 0.524, "X3": 0.44506, "Y3": 0.5368, "X4": 0.38108, "Y4": 0.5368, "page": 0, "Index": 322}, {"Word": "were", "Confidence": 0.642, "X1": 0.44784, "Y1": 0.5242, "X2": 0.48401, "Y2": 0.524, "X3": 0.48261, "Y3": 0.5378, "X4": 0.44784, "Y4": 0.5368, "page": 0, "Index": 323}, {"Word": "Unfortunately,", "Confidence": 0.881, "X1": 0.52156, "Y1": 0.5232, "X2": 0.62587, "Y2": 0.523, "X3": 0.62587, "Y3": 0.5358, "X4": 0.52156, "Y4": 0.5368, "page": 0, "Index": 324}, {"Word": "the", "Confidence": 0.998, "X1": 0.62865, "Y1": 0.5232, "X2": 0.65229, "Y2": 0.523, "X3": 0.65229, "Y3": 0.5358, "X4": 0.62865, "Y4": 0.5358, "page": 0, "Index": 325}, {"Word": "relevance", "Confidence": 0.991, "X1": 0.65508, "Y1": 0.5232, "X2": 0.72045, "Y2": 0.523, "X3": 0.72045, "Y3": 0.5358, "X4": 0.65508, "Y4": 0.5358, "page": 0, "Index": 326}, {"Word": "of", "Confidence": 0.998, "X1": 0.72462, "Y1": 0.5232, "X2": 0.73853, "Y2": 0.523, "X3": 0.73853, "Y3": 0.5358, "X4": 0.72323, "Y4": 0.5358, "page": 0, "Index": 327}, {"Word": "pinholes", "Confidence": 0.969, "X1": 0.7427, "Y1": 0.5232, "X2": 0.80111, "Y2": 0.523, "X3": 0.79972, "Y3": 0.5358, "X4": 0.74131, "Y4": 0.5358, "page": 0, "Index": 328}, {"Word": "to", "Confidence": 0.998, "X1": 0.80529, "Y1": 0.5232, "X2": 0.82058, "Y2": 0.523, "X3": 0.81919, "Y3": 0.5358, "X4": 0.80389, "Y4": 0.5358, "page": 0, "Index": 329}, {"Word": "barrier", "Confidence": 0.945, "X1": 0.82337, "Y1": 0.5232, "X2": 0.87483, "Y2": 0.523, "X3": 0.87344, "Y3": 0.5368, "X4": 0.82337, "Y4": 0.5358, "page": 0, "Index": 330}, {"Word": "commercially", "Confidence": 0.991, "X1": 0.11127, "Y1": 0.5372, "X2": 0.20306, "Y2": 0.537, "X3": 0.20306, "Y3": 0.5498, "X4": 0.11127, "Y4": 0.5508, "page": 0, "Index": 331}, {"Word": "produced.", "Confidence": 0.993, "X1": 0.20723, "Y1": 0.5372, "X2": 0.27677, "Y2": 0.537, "X3": 0.27677, "Y3": 0.5498, "X4": 0.20584, "Y4": 0.5498, "page": 0, "Index": 332}, {"Word": "Bosch,", "Confidence": 0.993, "X1": 0.28095, "Y1": 0.5372, "X2": 0.32684, "Y2": 0.537, "X3": 0.32684, "Y3": 0.5498, "X4": 0.27955, "Y4": 0.5498, "page": 0, "Index": 333}, {"Word": "in", "Confidence": 0.991, "X1": 0.33102, "Y1": 0.5372, "X2": 0.34631, "Y2": 0.537, "X3": 0.34492, "Y3": 0.5498, "X4": 0.32962, "Y4": 0.5498, "page": 0, "Index": 334}, {"Word": "1938,", "Confidence": 0.856, "X1": 0.35049, "Y1": 0.5372, "X2": 0.38804, "Y2": 0.537, "X3": 0.38665, "Y3": 0.5498, "X4": 0.3491, "Y4": 0.5498, "page": 0, "Index": 335}, {"Word": "were", "Confidence": 0.885, "X1": 0.39221, "Y1": 0.5382, "X2": 0.42837, "Y2": 0.538, "X3": 0.42698, "Y3": 0.5498, "X4": 0.39082, "Y4": 0.5498, "page": 0, "Index": 336}, {"Word": "properties", "Confidence": 0.955, "X1": 0.52156, "Y1": 0.5382, "X2": 0.5911, "Y2": 0.538, "X3": 0.5911, "Y3": 0.5508, "X4": 0.52156, "Y4": 0.5508, "page": 0, "Index": 337}, {"Word": "was", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.5372, "X2": 0.62031, "Y2": 0.537, "X3": 0.62031, "Y3": 0.5508, "X4": 0.59527, "Y4": 0.5508, "page": 0, "Index": 338}, {"Word": "not", "Confidence": 0.998, "X1": 0.62448, "Y1": 0.5372, "X2": 0.64951, "Y2": 0.537, "X3": 0.64812, "Y3": 0.5498, "X4": 0.62448, "Y4": 0.5508, "page": 0, "Index": 339}, {"Word": "to", "Confidence": 0.998, "X1": 0.65229, "Y1": 0.5372, "X2": 0.66898, "Y2": 0.537, "X3": 0.66759, "Y3": 0.5498, "X4": 0.65229, "Y4": 0.5498, "page": 0, "Index": 340}, {"Word": "be", "Confidence": 0.997, "X1": 0.67177, "Y1": 0.5372, "X2": 0.68985, "Y2": 0.537, "X3": 0.68846, "Y3": 0.5498, "X4": 0.67177, "Y4": 0.5498, "page": 0, "Index": 341}, {"Word": "comprehensively", "Confidence": 0.931, "X1": 0.69263, "Y1": 0.5372, "X2": 0.80946, "Y2": 0.537, "X3": 0.80807, "Y3": 0.5498, "X4": 0.69263, "Y4": 0.5498, "page": 0, "Index": 342}, {"Word": "resolved", "Confidence": 0.955, "X1": 0.81224, "Y1": 0.5372, "X2": 0.87204, "Y2": 0.537, "X3": 0.87065, "Y3": 0.5498, "X4": 0.81085, "Y4": 0.5498, "page": 0, "Index": 343}, {"Word": "vacuum", "Confidence": 0.963, "X1": 0.11127, "Y1": 0.5512, "X2": 0.16134, "Y2": 0.551, "X3": 0.15994, "Y3": 0.5638, "X4": 0.11127, "Y4": 0.5638, "page": 0, "Index": 344}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.1669, "Y1": 0.5512, "X2": 0.24061, "Y2": 0.551, "X3": 0.23922, "Y3": 0.5628, "X4": 0.16551, "Y4": 0.5638, "page": 0, "Index": 345}, {"Word": "paper", "Confidence": 0.997, "X1": 0.24478, "Y1": 0.5502, "X2": 0.28373, "Y2": 0.55, "X3": 0.28234, "Y3": 0.5628, "X4": 0.24339, "Y4": 0.5628, "page": 0, "Index": 346}, {"Word": "webs", "Confidence": 0.987, "X1": 0.28651, "Y1": 0.5502, "X2": 0.32267, "Y2": 0.55, "X3": 0.32128, "Y3": 0.5628, "X4": 0.28651, "Y4": 0.5628, "page": 0, "Index": 347}, {"Word": "with", "Confidence": 0.991, "X1": 0.32684, "Y1": 0.5502, "X2": 0.35744, "Y2": 0.55, "X3": 0.35605, "Y3": 0.5628, "X4": 0.32545, "Y4": 0.5628, "page": 0, "Index": 348}, {"Word": "zinc", "Confidence": 0.982, "X1": 0.36161, "Y1": 0.5512, "X2": 0.38943, "Y2": 0.551, "X3": 0.38804, "Y3": 0.5628, "X4": 0.36022, "Y4": 0.5628, "page": 0, "Index": 349}, {"Word": "to", "Confidence": 0.998, "X1": 0.3936, "Y1": 0.5512, "X2": 0.4089, "Y2": 0.551, "X3": 0.40751, "Y3": 0.5628, "X4": 0.39221, "Y4": 0.5628, "page": 0, "Index": 350}, {"Word": "produce", "Confidence": 0.994, "X1": 0.41307, "Y1": 0.5512, "X2": 0.47149, "Y2": 0.551, "X3": 0.4701, "Y3": 0.5638, "X4": 0.41168, "Y4": 0.5628, "page": 0, "Index": 351}, {"Word": "until", "Confidence": 0.849, "X1": 0.52156, "Y1": 0.5512, "X2": 0.55494, "Y2": 0.551, "X3": 0.55355, "Y3": 0.5638, "X4": 0.52156, "Y4": 0.5638, "page": 0, "Index": 352}, {"Word": "later,", "Confidence": 0.992, "X1": 0.55772, "Y1": 0.5502, "X2": 0.59388, "Y2": 0.55, "X3": 0.59388, "Y3": 0.5628, "X4": 0.55772, "Y4": 0.5638, "page": 0, "Index": 353}, {"Word": "by", "Confidence": 0.998, "X1": 0.59805, "Y1": 0.5502, "X2": 0.61613, "Y2": 0.55, "X3": 0.61613, "Y3": 0.5628, "X4": 0.59805, "Y4": 0.5628, "page": 0, "Index": 354}, {"Word": "a", "Confidence": 0.927, "X1": 0.62031, "Y1": 0.5502, "X2": 0.62865, "Y2": 0.55, "X3": 0.62865, "Y3": 0.5628, "X4": 0.62031, "Y4": 0.5628, "page": 0, "Index": 355}, {"Word": "Pira", "Confidence": 0.988, "X1": 0.63143, "Y1": 0.5502, "X2": 0.65925, "Y2": 0.55, "X3": 0.65925, "Y3": 0.5628, "X4": 0.63143, "Y4": 0.5628, "page": 0, "Index": 356}, {"Word": "report", "Confidence": 0.997, "X1": 0.66203, "Y1": 0.5502, "X2": 0.70793, "Y2": 0.55, "X3": 0.70654, "Y3": 0.5628, "X4": 0.66203, "Y4": 0.5628, "page": 0, "Index": 357}, {"Word": "commissioned", "Confidence": 0.991, "X1": 0.71071, "Y1": 0.5502, "X2": 0.80946, "Y2": 0.55, "X3": 0.80807, "Y3": 0.5628, "X4": 0.71071, "Y4": 0.5628, "page": 0, "Index": 358}, {"Word": "by", "Confidence": 0.998, "X1": 0.81224, "Y1": 0.5512, "X2": 0.83171, "Y2": 0.551, "X3": 0.83171, "Y3": 0.5628, "X4": 0.81085, "Y4": 0.5628, "page": 0, "Index": 359}, {"Word": "the", "Confidence": 0.992, "X1": 0.83588, "Y1": 0.5512, "X2": 0.86092, "Y2": 0.551, "X3": 0.85953, "Y3": 0.5628, "X4": 0.83449, "Y4": 0.5628, "page": 0, "Index": 360}, {"Word": "self-healing", "Confidence": 0.774, "X1": 0.11127, "Y1": 0.5642, "X2": 0.18637, "Y2": 0.564, "X3": 0.18498, "Y3": 0.5768, "X4": 0.10848, "Y4": 0.5778, "page": 0, "Index": 361}, {"Word": "capacitors,", "Confidence": 0.884, "X1": 0.19054, "Y1": 0.5642, "X2": 0.26426, "Y2": 0.564, "X3": 0.26287, "Y3": 0.5768, "X4": 0.18915, "Y4": 0.5768, "page": 0, "Index": 362}, {"Word": "and", "Confidence": 0.998, "X1": 0.26843, "Y1": 0.5642, "X2": 0.29485, "Y2": 0.564, "X3": 0.29346, "Y3": 0.5768, "X4": 0.26704, "Y4": 0.5768, "page": 0, "Index": 363}, {"Word": "in", "Confidence": 0.997, "X1": 0.29764, "Y1": 0.5642, "X2": 0.31433, "Y2": 0.564, "X3": 0.31293, "Y3": 0.5768, "X4": 0.29764, "Y4": 0.5768, "page": 0, "Index": 364}, {"Word": "1938", "Confidence": 0.971, "X1": 0.31711, "Y1": 0.5642, "X2": 0.35188, "Y2": 0.564, "X3": 0.35049, "Y3": 0.5768, "X4": 0.31711, "Y4": 0.5768, "page": 0, "Index": 365}, {"Word": "and", "Confidence": 0.608, "X1": 0.35466, "Y1": 0.5642, "X2": 0.38108, "Y2": 0.564, "X3": 0.38108, "Y3": 0.5768, "X4": 0.35466, "Y4": 0.5768, "page": 0, "Index": 366}, {"Word": "1939", "Confidence": 0.951, "X1": 0.38526, "Y1": 0.5642, "X2": 0.41864, "Y2": 0.564, "X3": 0.41864, "Y3": 0.5768, "X4": 0.38526, "Y4": 0.5768, "page": 0, "Index": 367}, {"Word": "poly-", "Confidence": 0.653, "X1": 0.42281, "Y1": 0.5642, "X2": 0.46036, "Y2": 0.564, "X3": 0.46036, "Y3": 0.5778, "X4": 0.42281, "Y4": 0.5768, "page": 0, "Index": 368}, {"Word": "British", "Confidence": 0.994, "X1": 0.52156, "Y1": 0.5632, "X2": 0.57024, "Y2": 0.563, "X3": 0.56885, "Y3": 0.5768, "X4": 0.52156, "Y4": 0.5768, "page": 0, "Index": 369}, {"Word": "Aluminium", "Confidence": 0.991, "X1": 0.57302, "Y1": 0.5632, "X2": 0.64812, "Y2": 0.563, "X3": 0.64812, "Y3": 0.5768, "X4": 0.57302, "Y4": 0.5768, "page": 0, "Index": 370}, {"Word": "Foil", "Confidence": 0.623, "X1": 0.65508, "Y1": 0.5632, "X2": 0.68428, "Y2": 0.563, "X3": 0.68289, "Y3": 0.5768, "X4": 0.65369, "Y4": 0.5768, "page": 0, "Index": 371}, {"Word": "Rollers", "Confidence": 0.941, "X1": 0.68846, "Y1": 0.5632, "X2": 0.73853, "Y2": 0.563, "X3": 0.73713, "Y3": 0.5768, "X4": 0.68707, "Y4": 0.5768, "page": 0, "Index": 372}, {"Word": "Association,", "Confidence": 0.692, "X1": 0.7427, "Y1": 0.5642, "X2": 0.82615, "Y2": 0.564, "X3": 0.82476, "Y3": 0.5768, "X4": 0.74131, "Y4": 0.5768, "page": 0, "Index": 373}, {"Word": "and", "Confidence": 0.969, "X1": 0.83032, "Y1": 0.5642, "X2": 0.85535, "Y2": 0.564, "X3": 0.85396, "Y3": 0.5768, "X4": 0.82893, "Y4": 0.5768, "page": 0, "Index": 374}, {"Word": "in", "Confidence": 0.998, "X1": 0.85953, "Y1": 0.5652, "X2": 0.87622, "Y2": 0.565, "X3": 0.87483, "Y3": 0.5768, "X4": 0.85814, "Y4": 0.5768, "page": 0, "Index": 375}, {"Word": "styrene,", "Confidence": 0.63, "X1": 0.10987, "Y1": 0.5782, "X2": 0.16551, "Y2": 0.578, "X3": 0.16412, "Y3": 0.5918, "X4": 0.10987, "Y4": 0.5918, "page": 0, "Index": 376}, {"Word": "butyrate", "Confidence": 0.958, "X1": 0.16829, "Y1": 0.5782, "X2": 0.22809, "Y2": 0.578, "X3": 0.2267, "Y3": 0.5908, "X4": 0.16829, "Y4": 0.5918, "page": 0, "Index": 377}, {"Word": "and", "Confidence": 0.998, "X1": 0.23227, "Y1": 0.5782, "X2": 0.2573, "Y2": 0.578, "X3": 0.25591, "Y3": 0.5908, "X4": 0.23088, "Y4": 0.5908, "page": 0, "Index": 378}, {"Word": "acrylic", "Confidence": 0.816, "X1": 0.26147, "Y1": 0.5782, "X2": 0.30737, "Y2": 0.578, "X3": 0.30598, "Y3": 0.5908, "X4": 0.26008, "Y4": 0.5908, "page": 0, "Index": 379}, {"Word": "mouldings", "Confidence": 0.898, "X1": 0.31015, "Y1": 0.5782, "X2": 0.38248, "Y2": 0.578, "X3": 0.38108, "Y3": 0.5908, "X4": 0.30876, "Y4": 0.5908, "page": 0, "Index": 380}, {"Word": "were", "Confidence": 0.982, "X1": 0.38526, "Y1": 0.5782, "X2": 0.42003, "Y2": 0.578, "X3": 0.41864, "Y3": 0.5908, "X4": 0.38387, "Y4": 0.5908, "page": 0, "Index": 381}, {"Word": "first", "Confidence": 0.981, "X1": 0.42281, "Y1": 0.5782, "X2": 0.45758, "Y2": 0.578, "X3": 0.45619, "Y3": 0.5908, "X4": 0.42142, "Y4": 0.5908, "page": 0, "Index": 382}, {"Word": "retrospect", "Confidence": 0.981, "X1": 0.52156, "Y1": 0.5782, "X2": 0.5911, "Y2": 0.578, "X3": 0.5911, "Y3": 0.5908, "X4": 0.52156, "Y4": 0.5908, "page": 0, "Index": 383}, {"Word": "It", "Confidence": 0.9, "X1": 0.59527, "Y1": 0.5772, "X2": 0.6064, "Y2": 0.577, "X3": 0.60501, "Y3": 0.5908, "X4": 0.59388, "Y4": 0.5908, "page": 0, "Index": 384}, {"Word": "was", "Confidence": 0.998, "X1": 0.61057, "Y1": 0.5772, "X2": 0.637, "Y2": 0.577, "X3": 0.63561, "Y3": 0.5908, "X4": 0.60918, "Y4": 0.5908, "page": 0, "Index": 385}, {"Word": "unjust", "Confidence": 0.994, "X1": 0.63978, "Y1": 0.5772, "X2": 0.68428, "Y2": 0.577, "X3": 0.68289, "Y3": 0.5908, "X4": 0.63978, "Y4": 0.5908, "page": 0, "Index": 386}, {"Word": "that", "Confidence": 0.99, "X1": 0.68707, "Y1": 0.5772, "X2": 0.71627, "Y2": 0.577, "X3": 0.71488, "Y3": 0.5908, "X4": 0.68707, "Y4": 0.5908, "page": 0, "Index": 387}, {"Word": "such", "Confidence": 0.983, "X1": 0.72045, "Y1": 0.5772, "X2": 0.75104, "Y2": 0.577, "X3": 0.74965, "Y3": 0.5908, "X4": 0.71905, "Y4": 0.5908, "page": 0, "Index": 388}, {"Word": "doubts", "Confidence": 0.992, "X1": 0.75522, "Y1": 0.5772, "X2": 0.8025, "Y2": 0.577, "X3": 0.80111, "Y3": 0.5908, "X4": 0.75382, "Y4": 0.5908, "page": 0, "Index": 389}, {"Word": "were", "Confidence": 0.983, "X1": 0.80668, "Y1": 0.5772, "X2": 0.84006, "Y2": 0.577, "X3": 0.83866, "Y3": 0.5908, "X4": 0.80529, "Y4": 0.5908, "page": 0, "Index": 390}, {"Word": "raised", "Confidence": 0.849, "X1": 0.84423, "Y1": 0.5782, "X2": 0.88734, "Y2": 0.578, "X3": 0.88595, "Y3": 0.5908, "X4": 0.84284, "Y4": 0.5908, "page": 0, "Index": 391}, {"Word": "used", "Confidence": 0.997, "X1": 0.11127, "Y1": 0.5922, "X2": 0.14186, "Y2": 0.592, "X3": 0.14047, "Y3": 0.6038, "X4": 0.11127, "Y4": 0.6038, "page": 0, "Index": 392}, {"Word": "in", "Confidence": 0.998, "X1": 0.14465, "Y1": 0.5922, "X2": 0.15994, "Y2": 0.592, "X3": 0.15855, "Y3": 0.6038, "X4": 0.14465, "Y4": 0.6038, "page": 0, "Index": 393}, {"Word": "a", "Confidence": 0.998, "X1": 0.16273, "Y1": 0.5922, "X2": 0.17107, "Y2": 0.592, "X3": 0.16968, "Y3": 0.6038, "X4": 0.16273, "Y4": 0.6038, "page": 0, "Index": 394}, {"Word": "metallised", "Confidence": 0.942, "X1": 0.17385, "Y1": 0.5912, "X2": 0.24478, "Y2": 0.591, "X3": 0.24339, "Y3": 0.6038, "X4": 0.17385, "Y4": 0.6038, "page": 0, "Index": 395}, {"Word": "form", "Confidence": 0.987, "X1": 0.24757, "Y1": 0.5912, "X2": 0.27955, "Y2": 0.591, "X3": 0.27816, "Y3": 0.6038, "X4": 0.24757, "Y4": 0.6038, "page": 0, "Index": 396}, {"Word": "in", "Confidence": 0.998, "X1": 0.28651, "Y1": 0.5912, "X2": 0.30042, "Y2": 0.591, "X3": 0.29903, "Y3": 0.6038, "X4": 0.28512, "Y4": 0.6038, "page": 0, "Index": 397}, {"Word": "the", "Confidence": 0.981, "X1": 0.3032, "Y1": 0.5912, "X2": 0.32684, "Y2": 0.591, "X3": 0.32684, "Y3": 0.6038, "X4": 0.3032, "Y4": 0.6038, "page": 0, "Index": 398}, {"Word": "automotive", "Confidence": 0.969, "X1": 0.33102, "Y1": 0.5922, "X2": 0.4089, "Y2": 0.592, "X3": 0.40751, "Y3": 0.6038, "X4": 0.32962, "Y4": 0.6038, "page": 0, "Index": 399}, {"Word": "and", "Confidence": 0.998, "X1": 0.41307, "Y1": 0.5922, "X2": 0.4395, "Y2": 0.592, "X3": 0.43811, "Y3": 0.6038, "X4": 0.41168, "Y4": 0.6038, "page": 0, "Index": 400}, {"Word": "at", "Confidence": 0.991, "X1": 0.52295, "Y1": 0.5922, "X2": 0.53547, "Y2": 0.592, "X3": 0.53547, "Y3": 0.6048, "X4": 0.52156, "Y4": 0.6048, "page": 0, "Index": 401}, {"Word": "so", "Confidence": 0.841, "X1": 0.53964, "Y1": 0.5922, "X2": 0.55494, "Y2": 0.592, "X3": 0.55355, "Y3": 0.6038, "X4": 0.53825, "Y4": 0.6048, "page": 0, "Index": 402}, {"Word": "sensitive", "Confidence": 0.994, "X1": 0.55772, "Y1": 0.5912, "X2": 0.61752, "Y2": 0.591, "X3": 0.61752, "Y3": 0.6038, "X4": 0.55772, "Y4": 0.6038, "page": 0, "Index": 403}, {"Word": "a", "Confidence": 0.995, "X1": 0.6217, "Y1": 0.5912, "X2": 0.63004, "Y2": 0.591, "X3": 0.63004, "Y3": 0.6038, "X4": 0.6217, "Y4": 0.6038, "page": 0, "Index": 404}, {"Word": "time.", "Confidence": 0.991, "X1": 0.63421, "Y1": 0.5922, "X2": 0.67177, "Y2": 0.592, "X3": 0.67177, "Y3": 0.6048, "X4": 0.63282, "Y4": 0.6038, "page": 0, "Index": 405}, {"Word": "domestic", "Confidence": 0.993, "X1": 0.11266, "Y1": 0.6052, "X2": 0.17246, "Y2": 0.605, "X3": 0.17246, "Y3": 0.6178, "X4": 0.11266, "Y4": 0.6178, "page": 0, "Index": 406}, {"Word": "appliance", "Confidence": 0.67, "X1": 0.17663, "Y1": 0.6042, "X2": 0.24061, "Y2": 0.604, "X3": 0.24061, "Y3": 0.6178, "X4": 0.17524, "Y4": 0.6178, "page": 0, "Index": 407}, {"Word": "industries.", "Confidence": 0.902, "X1": 0.24478, "Y1": 0.6042, "X2": 0.3185, "Y2": 0.604, "X3": 0.31711, "Y3": 0.6168, "X4": 0.24339, "Y4": 0.6178, "page": 0, "Index": 408}, {"Word": "These", "Confidence": 0.958, "X1": 0.32267, "Y1": 0.6052, "X2": 0.36022, "Y2": 0.605, "X3": 0.35883, "Y3": 0.6168, "X4": 0.32128, "Y4": 0.6168, "page": 0, "Index": 409}, {"Word": "latter", "Confidence": 0.966, "X1": 0.363, "Y1": 0.6052, "X2": 0.40195, "Y2": 0.605, "X3": 0.39917, "Y3": 0.6168, "X4": 0.36161, "Y4": 0.6168, "page": 0, "Index": 410}, {"Word": "applica-", "Confidence": 0.973, "X1": 0.40473, "Y1": 0.6052, "X2": 0.46314, "Y2": 0.605, "X3": 0.46175, "Y3": 0.6168, "X4": 0.40334, "Y4": 0.6168, "page": 0, "Index": 411}, {"Word": "tions", "Confidence": 0.997, "X1": 0.11405, "Y1": 0.6182, "X2": 0.14465, "Y2": 0.618, "X3": 0.14465, "Y3": 0.6308, "X4": 0.11266, "Y4": 0.6318, "page": 0, "Index": 412}, {"Word": "plus", "Confidence": 0.982, "X1": 0.14882, "Y1": 0.6182, "X2": 0.17663, "Y2": 0.618, "X3": 0.17524, "Y3": 0.6308, "X4": 0.14743, "Y4": 0.6308, "page": 0, "Index": 413}, {"Word": "the", "Confidence": 0.998, "X1": 0.18081, "Y1": 0.6182, "X2": 0.20167, "Y2": 0.618, "X3": 0.20167, "Y3": 0.6308, "X4": 0.17942, "Y4": 0.6308, "page": 0, "Index": 414}, {"Word": "developments", "Confidence": 0.72, "X1": 0.20584, "Y1": 0.6182, "X2": 0.30181, "Y2": 0.618, "X3": 0.30042, "Y3": 0.6308, "X4": 0.20445, "Y4": 0.6308, "page": 0, "Index": 415}, {"Word": "in", "Confidence": 0.998, "X1": 0.30459, "Y1": 0.6182, "X2": 0.3185, "Y2": 0.618, "X3": 0.31711, "Y3": 0.6308, "X4": 0.30459, "Y4": 0.6308, "page": 0, "Index": 416}, {"Word": "the", "Confidence": 0.998, "X1": 0.32267, "Y1": 0.6182, "X2": 0.34492, "Y2": 0.618, "X3": 0.34492, "Y3": 0.6308, "X4": 0.32128, "Y4": 0.6308, "page": 0, "Index": 417}, {"Word": "optical", "Confidence": 0.794, "X1": 0.3491, "Y1": 0.6182, "X2": 0.39638, "Y2": 0.618, "X3": 0.39499, "Y3": 0.6308, "X4": 0.34771, "Y4": 0.6308, "page": 0, "Index": 418}, {"Word": "industry", "Confidence": 0.996, "X1": 0.40056, "Y1": 0.6182, "X2": 0.46036, "Y2": 0.618, "X3": 0.45897, "Y3": 0.6318, "X4": 0.39917, "Y4": 0.6308, "page": 0, "Index": 419}, {"Word": "Secondly,", "Confidence": 0.668, "X1": 0.52295, "Y1": 0.6172, "X2": 0.5911, "Y2": 0.617, "X3": 0.58971, "Y3": 0.6318, "X4": 0.52156, "Y4": 0.6318, "page": 0, "Index": 420}, {"Word": "the", "Confidence": 0.991, "X1": 0.59388, "Y1": 0.6172, "X2": 0.61613, "Y2": 0.617, "X3": 0.61613, "Y3": 0.6308, "X4": 0.59388, "Y4": 0.6318, "page": 0, "Index": 421}, {"Word": "concern", "Confidence": 0.9, "X1": 0.62031, "Y1": 0.6172, "X2": 0.67594, "Y2": 0.617, "X3": 0.67455, "Y3": 0.6308, "X4": 0.61892, "Y4": 0.6308, "page": 0, "Index": 422}, {"Word": "of", "Confidence": 0.998, "X1": 0.68011, "Y1": 0.6172, "X2": 0.6968, "Y2": 0.617, "X3": 0.69541, "Y3": 0.6308, "X4": 0.67872, "Y4": 0.6308, "page": 0, "Index": 423}, {"Word": "the", "Confidence": 0.998, "X1": 0.69958, "Y1": 0.6172, "X2": 0.72045, "Y2": 0.617, "X3": 0.72045, "Y3": 0.6308, "X4": 0.69958, "Y4": 0.6308, "page": 0, "Index": 424}, {"Word": "effect", "Confidence": 0.619, "X1": 0.72462, "Y1": 0.6172, "X2": 0.76634, "Y2": 0.617, "X3": 0.76495, "Y3": 0.6308, "X4": 0.72323, "Y4": 0.6308, "page": 0, "Index": 425}, {"Word": "of", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.6172, "X2": 0.78442, "Y2": 0.617, "X3": 0.78442, "Y3": 0.6308, "X4": 0.76912, "Y4": 0.6308, "page": 0, "Index": 426}, {"Word": "a", "Confidence": 0.867, "X1": 0.7886, "Y1": 0.6172, "X2": 0.79694, "Y2": 0.617, "X3": 0.79555, "Y3": 0.6308, "X4": 0.7886, "Y4": 0.6308, "page": 0, "Index": 427}, {"Word": "shortfall", "Confidence": 0.823, "X1": 0.80111, "Y1": 0.6182, "X2": 0.85814, "Y2": 0.618, "X3": 0.85814, "Y3": 0.6308, "X4": 0.79972, "Y4": 0.6308, "page": 0, "Index": 428}, {"Word": "in", "Confidence": 0.998, "X1": 0.86231, "Y1": 0.6182, "X2": 0.88039, "Y2": 0.618, "X3": 0.879, "Y3": 0.6318, "X4": 0.86092, "Y4": 0.6308, "page": 0, "Index": 429}, {"Word": "were,", "Confidence": 0.993, "X1": 0.11127, "Y1": 0.6312, "X2": 0.14743, "Y2": 0.631, "X3": 0.14743, "Y3": 0.6458, "X4": 0.11127, "Y4": 0.6458, "page": 0, "Index": 430}, {"Word": "and", "Confidence": 0.97, "X1": 0.1516, "Y1": 0.6312, "X2": 0.17524, "Y2": 0.631, "X3": 0.17524, "Y3": 0.6448, "X4": 0.1516, "Y4": 0.6458, "page": 0, "Index": 431}, {"Word": "still", "Confidence": 0.995, "X1": 0.17942, "Y1": 0.6312, "X2": 0.20584, "Y2": 0.631, "X3": 0.20584, "Y3": 0.6448, "X4": 0.17942, "Y4": 0.6448, "page": 0, "Index": 432}, {"Word": "are,", "Confidence": 0.938, "X1": 0.21001, "Y1": 0.6312, "X2": 0.23505, "Y2": 0.631, "X3": 0.23505, "Y3": 0.6448, "X4": 0.21001, "Y4": 0.6448, "page": 0, "Index": 433}, {"Word": "carried", "Confidence": 0.969, "X1": 0.23922, "Y1": 0.6312, "X2": 0.28651, "Y2": 0.631, "X3": 0.28651, "Y3": 0.6448, "X4": 0.23922, "Y4": 0.6448, "page": 0, "Index": 434}, {"Word": "out", "Confidence": 0.998, "X1": 0.29068, "Y1": 0.6312, "X2": 0.31433, "Y2": 0.631, "X3": 0.31433, "Y3": 0.6448, "X4": 0.29068, "Y4": 0.6448, "page": 0, "Index": 435}, {"Word": "in", "Confidence": 0.998, "X1": 0.3185, "Y1": 0.6322, "X2": 0.33241, "Y2": 0.632, "X3": 0.33241, "Y3": 0.6448, "X4": 0.3185, "Y4": 0.6448, "page": 0, "Index": 436}, {"Word": "'stationary*", "Confidence": 0.675, "X1": 0.33658, "Y1": 0.6322, "X2": 0.41725, "Y2": 0.632, "X3": 0.41725, "Y3": 0.6448, "X4": 0.33519, "Y4": 0.6448, "page": 0, "Index": 437}, {"Word": "available", "Confidence": 0.687, "X1": 0.52295, "Y1": 0.6322, "X2": 0.58136, "Y2": 0.632, "X3": 0.57997, "Y3": 0.6458, "X4": 0.52156, "Y4": 0.6448, "page": 0, "Index": 438}, {"Word": "energy", "Confidence": 0.991, "X1": 0.58554, "Y1": 0.6322, "X2": 0.63282, "Y2": 0.632, "X3": 0.63143, "Y3": 0.6458, "X4": 0.58414, "Y4": 0.6458, "page": 0, "Index": 439}, {"Word": "on", "Confidence": 0.997, "X1": 0.63561, "Y1": 0.6322, "X2": 0.65508, "Y2": 0.632, "X3": 0.65369, "Y3": 0.6458, "X4": 0.63421, "Y4": 0.6458, "page": 0, "Index": 440}, {"Word": "materials", "Confidence": 0.993, "X1": 0.65925, "Y1": 0.6322, "X2": 0.72184, "Y2": 0.632, "X3": 0.72045, "Y3": 0.6458, "X4": 0.65786, "Y4": 0.6458, "page": 0, "Index": 441}, {"Word": "availability", "Confidence": 0.223, "X1": 0.72601, "Y1": 0.6322, "X2": 0.80111, "Y2": 0.632, "X3": 0.80111, "Y3": 0.6458, "X4": 0.72462, "Y4": 0.6458, "page": 0, "Index": 442}, {"Word": "occationed", "Confidence": 0.14, "X1": 0.80529, "Y1": 0.6322, "X2": 0.88317, "Y2": 0.632, "X3": 0.88317, "Y3": 0.6448, "X4": 0.80389, "Y4": 0.6448, "page": 0, "Index": 443}, {"Word": "equipment.", "Confidence": 0.919, "X1": 0.11266, "Y1": 0.6452, "X2": 0.19193, "Y2": 0.645, "X3": 0.19193, "Y3": 0.6588, "X4": 0.11266, "Y4": 0.6588, "page": 0, "Index": 444}, {"Word": "wild", "Confidence": 0.994, "X1": 0.52295, "Y1": 0.6462, "X2": 0.55216, "Y2": 0.646, "X3": 0.55076, "Y3": 0.6588, "X4": 0.52295, "Y4": 0.6588, "page": 0, "Index": 445}, {"Word": "fluctuations", "Confidence": 0.885, "X1": 0.55494, "Y1": 0.6462, "X2": 0.63978, "Y2": 0.646, "X3": 0.63978, "Y3": 0.6588, "X4": 0.55494, "Y4": 0.6588, "page": 0, "Index": 446}, {"Word": "in", "Confidence": 0.998, "X1": 0.64395, "Y1": 0.6462, "X2": 0.65786, "Y2": 0.646, "X3": 0.65647, "Y3": 0.6588, "X4": 0.64256, "Y4": 0.6588, "page": 0, "Index": 447}, {"Word": "both", "Confidence": 0.988, "X1": 0.66064, "Y1": 0.6462, "X2": 0.69541, "Y2": 0.646, "X3": 0.69402, "Y3": 0.6588, "X4": 0.65925, "Y4": 0.6588, "page": 0, "Index": 448}, {"Word": "material", "Confidence": 0.948, "X1": 0.69819, "Y1": 0.6462, "X2": 0.75522, "Y2": 0.646, "X3": 0.75382, "Y3": 0.6588, "X4": 0.6968, "Y4": 0.6588, "page": 0, "Index": 449}, {"Word": "supply", "Confidence": 0.991, "X1": 0.75939, "Y1": 0.6462, "X2": 0.80668, "Y2": 0.646, "X3": 0.80529, "Y3": 0.6598, "X4": 0.758, "Y4": 0.6588, "page": 0, "Index": 450}, {"Word": "and", "Confidence": 0.962, "X1": 0.80946, "Y1": 0.6472, "X2": 0.83588, "Y2": 0.647, "X3": 0.83449, "Y3": 0.6598, "X4": 0.80807, "Y4": 0.6598, "page": 0, "Index": 451}, {"Word": "cost.", "Confidence": 0.882, "X1": 0.83866, "Y1": 0.6472, "X2": 0.87483, "Y2": 0.647, "X3": 0.87344, "Y3": 0.6598, "X4": 0.83727, "Y4": 0.6598, "page": 0, "Index": 452}, {"Word": "Once", "Confidence": 0.987, "X1": 0.52295, "Y1": 0.6602, "X2": 0.55772, "Y2": 0.66, "X3": 0.55633, "Y3": 0.6728, "X4": 0.52295, "Y4": 0.6728, "page": 0, "Index": 453}, {"Word": "stability", "Confidence": 0.991, "X1": 0.5605, "Y1": 0.6602, "X2": 0.61892, "Y2": 0.66, "X3": 0.61892, "Y3": 0.6728, "X4": 0.5605, "Y4": 0.6728, "page": 0, "Index": 454}, {"Word": "returned,", "Confidence": 0.955, "X1": 0.62309, "Y1": 0.6592, "X2": 0.68707, "Y2": 0.659, "X3": 0.68707, "Y3": 0.6728, "X4": 0.6217, "Y4": 0.6728, "page": 0, "Index": 455}, {"Word": "it", "Confidence": 0.998, "X1": 0.69124, "Y1": 0.6602, "X2": 0.70097, "Y2": 0.66, "X3": 0.70097, "Y3": 0.6728, "X4": 0.68985, "Y4": 0.6728, "page": 0, "Index": 456}, {"Word": "did", "Confidence": 0.995, "X1": 0.70515, "Y1": 0.6602, "X2": 0.72879, "Y2": 0.66, "X3": 0.7274, "Y3": 0.6728, "X4": 0.70376, "Y4": 0.6728, "page": 0, "Index": 457}, {"Word": "so", "Confidence": 0.996, "X1": 0.73296, "Y1": 0.6602, "X2": 0.74826, "Y2": 0.66, "X3": 0.74687, "Y3": 0.6728, "X4": 0.73157, "Y4": 0.6728, "page": 0, "Index": 458}, {"Word": "with", "Confidence": 0.994, "X1": 0.75104, "Y1": 0.6602, "X2": 0.78442, "Y2": 0.66, "X3": 0.78303, "Y3": 0.6728, "X4": 0.75104, "Y4": 0.6728, "page": 0, "Index": 459}, {"Word": "the", "Confidence": 0.916, "X1": 0.7872, "Y1": 0.6602, "X2": 0.80946, "Y2": 0.66, "X3": 0.80946, "Y3": 0.6728, "X4": 0.78581, "Y4": 0.6728, "page": 0, "Index": 460}, {"Word": "effect", "Confidence": 0.654, "X1": 0.81363, "Y1": 0.6612, "X2": 0.85396, "Y2": 0.661, "X3": 0.85257, "Y3": 0.6728, "X4": 0.81224, "Y4": 0.6728, "page": 0, "Index": 461}, {"Word": "that", "Confidence": 0.988, "X1": 0.85814, "Y1": 0.6612, "X2": 0.89013, "Y2": 0.661, "X3": 0.88873, "Y3": 0.6728, "X4": 0.85675, "Y4": 0.6728, "page": 0, "Index": 462}, {"Word": "The", "Confidence": 0.998, "X1": 0.11266, "Y1": 0.6722, "X2": 0.1363, "Y2": 0.672, "X3": 0.1363, "Y3": 0.6858, "X4": 0.11266, "Y4": 0.6858, "page": 0, "Index": 463}, {"Word": "development", "Confidence": 0.919, "X1": 0.14047, "Y1": 0.6722, "X2": 0.22949, "Y2": 0.672, "X3": 0.22949, "Y3": 0.6868, "X4": 0.14047, "Y4": 0.6858, "page": 0, "Index": 464}, {"Word": "of", "Confidence": 0.998, "X1": 0.23366, "Y1": 0.6722, "X2": 0.24896, "Y2": 0.672, "X3": 0.24757, "Y3": 0.6868, "X4": 0.23227, "Y4": 0.6868, "page": 0, "Index": 465}, {"Word": "large", "Confidence": 0.995, "X1": 0.25313, "Y1": 0.6732, "X2": 0.28651, "Y2": 0.673, "X3": 0.28512, "Y3": 0.6868, "X4": 0.25174, "Y4": 0.6868, "page": 0, "Index": 466}, {"Word": "diffusion", "Confidence": 0.993, "X1": 0.28929, "Y1": 0.6732, "X2": 0.35188, "Y2": 0.673, "X3": 0.35049, "Y3": 0.6868, "X4": 0.28929, "Y4": 0.6868, "page": 0, "Index": 467}, {"Word": "pumps", "Confidence": 0.997, "X1": 0.35605, "Y1": 0.6732, "X2": 0.40195, "Y2": 0.673, "X3": 0.40056, "Y3": 0.6858, "X4": 0.35466, "Y4": 0.6868, "page": 0, "Index": 468}, {"Word": "In", "Confidence": 0.994, "X1": 0.40612, "Y1": 0.6732, "X2": 0.42003, "Y2": 0.673, "X3": 0.41864, "Y3": 0.6858, "X4": 0.40473, "Y4": 0.6858, "page": 0, "Index": 469}, {"Word": "the", "Confidence": 0.998, "X1": 0.4242, "Y1": 0.6732, "X2": 0.44924, "Y2": 0.673, "X3": 0.44784, "Y3": 0.6858, "X4": 0.42281, "Y4": 0.6858, "page": 0, "Index": 470}, {"Word": "both", "Confidence": 0.988, "X1": 0.52295, "Y1": 0.6742, "X2": 0.55494, "Y2": 0.674, "X3": 0.55494, "Y3": 0.6868, "X4": 0.52156, "Y4": 0.6868, "page": 0, "Index": 471}, {"Word": "materials", "Confidence": 0.881, "X1": 0.55911, "Y1": 0.6742, "X2": 0.6217, "Y2": 0.674, "X3": 0.6217, "Y3": 0.6868, "X4": 0.55911, "Y4": 0.6868, "page": 0, "Index": 472}, {"Word": "and", "Confidence": 0.996, "X1": 0.62587, "Y1": 0.6742, "X2": 0.65229, "Y2": 0.674, "X3": 0.6509, "Y3": 0.6868, "X4": 0.62448, "Y4": 0.6868, "page": 0, "Index": 473}, {"Word": "packaged", "Confidence": 0.969, "X1": 0.65508, "Y1": 0.6742, "X2": 0.72045, "Y2": 0.674, "X3": 0.71905, "Y3": 0.6868, "X4": 0.65508, "Y4": 0.6868, "page": 0, "Index": 474}, {"Word": "goods", "Confidence": 0.884, "X1": 0.72462, "Y1": 0.6742, "X2": 0.76495, "Y2": 0.674, "X3": 0.76356, "Y3": 0.6868, "X4": 0.72323, "Y4": 0.6868, "page": 0, "Index": 475}, {"Word": "were,", "Confidence": 0.757, "X1": 0.76773, "Y1": 0.6742, "X2": 0.80529, "Y2": 0.674, "X3": 0.80529, "Y3": 0.6868, "X4": 0.76634, "Y4": 0.6868, "page": 0, "Index": 476}, {"Word": "and", "Confidence": 0.998, "X1": 0.80946, "Y1": 0.6752, "X2": 0.83588, "Y2": 0.675, "X3": 0.83449, "Y3": 0.6868, "X4": 0.80807, "Y4": 0.6868, "page": 0, "Index": 477}, {"Word": "are,", "Confidence": 0.671, "X1": 0.83866, "Y1": 0.6752, "X2": 0.86648, "Y2": 0.675, "X3": 0.86509, "Y3": 0.6878, "X4": 0.83727, "Y4": 0.6868, "page": 0, "Index": 478}, {"Word": "1940's,", "Confidence": 0.886, "X1": 0.11266, "Y1": 0.6862, "X2": 0.16273, "Y2": 0.686, "X3": 0.16134, "Y3": 0.6988, "X4": 0.11266, "Y4": 0.6988, "page": 0, "Index": 479}, {"Word": "and", "Confidence": 0.955, "X1": 0.16551, "Y1": 0.6862, "X2": 0.19054, "Y2": 0.686, "X3": 0.19054, "Y3": 0.6988, "X4": 0.16551, "Y4": 0.6988, "page": 0, "Index": 480}, {"Word": "the", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.6862, "X2": 0.21697, "Y2": 0.686, "X3": 0.21697, "Y3": 0.6988, "X4": 0.19332, "Y4": 0.6988, "page": 0, "Index": 481}, {"Word": "Introduction", "Confidence": 0.988, "X1": 0.22114, "Y1": 0.6872, "X2": 0.30876, "Y2": 0.687, "X3": 0.30876, "Y3": 0.6998, "X4": 0.21975, "Y4": 0.6988, "page": 0, "Index": 482}, {"Word": "of", "Confidence": 0.998, "X1": 0.31293, "Y1": 0.6872, "X2": 0.32684, "Y2": 0.687, "X3": 0.32684, "Y3": 0.6998, "X4": 0.31154, "Y4": 0.6998, "page": 0, "Index": 483}, {"Word": "flexible", "Confidence": 0.912, "X1": 0.33102, "Y1": 0.6872, "X2": 0.38248, "Y2": 0.687, "X3": 0.38248, "Y3": 0.6998, "X4": 0.32962, "Y4": 0.6998, "page": 0, "Index": 484}, {"Word": "plastics", "Confidence": 0.947, "X1": 0.38665, "Y1": 0.6872, "X2": 0.44228, "Y2": 0.687, "X3": 0.44089, "Y3": 0.6998, "X4": 0.38526, "Y4": 0.6998, "page": 0, "Index": 485}, {"Word": "held", "Confidence": 0.993, "X1": 0.52295, "Y1": 0.6882, "X2": 0.55216, "Y2": 0.688, "X3": 0.55216, "Y3": 0.7018, "X4": 0.52295, "Y4": 0.7018, "page": 0, "Index": 486}, {"Word": "in", "Confidence": 0.998, "X1": 0.55633, "Y1": 0.6882, "X2": 0.57024, "Y2": 0.688, "X3": 0.56885, "Y3": 0.7018, "X4": 0.55494, "Y4": 0.7018, "page": 0, "Index": 487}, {"Word": "lower", "Confidence": 0.994, "X1": 0.57302, "Y1": 0.6882, "X2": 0.61335, "Y2": 0.688, "X3": 0.61196, "Y3": 0.7008, "X4": 0.57163, "Y4": 0.7018, "page": 0, "Index": 488}, {"Word": "stock", "Confidence": 0.88, "X1": 0.61752, "Y1": 0.6882, "X2": 0.65508, "Y2": 0.688, "X3": 0.65369, "Y3": 0.7008, "X4": 0.61613, "Y4": 0.7008, "page": 0, "Index": 489}, {"Word": "levels", "Confidence": 0.603, "X1": 0.65786, "Y1": 0.6882, "X2": 0.6968, "Y2": 0.688, "X3": 0.69541, "Y3": 0.7008, "X4": 0.65786, "Y4": 0.7008, "page": 0, "Index": 490}, {"Word": "than", "Confidence": 0.956, "X1": 0.69958, "Y1": 0.6882, "X2": 0.73157, "Y2": 0.688, "X3": 0.73018, "Y3": 0.7008, "X4": 0.69958, "Y4": 0.7008, "page": 0, "Index": 491}, {"Word": "previously.", "Confidence": 0.783, "X1": 0.73574, "Y1": 0.6882, "X2": 0.81363, "Y2": 0.688, "X3": 0.81224, "Y3": 0.7018, "X4": 0.73435, "Y4": 0.7008, "page": 0, "Index": 492}, {"Word": "This", "Confidence": 0.991, "X1": 0.81641, "Y1": 0.6882, "X2": 0.84562, "Y2": 0.688, "X3": 0.84562, "Y3": 0.7018, "X4": 0.81641, "Y4": 0.7018, "page": 0, "Index": 493}, {"Word": "has", "Confidence": 0.994, "X1": 0.84979, "Y1": 0.6892, "X2": 0.87761, "Y2": 0.689, "X3": 0.87622, "Y3": 0.7018, "X4": 0.8484, "Y4": 0.7018, "page": 0, "Index": 494}, {"Word": "films", "Confidence": 0.993, "X1": 0.11266, "Y1": 0.7012, "X2": 0.14465, "Y2": 0.701, "X3": 0.14465, "Y3": 0.7128, "X4": 0.11266, "Y4": 0.7128, "page": 0, "Index": 495}, {"Word": "in", "Confidence": 0.993, "X1": 0.14882, "Y1": 0.7012, "X2": 0.16273, "Y2": 0.701, "X3": 0.16273, "Y3": 0.7128, "X4": 0.14882, "Y4": 0.7128, "page": 0, "Index": 496}, {"Word": "the", "Confidence": 0.998, "X1": 0.1669, "Y1": 0.7012, "X2": 0.19054, "Y2": 0.701, "X3": 0.19054, "Y3": 0.7128, "X4": 0.1669, "Y4": 0.7128, "page": 0, "Index": 497}, {"Word": "1950's,", "Confidence": 0.959, "X1": 0.19471, "Y1": 0.7012, "X2": 0.24339, "Y2": 0.701, "X3": 0.24339, "Y3": 0.7128, "X4": 0.19332, "Y4": 0.7128, "page": 0, "Index": 498}, {"Word": "formed", "Confidence": 0.995, "X1": 0.24618, "Y1": 0.7012, "X2": 0.29764, "Y2": 0.701, "X3": 0.29764, "Y3": 0.7128, "X4": 0.24618, "Y4": 0.7128, "page": 0, "Index": 499}, {"Word": "the", "Confidence": 0.998, "X1": 0.30181, "Y1": 0.7012, "X2": 0.32406, "Y2": 0.701, "X3": 0.32267, "Y3": 0.7128, "X4": 0.30181, "Y4": 0.7128, "page": 0, "Index": 500}, {"Word": "basis", "Confidence": 0.952, "X1": 0.32684, "Y1": 0.7012, "X2": 0.36161, "Y2": 0.701, "X3": 0.36022, "Y3": 0.7128, "X4": 0.32684, "Y4": 0.7128, "page": 0, "Index": 501}, {"Word": "of", "Confidence": 0.997, "X1": 0.36439, "Y1": 0.7012, "X2": 0.38108, "Y2": 0.701, "X3": 0.37969, "Y3": 0.7128, "X4": 0.36439, "Y4": 0.7128, "page": 0, "Index": 502}, {"Word": "today's", "Confidence": 0.914, "X1": 0.38387, "Y1": 0.7012, "X2": 0.43811, "Y2": 0.701, "X3": 0.43811, "Y3": 0.7128, "X4": 0.38387, "Y4": 0.7128, "page": 0, "Index": 503}, {"Word": "generally", "Confidence": 0.887, "X1": 0.52295, "Y1": 0.7022, "X2": 0.58414, "Y2": 0.702, "X3": 0.58275, "Y3": 0.7158, "X4": 0.52156, "Y4": 0.7168, "page": 0, "Index": 504}, {"Word": "resulted", "Confidence": 0.609, "X1": 0.58832, "Y1": 0.7022, "X2": 0.64534, "Y2": 0.702, "X3": 0.64395, "Y3": 0.7158, "X4": 0.58693, "Y4": 0.7158, "page": 0, "Index": 505}, {"Word": "in", "Confidence": 0.998, "X1": 0.64812, "Y1": 0.7022, "X2": 0.66203, "Y2": 0.702, "X3": 0.66064, "Y3": 0.7158, "X4": 0.64812, "Y4": 0.7158, "page": 0, "Index": 506}, {"Word": "a", "Confidence": 0.886, "X1": 0.6662, "Y1": 0.7022, "X2": 0.67316, "Y2": 0.702, "X3": 0.67177, "Y3": 0.7158, "X4": 0.66481, "Y4": 0.7158, "page": 0, "Index": 507}, {"Word": "reassessment", "Confidence": 0.848, "X1": 0.67733, "Y1": 0.7022, "X2": 0.76495, "Y2": 0.702, "X3": 0.76495, "Y3": 0.7148, "X4": 0.67594, "Y4": 0.7148, "page": 0, "Index": 508}, {"Word": "of", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.7022, "X2": 0.78442, "Y2": 0.702, "X3": 0.78303, "Y3": 0.7148, "X4": 0.76912, "Y4": 0.7148, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.998, "X1": 0.7872, "Y1": 0.7022, "X2": 0.81085, "Y2": 0.702, "X3": 0.81085, "Y3": 0.7148, "X4": 0.7872, "Y4": 0.7148, "page": 0, "Index": 510}, {"Word": "shelf", "Confidence": 0.993, "X1": 0.81502, "Y1": 0.7022, "X2": 0.8484, "Y2": 0.702, "X3": 0.8484, "Y3": 0.7148, "X4": 0.81502, "Y4": 0.7148, "page": 0, "Index": 511}, {"Word": "life", "Confidence": 0.651, "X1": 0.85118, "Y1": 0.7022, "X2": 0.87622, "Y2": 0.702, "X3": 0.87622, "Y3": 0.7148, "X4": 0.85118, "Y4": 0.7148, "page": 0, "Index": 512}, {"Word": "vacuum", "Confidence": 0.901, "X1": 0.11266, "Y1": 0.7152, "X2": 0.16134, "Y2": 0.715, "X3": 0.15994, "Y3": 0.7268, "X4": 0.11127, "Y4": 0.7278, "page": 0, "Index": 513}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.16829, "Y1": 0.7152, "X2": 0.242, "Y2": 0.715, "X3": 0.24061, "Y3": 0.7268, "X4": 0.16829, "Y4": 0.7268, "page": 0, "Index": 514}, {"Word": "industry", "Confidence": 0.995, "X1": 0.24618, "Y1": 0.7142, "X2": 0.30459, "Y2": 0.714, "X3": 0.3032, "Y3": 0.7268, "X4": 0.24478, "Y4": 0.7268, "page": 0, "Index": 515}, {"Word": "with", "Confidence": 0.98, "X1": 0.30876, "Y1": 0.7142, "X2": 0.33936, "Y2": 0.714, "X3": 0.33797, "Y3": 0.7268, "X4": 0.30737, "Y4": 0.7268, "page": 0, "Index": 516}, {"Word": "the", "Confidence": 0.998, "X1": 0.34353, "Y1": 0.7142, "X2": 0.36579, "Y2": 0.714, "X3": 0.36439, "Y3": 0.7268, "X4": 0.34075, "Y4": 0.7268, "page": 0, "Index": 517}, {"Word": "first", "Confidence": 0.994, "X1": 0.36996, "Y1": 0.7142, "X2": 0.39777, "Y2": 0.714, "X3": 0.39638, "Y3": 0.7268, "X4": 0.36718, "Y4": 0.7268, "page": 0, "Index": 518}, {"Word": "use", "Confidence": 0.998, "X1": 0.40195, "Y1": 0.7142, "X2": 0.42559, "Y2": 0.714, "X3": 0.42281, "Y3": 0.7268, "X4": 0.39917, "Y4": 0.7268, "page": 0, "Index": 519}, {"Word": "of", "Confidence": 0.998, "X1": 0.42837, "Y1": 0.7142, "X2": 0.44784, "Y2": 0.714, "X3": 0.44506, "Y3": 0.7268, "X4": 0.42559, "Y4": 0.7268, "page": 0, "Index": 520}, {"Word": "requirement,", "Confidence": 0.981, "X1": 0.52295, "Y1": 0.7172, "X2": 0.61196, "Y2": 0.717, "X3": 0.61196, "Y3": 0.7288, "X4": 0.52156, "Y4": 0.7298, "page": 0, "Index": 521}, {"Word": "accepting", "Confidence": 0.54, "X1": 0.61613, "Y1": 0.7162, "X2": 0.6815, "Y2": 0.716, "X3": 0.6815, "Y3": 0.7288, "X4": 0.61613, "Y4": 0.7288, "page": 0, "Index": 522}, {"Word": "that", "Confidence": 0.988, "X1": 0.68428, "Y1": 0.7162, "X2": 0.71349, "Y2": 0.716, "X3": 0.71349, "Y3": 0.7288, "X4": 0.68428, "Y4": 0.7288, "page": 0, "Index": 523}, {"Word": "the", "Confidence": 0.998, "X1": 0.71627, "Y1": 0.7162, "X2": 0.73992, "Y2": 0.716, "X3": 0.73992, "Y3": 0.7288, "X4": 0.71627, "Y4": 0.7288, "page": 0, "Index": 524}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.74409, "Y1": 0.7172, "X2": 0.81224, "Y2": 0.717, "X3": 0.81224, "Y3": 0.7288, "X4": 0.74409, "Y4": 0.7288, "page": 0, "Index": 525}, {"Word": "require-", "Confidence": 0.813, "X1": 0.81641, "Y1": 0.7172, "X2": 0.87483, "Y2": 0.717, "X3": 0.87483, "Y3": 0.7288, "X4": 0.81641, "Y4": 0.7288, "page": 0, "Index": 526}, {"Word": "metallising", "Confidence": 0.955, "X1": 0.11266, "Y1": 0.7282, "X2": 0.18498, "Y2": 0.728, "X3": 0.18498, "Y3": 0.7418, "X4": 0.11266, "Y4": 0.7418, "page": 0, "Index": 527}, {"Word": "for", "Confidence": 0.998, "X1": 0.18915, "Y1": 0.7282, "X2": 0.21001, "Y2": 0.728, "X3": 0.21001, "Y3": 0.7418, "X4": 0.18915, "Y4": 0.7418, "page": 0, "Index": 528}, {"Word": "flexible", "Confidence": 0.886, "X1": 0.21419, "Y1": 0.7272, "X2": 0.26565, "Y2": 0.727, "X3": 0.26426, "Y3": 0.7418, "X4": 0.2128, "Y4": 0.7418, "page": 0, "Index": 529}, {"Word": "packaging", "Confidence": 0.927, "X1": 0.26982, "Y1": 0.7272, "X2": 0.33797, "Y2": 0.727, "X3": 0.33658, "Y3": 0.7418, "X4": 0.26843, "Y4": 0.7418, "page": 0, "Index": 530}, {"Word": "dating", "Confidence": 0.992, "X1": 0.34075, "Y1": 0.7282, "X2": 0.38387, "Y2": 0.728, "X3": 0.38248, "Y3": 0.7418, "X4": 0.34075, "Y4": 0.7418, "page": 0, "Index": 531}, {"Word": "back", "Confidence": 0.988, "X1": 0.38804, "Y1": 0.7282, "X2": 0.42142, "Y2": 0.728, "X3": 0.42003, "Y3": 0.7418, "X4": 0.38665, "Y4": 0.7418, "page": 0, "Index": 532}, {"Word": "to", "Confidence": 0.998, "X1": 0.42559, "Y1": 0.7282, "X2": 0.44089, "Y2": 0.728, "X3": 0.4395, "Y3": 0.7418, "X4": 0.42281, "Y4": 0.7418, "page": 0, "Index": 533}, {"Word": "the", "Confidence": 0.998, "X1": 0.44506, "Y1": 0.7292, "X2": 0.46732, "Y2": 0.729, "X3": 0.46592, "Y3": 0.7418, "X4": 0.44228, "Y4": 0.7418, "page": 0, "Index": 534}, {"Word": "ments", "Confidence": 0.948, "X1": 0.52295, "Y1": 0.7302, "X2": 0.56467, "Y2": 0.73, "X3": 0.56328, "Y3": 0.7428, "X4": 0.52295, "Y4": 0.7428, "page": 0, "Index": 535}, {"Word": "directly", "Confidence": 0.811, "X1": 0.56745, "Y1": 0.7302, "X2": 0.6217, "Y2": 0.73, "X3": 0.6217, "Y3": 0.7428, "X4": 0.56745, "Y4": 0.7428, "page": 0, "Index": 536}, {"Word": "related", "Confidence": 0.846, "X1": 0.62587, "Y1": 0.7302, "X2": 0.67455, "Y2": 0.73, "X3": 0.67455, "Y3": 0.7428, "X4": 0.62587, "Y4": 0.7428, "page": 0, "Index": 537}, {"Word": "to", "Confidence": 0.998, "X1": 0.67872, "Y1": 0.7302, "X2": 0.69402, "Y2": 0.73, "X3": 0.69402, "Y3": 0.7428, "X4": 0.67733, "Y4": 0.7428, "page": 0, "Index": 538}, {"Word": "the", "Confidence": 0.998, "X1": 0.6968, "Y1": 0.7302, "X2": 0.72045, "Y2": 0.73, "X3": 0.72045, "Y3": 0.7428, "X4": 0.6968, "Y4": 0.7428, "page": 0, "Index": 539}, {"Word": "product", "Confidence": 0.991, "X1": 0.72323, "Y1": 0.7302, "X2": 0.78025, "Y2": 0.73, "X3": 0.77886, "Y3": 0.7428, "X4": 0.72323, "Y4": 0.7428, "page": 0, "Index": 540}, {"Word": "are", "Confidence": 0.995, "X1": 0.78303, "Y1": 0.7302, "X2": 0.80389, "Y2": 0.73, "X3": 0.80389, "Y3": 0.7428, "X4": 0.78303, "Y4": 0.7428, "page": 0, "Index": 541}, {"Word": "unchanged.", "Confidence": 0.991, "X1": 0.80807, "Y1": 0.7302, "X2": 0.89013, "Y2": 0.73, "X3": 0.89013, "Y3": 0.7428, "X4": 0.80807, "Y4": 0.7428, "page": 0, "Index": 542}, {"Word": "early", "Confidence": 0.847, "X1": 0.11127, "Y1": 0.7422, "X2": 0.14604, "Y2": 0.742, "X3": 0.14604, "Y3": 0.7558, "X4": 0.11127, "Y4": 0.7558, "page": 0, "Index": 543}, {"Word": "1960's,", "Confidence": 0.662, "X1": 0.15021, "Y1": 0.7422, "X2": 0.19889, "Y2": 0.742, "X3": 0.19889, "Y3": 0.7558, "X4": 0.15021, "Y4": 0.7558, "page": 0, "Index": 544}, {"Word": "where", "Confidence": 0.661, "X1": 0.20306, "Y1": 0.7422, "X2": 0.24478, "Y2": 0.742, "X3": 0.24478, "Y3": 0.7558, "X4": 0.20306, "Y4": 0.7558, "page": 0, "Index": 545}, {"Word": "the", "Confidence": 0.993, "X1": 0.24896, "Y1": 0.7422, "X2": 0.27121, "Y2": 0.742, "X3": 0.26982, "Y3": 0.7558, "X4": 0.24896, "Y4": 0.7558, "page": 0, "Index": 546}, {"Word": "high", "Confidence": 0.987, "X1": 0.27538, "Y1": 0.7422, "X2": 0.30459, "Y2": 0.742, "X3": 0.3032, "Y3": 0.7558, "X4": 0.27399, "Y4": 0.7558, "page": 0, "Index": 547}, {"Word": "reflectance", "Confidence": 0.855, "X1": 0.30876, "Y1": 0.7422, "X2": 0.38387, "Y2": 0.742, "X3": 0.38387, "Y3": 0.7558, "X4": 0.30737, "Y4": 0.7558, "page": 0, "Index": 548}, {"Word": "and", "Confidence": 0.998, "X1": 0.38804, "Y1": 0.7422, "X2": 0.41307, "Y2": 0.742, "X3": 0.41307, "Y3": 0.7558, "X4": 0.38665, "Y4": 0.7558, "page": 0, "Index": 549}, {"Word": "gloss", "Confidence": 0.943, "X1": 0.41725, "Y1": 0.7422, "X2": 0.45063, "Y2": 0.742, "X3": 0.45063, "Y3": 0.7548, "X4": 0.41725, "Y4": 0.7558, "page": 0, "Index": 550}, {"Word": "of", "Confidence": 0.998, "X1": 0.4548, "Y1": 0.7422, "X2": 0.47288, "Y2": 0.742, "X3": 0.47149, "Y3": 0.7548, "X4": 0.45341, "Y4": 0.7548, "page": 0, "Index": 551}, {"Word": "Such", "Confidence": 0.988, "X1": 0.52434, "Y1": 0.7442, "X2": 0.55772, "Y2": 0.744, "X3": 0.55633, "Y3": 0.7558, "X4": 0.52295, "Y4": 0.7558, "page": 0, "Index": 552}, {"Word": "exercises", "Confidence": 0.744, "X1": 0.5605, "Y1": 0.7442, "X2": 0.62309, "Y2": 0.744, "X3": 0.6217, "Y3": 0.7558, "X4": 0.55911, "Y4": 0.7558, "page": 0, "Index": 553}, {"Word": "heve,", "Confidence": 0.795, "X1": 0.62587, "Y1": 0.7442, "X2": 0.66342, "Y2": 0.744, "X3": 0.66203, "Y3": 0.7568, "X4": 0.62448, "Y4": 0.7558, "page": 0, "Index": 554}, {"Word": "in", "Confidence": 0.998, "X1": 0.6662, "Y1": 0.7442, "X2": 0.68011, "Y2": 0.744, "X3": 0.67872, "Y3": 0.7568, "X4": 0.66481, "Y4": 0.7568, "page": 0, "Index": 555}, {"Word": "certain", "Confidence": 0.665, "X1": 0.68428, "Y1": 0.7442, "X2": 0.73157, "Y2": 0.744, "X3": 0.73018, "Y3": 0.7568, "X4": 0.68289, "Y4": 0.7568, "page": 0, "Index": 556}, {"Word": "areas,", "Confidence": 0.954, "X1": 0.73574, "Y1": 0.7442, "X2": 0.77608, "Y2": 0.744, "X3": 0.77469, "Y3": 0.7558, "X4": 0.73435, "Y4": 0.7568, "page": 0, "Index": 557}, {"Word": "led", "Confidence": 0.994, "X1": 0.78025, "Y1": 0.7452, "X2": 0.80111, "Y2": 0.745, "X3": 0.79972, "Y3": 0.7558, "X4": 0.77886, "Y4": 0.7558, "page": 0, "Index": 558}, {"Word": "to", "Confidence": 0.998, "X1": 0.80389, "Y1": 0.7452, "X2": 0.82058, "Y2": 0.745, "X3": 0.81919, "Y3": 0.7558, "X4": 0.8025, "Y4": 0.7558, "page": 0, "Index": 559}, {"Word": "a", "Confidence": 0.056, "X1": 0.82337, "Y1": 0.7452, "X2": 0.83171, "Y2": 0.745, "X3": 0.83032, "Y3": 0.7558, "X4": 0.82197, "Y4": 0.7558, "page": 0, "Index": 560}, {"Word": "con-", "Confidence": 0.901, "X1": 0.83449, "Y1": 0.7452, "X2": 0.86926, "Y2": 0.745, "X3": 0.86787, "Y3": 0.7558, "X4": 0.8331, "Y4": 0.7558, "page": 0, "Index": 561}, {"Word": "the", "Confidence": 0.998, "X1": 0.11266, "Y1": 0.7572, "X2": 0.13491, "Y2": 0.757, "X3": 0.13491, "Y3": 0.7688, "X4": 0.11127, "Y4": 0.7688, "page": 0, "Index": 562}, {"Word": "products", "Confidence": 0.994, "X1": 0.13908, "Y1": 0.7562, "X2": 0.19889, "Y2": 0.756, "X3": 0.19889, "Y3": 0.7688, "X4": 0.13769, "Y4": 0.7688, "page": 0, "Index": 563}, {"Word": "were", "Confidence": 0.985, "X1": 0.20306, "Y1": 0.7562, "X2": 0.23505, "Y2": 0.756, "X3": 0.23366, "Y3": 0.7688, "X4": 0.20306, "Y4": 0.7688, "page": 0, "Index": 564}, {"Word": "used", "Confidence": 0.987, "X1": 0.23783, "Y1": 0.7562, "X2": 0.27121, "Y2": 0.756, "X3": 0.26982, "Y3": 0.7688, "X4": 0.23783, "Y4": 0.7688, "page": 0, "Index": 565}, {"Word": "largely", "Confidence": 0.993, "X1": 0.27538, "Y1": 0.7562, "X2": 0.32128, "Y2": 0.756, "X3": 0.31989, "Y3": 0.7698, "X4": 0.27399, "Y4": 0.7688, "page": 0, "Index": 566}, {"Word": "for", "Confidence": 0.998, "X1": 0.32545, "Y1": 0.7562, "X2": 0.34492, "Y2": 0.756, "X3": 0.34492, "Y3": 0.7698, "X4": 0.32406, "Y4": 0.7698, "page": 0, "Index": 567}, {"Word": "their", "Confidence": 0.996, "X1": 0.3491, "Y1": 0.7562, "X2": 0.38387, "Y2": 0.756, "X3": 0.38248, "Y3": 0.7698, "X4": 0.34771, "Y4": 0.7698, "page": 0, "Index": 568}, {"Word": "aesthetics.", "Confidence": 0.602, "X1": 0.38665, "Y1": 0.7572, "X2": 0.46314, "Y2": 0.757, "X3": 0.46175, "Y3": 0.7698, "X4": 0.38526, "Y4": 0.7698, "page": 0, "Index": 569}, {"Word": "siderable", "Confidence": 0.981, "X1": 0.52295, "Y1": 0.7572, "X2": 0.58275, "Y2": 0.757, "X3": 0.58275, "Y3": 0.7708, "X4": 0.52156, "Y4": 0.7708, "page": 0, "Index": 570}, {"Word": "reduction", "Confidence": 0.994, "X1": 0.58693, "Y1": 0.7572, "X2": 0.65508, "Y2": 0.757, "X3": 0.65369, "Y3": 0.7708, "X4": 0.58554, "Y4": 0.7708, "page": 0, "Index": 571}, {"Word": "in", "Confidence": 0.998, "X1": 0.65786, "Y1": 0.7572, "X2": 0.67316, "Y2": 0.757, "X3": 0.67316, "Y3": 0.7708, "X4": 0.65786, "Y4": 0.7708, "page": 0, "Index": 572}, {"Word": "the", "Confidence": 0.991, "X1": 0.67733, "Y1": 0.7572, "X2": 0.69958, "Y2": 0.757, "X3": 0.69958, "Y3": 0.7708, "X4": 0.67594, "Y4": 0.7708, "page": 0, "Index": 573}, {"Word": "specified", "Confidence": 0.671, "X1": 0.70376, "Y1": 0.7572, "X2": 0.76356, "Y2": 0.757, "X3": 0.76356, "Y3": 0.7708, "X4": 0.70236, "Y4": 0.7708, "page": 0, "Index": 574}, {"Word": "shelf", "Confidence": 0.815, "X1": 0.76773, "Y1": 0.7572, "X2": 0.79972, "Y2": 0.757, "X3": 0.79972, "Y3": 0.7708, "X4": 0.76634, "Y4": 0.7708, "page": 0, "Index": 575}, {"Word": "life", "Confidence": 0.929, "X1": 0.80389, "Y1": 0.7572, "X2": 0.82754, "Y2": 0.757, "X3": 0.82754, "Y3": 0.7708, "X4": 0.80389, "Y4": 0.7708, "page": 0, "Index": 576}, {"Word": "of", "Confidence": 0.998, "X1": 0.83171, "Y1": 0.7572, "X2": 0.84701, "Y2": 0.757, "X3": 0.84701, "Y3": 0.7708, "X4": 0.83171, "Y4": 0.7708, "page": 0, "Index": 577}, {"Word": "the", "Confidence": 0.998, "X1": 0.85118, "Y1": 0.7572, "X2": 0.87761, "Y2": 0.757, "X3": 0.87761, "Y3": 0.7708, "X4": 0.85118, "Y4": 0.7708, "page": 0, "Index": 578}, {"Word": "These", "Confidence": 0.996, "X1": 0.11405, "Y1": 0.7702, "X2": 0.1516, "Y2": 0.77, "X3": 0.1516, "Y3": 0.7828, "X4": 0.11544, "Y4": 0.7828, "page": 0, "Index": 579}, {"Word": "first", "Confidence": 0.997, "X1": 0.15438, "Y1": 0.7702, "X2": 0.18359, "Y2": 0.77, "X3": 0.18359, "Y3": 0.7828, "X4": 0.15577, "Y4": 0.7828, "page": 0, "Index": 580}, {"Word": "packaging", "Confidence": 0.957, "X1": 0.18776, "Y1": 0.7702, "X2": 0.25591, "Y2": 0.77, "X3": 0.25591, "Y3": 0.7828, "X4": 0.18776, "Y4": 0.7828, "page": 0, "Index": 581}, {"Word": "applications", "Confidence": 0.82, "X1": 0.26008, "Y1": 0.7702, "X2": 0.34214, "Y2": 0.77, "X3": 0.34214, "Y3": 0.7838, "X4": 0.26008, "Y4": 0.7828, "page": 0, "Index": 582}, {"Word": "were", "Confidence": 0.991, "X1": 0.34631, "Y1": 0.7702, "X2": 0.3783, "Y2": 0.77, "X3": 0.3783, "Y3": 0.7838, "X4": 0.34631, "Y4": 0.7838, "page": 0, "Index": 583}, {"Word": "merely", "Confidence": 0.908, "X1": 0.38248, "Y1": 0.7702, "X2": 0.43533, "Y2": 0.77, "X3": 0.43394, "Y3": 0.7838, "X4": 0.38248, "Y4": 0.7838, "page": 0, "Index": 584}, {"Word": "package,", "Confidence": 0.941, "X1": 0.52295, "Y1": 0.7712, "X2": 0.58275, "Y2": 0.771, "X3": 0.58136, "Y3": 0.7848, "X4": 0.52156, "Y4": 0.7858, "page": 0, "Index": 585}, {"Word": "permitting", "Confidence": 0.961, "X1": 0.58554, "Y1": 0.7712, "X2": 0.65925, "Y2": 0.771, "X3": 0.65925, "Y3": 0.7848, "X4": 0.58554, "Y4": 0.7848, "page": 0, "Index": 586}, {"Word": "the", "Confidence": 0.998, "X1": 0.66342, "Y1": 0.7712, "X2": 0.68428, "Y2": 0.771, "X3": 0.68428, "Y3": 0.7848, "X4": 0.66203, "Y4": 0.7848, "page": 0, "Index": 587}, {"Word": "use", "Confidence": 0.998, "X1": 0.68846, "Y1": 0.7712, "X2": 0.7121, "Y2": 0.771, "X3": 0.71071, "Y3": 0.7848, "X4": 0.68846, "Y4": 0.7848, "page": 0, "Index": 588}, {"Word": "of", "Confidence": 0.998, "X1": 0.71488, "Y1": 0.7712, "X2": 0.73157, "Y2": 0.771, "X3": 0.73018, "Y3": 0.7848, "X4": 0.71488, "Y4": 0.7848, "page": 0, "Index": 589}, {"Word": "alternative", "Confidence": 0.794, "X1": 0.73435, "Y1": 0.7712, "X2": 0.80807, "Y2": 0.771, "X3": 0.80668, "Y3": 0.7848, "X4": 0.73435, "Y4": 0.7848, "page": 0, "Index": 590}, {"Word": "packaging", "Confidence": 0.79, "X1": 0.81224, "Y1": 0.7722, "X2": 0.88317, "Y2": 0.772, "X3": 0.88317, "Y3": 0.7858, "X4": 0.81085, "Y4": 0.7848, "page": 0, "Index": 591}, {"Word": "natural", "Confidence": 0.951, "X1": 0.11266, "Y1": 0.7852, "X2": 0.16134, "Y2": 0.785, "X3": 0.16134, "Y3": 0.7968, "X4": 0.11266, "Y4": 0.7978, "page": 0, "Index": 592}, {"Word": "extensions", "Confidence": 0.947, "X1": 0.16412, "Y1": 0.7842, "X2": 0.23644, "Y2": 0.784, "X3": 0.23644, "Y3": 0.7968, "X4": 0.16412, "Y4": 0.7968, "page": 0, "Index": 593}, {"Word": "of", "Confidence": 0.998, "X1": 0.24061, "Y1": 0.7842, "X2": 0.25591, "Y2": 0.784, "X3": 0.25452, "Y3": 0.7968, "X4": 0.23922, "Y4": 0.7968, "page": 0, "Index": 594}, {"Word": "other", "Confidence": 0.994, "X1": 0.25869, "Y1": 0.7842, "X2": 0.29764, "Y2": 0.784, "X3": 0.29624, "Y3": 0.7968, "X4": 0.25869, "Y4": 0.7968, "page": 0, "Index": 595}, {"Word": "metallised", "Confidence": 0.69, "X1": 0.30042, "Y1": 0.7842, "X2": 0.36996, "Y2": 0.784, "X3": 0.36996, "Y3": 0.7968, "X4": 0.30042, "Y4": 0.7968, "page": 0, "Index": 596}, {"Word": "substrate", "Confidence": 0.992, "X1": 0.37413, "Y1": 0.7852, "X2": 0.4395, "Y2": 0.785, "X3": 0.43811, "Y3": 0.7968, "X4": 0.37274, "Y4": 0.7968, "page": 0, "Index": 597}, {"Word": "materials.", "Confidence": 0.699, "X1": 0.52434, "Y1": 0.7872, "X2": 0.59388, "Y2": 0.787, "X3": 0.59249, "Y3": 0.7988, "X4": 0.52295, "Y4": 0.7988, "page": 0, "Index": 598}, {"Word": "outlets", "Confidence": 0.857, "X1": 0.11266, "Y1": 0.7982, "X2": 0.15855, "Y2": 0.798, "X3": 0.15855, "Y3": 0.8118, "X4": 0.11266, "Y4": 0.8118, "page": 0, "Index": 599}, {"Word": "such", "Confidence": 0.987, "X1": 0.16273, "Y1": 0.7982, "X2": 0.19471, "Y2": 0.798, "X3": 0.19471, "Y3": 0.8108, "X4": 0.16273, "Y4": 0.8118, "page": 0, "Index": 600}, {"Word": "as", "Confidence": 0.998, "X1": 0.1975, "Y1": 0.7982, "X2": 0.2114, "Y2": 0.798, "X3": 0.2114, "Y3": 0.8108, "X4": 0.1975, "Y4": 0.8108, "page": 0, "Index": 601}, {"Word": "metallic", "Confidence": 0.856, "X1": 0.21558, "Y1": 0.7972, "X2": 0.27121, "Y2": 0.797, "X3": 0.26982, "Y3": 0.8108, "X4": 0.21558, "Y4": 0.8108, "page": 0, "Index": 602}, {"Word": "wallpapers,", "Confidence": 0.784, "X1": 0.27399, "Y1": 0.7972, "X2": 0.35049, "Y2": 0.797, "X3": 0.3491, "Y3": 0.8108, "X4": 0.27399, "Y4": 0.8108, "page": 0, "Index": 603}, {"Word": "decals,", "Confidence": 0.934, "X1": 0.35466, "Y1": 0.7972, "X2": 0.40056, "Y2": 0.797, "X3": 0.40056, "Y3": 0.8108, "X4": 0.35327, "Y4": 0.8108, "page": 0, "Index": 604}, {"Word": "Christmas", "Confidence": 0.955, "X1": 0.40473, "Y1": 0.7982, "X2": 0.47705, "Y2": 0.798, "X3": 0.47566, "Y3": 0.8108, "X4": 0.40334, "Y4": 0.8108, "page": 0, "Index": 605}, {"Word": "decorations,", "Confidence": 0.765, "X1": 0.11405, "Y1": 0.8122, "X2": 0.19611, "Y2": 0.812, "X3": 0.19611, "Y3": 0.8248, "X4": 0.11405, "Y4": 0.8248, "page": 0, "Index": 606}, {"Word": "yarns", "Confidence": 0.921, "X1": 0.20028, "Y1": 0.8112, "X2": 0.23644, "Y2": 0.811, "X3": 0.23644, "Y3": 0.8248, "X4": 0.20028, "Y4": 0.8248, "page": 0, "Index": 607}, {"Word": "and", "Confidence": 0.998, "X1": 0.24061, "Y1": 0.8112, "X2": 0.26704, "Y2": 0.811, "X3": 0.26565, "Y3": 0.8248, "X4": 0.24061, "Y4": 0.8248, "page": 0, "Index": 608}, {"Word": "stamping", "Confidence": 0.963, "X1": 0.26982, "Y1": 0.8112, "X2": 0.33241, "Y2": 0.811, "X3": 0.33241, "Y3": 0.8248, "X4": 0.26982, "Y4": 0.8248, "page": 0, "Index": 609}, {"Word": "foils,", "Confidence": 0.843, "X1": 0.33658, "Y1": 0.8112, "X2": 0.37135, "Y2": 0.811, "X3": 0.36996, "Y3": 0.8248, "X4": 0.33519, "Y4": 0.8248, "page": 0, "Index": 610}, {"Word": "all", "Confidence": 0.958, "X1": 0.37413, "Y1": 0.8112, "X2": 0.39082, "Y2": 0.811, "X3": 0.39082, "Y3": 0.8248, "X4": 0.37413, "Y4": 0.8248, "page": 0, "Index": 611}, {"Word": "of", "Confidence": 0.998, "X1": 0.39499, "Y1": 0.8112, "X2": 0.41029, "Y2": 0.811, "X3": 0.4089, "Y3": 0.8238, "X4": 0.3936, "Y4": 0.8248, "page": 0, "Index": 612}, {"Word": "which", "Confidence": 0.998, "X1": 0.41307, "Y1": 0.8122, "X2": 0.45619, "Y2": 0.812, "X3": 0.4548, "Y3": 0.8238, "X4": 0.41307, "Y4": 0.8238, "page": 0, "Index": 613}, {"Word": "Finally,", "Confidence": 0.768, "X1": 0.52573, "Y1": 0.8122, "X2": 0.57719, "Y2": 0.812, "X3": 0.5758, "Y3": 0.8258, "X4": 0.52434, "Y4": 0.8268, "page": 0, "Index": 614}, {"Word": "developments", "Confidence": 0.852, "X1": 0.58136, "Y1": 0.8122, "X2": 0.67594, "Y2": 0.812, "X3": 0.67455, "Y3": 0.8258, "X4": 0.57997, "Y4": 0.8258, "page": 0, "Index": 615}, {"Word": "by", "Confidence": 0.998, "X1": 0.68011, "Y1": 0.8122, "X2": 0.69958, "Y2": 0.812, "X3": 0.69819, "Y3": 0.8258, "X4": 0.67872, "Y4": 0.8258, "page": 0, "Index": 616}, {"Word": "the", "Confidence": 0.994, "X1": 0.70236, "Y1": 0.8122, "X2": 0.72462, "Y2": 0.812, "X3": 0.72323, "Y3": 0.8258, "X4": 0.70097, "Y4": 0.8258, "page": 0, "Index": 617}, {"Word": "manufacturers", "Confidence": 0.724, "X1": 0.72879, "Y1": 0.8132, "X2": 0.82893, "Y2": 0.813, "X3": 0.82754, "Y3": 0.8258, "X4": 0.7274, "Y4": 0.8258, "page": 0, "Index": 618}, {"Word": "of", "Confidence": 0.998, "X1": 0.8331, "Y1": 0.8132, "X2": 0.85257, "Y2": 0.813, "X3": 0.85118, "Y3": 0.8258, "X4": 0.83171, "Y4": 0.8258, "page": 0, "Index": 619}, {"Word": "main,", "Confidence": 0.955, "X1": 0.21419, "Y1": 0.8252, "X2": 0.25313, "Y2": 0.825, "X3": 0.25313, "Y3": 0.8378, "X4": 0.21419, "Y4": 0.8388, "page": 0, "Index": 620}, {"Word": "on", "Confidence": 0.998, "X1": 0.2573, "Y1": 0.8252, "X2": 0.27538, "Y2": 0.825, "X3": 0.27399, "Y3": 0.8378, "X4": 0.2573, "Y4": 0.8378, "page": 0, "Index": 621}, {"Word": "their", "Confidence": 0.995, "X1": 0.27816, "Y1": 0.8252, "X2": 0.31154, "Y2": 0.825, "X3": 0.31154, "Y3": 0.8378, "X4": 0.27816, "Y4": 0.8378, "page": 0, "Index": 622}, {"Word": "visual", "Confidence": 0.959, "X1": 0.31572, "Y1": 0.8252, "X2": 0.35466, "Y2": 0.825, "X3": 0.35466, "Y3": 0.8378, "X4": 0.31572, "Y4": 0.8378, "page": 0, "Index": 623}, {"Word": "depend,", "Confidence": 0.991, "X1": 0.11266, "Y1": 0.8262, "X2": 0.1669, "Y2": 0.826, "X3": 0.1669, "Y3": 0.8388, "X4": 0.11405, "Y4": 0.8388, "page": 0, "Index": 624}, {"Word": "in", "Confidence": 0.998, "X1": 0.17107, "Y1": 0.8262, "X2": 0.18359, "Y2": 0.826, "X3": 0.18359, "Y3": 0.8388, "X4": 0.17107, "Y4": 0.8388, "page": 0, "Index": 625}, {"Word": "the", "Confidence": 0.958, "X1": 0.18776, "Y1": 0.8252, "X2": 0.21001, "Y2": 0.825, "X3": 0.21001, "Y3": 0.8388, "X4": 0.18776, "Y4": 0.8388, "page": 0, "Index": 626}, {"Word": "appeal.", "Confidence": 0.784, "X1": 0.35883, "Y1": 0.8252, "X2": 0.40751, "Y2": 0.825, "X3": 0.40751, "Y3": 0.8388, "X4": 0.35883, "Y4": 0.8378, "page": 0, "Index": 627}, {"Word": "At", "Confidence": 0.998, "X1": 0.41168, "Y1": 0.8262, "X2": 0.42976, "Y2": 0.826, "X3": 0.42837, "Y3": 0.8388, "X4": 0.41029, "Y4": 0.8388, "page": 0, "Index": 628}, {"Word": "this", "Confidence": 0.962, "X1": 0.43255, "Y1": 0.8262, "X2": 0.46036, "Y2": 0.826, "X3": 0.45897, "Y3": 0.8388, "X4": 0.43255, "Y4": 0.8388, "page": 0, "Index": 629}, {"Word": "vacuum", "Confidence": 0.993, "X1": 0.52573, "Y1": 0.8272, "X2": 0.57302, "Y2": 0.827, "X3": 0.57302, "Y3": 0.8398, "X4": 0.52573, "Y4": 0.8398, "page": 0, "Index": 630}, {"Word": "metallisers", "Confidence": 0.736, "X1": 0.57997, "Y1": 0.8272, "X2": 0.65369, "Y2": 0.827, "X3": 0.65369, "Y3": 0.8398, "X4": 0.57997, "Y4": 0.8398, "page": 0, "Index": 631}, {"Word": "were", "Confidence": 0.783, "X1": 0.65786, "Y1": 0.8272, "X2": 0.69124, "Y2": 0.827, "X3": 0.69124, "Y3": 0.8398, "X4": 0.65647, "Y4": 0.8398, "page": 0, "Index": 632}, {"Word": "manifesting", "Confidence": 0.993, "X1": 0.69402, "Y1": 0.8272, "X2": 0.77608, "Y2": 0.827, "X3": 0.77469, "Y3": 0.8398, "X4": 0.69402, "Y4": 0.8398, "page": 0, "Index": 633}, {"Word": "themselves", "Confidence": 0.369, "X1": 0.77886, "Y1": 0.8272, "X2": 0.85257, "Y2": 0.827, "X3": 0.85257, "Y3": 0.8398, "X4": 0.77886, "Y4": 0.8398, "page": 0, "Index": 634}, {"Word": "in", "Confidence": 0.998, "X1": 0.85675, "Y1": 0.8272, "X2": 0.87204, "Y2": 0.827, "X3": 0.87204, "Y3": 0.8398, "X4": 0.85535, "Y4": 0.8398, "page": 0, "Index": 635}, {"Word": "time", "Confidence": 0.991, "X1": 0.11266, "Y1": 0.8402, "X2": 0.14186, "Y2": 0.84, "X3": 0.14325, "Y3": 0.8528, "X4": 0.11405, "Y4": 0.8528, "page": 0, "Index": 636}, {"Word": "one", "Confidence": 0.996, "X1": 0.14604, "Y1": 0.8392, "X2": 0.17107, "Y2": 0.839, "X3": 0.17246, "Y3": 0.8528, "X4": 0.14604, "Y4": 0.8528, "page": 0, "Index": 637}, {"Word": "of", "Confidence": 0.998, "X1": 0.17524, "Y1": 0.8392, "X2": 0.19193, "Y2": 0.839, "X3": 0.19193, "Y3": 0.8518, "X4": 0.17524, "Y4": 0.8528, "page": 0, "Index": 638}, {"Word": "the", "Confidence": 0.957, "X1": 0.19471, "Y1": 0.8392, "X2": 0.21697, "Y2": 0.839, "X3": 0.21697, "Y3": 0.8518, "X4": 0.19471, "Y4": 0.8518, "page": 0, "Index": 639}, {"Word": "few", "Confidence": 0.612, "X1": 0.22114, "Y1": 0.8392, "X2": 0.24478, "Y2": 0.839, "X3": 0.24478, "Y3": 0.8518, "X4": 0.22114, "Y4": 0.8518, "page": 0, "Index": 640}, {"Word": "purely", "Confidence": 0.629, "X1": 0.25035, "Y1": 0.8392, "X2": 0.29624, "Y2": 0.839, "X3": 0.29624, "Y3": 0.8518, "X4": 0.25035, "Y4": 0.8518, "page": 0, "Index": 641}, {"Word": "functional", "Confidence": 0.858, "X1": 0.29903, "Y1": 0.8392, "X2": 0.36996, "Y2": 0.839, "X3": 0.36996, "Y3": 0.8518, "X4": 0.29903, "Y4": 0.8518, "page": 0, "Index": 642}, {"Word": "uses", "Confidence": 0.987, "X1": 0.37413, "Y1": 0.8392, "X2": 0.40334, "Y2": 0.839, "X3": 0.40195, "Y3": 0.8518, "X4": 0.37274, "Y4": 0.8518, "page": 0, "Index": 643}, {"Word": "of", "Confidence": 0.998, "X1": 0.40612, "Y1": 0.8402, "X2": 0.42142, "Y2": 0.84, "X3": 0.42142, "Y3": 0.8518, "X4": 0.40612, "Y4": 0.8518, "page": 0, "Index": 644}, {"Word": "vacuum", "Confidence": 0.994, "X1": 0.42559, "Y1": 0.8402, "X2": 0.47566, "Y2": 0.84, "X3": 0.47427, "Y3": 0.8518, "X4": 0.4242, "Y4": 0.8518, "page": 0, "Index": 645}, {"Word": "the", "Confidence": 0.998, "X1": 0.52434, "Y1": 0.8402, "X2": 0.5452, "Y2": 0.84, "X3": 0.5452, "Y3": 0.8528, "X4": 0.52295, "Y4": 0.8528, "page": 0, "Index": 646}, {"Word": "form", "Confidence": 0.981, "X1": 0.54937, "Y1": 0.8402, "X2": 0.58136, "Y2": 0.84, "X3": 0.57997, "Y3": 0.8528, "X4": 0.54798, "Y4": 0.8528, "page": 0, "Index": 647}, {"Word": "of", "Confidence": 0.998, "X1": 0.58832, "Y1": 0.8402, "X2": 0.60362, "Y2": 0.84, "X3": 0.60223, "Y3": 0.8528, "X4": 0.58693, "Y4": 0.8528, "page": 0, "Index": 648}, {"Word": "larger,", "Confidence": 0.721, "X1": 0.6064, "Y1": 0.8402, "X2": 0.6509, "Y2": 0.84, "X3": 0.6509, "Y3": 0.8528, "X4": 0.6064, "Y4": 0.8528, "page": 0, "Index": 649}, {"Word": "faster", "Confidence": 0.75, "X1": 0.65508, "Y1": 0.8412, "X2": 0.69402, "Y2": 0.841, "X3": 0.69263, "Y3": 0.8528, "X4": 0.65369, "Y4": 0.8528, "page": 0, "Index": 650}, {"Word": "machines,", "Confidence": 0.961, "X1": 0.69819, "Y1": 0.8412, "X2": 0.76634, "Y2": 0.841, "X3": 0.76495, "Y3": 0.8528, "X4": 0.6968, "Y4": 0.8528, "page": 0, "Index": 651}, {"Word": "where", "Confidence": 0.968, "X1": 0.77051, "Y1": 0.8412, "X2": 0.81224, "Y2": 0.841, "X3": 0.81224, "Y3": 0.8528, "X4": 0.76912, "Y4": 0.8528, "page": 0, "Index": 652}, {"Word": "the", "Confidence": 0.803, "X1": 0.81641, "Y1": 0.8412, "X2": 0.84145, "Y2": 0.841, "X3": 0.84006, "Y3": 0.8528, "X4": 0.81502, "Y4": 0.8528, "page": 0, "Index": 653}, {"Word": "metallising", "Confidence": 0.983, "X1": 0.11266, "Y1": 0.8532, "X2": 0.18498, "Y2": 0.853, "X3": 0.18498, "Y3": 0.8668, "X4": 0.11127, "Y4": 0.8678, "page": 0, "Index": 654}, {"Word": "was,", "Confidence": 0.958, "X1": 0.18915, "Y1": 0.8532, "X2": 0.21975, "Y2": 0.853, "X3": 0.21836, "Y3": 0.8668, "X4": 0.18776, "Y4": 0.8668, "page": 0, "Index": 655}, {"Word": "as", "Confidence": 0.994, "X1": 0.22253, "Y1": 0.8532, "X2": 0.23644, "Y2": 0.853, "X3": 0.23644, "Y3": 0.8668, "X4": 0.22253, "Y4": 0.8668, "page": 0, "Index": 656}, {"Word": "in", "Confidence": 0.998, "X1": 0.24061, "Y1": 0.8522, "X2": 0.25452, "Y2": 0.852, "X3": 0.25452, "Y3": 0.8668, "X4": 0.24061, "Y4": 0.8668, "page": 0, "Index": 657}, {"Word": "the", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.8522, "X2": 0.28234, "Y2": 0.852, "X3": 0.28234, "Y3": 0.8668, "X4": 0.2573, "Y4": 0.8668, "page": 0, "Index": 658}, {"Word": "1930's,", "Confidence": 0.991, "X1": 0.28651, "Y1": 0.8522, "X2": 0.33519, "Y2": 0.852, "X3": 0.33519, "Y3": 0.8658, "X4": 0.28512, "Y4": 0.8668, "page": 0, "Index": 659}, {"Word": "for", "Confidence": 0.998, "X1": 0.33936, "Y1": 0.8522, "X2": 0.35883, "Y2": 0.852, "X3": 0.35883, "Y3": 0.8658, "X4": 0.33797, "Y4": 0.8658, "page": 0, "Index": 660}, {"Word": "capacitor", "Confidence": 0.96, "X1": 0.363, "Y1": 0.8522, "X2": 0.42698, "Y2": 0.852, "X3": 0.42698, "Y3": 0.8658, "X4": 0.363, "Y4": 0.8658, "page": 0, "Index": 661}, {"Word": "end", "Confidence": 0.998, "X1": 0.43115, "Y1": 0.8532, "X2": 0.46036, "Y2": 0.853, "X3": 0.45897, "Y3": 0.8658, "X4": 0.43115, "Y4": 0.8658, "page": 0, "Index": 662}, {"Word": "economics", "Confidence": 0.621, "X1": 0.52434, "Y1": 0.8542, "X2": 0.59805, "Y2": 0.854, "X3": 0.59666, "Y3": 0.8668, "X4": 0.52295, "Y4": 0.8668, "page": 0, "Index": 663}, {"Word": "of", "Confidence": 0.998, "X1": 0.60083, "Y1": 0.8542, "X2": 0.61752, "Y2": 0.854, "X3": 0.61613, "Y3": 0.8668, "X4": 0.59944, "Y4": 0.8668, "page": 0, "Index": 664}, {"Word": "operation", "Confidence": 0.884, "X1": 0.62031, "Y1": 0.8542, "X2": 0.68707, "Y2": 0.854, "X3": 0.68567, "Y3": 0.8668, "X4": 0.61892, "Y4": 0.8668, "page": 0, "Index": 665}, {"Word": "were", "Confidence": 0.654, "X1": 0.68985, "Y1": 0.8542, "X2": 0.72462, "Y2": 0.854, "X3": 0.72323, "Y3": 0.8668, "X4": 0.68846, "Y4": 0.8668, "page": 0, "Index": 666}, {"Word": "more", "Confidence": 0.987, "X1": 0.7274, "Y1": 0.8542, "X2": 0.76495, "Y2": 0.854, "X3": 0.76356, "Y3": 0.8668, "X4": 0.72601, "Y4": 0.8668, "page": 0, "Index": 667}, {"Word": "acceptable.", "Confidence": 0.941, "X1": 0.76773, "Y1": 0.8552, "X2": 0.84562, "Y2": 0.855, "X3": 0.84423, "Y3": 0.8668, "X4": 0.76634, "Y4": 0.8668, "page": 0, "Index": 668}, {"Word": "In", "Confidence": 0.969, "X1": 0.84979, "Y1": 0.8552, "X2": 0.86648, "Y2": 0.855, "X3": 0.86509, "Y3": 0.8668, "X4": 0.8484, "Y4": 0.8668, "page": 0, "Index": 669}, {"Word": "use,", "Confidence": 0.868, "X1": 0.11405, "Y1": 0.8672, "X2": 0.13908, "Y2": 0.867, "X3": 0.13769, "Y3": 0.8798, "X4": 0.11266, "Y4": 0.8798, "page": 0, "Index": 670}, {"Word": "where", "Confidence": 0.818, "X1": 0.14186, "Y1": 0.8662, "X2": 0.18498, "Y2": 0.866, "X3": 0.18359, "Y3": 0.8798, "X4": 0.14186, "Y4": 0.8798, "page": 0, "Index": 671}, {"Word": "paper,", "Confidence": 0.811, "X1": 0.18776, "Y1": 0.8662, "X2": 0.23088, "Y2": 0.866, "X3": 0.23088, "Y3": 0.8788, "X4": 0.18637, "Y4": 0.8798, "page": 0, "Index": 672}, {"Word": "although", "Confidence": 0.981, "X1": 0.23505, "Y1": 0.8662, "X2": 0.29485, "Y2": 0.866, "X3": 0.29485, "Y3": 0.8788, "X4": 0.23366, "Y4": 0.8788, "page": 0, "Index": 673}, {"Word": "still", "Confidence": 0.991, "X1": 0.29903, "Y1": 0.8662, "X2": 0.32545, "Y2": 0.866, "X3": 0.32406, "Y3": 0.8788, "X4": 0.29764, "Y4": 0.8788, "page": 0, "Index": 674}, {"Word": "used,", "Confidence": 0.886, "X1": 0.32962, "Y1": 0.8662, "X2": 0.36439, "Y2": 0.866, "X3": 0.363, "Y3": 0.8788, "X4": 0.32823, "Y4": 0.8788, "page": 0, "Index": 675}, {"Word": "had", "Confidence": 0.998, "X1": 0.36718, "Y1": 0.8662, "X2": 0.3936, "Y2": 0.866, "X3": 0.39221, "Y3": 0.8788, "X4": 0.36718, "Y4": 0.8788, "page": 0, "Index": 676}, {"Word": "lost", "Confidence": 0.958, "X1": 0.39638, "Y1": 0.8662, "X2": 0.42281, "Y2": 0.866, "X3": 0.42281, "Y3": 0.8788, "X4": 0.39638, "Y4": 0.8788, "page": 0, "Index": 677}, {"Word": "ground", "Confidence": 0.997, "X1": 0.42698, "Y1": 0.8672, "X2": 0.47844, "Y2": 0.867, "X3": 0.47705, "Y3": 0.8798, "X4": 0.42559, "Y4": 0.8788, "page": 0, "Index": 678}, {"Word": "1974,", "Confidence": 0.926, "X1": 0.52712, "Y1": 0.8672, "X2": 0.56328, "Y2": 0.867, "X3": 0.56328, "Y3": 0.8798, "X4": 0.52573, "Y4": 0.8808, "page": 0, "Index": 679}, {"Word": "Porth", "Confidence": 0.997, "X1": 0.56745, "Y1": 0.8672, "X2": 0.60779, "Y2": 0.867, "X3": 0.6064, "Y3": 0.8798, "X4": 0.56606, "Y4": 0.8798, "page": 0, "Index": 680}, {"Word": "Textiles", "Confidence": 0.992, "X1": 0.61196, "Y1": 0.8672, "X2": 0.6662, "Y2": 0.867, "X3": 0.66481, "Y3": 0.8798, "X4": 0.61057, "Y4": 0.8798, "page": 0, "Index": 681}, {"Word": "Ltd", "Confidence": 0.917, "X1": 0.67038, "Y1": 0.8672, "X2": 0.69541, "Y2": 0.867, "X3": 0.69402, "Y3": 0.8798, "X4": 0.66898, "Y4": 0.8798, "page": 0, "Index": 682}, {"Word": "commissioned", "Confidence": 0.981, "X1": 0.69819, "Y1": 0.8682, "X2": 0.79833, "Y2": 0.868, "X3": 0.79694, "Y3": 0.8798, "X4": 0.69819, "Y4": 0.8798, "page": 0, "Index": 683}, {"Word": "a", "Confidence": 0.903, "X1": 0.80111, "Y1": 0.8682, "X2": 0.80946, "Y2": 0.868, "X3": 0.80946, "Y3": 0.8798, "X4": 0.80111, "Y4": 0.8798, "page": 0, "Index": 684}, {"Word": "twin", "Confidence": 0.991, "X1": 0.81363, "Y1": 0.8682, "X2": 0.84701, "Y2": 0.868, "X3": 0.84562, "Y3": 0.8798, "X4": 0.81224, "Y4": 0.8798, "page": 0, "Index": 685}, {"Word": "to", "Confidence": 0.995, "X1": 0.11127, "Y1": 0.8802, "X2": 0.12656, "Y2": 0.88, "X3": 0.12656, "Y3": 0.8938, "X4": 0.11127, "Y4": 0.8938, "page": 0, "Index": 686}, {"Word": "polyester", "Confidence": 0.941, "X1": 0.12935, "Y1": 0.8802, "X2": 0.19471, "Y2": 0.88, "X3": 0.19332, "Y3": 0.8928, "X4": 0.12935, "Y4": 0.8938, "page": 0, "Index": 687}, {"Word": "and", "Confidence": 0.998, "X1": 0.1975, "Y1": 0.8802, "X2": 0.22253, "Y2": 0.88, "X3": 0.22253, "Y3": 0.8928, "X4": 0.1975, "Y4": 0.8928, "page": 0, "Index": 688}, {"Word": "polycarbonates.", "Confidence": 0.958, "X1": 0.2267, "Y1": 0.8812, "X2": 0.33797, "Y2": 0.881, "X3": 0.33797, "Y3": 0.8928, "X4": 0.2267, "Y4": 0.8928, "page": 0, "Index": 689}, {"Word": "source", "Confidence": 0.991, "X1": 0.52573, "Y1": 0.8812, "X2": 0.56885, "Y2": 0.881, "X3": 0.56745, "Y3": 0.8938, "X4": 0.52434, "Y4": 0.8938, "page": 0, "Index": 690}, {"Word": "metalliser", "Confidence": 0.949, "X1": 0.57163, "Y1": 0.8812, "X2": 0.63978, "Y2": 0.881, "X3": 0.63839, "Y3": 0.8938, "X4": 0.57024, "Y4": 0.8938, "page": 0, "Index": 691}, {"Word": "with", "Confidence": 0.989, "X1": 0.64395, "Y1": 0.8802, "X2": 0.67594, "Y2": 0.88, "X3": 0.67455, "Y3": 0.8928, "X4": 0.64256, "Y4": 0.8938, "page": 0, "Index": 692}, {"Word": "a", "Confidence": 0.743, "X1": 0.68011, "Y1": 0.8802, "X2": 0.68846, "Y2": 0.88, "X3": 0.68707, "Y3": 0.8928, "X4": 0.67872, "Y4": 0.8928, "page": 0, "Index": 693}, {"Word": "web", "Confidence": 0.939, "X1": 0.69124, "Y1": 0.8802, "X2": 0.71905, "Y2": 0.88, "X3": 0.71766, "Y3": 0.8928, "X4": 0.68985, "Y4": 0.8928, "page": 0, "Index": 694}, {"Word": "width", "Confidence": 0.994, "X1": 0.72323, "Y1": 0.8812, "X2": 0.76495, "Y2": 0.881, "X3": 0.76217, "Y3": 0.8928, "X4": 0.72045, "Y4": 0.8928, "page": 0, "Index": 695}, {"Word": "of", "Confidence": 0.998, "X1": 0.76773, "Y1": 0.8812, "X2": 0.78581, "Y2": 0.881, "X3": 0.78303, "Y3": 0.8928, "X4": 0.76634, "Y4": 0.8928, "page": 0, "Index": 696}, {"Word": "1500", "Confidence": 0.991, "X1": 0.7886, "Y1": 0.8812, "X2": 0.82337, "Y2": 0.881, "X3": 0.82197, "Y3": 0.8938, "X4": 0.7872, "Y4": 0.8928, "page": 0, "Index": 697}, {"Word": "mm,", "Confidence": 0.93, "X1": 0.82754, "Y1": 0.8822, "X2": 0.85953, "Y2": 0.882, "X3": 0.85814, "Y3": 0.8938, "X4": 0.82476, "Y4": 0.8938, "page": 0, "Index": 698}, {"Word": "and", "Confidence": 0.998, "X1": 0.52434, "Y1": 0.8952, "X2": 0.55076, "Y2": 0.895, "X3": 0.54798, "Y3": 0.9078, "X4": 0.52156, "Y4": 0.9078, "page": 0, "Index": 699}, {"Word": "a", "Confidence": 0.981, "X1": 0.55355, "Y1": 0.8952, "X2": 0.56189, "Y2": 0.895, "X3": 0.5605, "Y3": 0.9068, "X4": 0.55216, "Y4": 0.9078, "page": 0, "Index": 700}, {"Word": "maximum", "Confidence": 0.941, "X1": 0.56606, "Y1": 0.8942, "X2": 0.63282, "Y2": 0.894, "X3": 0.63004, "Y3": 0.9068, "X4": 0.56328, "Y4": 0.9068, "page": 0, "Index": 701}, {"Word": "reel", "Confidence": 0.67, "X1": 0.63839, "Y1": 0.8942, "X2": 0.66481, "Y2": 0.894, "X3": 0.66203, "Y3": 0.9058, "X4": 0.637, "Y4": 0.9068, "page": 0, "Index": 702}, {"Word": "diameter", "Confidence": 0.935, "X1": 0.66759, "Y1": 0.8942, "X2": 0.73018, "Y2": 0.894, "X3": 0.72879, "Y3": 0.9058, "X4": 0.6662, "Y4": 0.9058, "page": 0, "Index": 703}, {"Word": "of", "Confidence": 0.998, "X1": 0.73435, "Y1": 0.8942, "X2": 0.75104, "Y2": 0.894, "X3": 0.74965, "Y3": 0.9058, "X4": 0.73296, "Y4": 0.9058, "page": 0, "Index": 704}, {"Word": "780", "Confidence": 0.684, "X1": 0.75382, "Y1": 0.8942, "X2": 0.78025, "Y2": 0.894, "X3": 0.77886, "Y3": 0.9068, "X4": 0.75243, "Y4": 0.9058, "page": 0, "Index": 705}, {"Word": "mm,", "Confidence": 0.939, "X1": 0.78442, "Y1": 0.8942, "X2": 0.81502, "Y2": 0.894, "X3": 0.81363, "Y3": 0.9068, "X4": 0.78164, "Y4": 0.9068, "page": 0, "Index": 706}, {"Word": "the", "Confidence": 0.998, "X1": 0.81919, "Y1": 0.8942, "X2": 0.84006, "Y2": 0.894, "X3": 0.83866, "Y3": 0.9068, "X4": 0.8178, "Y4": 0.9068, "page": 0, "Index": 707}, {"Word": "largest", "Confidence": 0.941, "X1": 0.84423, "Y1": 0.8952, "X2": 0.8943, "Y2": 0.895, "X3": 0.89291, "Y3": 0.9078, "X4": 0.84284, "Y4": 0.9068, "page": 0, "Index": 708}, {"Word": "As", "Confidence": 0.997, "X1": 0.11405, "Y1": 0.9072, "X2": 0.12935, "Y2": 0.907, "X3": 0.12935, "Y3": 0.9208, "X4": 0.11266, "Y4": 0.9208, "page": 0, "Index": 709}, {"Word": "for", "Confidence": 0.998, "X1": 0.13352, "Y1": 0.9072, "X2": 0.15577, "Y2": 0.907, "X3": 0.15438, "Y3": 0.9208, "X4": 0.13213, "Y4": 0.9208, "page": 0, "Index": 710}, {"Word": "a", "Confidence": 0.955, "X1": 0.15994, "Y1": 0.9072, "X2": 0.1669, "Y2": 0.907, "X3": 0.16551, "Y3": 0.9198, "X4": 0.15855, "Y4": 0.9208, "page": 0, "Index": 711}, {"Word": "great", "Confidence": 0.959, "X1": 0.16968, "Y1": 0.9072, "X2": 0.20445, "Y2": 0.907, "X3": 0.20306, "Y3": 0.9198, "X4": 0.16968, "Y4": 0.9198, "page": 0, "Index": 712}, {"Word": "many", "Confidence": 0.894, "X1": 0.20723, "Y1": 0.9072, "X2": 0.24618, "Y2": 0.907, "X3": 0.24618, "Y3": 0.9198, "X4": 0.20723, "Y4": 0.9198, "page": 0, "Index": 713}, {"Word": "other", "Confidence": 0.997, "X1": 0.25035, "Y1": 0.9072, "X2": 0.2879, "Y2": 0.907, "X3": 0.28651, "Y3": 0.9188, "X4": 0.24896, "Y4": 0.9198, "page": 0, "Index": 714}, {"Word": "industries,", "Confidence": 0.891, "X1": 0.29207, "Y1": 0.9072, "X2": 0.36579, "Y2": 0.907, "X3": 0.36439, "Y3": 0.9198, "X4": 0.29068, "Y4": 0.9188, "page": 0, "Index": 715}, {"Word": "1974", "Confidence": 0.985, "X1": 0.36996, "Y1": 0.9082, "X2": 0.40195, "Y2": 0.908, "X3": 0.40195, "Y3": 0.9198, "X4": 0.36857, "Y4": 0.9198, "page": 0, "Index": 716}, {"Word": "was", "Confidence": 0.989, "X1": 0.40612, "Y1": 0.9082, "X2": 0.43255, "Y2": 0.908, "X3": 0.43115, "Y3": 0.9198, "X4": 0.40473, "Y4": 0.9198, "page": 0, "Index": 717}, {"Word": "a", "Confidence": 0.938, "X1": 0.43533, "Y1": 0.9082, "X2": 0.44367, "Y2": 0.908, "X3": 0.44228, "Y3": 0.9198, "X4": 0.43394, "Y4": 0.9198, "page": 0, "Index": 718}, {"Word": "year", "Confidence": 0.942, "X1": 0.44784, "Y1": 0.9082, "X2": 0.48261, "Y2": 0.908, "X3": 0.48122, "Y3": 0.9208, "X4": 0.44645, "Y4": 0.9198, "page": 0, "Index": 719}, {"Word": "of", "Confidence": 0.998, "X1": 0.52434, "Y1": 0.9082, "X2": 0.53964, "Y2": 0.908, "X3": 0.53825, "Y3": 0.9198, "X4": 0.52295, "Y4": 0.9198, "page": 0, "Index": 720}, {"Word": "its", "Confidence": 0.991, "X1": 0.54242, "Y1": 0.9082, "X2": 0.5605, "Y2": 0.908, "X3": 0.55911, "Y3": 0.9198, "X4": 0.54242, "Y4": 0.9198, "page": 0, "Index": 721}, {"Word": "type", "Confidence": 0.892, "X1": 0.56328, "Y1": 0.9072, "X2": 0.59527, "Y2": 0.907, "X3": 0.59527, "Y3": 0.9198, "X4": 0.56189, "Y4": 0.9198, "page": 0, "Index": 722}, {"Word": "then", "Confidence": 0.988, "X1": 0.59944, "Y1": 0.9072, "X2": 0.63004, "Y2": 0.907, "X3": 0.63004, "Y3": 0.9198, "X4": 0.59805, "Y4": 0.9198, "page": 0, "Index": 723}, {"Word": "in", "Confidence": 0.998, "X1": 0.63421, "Y1": 0.9072, "X2": 0.64951, "Y2": 0.907, "X3": 0.64812, "Y3": 0.9198, "X4": 0.63282, "Y4": 0.9198, "page": 0, "Index": 724}, {"Word": "operation", "Confidence": 0.957, "X1": 0.65229, "Y1": 0.9072, "X2": 0.72045, "Y2": 0.907, "X3": 0.71905, "Y3": 0.9198, "X4": 0.6509, "Y4": 0.9198, "page": 0, "Index": 725}, {"Word": "within", "Confidence": 0.994, "X1": 0.72323, "Y1": 0.9072, "X2": 0.76773, "Y2": 0.907, "X3": 0.76773, "Y3": 0.9188, "X4": 0.72184, "Y4": 0.9198, "page": 0, "Index": 726}, {"Word": "the", "Confidence": 0.998, "X1": 0.77191, "Y1": 0.9072, "X2": 0.79555, "Y2": 0.907, "X3": 0.79416, "Y3": 0.9188, "X4": 0.77051, "Y4": 0.9188, "page": 0, "Index": 727}, {"Word": "UK.", "Confidence": 0.982, "X1": 0.79833, "Y1": 0.9072, "X2": 0.83171, "Y2": 0.907, "X3": 0.83032, "Y3": 0.9188, "X4": 0.79694, "Y4": 0.9188, "page": 0, "Index": 728}, {"Word": "of", "Confidence": 0.993, "X1": 0.11127, "Y1": 0.9212, "X2": 0.12796, "Y2": 0.921, "X3": 0.12517, "Y3": 0.9338, "X4": 0.10987, "Y4": 0.9338, "page": 0, "Index": 729}, {"Word": "some", "Confidence": 0.991, "X1": 0.13074, "Y1": 0.9212, "X2": 0.1669, "Y2": 0.921, "X3": 0.16412, "Y3": 0.9328, "X4": 0.12796, "Y4": 0.9338, "page": 0, "Index": 730}, {"Word": "significance", "Confidence": 0.96, "X1": 0.16968, "Y1": 0.9212, "X2": 0.25035, "Y2": 0.921, "X3": 0.24896, "Y3": 0.9328, "X4": 0.16829, "Y4": 0.9328, "page": 0, "Index": 731}, {"Word": "to", "Confidence": 0.998, "X1": 0.25313, "Y1": 0.9212, "X2": 0.26982, "Y2": 0.921, "X3": 0.26704, "Y3": 0.9318, "X4": 0.25174, "Y4": 0.9318, "page": 0, "Index": 732}, {"Word": "the", "Confidence": 0.998, "X1": 0.2726, "Y1": 0.9212, "X2": 0.29485, "Y2": 0.921, "X3": 0.29346, "Y3": 0.9318, "X4": 0.27121, "Y4": 0.9318, "page": 0, "Index": 733}, {"Word": "vacuum", "Confidence": 0.966, "X1": 0.29903, "Y1": 0.9212, "X2": 0.3491, "Y2": 0.921, "X3": 0.34771, "Y3": 0.9328, "X4": 0.29764, "Y4": 0.9318, "page": 0, "Index": 734}, {"Word": "metallising", "Confidence": 0.992, "X1": 0.35605, "Y1": 0.9222, "X2": 0.43394, "Y2": 0.922, "X3": 0.43255, "Y3": 0.9338, "X4": 0.35466, "Y4": 0.9328, "page": 0, "Index": 735}, {"Word": "concerns.", "Confidence": 0.985, "X1": 0.11127, "Y1": 0.9342, "X2": 0.17663, "Y2": 0.934, "X3": 0.17524, "Y3": 0.9468, "X4": 0.10987, "Y4": 0.9468, "page": 0, "Index": 736}, {"Word": "The", "Confidence": 0.998, "X1": 0.18081, "Y1": 0.9332, "X2": 0.20723, "Y2": 0.933, "X3": 0.20445, "Y3": 0.9458, "X4": 0.17942, "Y4": 0.9468, "page": 0, "Index": 737}, {"Word": "gas", "Confidence": 0.998, "X1": 0.21001, "Y1": 0.9332, "X2": 0.23088, "Y2": 0.933, "X3": 0.22949, "Y3": 0.9458, "X4": 0.20862, "Y4": 0.9458, "page": 0, "Index": 738}, {"Word": "and", "Confidence": 0.998, "X1": 0.23505, "Y1": 0.9332, "X2": 0.26147, "Y2": 0.933, "X3": 0.25869, "Y3": 0.9458, "X4": 0.23366, "Y4": 0.9458, "page": 0, "Index": 739}, {"Word": "moisture", "Confidence": 0.991, "X1": 0.26426, "Y1": 0.9332, "X2": 0.32406, "Y2": 0.933, "X3": 0.32267, "Y3": 0.9458, "X4": 0.26287, "Y4": 0.9458, "page": 0, "Index": 740}, {"Word": "barrier", "Confidence": 0.995, "X1": 0.32823, "Y1": 0.9342, "X2": 0.37552, "Y2": 0.934, "X3": 0.37413, "Y3": 0.9468, "X4": 0.32684, "Y4": 0.9458, "page": 0, "Index": 741}, {"Word": "properties", "Confidence": 0.938, "X1": 0.3783, "Y1": 0.9342, "X2": 0.44924, "Y2": 0.934, "X3": 0.44645, "Y3": 0.9468, "X4": 0.37691, "Y4": 0.9468, "page": 0, "Index": 742}, {"Word": "of", "Confidence": 0.998, "X1": 0.45202, "Y1": 0.9342, "X2": 0.47149, "Y2": 0.934, "X3": 0.4701, "Y3": 0.9468, "X4": 0.45063, "Y4": 0.9468, "page": 0, "Index": 743}, {"Word": "From", "Confidence": 0.987, "X1": 0.52434, "Y1": 0.9332, "X2": 0.55911, "Y2": 0.933, "X3": 0.55911, "Y3": 0.9468, "X4": 0.52434, "Y4": 0.9478, "page": 0, "Index": 744}, {"Word": "the", "Confidence": 0.998, "X1": 0.56606, "Y1": 0.9332, "X2": 0.58832, "Y2": 0.933, "X3": 0.58832, "Y3": 0.9468, "X4": 0.56606, "Y4": 0.9468, "page": 0, "Index": 745}, {"Word": "foregoing", "Confidence": 0.667, "X1": 0.59249, "Y1": 0.9322, "X2": 0.65925, "Y2": 0.932, "X3": 0.65786, "Y3": 0.9468, "X4": 0.5911, "Y4": 0.9468, "page": 0, "Index": 746}, {"Word": "it", "Confidence": 0.95, "X1": 0.66342, "Y1": 0.9322, "X2": 0.67316, "Y2": 0.932, "X3": 0.67316, "Y3": 0.9468, "X4": 0.66203, "Y4": 0.9468, "page": 0, "Index": 747}, {"Word": "can", "Confidence": 0.998, "X1": 0.67733, "Y1": 0.9332, "X2": 0.70097, "Y2": 0.933, "X3": 0.69958, "Y3": 0.9468, "X4": 0.67594, "Y4": 0.9468, "page": 0, "Index": 748}, {"Word": "be", "Confidence": 0.956, "X1": 0.70515, "Y1": 0.9332, "X2": 0.72323, "Y2": 0.933, "X3": 0.72184, "Y3": 0.9468, "X4": 0.70376, "Y4": 0.9468, "page": 0, "Index": 749}, {"Word": "appreciated,", "Confidence": 0.899, "X1": 0.7274, "Y1": 0.9332, "X2": 0.81085, "Y2": 0.933, "X3": 0.80946, "Y3": 0.9468, "X4": 0.72601, "Y4": 0.9468, "page": 0, "Index": 750}, {"Word": "therefore,", "Confidence": 0.784, "X1": 0.81502, "Y1": 0.9342, "X2": 0.88734, "Y2": 0.934, "X3": 0.88734, "Y3": 0.9478, "X4": 0.81363, "Y4": 0.9468, "page": 0, "Index": 751}, {"Word": "metallised", "Confidence": 0.825, "X1": 0.11127, "Y1": 0.9472, "X2": 0.18081, "Y2": 0.947, "X3": 0.17942, "Y3": 0.9598, "X4": 0.10987, "Y4": 0.9598, "page": 0, "Index": 752}, {"Word": "flexible", "Confidence": 0.9, "X1": 0.18498, "Y1": 0.9472, "X2": 0.23644, "Y2": 0.947, "X3": 0.23505, "Y3": 0.9598, "X4": 0.18359, "Y4": 0.9598, "page": 0, "Index": 753}, {"Word": "films", "Confidence": 0.994, "X1": 0.23922, "Y1": 0.9472, "X2": 0.27399, "Y2": 0.947, "X3": 0.2726, "Y3": 0.9598, "X4": 0.23783, "Y4": 0.9598, "page": 0, "Index": 754}, {"Word": "had", "Confidence": 0.639, "X1": 0.27816, "Y1": 0.9472, "X2": 0.30459, "Y2": 0.947, "X3": 0.3032, "Y3": 0.9588, "X4": 0.27677, "Y4": 0.9598, "page": 0, "Index": 755}, {"Word": "long", "Confidence": 0.955, "X1": 0.30737, "Y1": 0.9472, "X2": 0.33797, "Y2": 0.947, "X3": 0.33658, "Y3": 0.9588, "X4": 0.30598, "Y4": 0.9588, "page": 0, "Index": 756}, {"Word": "been", "Confidence": 0.983, "X1": 0.34214, "Y1": 0.9472, "X2": 0.37413, "Y2": 0.947, "X3": 0.37274, "Y3": 0.9588, "X4": 0.34075, "Y4": 0.9588, "page": 0, "Index": 757}, {"Word": "known.", "Confidence": 0.942, "X1": 0.37691, "Y1": 0.9482, "X2": 0.43115, "Y2": 0.948, "X3": 0.42976, "Y3": 0.9588, "X4": 0.37552, "Y4": 0.9588, "page": 0, "Index": 758}, {"Word": "The", "Confidence": 0.998, "X1": 0.43533, "Y1": 0.9482, "X2": 0.46314, "Y2": 0.948, "X3": 0.46175, "Y3": 0.9598, "X4": 0.43394, "Y4": 0.9598, "page": 0, "Index": 759}, {"Word": "that", "Confidence": 0.996, "X1": 0.52434, "Y1": 0.9482, "X2": 0.55216, "Y2": 0.948, "X3": 0.55216, "Y3": 0.9598, "X4": 0.52295, "Y4": 0.9598, "page": 0, "Index": 760}, {"Word": "there", "Confidence": 0.997, "X1": 0.55633, "Y1": 0.9472, "X2": 0.59249, "Y2": 0.947, "X3": 0.5911, "Y3": 0.9598, "X4": 0.55494, "Y4": 0.9598, "page": 0, "Index": 761}, {"Word": "was", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.9472, "X2": 0.6217, "Y2": 0.947, "X3": 0.62031, "Y3": 0.9598, "X4": 0.59527, "Y4": 0.9598, "page": 0, "Index": 762}, {"Word": "considerable", "Confidence": 0.885, "X1": 0.62448, "Y1": 0.9462, "X2": 0.7121, "Y2": 0.946, "X3": 0.71071, "Y3": 0.9598, "X4": 0.62309, "Y4": 0.9598, "page": 0, "Index": 763}, {"Word": "logic", "Confidence": 0.968, "X1": 0.71488, "Y1": 0.9472, "X2": 0.74965, "Y2": 0.947, "X3": 0.74826, "Y3": 0.9598, "X4": 0.71488, "Y4": 0.9598, "page": 0, "Index": 764}, {"Word": "behind", "Confidence": 0.791, "X1": 0.75243, "Y1": 0.9472, "X2": 0.80111, "Y2": 0.947, "X3": 0.79972, "Y3": 0.9598, "X4": 0.75104, "Y4": 0.9598, "page": 0, "Index": 765}, {"Word": "the", "Confidence": 0.998, "X1": 0.80529, "Y1": 0.9472, "X2": 0.82754, "Y2": 0.947, "X3": 0.82615, "Y3": 0.9598, "X4": 0.80389, "Y4": 0.9598, "page": 0, "Index": 766}, {"Word": "intro-", "Confidence": 0.883, "X1": 0.83032, "Y1": 0.9482, "X2": 0.87344, "Y2": 0.948, "X3": 0.87204, "Y3": 0.9608, "X4": 0.82893, "Y4": 0.9598, "page": 0, "Index": 767}, {"Word": "100491263", "Confidence": 0.993, "X1": 0.97357, "Y1": 0.9622, "X2": 0.98331, "Y2": 0.962, "X3": 0.95132, "Y3": 0.9628, "X4": 0.94159, "Y4": 0.8478, "page": 0, "Index": 768}, {"Word": "scepticism", "Confidence": 0.861, "X1": 0.10987, "Y1": 0.9602, "X2": 0.17803, "Y2": 0.96, "X3": 0.17803, "Y3": 0.9728, "X4": 0.10987, "Y4": 0.9738, "page": 0, "Index": 769}, {"Word": "that", "Confidence": 0.819, "X1": 0.18498, "Y1": 0.9602, "X2": 0.2128, "Y2": 0.96, "X3": 0.2128, "Y3": 0.9728, "X4": 0.18498, "Y4": 0.9728, "page": 0, "Index": 770}, {"Word": "such", "Confidence": 0.982, "X1": 0.21697, "Y1": 0.9602, "X2": 0.24896, "Y2": 0.96, "X3": 0.24896, "Y3": 0.9728, "X4": 0.21697, "Y4": 0.9728, "page": 0, "Index": 771}, {"Word": "finite", "Confidence": 0.995, "X1": 0.25174, "Y1": 0.9602, "X2": 0.28929, "Y2": 0.96, "X3": 0.28929, "Y3": 0.9728, "X4": 0.25174, "Y4": 0.9728, "page": 0, "Index": 772}, {"Word": "metallic", "Confidence": 0.99, "X1": 0.29207, "Y1": 0.9602, "X2": 0.3491, "Y2": 0.96, "X3": 0.3491, "Y3": 0.9728, "X4": 0.29207, "Y4": 0.9728, "page": 0, "Index": 773}, {"Word": "depositions", "Confidence": 0.989, "X1": 0.35327, "Y1": 0.9612, "X2": 0.43115, "Y2": 0.961, "X3": 0.43115, "Y3": 0.9738, "X4": 0.35327, "Y4": 0.9728, "page": 0, "Index": 774}, {"Word": "could", "Confidence": 0.997, "X1": 0.43394, "Y1": 0.9612, "X2": 0.47566, "Y2": 0.961, "X3": 0.47566, "Y3": 0.9738, "X4": 0.43394, "Y4": 0.9738, "page": 0, "Index": 775}, {"Word": "duction", "Confidence": 0.97, "X1": 0.52434, "Y1": 0.9602, "X2": 0.57719, "Y2": 0.96, "X3": 0.5758, "Y3": 0.9728, "X4": 0.52295, "Y4": 0.9738, "page": 0, "Index": 776}, {"Word": "of", "Confidence": 0.998, "X1": 0.57997, "Y1": 0.9602, "X2": 0.59666, "Y2": 0.96, "X3": 0.59527, "Y3": 0.9728, "X4": 0.57997, "Y4": 0.9728, "page": 0, "Index": 777}, {"Word": "metallised", "Confidence": 0.985, "X1": 0.59944, "Y1": 0.9592, "X2": 0.67038, "Y2": 0.959, "X3": 0.67038, "Y3": 0.9728, "X4": 0.59944, "Y4": 0.9728, "page": 0, "Index": 778}, {"Word": "structures", "Confidence": 0.668, "X1": 0.67455, "Y1": 0.9602, "X2": 0.74409, "Y2": 0.96, "X3": 0.7427, "Y3": 0.9728, "X4": 0.67316, "Y4": 0.9728, "page": 0, "Index": 779}, {"Word": "Into", "Confidence": 0.938, "X1": 0.74687, "Y1": 0.9602, "X2": 0.77608, "Y2": 0.96, "X3": 0.77608, "Y3": 0.9728, "X4": 0.74548, "Y4": 0.9728, "page": 0, "Index": 780}, {"Word": "flexible", "Confidence": 0.609, "X1": 0.78025, "Y1": 0.9612, "X2": 0.83588, "Y2": 0.961, "X3": 0.83449, "Y3": 0.9738, "X4": 0.77886, "Y4": 0.9728, "page": 0, "Index": 781}]}
"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"
ffwp0205
8
{"lines_data": [{"Word": "Permeability", "Confidence": 0.746, "X1": 0.64673, "Y1": 0.0582, "X2": 0.73435, "Y2": 0.058, "X3": 0.73435, "Y3": 0.0718, "X4": 0.64673, "Y4": 0.0718, "page": 0}, {"Word": "Oxygen", "Confidence": 0.97, "X1": 0.56189, "Y1": 0.0812, "X2": 0.62031, "Y2": 0.081, "X3": 0.62031, "Y3": 0.0938, "X4": 0.56189, "Y4": 0.0938, "page": 0}, {"Word": "Moisture", "Confidence": 0.995, "X1": 0.72323, "Y1": 0.0792, "X2": 0.7886, "Y2": 0.079, "X3": 0.7886, "Y3": 0.0918, "X4": 0.72323, "Y4": 0.0928, "page": 0}, {"Word": "ml/m2.24h/atm", "Confidence": 0.788, "X1": 0.53408, "Y1": 0.0942, "X2": 0.64951, "Y2": 0.094, "X3": 0.64951, "Y3": 0.1068, "X4": 0.53408, "Y4": 0.1068, "page": 0}, {"Word": "g/m2.24h", "Confidence": 0.765, "X1": 0.72601, "Y1": 0.0942, "X2": 0.79555, "Y2": 0.094, "X3": 0.79555, "Y3": 0.1058, "X4": 0.72601, "Y4": 0.1078, "page": 0}, {"Word": "12 um single side metallised", "Confidence": 0.9262, "X1": 0.20723, "Y1": 0.1212, "X2": 0.40195, "Y2": 0.121, "X3": 0.40195, "Y3": 0.1358, "X4": 0.20723, "Y4": 0.1348, "page": 0}, {"Word": "polyester", "Confidence": 0.61, "X1": 0.2267, "Y1": 0.1372, "X2": 0.29207, "Y2": 0.137, "X3": 0.29207, "Y3": 0.1488, "X4": 0.2267, "Y4": 0.1488, "page": 0}, {"Word": "0.9", "Confidence": 0.933, "X1": 0.57441, "Y1": 0.1362, "X2": 0.60083, "Y2": 0.136, "X3": 0.60083, "Y3": 0.1488, "X4": 0.57441, "Y4": 0.1488, "page": 0}, {"Word": "1.2", "Confidence": 0.994, "X1": 0.73992, "Y1": 0.1352, "X2": 0.76634, "Y2": 0.135, "X3": 0.76773, "Y3": 0.1488, "X4": 0.74131, "Y4": 0.1498, "page": 0}, {"Word": "12 um single side metallised", "Confidence": 0.9036, "X1": 0.20584, "Y1": 0.1622, "X2": 0.40056, "Y2": 0.162, "X3": 0.40056, "Y3": 0.1768, "X4": 0.20584, "Y4": 0.1778, "page": 0}, {"Word": "PETP/50 um LDPE", "Confidence": 0.84, "X1": 0.2267, "Y1": 0.1772, "X2": 0.36439, "Y2": 0.177, "X3": 0.36439, "Y3": 0.1898, "X4": 0.2267, "Y4": 0.1898, "page": 0}, {"Word": "0.9", "Confidence": 0.629, "X1": 0.5758, "Y1": 0.1782, "X2": 0.60083, "Y2": 0.178, "X3": 0.60083, "Y3": 0.1898, "X4": 0.57719, "Y4": 0.1898, "page": 0}, {"Word": "0.3", "Confidence": 0.715, "X1": 0.73992, "Y1": 0.1772, "X2": 0.76495, "Y2": 0.177, "X3": 0.76495, "Y3": 0.1898, "X4": 0.73992, "Y4": 0.1898, "page": 0}, {"Word": "Printed 12 um single side", "Confidence": 0.9812, "X1": 0.20584, "Y1": 0.2052, "X2": 0.38387, "Y2": 0.205, "X3": 0.38248, "Y3": 0.2198, "X4": 0.20584, "Y4": 0.2178, "page": 0}, {"Word": "metallised polyester", "Confidence": 0.727, "X1": 0.22809, "Y1": 0.2192, "X2": 0.36996, "Y2": 0.219, "X3": 0.36996, "Y3": 0.2328, "X4": 0.2267, "Y4": 0.2318, "page": 0}, {"Word": "1.5", "Confidence": 0.82, "X1": 0.5758, "Y1": 0.2192, "X2": 0.60083, "Y2": 0.219, "X3": 0.60083, "Y3": 0.2308, "X4": 0.57719, "Y4": 0.2318, "page": 0}, {"Word": "2.6", "Confidence": 0.994, "X1": 0.73853, "Y1": 0.2192, "X2": 0.76495, "Y2": 0.219, "X3": 0.76495, "Y3": 0.2318, "X4": 0.73853, "Y4": 0.2328, "page": 0}, {"Word": "9 um aluminium foil", "Confidence": 0.93575, "X1": 0.20723, "Y1": 0.2462, "X2": 0.35327, "Y2": 0.246, "X3": 0.35327, "Y3": 0.2588, "X4": 0.20723, "Y4": 0.2598, "page": 0}, {"Word": "(low pinhole count)", "Confidence": 0.917, "X1": 0.22949, "Y1": 0.2612, "X2": 0.36718, "Y2": 0.261, "X3": 0.36718, "Y3": 0.2738, "X4": 0.22949, "Y4": 0.2728, "page": 0}, {"Word": "0", "Confidence": 0.418, "X1": 0.58693, "Y1": 0.2622, "X2": 0.60223, "Y2": 0.262, "X3": 0.60223, "Y3": 0.2738, "X4": 0.58693, "Y4": 0.2748, "page": 0}, {"Word": "0.25", "Confidence": 0.687, "X1": 0.7427, "Y1": 0.2602, "X2": 0.77608, "Y2": 0.26, "X3": 0.77608, "Y3": 0.2728, "X4": 0.7427, "Y4": 0.2738, "page": 0}, {"Word": "9 pm A 1/25 um LDPE", "Confidence": 0.8995, "X1": 0.20723, "Y1": 0.2862, "X2": 0.36718, "Y2": 0.286, "X3": 0.36718, "Y3": 0.2998, "X4": 0.20723, "Y4": 0.3008, "page": 0}, {"Word": "O", "Confidence": 0.62, "X1": 0.60083, "Y1": 0.2992, "X2": 0.60083, "Y2": 0.299, "X3": 0.5911, "Y3": 0.2998, "X4": 0.5911, "Y4": 0.2888, "page": 0}, {"Word": "<0.01", "Confidence": 0.941, "X1": 0.72879, "Y1": 0.2862, "X2": 0.77608, "Y2": 0.286, "X3": 0.77608, "Y3": 0.2998, "X4": 0.72879, "Y4": 0.3008, "page": 0}, {"Word": "MSAT 300/12 um A1/25 um LDPE", "Confidence": 0.848, "X1": 0.20862, "Y1": 0.3132, "X2": 0.45619, "Y2": 0.313, "X3": 0.45619, "Y3": 0.3278, "X4": 0.20862, "Y4": 0.3268, "page": 0}, {"Word": "0.025-0.032.", "Confidence": 0.697, "X1": 0.73992, "Y1": 0.3132, "X2": 0.83588, "Y2": 0.313, "X3": 0.83588, "Y3": 0.3258, "X4": 0.73992, "Y4": 0.3268, "page": 0}, {"Word": "Table 3", "Confidence": 0.8005, "X1": 0.11961, "Y1": 0.3432, "X2": 0.17385, "Y2": 0.343, "X3": 0.17385, "Y3": 0.3558, "X4": 0.11961, "Y4": 0.3558, "page": 0}, {"Word": "Comparative values of barrier properties", "Confidence": 0.8682, "X1": 0.11961, "Y1": 0.3582, "X2": 0.39917, "Y2": 0.358, "X3": 0.39917, "Y3": 0.3708, "X4": 0.11961, "Y4": 0.3708, "page": 0}, {"Word": "flexible packaging. Developments in this area with", "Confidence": 0.93557, "X1": 0.11961, "Y1": 0.3992, "X2": 0.46732, "Y2": 0.399, "X3": 0.46732, "Y3": 0.4118, "X4": 0.11961, "Y4": 0.4118, "page": 0}, {"Word": "finding applications in laminated form for specialist", "Confidence": 0.88029, "X1": 0.52712, "Y1": 0.3992, "X2": 0.88873, "Y2": 0.399, "X3": 0.88873, "Y3": 0.4128, "X4": 0.52712, "Y4": 0.4138, "page": 0}, {"Word": "synthetic woodpulp bases suggest that an already", "Confidence": 0.95429, "X1": 0.121, "Y1": 0.4142, "X2": 0.45897, "Y2": 0.414, "X3": 0.45897, "Y3": 0.4268, "X4": 0.121, "Y4": 0.4268, "page": 0}, {"Word": "uses in flexible packaging, metallised polystyrene for", "Confidence": 0.93957, "X1": 0.52851, "Y1": 0.4142, "X2": 0.89569, "Y2": 0.414, "X3": 0.89569, "Y3": 0.4268, "X4": 0.52851, "Y4": 0.4268, "page": 0}, {"Word": "accepted market can increase quite dramatically as a", "Confidence": 0.972, "X1": 0.11683, "Y1": 0.4272, "X2": 0.48401, "Y2": 0.427, "X3": 0.48401, "Y3": 0.4408, "X4": 0.11683, "Y4": 0.4408, "page": 0}, {"Word": "decorative vacuum forming and, along with metallised", "Confidence": 0.94157, "X1": 0.52851, "Y1": 0.4272, "X2": 0.90403, "Y2": 0.427, "X3": 0.90403, "Y3": 0.4408, "X4": 0.52851, "Y4": 0.4408, "page": 0}, {"Word": "result of improved product properties.", "Confidence": 0.966, "X1": 0.121, "Y1": 0.4412, "X2": 0.38665, "Y2": 0.441, "X3": 0.38665, "Y3": 0.4548, "X4": 0.121, "Y4": 0.4538, "page": 0}, {"Word": "polyester, for lidding. Metallised cellophane is used in", "Confidence": 0.94088, "X1": 0.5299, "Y1": 0.4412, "X2": 0.90264, "Y2": 0.441, "X3": 0.90264, "Y3": 0.4558, "X4": 0.5299, "Y4": 0.4558, "page": 0}, {"Word": "single-ply form for snack and biscuit packaging ..", "Confidence": 0.93713, "X1": 0.52851, "Y1": 0.4562, "X2": 0.86231, "Y2": 0.456, "X3": 0.86231, "Y3": 0.4708, "X4": 0.52851, "Y4": 0.4698, "page": 0}, {"Word": "The specialist manufacture of metallised polyester", "Confidence": 0.9575, "X1": 0.121, "Y1": 0.4692, "X2": 0.46871, "Y2": 0.469, "X3": 0.46871, "Y3": 0.4828, "X4": 0.121, "Y4": 0.4818, "page": 0}, {"Word": "for stamping foils still represents the largest market", "Confidence": 0.93288, "X1": 0.121, "Y1": 0.4832, "X2": 0.47427, "Y2": 0.483, "X3": 0.47427, "Y3": 0.4968, "X4": 0.121, "Y4": 0.4958, "page": 0}, {"Word": "The range and diversity of metallised materials is", "Confidence": 0.94225, "X1": 0.5299, "Y1": 0.4842, "X2": 0.86926, "Y2": 0.484, "X3": 0.86926, "Y3": 0.4978, "X4": 0.5299, "Y4": 0.4978, "page": 0}, {"Word": "for such films; coupling these uses with the produc-", "Confidence": 0.96433, "X1": 0.11961, "Y1": 0.4972, "X2": 0.47566, "Y2": 0.497, "X3": 0.47566, "Y3": 0.5108, "X4": 0.11961, "Y4": 0.5098, "page": 0}, {"Word": "extraordinary, made only more diverse by the variety", "Confidence": 0.9375, "X1": 0.5299, "Y1": 0.4992, "X2": 0.90125, "Y2": 0.499, "X3": 0.90125, "Y3": 0.5118, "X4": 0.5299, "Y4": 0.5118, "page": 0}, {"Word": "tion of solar control films, textile threads, capacitors,", "Confidence": 0.91213, "X1": 0.11961, "Y1": 0.5112, "X2": 0.49096, "Y2": 0.511, "X3": 0.49096, "Y3": 0.5248, "X4": 0.11961, "Y4": 0.5238, "page": 0}, {"Word": "of coatings anc laminations undertaken to match", "Confidence": 0.96071, "X1": 0.52851, "Y1": 0.5132, "X2": 0.87065, "Y2": 0.513, "X3": 0.87065, "Y3": 0.5248, "X4": 0.52851, "Y4": 0.5248, "page": 0}, {"Word": "etc, it is evident that the market for metallised", "Confidence": 0.94667, "X1": 0.11683, "Y1": 0.5252, "X2": 0.44506, "Y2": 0.525, "X3": 0.44506, "Y3": 0.5378, "X4": 0.11683, "Y4": 0.5388, "page": 0}, {"Word": "such selected materials to a given end use. In the", "Confidence": 0.9014, "X1": 0.52851, "Y1": 0.5262, "X2": 0.86787, "Y2": 0.526, "X3": 0.86787, "Y3": 0.5388, "X4": 0.52851, "Y4": 0.5398, "page": 0}, {"Word": "polyester is as large as it is diverse and is still", "Confidence": 0.945, "X1": 0.11822, "Y1": 0.5382, "X2": 0.42976, "Y2": 0.538, "X3": 0.42976, "Y3": 0.5508, "X4": 0.11822, "Y4": 0.5528, "page": 0}, {"Word": "areas of functional and decorative packaging", "Confidence": 0.9075, "X1": 0.52712, "Y1": 0.5402, "X2": 0.84006, "Y2": 0.54, "X3": 0.84006, "Y3": 0.5518, "X4": 0.52712, "Y4": 0.5538, "page": 0}, {"Word": "developing, eg lamination with board to provide", "Confidence": 0.93229, "X1": 0.121, "Y1": 0.5532, "X2": 0.45341, "Y2": 0.553, "X3": 0.45341, "Y3": 0.5648, "X4": 0.121, "Y4": 0.5668, "page": 0}, {"Word": "metallised materials, notably metallised paper,", "Confidence": 0.8072, "X1": 0.52851, "Y1": 0.5532, "X2": 0.85257, "Y2": 0.553, "X3": 0.85257, "Y3": 0.5648, "X4": 0.52851, "Y4": 0.5658, "page": 0}, {"Word": "luxury-look whisky and cosmetic gift packs, etc.", "Confidence": 0.86914, "X1": 0.12239, "Y1": 0.5662, "X2": 0.45619, "Y2": 0.566, "X3": 0.45619, "Y3": 0.5788, "X4": 0.12239, "Y4": 0.5788, "page": 0}, {"Word": "metallised polyester and metallised OPP, have now", "Confidence": 0.94043, "X1": 0.5299, "Y1": 0.5652, "X2": 0.88456, "Y2": 0.565, "X3": 0.88456, "Y3": 0.5788, "X4": 0.5299, "Y4": 0.5798, "page": 0}, {"Word": "become materials within their own right, and, while", "Confidence": 0.95975, "X1": 0.5299, "Y1": 0.5792, "X2": 0.89013, "Y2": 0.579, "X3": 0.89013, "Y3": 0.5918, "X4": 0.5299, "Y4": 0.5918, "page": 0}, {"Word": "It has only been possible here to describe very briefly", "Confidence": 0.9073, "X1": 0.12239, "Y1": 0.5922, "X2": 0.48957, "Y2": 0.592, "X3": 0.48957, "Y3": 0.6058, "X4": 0.12239, "Y4": 0.6068, "page": 0}, {"Word": "inevitably they may be viewed by some as aluminium", "Confidence": 0.938, "X1": 0.53129, "Y1": 0.5932, "X2": 0.90264, "Y2": 0.593, "X3": 0.90264, "Y3": 0.6048, "X4": 0.53129, "Y4": 0.6058, "page": 0}, {"Word": "certain areas of use for metallised polyester, either", "Confidence": 0.92263, "X1": 0.12378, "Y1": 0.6062, "X2": 0.47288, "Y2": 0.606, "X3": 0.47288, "Y3": 0.6198, "X4": 0.12378, "Y4": 0.6198, "page": 0}, {"Word": "foil substitutes, they offer a range of properties", "Confidence": 0.95888, "X1": 0.5299, "Y1": 0.6062, "X2": 0.86092, "Y2": 0.606, "X3": 0.86092, "Y3": 0.6188, "X4": 0.5299, "Y4": 0.6188, "page": 0}, {"Word": "in single-ply or laminated to other plastics films,", "Confidence": 0.93325, "X1": 0.12378, "Y1": 0.6202, "X2": 0.45758, "Y2": 0.62, "X3": 0.45758, "Y3": 0.6328, "X4": 0.12378, "Y4": 0.6328, "page": 0}, {"Word": "distinctive to themselves which are suitable for a wide", "Confidence": 0.94044, "X1": 0.5299, "Y1": 0.6202, "X2": 0.90542, "Y2": 0.62, "X3": 0.90542, "Y3": 0.6318, "X4": 0.5299, "Y4": 0.6318, "page": 0}, {"Word": "paper or board, but it is hoped that the functionality", "Confidence": 0.9905, "X1": 0.12378, "Y1": 0.6332, "X2": 0.48818, "Y2": 0.633, "X3": 0.48818, "Y3": 0.6458, "X4": 0.12378, "Y4": 0.6468, "page": 0}, {"Word": "range of applications.", "Confidence": 0.97233, "X1": 0.5299, "Y1": 0.6322, "X2": 0.68289, "Y2": 0.632, "X3": 0.68289, "Y3": 0.6468, "X4": 0.5299, "Y4": 0.6478, "page": 0}, {"Word": "of the medium has been indicated in addition to its", "Confidence": 0.953, "X1": 0.12378, "Y1": 0.6472, "X2": 0.47983, "Y2": 0.647, "X3": 0.47983, "Y3": 0.6608, "X4": 0.12378, "Y4": 0.6608, "page": 0}, {"Word": "attractive brilliance and cosmetic appeal.", "Confidence": 0.8754, "X1": 0.12378, "Y1": 0.6612, "X2": 0.40334, "Y2": 0.661, "X3": 0.40334, "Y3": 0.6748, "X4": 0.12378, "Y4": 0.6748, "page": 0}, {"Word": "It has been possible here only to introduce the range", "Confidence": 0.9687, "X1": 0.53129, "Y1": 0.6602, "X2": 0.89708, "Y2": 0.66, "X3": 0.89708, "Y3": 0.6748, "X4": 0.53129, "Y4": 0.6738, "page": 0}, {"Word": "of materials, and to provide a very brief indication", "Confidence": 0.977, "X1": 0.53129, "Y1": 0.6752, "X2": 0.88178, "Y2": 0.675, "X3": 0.88178, "Y3": 0.6878, "X4": 0.53129, "Y4": 0.6868, "page": 0}, {"Word": "3.2.4 Rigid PVC", "Confidence": 0.97667, "X1": 0.14743, "Y1": 0.6882, "X2": 0.26426, "Y2": 0.688, "X3": 0.26426, "Y3": 0.7018, "X4": 0.14743, "Y4": 0.7008, "page": 0}, {"Word": "of material properties, but it is hoped that the data", "Confidence": 0.9831, "X1": 0.53129, "Y1": 0.6892, "X2": 0.88873, "Y2": 0.689, "X3": 0.88873, "Y3": 0.7018, "X4": 0.53129, "Y4": 0.7018, "page": 0}, {"Word": "Employed in a metallised form purely for its", "Confidence": 0.939, "X1": 0.12239, "Y1": 0.7032, "X2": 0.42976, "Y2": 0.703, "X3": 0.42976, "Y3": 0.7168, "X4": 0.12239, "Y4": 0.7158, "page": 0}, {"Word": "gives sufficient background to current and potential", "Confidence": 0.95843, "X1": 0.52851, "Y1": 0.7032, "X2": 0.8943, "Y2": 0.703, "X3": 0.8943, "Y3": 0.7168, "X4": 0.52851, "Y4": 0.7158, "page": 0}, {"Word": "decorative effects, metallised PVC is available in", "Confidence": 0.92943, "X1": 0.12239, "Y1": 0.7172, "X2": 0.4548, "Y2": 0.717, "X3": 0.4548, "Y3": 0.7308, "X4": 0.12239, "Y4": 0.7308, "page": 0}, {"Word": "users of metallised materials to stimulate their use", "Confidence": 0.96338, "X1": 0.53268, "Y1": 0.7162, "X2": 0.88039, "Y2": 0.716, "X3": 0.88039, "Y3": 0.7298, "X4": 0.53268, "Y4": 0.7298, "page": 0}, {"Word": "thicknesses from 15 to 500 um. Principally used for", "Confidence": 0.92822, "X1": 0.12239, "Y1": 0.7312, "X2": 0.48122, "Y2": 0.731, "X3": 0.48122, "Y3": 0.7448, "X4": 0.121, "Y4": 0.7448, "page": 0}, {"Word": "and development.", "Confidence": 0.792, "X1": 0.52712, "Y1": 0.7312, "X2": 0.65786, "Y2": 0.731, "X3": 0.65786, "Y3": 0.7448, "X4": 0.52712, "Y4": 0.7438, "page": 0}, {"Word": "Christmas and tinsel applications in thinner 15 and", "Confidence": 0.98888, "X1": 0.12378, "Y1": 0.7452, "X2": 0.47566, "Y2": 0.745, "X3": 0.47566, "Y3": 0.7588, "X4": 0.12378, "Y4": 0.7588, "page": 0}, {"Word": "35 um gauges, this visual appeal is also carried over", "Confidence": 0.8957, "X1": 0.12239, "Y1": 0.7592, "X2": 0.47427, "Y2": 0.759, "X3": 0.47427, "Y3": 0.7718, "X4": 0.12239, "Y4": 0.7718, "page": 0}, {"Word": "in the single-ply form, or as when laminated to board,", "Confidence": 0.9382, "X1": 0.12378, "Y1": 0.7732, "X2": 0.49374, "Y2": 0.773, "X3": 0.49374, "Y3": 0.7858, "X4": 0.12378, "Y4": 0.7858, "page": 0}, {"Word": "for gift packaging and as self adhesive tapes. The", "Confidence": 0.93578, "X1": 0.12378, "Y1": 0.7862, "X2": 0.46036, "Y2": 0.786, "X3": 0.46036, "Y3": 0.7998, "X4": 0.12378, "Y4": 0.7998, "page": 0}, {"Word": "thicker 125, 250 and 500 um gauges are primarily", "Confidence": 0.93756, "X1": 0.12378, "Y1": 0.8002, "X2": 0.46732, "Y2": 0.8, "X3": 0.46732, "Y3": 0.8138, "X4": 0.12378, "Y4": 0.8128, "page": 0}, {"Word": "used for vacuum forming into chocolate box trays", "Confidence": 0.981, "X1": 0.12239, "Y1": 0.8142, "X2": 0.47288, "Y2": 0.814, "X3": 0.47288, "Y3": 0.8268, "X4": 0.12239, "Y4": 0.8268, "page": 0}, {"Word": "and cosmetic packaging.", "Confidence": 0.97867, "X1": 0.12517, "Y1": 0.8272, "X2": 0.29068, "Y2": 0.827, "X3": 0.29068, "Y3": 0.8418, "X4": 0.12517, "Y4": 0.8408, "page": 0}, {"Word": "A unique use for this material is in the production", "Confidence": 0.9904, "X1": 0.12378, "Y1": 0.8542, "X2": 0.47149, "Y2": 0.854, "X3": 0.47149, "Y3": 0.8668, "X4": 0.12378, "Y4": 0.8668, "page": 0}, {"Word": "of metallic effect promotional records, where stereo-", "Confidence": 0.96957, "X1": 0.12517, "Y1": 0.8692, "X2": 0.48818, "Y2": 0.869, "X3": 0.48818, "Y3": 0.8818, "X4": 0.12517, "Y4": 0.8798, "page": 0}, {"Word": "phonic reproducibility is excellent.", "Confidence": 0.81025, "X1": 0.12378, "Y1": 0.8822, "X2": 0.36579, "Y2": 0.882, "X3": 0.36579, "Y3": 0.8948, "X4": 0.12378, "Y4": 0.8948, "page": 0}, {"Word": "3.2.5 Miscellaneous films", "Confidence": 0.91133, "X1": 0.15021, "Y1": 0.9092, "X2": 0.32823, "Y2": 0.909, "X3": 0.32684, "Y3": 0.9218, "X4": 0.15021, "Y4": 0.9208, "page": 0}, {"Word": "Metallised polycarbonate is used in some capacitors", "Confidence": 0.95314, "X1": 0.12378, "Y1": 0.9222, "X2": 0.47844, "Y2": 0.922, "X3": 0.47844, "Y3": 0.9358, "X4": 0.12378, "Y4": 0.9358, "page": 0}, {"Word": "and graphic applications, metallised cellulose acetate", "Confidence": 0.83667, "X1": 0.12517, "Y1": 0.9362, "X2": 0.48818, "Y2": 0.936, "X3": 0.48818, "Y3": 0.9488, "X4": 0.12517, "Y4": 0.9488, "page": 0}, {"Word": "for some display presentation and sequins, polyimide", "Confidence": 0.916, "X1": 0.12378, "Y1": 0.9502, "X2": 0.48957, "Y2": 0.95, "X3": 0.48957, "Y3": 0.9618, "X4": 0.12378, "Y4": 0.9618, "page": 0}, {"Word": "in outer space applications-usually metallised with", "Confidence": 0.925, "X1": 0.12378, "Y1": 0.9632, "X2": 0.47705, "Y2": 0.963, "X3": 0.47705, "Y3": 0.9758, "X4": 0.12378, "Y4": 0.9768, "page": 0}, {"Word": "100491271", "Confidence": 0.991, "X1": 0.96523, "Y1": 0.9842, "X2": 0.96662, "Y2": 0.984, "X3": 0.93046, "Y3": 0.9838, "X4": 0.92907, "Y4": 0.8648, "page": 0}, {"Word": "pure gold. Nylon, principally because of unit cost, is", "Confidence": 0.93367, "X1": 0.12517, "Y1": 0.9772, "X2": 0.48818, "Y2": 0.977, "X3": 0.48818, "Y3": 0.9908, "X4": 0.12517, "Y4": 0.9918, "page": 0}], "words_data": [{"Word": "Permeability", "Confidence": 0.746, "X1": 0.64812, "Y1": 0.0592, "X2": 0.73435, "Y2": 0.059, "X3": 0.73435, "Y3": 0.0728, "X4": 0.64673, "Y4": 0.0708, "page": 0, "Index": 0}, {"Word": "Oxygen", "Confidence": 0.97, "X1": 0.56189, "Y1": 0.0812, "X2": 0.61752, "Y2": 0.081, "X3": 0.61752, "Y3": 0.0938, "X4": 0.56328, "Y4": 0.0938, "page": 0, "Index": 1}, {"Word": "Moisture", "Confidence": 0.995, "X1": 0.72462, "Y1": 0.0802, "X2": 0.78999, "Y2": 0.08, "X3": 0.7886, "Y3": 0.0928, "X4": 0.72462, "Y4": 0.0928, "page": 0, "Index": 2}, {"Word": "ml/m2.24h/atm", "Confidence": 0.788, "X1": 0.53408, "Y1": 0.0952, "X2": 0.63978, "Y2": 0.095, "X3": 0.64117, "Y3": 0.1068, "X4": 0.53547, "Y4": 0.1068, "page": 0, "Index": 3}, {"Word": "g/m2.24h", "Confidence": 0.765, "X1": 0.72601, "Y1": 0.0942, "X2": 0.79277, "Y2": 0.094, "X3": 0.79416, "Y3": 0.1068, "X4": 0.72601, "Y4": 0.1078, "page": 0, "Index": 4}, {"Word": "12", "Confidence": 0.996, "X1": 0.20862, "Y1": 0.1222, "X2": 0.22114, "Y2": 0.122, "X3": 0.22253, "Y3": 0.1348, "X4": 0.20862, "Y4": 0.1348, "page": 0, "Index": 5}, {"Word": "um", "Confidence": 0.954, "X1": 0.22531, "Y1": 0.1222, "X2": 0.24618, "Y2": 0.122, "X3": 0.24757, "Y3": 0.1348, "X4": 0.22531, "Y4": 0.1348, "page": 0, "Index": 6}, {"Word": "single", "Confidence": 0.983, "X1": 0.25313, "Y1": 0.1222, "X2": 0.29207, "Y2": 0.122, "X3": 0.29207, "Y3": 0.1348, "X4": 0.25313, "Y4": 0.1348, "page": 0, "Index": 7}, {"Word": "side", "Confidence": 0.991, "X1": 0.29624, "Y1": 0.1212, "X2": 0.32267, "Y2": 0.121, "X3": 0.32267, "Y3": 0.1348, "X4": 0.29624, "Y4": 0.1348, "page": 0, "Index": 8}, {"Word": "metallised", "Confidence": 0.707, "X1": 0.32684, "Y1": 0.1212, "X2": 0.39917, "Y2": 0.121, "X3": 0.39917, "Y3": 0.1358, "X4": 0.32684, "Y4": 0.1348, "page": 0, "Index": 9}, {"Word": "polyester", "Confidence": 0.61, "X1": 0.2267, "Y1": 0.1382, "X2": 0.29207, "Y2": 0.138, "X3": 0.29207, "Y3": 0.1498, "X4": 0.2267, "Y4": 0.1498, "page": 0, "Index": 10}, {"Word": "0.9", "Confidence": 0.933, "X1": 0.57441, "Y1": 0.1362, "X2": 0.59805, "Y2": 0.136, "X3": 0.59944, "Y3": 0.1488, "X4": 0.57441, "Y4": 0.1488, "page": 0, "Index": 11}, {"Word": "1.2", "Confidence": 0.994, "X1": 0.73992, "Y1": 0.1352, "X2": 0.76356, "Y2": 0.135, "X3": 0.76495, "Y3": 0.1488, "X4": 0.74131, "Y4": 0.1498, "page": 0, "Index": 12}, {"Word": "12", "Confidence": 0.998, "X1": 0.20723, "Y1": 0.1632, "X2": 0.22253, "Y2": 0.163, "X3": 0.22253, "Y3": 0.1768, "X4": 0.20723, "Y4": 0.1768, "page": 0, "Index": 13}, {"Word": "um", "Confidence": 0.739, "X1": 0.2267, "Y1": 0.1632, "X2": 0.24757, "Y2": 0.163, "X3": 0.24757, "Y3": 0.1768, "X4": 0.22531, "Y4": 0.1768, "page": 0, "Index": 14}, {"Word": "single", "Confidence": 0.839, "X1": 0.25313, "Y1": 0.1632, "X2": 0.29207, "Y2": 0.163, "X3": 0.29207, "Y3": 0.1768, "X4": 0.25313, "Y4": 0.1768, "page": 0, "Index": 15}, {"Word": "side", "Confidence": 0.986, "X1": 0.29624, "Y1": 0.1632, "X2": 0.32267, "Y2": 0.163, "X3": 0.32267, "Y3": 0.1768, "X4": 0.29624, "Y4": 0.1768, "page": 0, "Index": 16}, {"Word": "metallised", "Confidence": 0.956, "X1": 0.32684, "Y1": 0.1632, "X2": 0.39917, "Y2": 0.163, "X3": 0.39777, "Y3": 0.1778, "X4": 0.32545, "Y4": 0.1768, "page": 0, "Index": 17}, {"Word": "PETP/50", "Confidence": 0.994, "X1": 0.22809, "Y1": 0.1782, "X2": 0.2879, "Y2": 0.178, "X3": 0.2879, "Y3": 0.1898, "X4": 0.22809, "Y4": 0.1898, "page": 0, "Index": 18}, {"Word": "um", "Confidence": 0.684, "X1": 0.29207, "Y1": 0.1772, "X2": 0.31293, "Y2": 0.177, "X3": 0.31293, "Y3": 0.1898, "X4": 0.29207, "Y4": 0.1898, "page": 0, "Index": 19}, {"Word": "LDPE", "Confidence": 0.842, "X1": 0.3185, "Y1": 0.1772, "X2": 0.36022, "Y2": 0.177, "X3": 0.36022, "Y3": 0.1908, "X4": 0.3185, "Y4": 0.1898, "page": 0, "Index": 20}, {"Word": "0.9", "Confidence": 0.629, "X1": 0.5758, "Y1": 0.1782, "X2": 0.59805, "Y2": 0.178, "X3": 0.59805, "Y3": 0.1898, "X4": 0.5758, "Y4": 0.1898, "page": 0, "Index": 21}, {"Word": "0.3", "Confidence": 0.715, "X1": 0.73992, "Y1": 0.1772, "X2": 0.76356, "Y2": 0.177, "X3": 0.76356, "Y3": 0.1898, "X4": 0.73992, "Y4": 0.1898, "page": 0, "Index": 22}, {"Word": "Printed", "Confidence": 0.994, "X1": 0.20723, "Y1": 0.2052, "X2": 0.25869, "Y2": 0.205, "X3": 0.2573, "Y3": 0.2178, "X4": 0.20723, "Y4": 0.2188, "page": 0, "Index": 23}, {"Word": "12", "Confidence": 0.996, "X1": 0.26147, "Y1": 0.2052, "X2": 0.27816, "Y2": 0.205, "X3": 0.27816, "Y3": 0.2188, "X4": 0.26147, "Y4": 0.2178, "page": 0, "Index": 24}, {"Word": "um", "Confidence": 0.939, "X1": 0.28234, "Y1": 0.2052, "X2": 0.30459, "Y2": 0.205, "X3": 0.3032, "Y3": 0.2188, "X4": 0.28095, "Y4": 0.2188, "page": 0, "Index": 25}, {"Word": "single", "Confidence": 0.992, "X1": 0.30876, "Y1": 0.2052, "X2": 0.34771, "Y2": 0.205, "X3": 0.34631, "Y3": 0.2188, "X4": 0.30876, "Y4": 0.2188, "page": 0, "Index": 26}, {"Word": "side", "Confidence": 0.985, "X1": 0.35188, "Y1": 0.2062, "X2": 0.38387, "Y2": 0.206, "X3": 0.38248, "Y3": 0.2198, "X4": 0.35049, "Y4": 0.2198, "page": 0, "Index": 27}, {"Word": "metallised", "Confidence": 0.909, "X1": 0.22809, "Y1": 0.2202, "X2": 0.29764, "Y2": 0.22, "X3": 0.29624, "Y3": 0.2328, "X4": 0.22809, "Y4": 0.2318, "page": 0, "Index": 28}, {"Word": "polyester", "Confidence": 0.545, "X1": 0.30042, "Y1": 0.2202, "X2": 0.36857, "Y2": 0.22, "X3": 0.36718, "Y3": 0.2328, "X4": 0.29903, "Y4": 0.2328, "page": 0, "Index": 29}, {"Word": "1.5", "Confidence": 0.82, "X1": 0.5758, "Y1": 0.2192, "X2": 0.59805, "Y2": 0.219, "X3": 0.59944, "Y3": 0.2308, "X4": 0.57719, "Y4": 0.2318, "page": 0, "Index": 30}, {"Word": "2.6", "Confidence": 0.994, "X1": 0.73992, "Y1": 0.2192, "X2": 0.76356, "Y2": 0.219, "X3": 0.76495, "Y3": 0.2328, "X4": 0.74131, "Y4": 0.2328, "page": 0, "Index": 31}, {"Word": "9", "Confidence": 0.956, "X1": 0.20723, "Y1": 0.2472, "X2": 0.21697, "Y2": 0.247, "X3": 0.21697, "Y3": 0.2598, "X4": 0.20862, "Y4": 0.2598, "page": 0, "Index": 32}, {"Word": "um", "Confidence": 0.995, "X1": 0.21975, "Y1": 0.2472, "X2": 0.23922, "Y2": 0.247, "X3": 0.23922, "Y3": 0.2598, "X4": 0.21975, "Y4": 0.2598, "page": 0, "Index": 33}, {"Word": "aluminium", "Confidence": 0.991, "X1": 0.24618, "Y1": 0.2472, "X2": 0.31711, "Y2": 0.247, "X3": 0.31711, "Y3": 0.2588, "X4": 0.24618, "Y4": 0.2588, "page": 0, "Index": 34}, {"Word": "foil", "Confidence": 0.801, "X1": 0.32545, "Y1": 0.2472, "X2": 0.35327, "Y2": 0.247, "X3": 0.35188, "Y3": 0.2598, "X4": 0.32406, "Y4": 0.2598, "page": 0, "Index": 35}, {"Word": "(low", "Confidence": 0.955, "X1": 0.22949, "Y1": 0.2612, "X2": 0.2573, "Y2": 0.261, "X3": 0.2573, "Y3": 0.2728, "X4": 0.22949, "Y4": 0.2728, "page": 0, "Index": 36}, {"Word": "pinhole", "Confidence": 0.954, "X1": 0.26287, "Y1": 0.2612, "X2": 0.31572, "Y2": 0.261, "X3": 0.31433, "Y3": 0.2728, "X4": 0.26287, "Y4": 0.2728, "page": 0, "Index": 37}, {"Word": "count)", "Confidence": 0.842, "X1": 0.3185, "Y1": 0.2612, "X2": 0.36857, "Y2": 0.261, "X3": 0.36718, "Y3": 0.2748, "X4": 0.3185, "Y4": 0.2728, "page": 0, "Index": 38}, {"Word": "0", "Confidence": 0.418, "X1": 0.58832, "Y1": 0.2622, "X2": 0.59805, "Y2": 0.262, "X3": 0.59944, "Y3": 0.2748, "X4": 0.58832, "Y4": 0.2748, "page": 0, "Index": 39}, {"Word": "0.25", "Confidence": 0.687, "X1": 0.7427, "Y1": 0.2602, "X2": 0.7733, "Y2": 0.26, "X3": 0.77469, "Y3": 0.2728, "X4": 0.7427, "Y4": 0.2738, "page": 0, "Index": 40}, {"Word": "O", "Confidence": 0.62, "X1": 0.60083, "Y1": 0.2932, "X2": 0.60083, "Y2": 0.293, "X3": 0.5911, "Y3": 0.2928, "X4": 0.5911, "Y4": 0.2888, "page": 0, "Index": 41}, {"Word": "9", "Confidence": 0.964, "X1": 0.20723, "Y1": 0.2872, "X2": 0.21558, "Y2": 0.287, "X3": 0.21558, "Y3": 0.3008, "X4": 0.20723, "Y4": 0.3008, "page": 0, "Index": 42}, {"Word": "pm", "Confidence": 0.628, "X1": 0.21975, "Y1": 0.2872, "X2": 0.242, "Y2": 0.287, "X3": 0.242, "Y3": 0.3008, "X4": 0.21975, "Y4": 0.3008, "page": 0, "Index": 43}, {"Word": "A", "Confidence": 0.997, "X1": 0.24757, "Y1": 0.2872, "X2": 0.25591, "Y2": 0.287, "X3": 0.25591, "Y3": 0.3008, "X4": 0.24757, "Y4": 0.3008, "page": 0, "Index": 44}, {"Word": "1/25", "Confidence": 0.981, "X1": 0.26008, "Y1": 0.2872, "X2": 0.29068, "Y2": 0.287, "X3": 0.29068, "Y3": 0.3008, "X4": 0.26008, "Y4": 0.3008, "page": 0, "Index": 45}, {"Word": "um", "Confidence": 0.941, "X1": 0.29485, "Y1": 0.2872, "X2": 0.31572, "Y2": 0.287, "X3": 0.31572, "Y3": 0.3008, "X4": 0.29485, "Y4": 0.3008, "page": 0, "Index": 46}, {"Word": "LDPE", "Confidence": 0.886, "X1": 0.32267, "Y1": 0.2872, "X2": 0.36439, "Y2": 0.287, "X3": 0.36439, "Y3": 0.3008, "X4": 0.32267, "Y4": 0.3008, "page": 0, "Index": 47}, {"Word": "<0.01", "Confidence": 0.941, "X1": 0.72879, "Y1": 0.2862, "X2": 0.77469, "Y2": 0.286, "X3": 0.77608, "Y3": 0.2998, "X4": 0.73018, "Y4": 0.3008, "page": 0, "Index": 48}, {"Word": "MSAT", "Confidence": 0.984, "X1": 0.21001, "Y1": 0.3132, "X2": 0.25313, "Y2": 0.313, "X3": 0.25174, "Y3": 0.3278, "X4": 0.20862, "Y4": 0.3278, "page": 0, "Index": 49}, {"Word": "300/12", "Confidence": 0.997, "X1": 0.2573, "Y1": 0.3142, "X2": 0.30598, "Y2": 0.314, "X3": 0.30459, "Y3": 0.3278, "X4": 0.25591, "Y4": 0.3278, "page": 0, "Index": 50}, {"Word": "um", "Confidence": 0.358, "X1": 0.31015, "Y1": 0.3142, "X2": 0.33102, "Y2": 0.314, "X3": 0.33102, "Y3": 0.3278, "X4": 0.30876, "Y4": 0.3278, "page": 0, "Index": 51}, {"Word": "A1/25", "Confidence": 0.963, "X1": 0.33658, "Y1": 0.3142, "X2": 0.38108, "Y2": 0.314, "X3": 0.37969, "Y3": 0.3278, "X4": 0.33658, "Y4": 0.3278, "page": 0, "Index": 52}, {"Word": "um", "Confidence": 0.849, "X1": 0.38526, "Y1": 0.3142, "X2": 0.40751, "Y2": 0.314, "X3": 0.40612, "Y3": 0.3278, "X4": 0.38387, "Y4": 0.3278, "page": 0, "Index": 53}, {"Word": "LDPE", "Confidence": 0.937, "X1": 0.41168, "Y1": 0.3132, "X2": 0.4548, "Y2": 0.313, "X3": 0.45341, "Y3": 0.3278, "X4": 0.41029, "Y4": 0.3278, "page": 0, "Index": 54}, {"Word": "0.025-0.032.", "Confidence": 0.697, "X1": 0.73992, "Y1": 0.3132, "X2": 0.83727, "Y2": 0.313, "X3": 0.83588, "Y3": 0.3268, "X4": 0.74131, "Y4": 0.3278, "page": 0, "Index": 55}, {"Word": "Table", "Confidence": 0.606, "X1": 0.12239, "Y1": 0.3432, "X2": 0.15994, "Y2": 0.343, "X3": 0.15855, "Y3": 0.3558, "X4": 0.12239, "Y4": 0.3558, "page": 0, "Index": 56}, {"Word": "3", "Confidence": 0.995, "X1": 0.16273, "Y1": 0.3432, "X2": 0.17385, "Y2": 0.343, "X3": 0.17246, "Y3": 0.3568, "X4": 0.16273, "Y4": 0.3558, "page": 0, "Index": 57}, {"Word": "Comparative", "Confidence": 0.885, "X1": 0.11961, "Y1": 0.3582, "X2": 0.20584, "Y2": 0.358, "X3": 0.20584, "Y3": 0.3718, "X4": 0.11961, "Y4": 0.3708, "page": 0, "Index": 58}, {"Word": "values", "Confidence": 0.619, "X1": 0.21001, "Y1": 0.3582, "X2": 0.25313, "Y2": 0.358, "X3": 0.25174, "Y3": 0.3718, "X4": 0.21001, "Y4": 0.3718, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.3582, "X2": 0.27121, "Y2": 0.358, "X3": 0.26982, "Y3": 0.3718, "X4": 0.25591, "Y4": 0.3718, "page": 0, "Index": 60}, {"Word": "barrier", "Confidence": 0.983, "X1": 0.27399, "Y1": 0.3582, "X2": 0.32128, "Y2": 0.358, "X3": 0.31989, "Y3": 0.3718, "X4": 0.27399, "Y4": 0.3718, "page": 0, "Index": 61}, {"Word": "properties", "Confidence": 0.856, "X1": 0.32406, "Y1": 0.3592, "X2": 0.39917, "Y2": 0.359, "X3": 0.39777, "Y3": 0.3718, "X4": 0.32406, "Y4": 0.3718, "page": 0, "Index": 62}, {"Word": "flexible", "Confidence": 0.743, "X1": 0.121, "Y1": 0.4002, "X2": 0.17107, "Y2": 0.4, "X3": 0.17107, "Y3": 0.4128, "X4": 0.11961, "Y4": 0.4128, "page": 0, "Index": 63}, {"Word": "packaging.", "Confidence": 0.892, "X1": 0.17524, "Y1": 0.4002, "X2": 0.24757, "Y2": 0.4, "X3": 0.24757, "Y3": 0.4128, "X4": 0.17524, "Y4": 0.4128, "page": 0, "Index": 64}, {"Word": "Developments", "Confidence": 0.959, "X1": 0.25174, "Y1": 0.4002, "X2": 0.3491, "Y2": 0.4, "X3": 0.3491, "Y3": 0.4128, "X4": 0.25035, "Y4": 0.4128, "page": 0, "Index": 65}, {"Word": "in", "Confidence": 0.993, "X1": 0.35327, "Y1": 0.4002, "X2": 0.36579, "Y2": 0.4, "X3": 0.36579, "Y3": 0.4128, "X4": 0.35188, "Y4": 0.4128, "page": 0, "Index": 66}, {"Word": "this", "Confidence": 0.987, "X1": 0.36996, "Y1": 0.4002, "X2": 0.39499, "Y2": 0.4, "X3": 0.39499, "Y3": 0.4128, "X4": 0.36857, "Y4": 0.4128, "page": 0, "Index": 67}, {"Word": "area", "Confidence": 0.986, "X1": 0.39917, "Y1": 0.4002, "X2": 0.42837, "Y2": 0.4, "X3": 0.42837, "Y3": 0.4128, "X4": 0.39917, "Y4": 0.4128, "page": 0, "Index": 68}, {"Word": "with", "Confidence": 0.989, "X1": 0.43255, "Y1": 0.4002, "X2": 0.46453, "Y2": 0.4, "X3": 0.46453, "Y3": 0.4128, "X4": 0.43255, "Y4": 0.4128, "page": 0, "Index": 69}, {"Word": "finding", "Confidence": 0.994, "X1": 0.5299, "Y1": 0.4012, "X2": 0.57858, "Y2": 0.401, "X3": 0.57719, "Y3": 0.4138, "X4": 0.52851, "Y4": 0.4148, "page": 0, "Index": 70}, {"Word": "applications", "Confidence": 0.918, "X1": 0.58275, "Y1": 0.4002, "X2": 0.66481, "Y2": 0.4, "X3": 0.66342, "Y3": 0.4128, "X4": 0.58136, "Y4": 0.4138, "page": 0, "Index": 71}, {"Word": "in", "Confidence": 0.997, "X1": 0.66898, "Y1": 0.4002, "X2": 0.6815, "Y2": 0.4, "X3": 0.6815, "Y3": 0.4128, "X4": 0.66759, "Y4": 0.4128, "page": 0, "Index": 72}, {"Word": "laminated", "Confidence": 0.638, "X1": 0.68567, "Y1": 0.4002, "X2": 0.75661, "Y2": 0.4, "X3": 0.75522, "Y3": 0.4128, "X4": 0.68428, "Y4": 0.4128, "page": 0, "Index": 73}, {"Word": "form", "Confidence": 0.988, "X1": 0.75939, "Y1": 0.4002, "X2": 0.79138, "Y2": 0.4, "X3": 0.78999, "Y3": 0.4128, "X4": 0.75939, "Y4": 0.4128, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.79833, "Y1": 0.4002, "X2": 0.81919, "Y2": 0.4, "X3": 0.8178, "Y3": 0.4128, "X4": 0.79694, "Y4": 0.4128, "page": 0, "Index": 75}, {"Word": "specialist", "Confidence": 0.629, "X1": 0.82197, "Y1": 0.4002, "X2": 0.89013, "Y2": 0.4, "X3": 0.88873, "Y3": 0.4138, "X4": 0.82197, "Y4": 0.4128, "page": 0, "Index": 76}, {"Word": "synthetic", "Confidence": 0.955, "X1": 0.121, "Y1": 0.4152, "X2": 0.18359, "Y2": 0.415, "X3": 0.18359, "Y3": 0.4268, "X4": 0.121, "Y4": 0.4268, "page": 0, "Index": 77}, {"Word": "woodpulp", "Confidence": 0.97, "X1": 0.18637, "Y1": 0.4142, "X2": 0.2573, "Y2": 0.414, "X3": 0.25591, "Y3": 0.4258, "X4": 0.18637, "Y4": 0.4268, "page": 0, "Index": 78}, {"Word": "bases", "Confidence": 0.997, "X1": 0.26008, "Y1": 0.4142, "X2": 0.29624, "Y2": 0.414, "X3": 0.29485, "Y3": 0.4258, "X4": 0.26008, "Y4": 0.4258, "page": 0, "Index": 79}, {"Word": "suggest", "Confidence": 0.919, "X1": 0.29903, "Y1": 0.4152, "X2": 0.3491, "Y2": 0.415, "X3": 0.34771, "Y3": 0.4268, "X4": 0.29903, "Y4": 0.4258, "page": 0, "Index": 80}, {"Word": "that", "Confidence": 0.987, "X1": 0.35188, "Y1": 0.4152, "X2": 0.38108, "Y2": 0.415, "X3": 0.37969, "Y3": 0.4268, "X4": 0.35188, "Y4": 0.4268, "page": 0, "Index": 81}, {"Word": "an", "Confidence": 0.996, "X1": 0.38526, "Y1": 0.4152, "X2": 0.40195, "Y2": 0.415, "X3": 0.40195, "Y3": 0.4268, "X4": 0.38387, "Y4": 0.4268, "page": 0, "Index": 82}, {"Word": "already", "Confidence": 0.856, "X1": 0.40612, "Y1": 0.4152, "X2": 0.45758, "Y2": 0.415, "X3": 0.45619, "Y3": 0.4278, "X4": 0.40473, "Y4": 0.4268, "page": 0, "Index": 83}, {"Word": "uses", "Confidence": 0.996, "X1": 0.5299, "Y1": 0.4152, "X2": 0.55633, "Y2": 0.415, "X3": 0.55772, "Y3": 0.4278, "X4": 0.53129, "Y4": 0.4278, "page": 0, "Index": 84}, {"Word": "in", "Confidence": 0.998, "X1": 0.5605, "Y1": 0.4152, "X2": 0.57441, "Y2": 0.415, "X3": 0.57441, "Y3": 0.4278, "X4": 0.5605, "Y4": 0.4278, "page": 0, "Index": 85}, {"Word": "flexible", "Confidence": 0.849, "X1": 0.57719, "Y1": 0.4152, "X2": 0.63004, "Y2": 0.415, "X3": 0.63143, "Y3": 0.4278, "X4": 0.57858, "Y4": 0.4278, "page": 0, "Index": 86}, {"Word": "packaging,", "Confidence": 0.956, "X1": 0.63421, "Y1": 0.4152, "X2": 0.70654, "Y2": 0.415, "X3": 0.70793, "Y3": 0.4268, "X4": 0.63421, "Y4": 0.4278, "page": 0, "Index": 87}, {"Word": "metallised", "Confidence": 0.888, "X1": 0.71071, "Y1": 0.4142, "X2": 0.78164, "Y2": 0.414, "X3": 0.78164, "Y3": 0.4268, "X4": 0.71071, "Y4": 0.4268, "page": 0, "Index": 88}, {"Word": "polystyrene", "Confidence": 0.892, "X1": 0.78442, "Y1": 0.4152, "X2": 0.86787, "Y2": 0.415, "X3": 0.86787, "Y3": 0.4278, "X4": 0.78442, "Y4": 0.4268, "page": 0, "Index": 89}, {"Word": "for", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.4152, "X2": 0.89569, "Y2": 0.415, "X3": 0.89569, "Y3": 0.4278, "X4": 0.87204, "Y4": 0.4278, "page": 0, "Index": 90}, {"Word": "accepted", "Confidence": 0.931, "X1": 0.121, "Y1": 0.4282, "X2": 0.18081, "Y2": 0.428, "X3": 0.18081, "Y3": 0.4408, "X4": 0.121, "Y4": 0.4408, "page": 0, "Index": 91}, {"Word": "market", "Confidence": 0.992, "X1": 0.18498, "Y1": 0.4282, "X2": 0.23366, "Y2": 0.428, "X3": 0.23227, "Y3": 0.4398, "X4": 0.18359, "Y4": 0.4408, "page": 0, "Index": 92}, {"Word": "can", "Confidence": 0.998, "X1": 0.23783, "Y1": 0.4282, "X2": 0.26147, "Y2": 0.428, "X3": 0.26008, "Y3": 0.4408, "X4": 0.23644, "Y4": 0.4398, "page": 0, "Index": 93}, {"Word": "increase", "Confidence": 0.958, "X1": 0.26565, "Y1": 0.4282, "X2": 0.31989, "Y2": 0.428, "X3": 0.3185, "Y3": 0.4408, "X4": 0.26426, "Y4": 0.4408, "page": 0, "Index": 94}, {"Word": "quite", "Confidence": 0.997, "X1": 0.32406, "Y1": 0.4282, "X2": 0.35883, "Y2": 0.428, "X3": 0.35744, "Y3": 0.4408, "X4": 0.32267, "Y4": 0.4408, "page": 0, "Index": 95}, {"Word": "dramatically", "Confidence": 0.907, "X1": 0.363, "Y1": 0.4282, "X2": 0.44924, "Y2": 0.428, "X3": 0.44784, "Y3": 0.4418, "X4": 0.36161, "Y4": 0.4408, "page": 0, "Index": 96}, {"Word": "as", "Confidence": 0.998, "X1": 0.45341, "Y1": 0.4282, "X2": 0.46732, "Y2": 0.428, "X3": 0.46453, "Y3": 0.4418, "X4": 0.45063, "Y4": 0.4418, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.995, "X1": 0.4701, "Y1": 0.4282, "X2": 0.48122, "Y2": 0.428, "X3": 0.47844, "Y3": 0.4418, "X4": 0.46871, "Y4": 0.4418, "page": 0, "Index": 98}, {"Word": "decorative", "Confidence": 0.827, "X1": 0.5299, "Y1": 0.4292, "X2": 0.59944, "Y2": 0.429, "X3": 0.60083, "Y3": 0.4408, "X4": 0.5299, "Y4": 0.4408, "page": 0, "Index": 99}, {"Word": "vacuum", "Confidence": 0.959, "X1": 0.60362, "Y1": 0.4292, "X2": 0.65369, "Y2": 0.429, "X3": 0.65369, "Y3": 0.4408, "X4": 0.60362, "Y4": 0.4408, "page": 0, "Index": 100}, {"Word": "forming", "Confidence": 0.995, "X1": 0.66064, "Y1": 0.4292, "X2": 0.71627, "Y2": 0.429, "X3": 0.71627, "Y3": 0.4408, "X4": 0.66203, "Y4": 0.4408, "page": 0, "Index": 101}, {"Word": "and,", "Confidence": 0.886, "X1": 0.72045, "Y1": 0.4292, "X2": 0.75104, "Y2": 0.429, "X3": 0.75104, "Y3": 0.4408, "X4": 0.72045, "Y4": 0.4408, "page": 0, "Index": 102}, {"Word": "along", "Confidence": 0.991, "X1": 0.75382, "Y1": 0.4292, "X2": 0.79138, "Y2": 0.429, "X3": 0.79138, "Y3": 0.4408, "X4": 0.75382, "Y4": 0.4408, "page": 0, "Index": 103}, {"Word": "with", "Confidence": 0.989, "X1": 0.79555, "Y1": 0.4282, "X2": 0.82754, "Y2": 0.428, "X3": 0.82615, "Y3": 0.4408, "X4": 0.79555, "Y4": 0.4408, "page": 0, "Index": 104}, {"Word": "metallised", "Confidence": 0.944, "X1": 0.83032, "Y1": 0.4282, "X2": 0.90125, "Y2": 0.428, "X3": 0.90125, "Y3": 0.4408, "X4": 0.83032, "Y4": 0.4408, "page": 0, "Index": 105}, {"Word": "result", "Confidence": 0.994, "X1": 0.12239, "Y1": 0.4412, "X2": 0.15855, "Y2": 0.441, "X3": 0.15855, "Y3": 0.4548, "X4": 0.121, "Y4": 0.4548, "page": 0, "Index": 106}, {"Word": "of", "Confidence": 0.998, "X1": 0.16273, "Y1": 0.4412, "X2": 0.17803, "Y2": 0.441, "X3": 0.17663, "Y3": 0.4548, "X4": 0.16273, "Y4": 0.4548, "page": 0, "Index": 107}, {"Word": "improved", "Confidence": 0.994, "X1": 0.18081, "Y1": 0.4412, "X2": 0.24618, "Y2": 0.441, "X3": 0.24478, "Y3": 0.4548, "X4": 0.18081, "Y4": 0.4548, "page": 0, "Index": 108}, {"Word": "product", "Confidence": 0.996, "X1": 0.24896, "Y1": 0.4412, "X2": 0.3032, "Y2": 0.441, "X3": 0.3032, "Y3": 0.4548, "X4": 0.24896, "Y4": 0.4548, "page": 0, "Index": 109}, {"Word": "properties.", "Confidence": 0.848, "X1": 0.30737, "Y1": 0.4432, "X2": 0.38665, "Y2": 0.443, "X3": 0.38665, "Y3": 0.4558, "X4": 0.30737, "Y4": 0.4548, "page": 0, "Index": 110}, {"Word": "polyester,", "Confidence": 0.907, "X1": 0.53129, "Y1": 0.4432, "X2": 0.59805, "Y2": 0.443, "X3": 0.59666, "Y3": 0.4558, "X4": 0.5299, "Y4": 0.4558, "page": 0, "Index": 111}, {"Word": "for", "Confidence": 0.998, "X1": 0.60083, "Y1": 0.4422, "X2": 0.62031, "Y2": 0.442, "X3": 0.62031, "Y3": 0.4548, "X4": 0.60083, "Y4": 0.4558, "page": 0, "Index": 112}, {"Word": "lidding.", "Confidence": 0.862, "X1": 0.62448, "Y1": 0.4422, "X2": 0.67872, "Y2": 0.442, "X3": 0.67733, "Y3": 0.4548, "X4": 0.62448, "Y4": 0.4548, "page": 0, "Index": 113}, {"Word": "Metallised", "Confidence": 0.969, "X1": 0.6815, "Y1": 0.4422, "X2": 0.75104, "Y2": 0.442, "X3": 0.75104, "Y3": 0.4548, "X4": 0.6815, "Y4": 0.4548, "page": 0, "Index": 114}, {"Word": "cellophane", "Confidence": 0.809, "X1": 0.75522, "Y1": 0.4422, "X2": 0.83032, "Y2": 0.442, "X3": 0.83032, "Y3": 0.4558, "X4": 0.75382, "Y4": 0.4548, "page": 0, "Index": 115}, {"Word": "is", "Confidence": 0.997, "X1": 0.83449, "Y1": 0.4422, "X2": 0.84562, "Y2": 0.442, "X3": 0.84423, "Y3": 0.4558, "X4": 0.8331, "Y4": 0.4558, "page": 0, "Index": 116}, {"Word": "used", "Confidence": 0.987, "X1": 0.84979, "Y1": 0.4422, "X2": 0.88039, "Y2": 0.442, "X3": 0.88039, "Y3": 0.4558, "X4": 0.8484, "Y4": 0.4558, "page": 0, "Index": 117}, {"Word": "in", "Confidence": 0.998, "X1": 0.88456, "Y1": 0.4422, "X2": 0.90125, "Y2": 0.442, "X3": 0.89986, "Y3": 0.4558, "X4": 0.88317, "Y4": 0.4558, "page": 0, "Index": 118}, {"Word": "single-ply", "Confidence": 0.953, "X1": 0.5299, "Y1": 0.4562, "X2": 0.59527, "Y2": 0.456, "X3": 0.59388, "Y3": 0.4698, "X4": 0.52851, "Y4": 0.4708, "page": 0, "Index": 119}, {"Word": "form", "Confidence": 0.986, "X1": 0.59944, "Y1": 0.4562, "X2": 0.63143, "Y2": 0.456, "X3": 0.63004, "Y3": 0.4698, "X4": 0.59805, "Y4": 0.4698, "page": 0, "Index": 120}, {"Word": "for", "Confidence": 0.998, "X1": 0.637, "Y1": 0.4562, "X2": 0.65786, "Y2": 0.456, "X3": 0.65647, "Y3": 0.4698, "X4": 0.63561, "Y4": 0.4698, "page": 0, "Index": 121}, {"Word": "snack", "Confidence": 0.942, "X1": 0.66203, "Y1": 0.4562, "X2": 0.70097, "Y2": 0.456, "X3": 0.69958, "Y3": 0.4698, "X4": 0.66064, "Y4": 0.4698, "page": 0, "Index": 122}, {"Word": "and", "Confidence": 0.998, "X1": 0.70515, "Y1": 0.4562, "X2": 0.73018, "Y2": 0.456, "X3": 0.72879, "Y3": 0.4698, "X4": 0.70376, "Y4": 0.4698, "page": 0, "Index": 123}, {"Word": "biscuit", "Confidence": 0.854, "X1": 0.73296, "Y1": 0.4562, "X2": 0.77886, "Y2": 0.456, "X3": 0.77886, "Y3": 0.4698, "X4": 0.73296, "Y4": 0.4698, "page": 0, "Index": 124}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.78303, "Y1": 0.4572, "X2": 0.84979, "Y2": 0.457, "X3": 0.84979, "Y3": 0.4708, "X4": 0.78303, "Y4": 0.4698, "page": 0, "Index": 125}, {"Word": "..", "Confidence": 0.775, "X1": 0.85396, "Y1": 0.4572, "X2": 0.8637, "Y2": 0.457, "X3": 0.86231, "Y3": 0.4708, "X4": 0.85396, "Y4": 0.4708, "page": 0, "Index": 126}, {"Word": "The", "Confidence": 0.998, "X1": 0.12239, "Y1": 0.4692, "X2": 0.14604, "Y2": 0.469, "X3": 0.14604, "Y3": 0.4828, "X4": 0.12239, "Y4": 0.4828, "page": 0, "Index": 127}, {"Word": "specialist", "Confidence": 0.991, "X1": 0.15021, "Y1": 0.4682, "X2": 0.21419, "Y2": 0.468, "X3": 0.2128, "Y3": 0.4818, "X4": 0.15021, "Y4": 0.4828, "page": 0, "Index": 128}, {"Word": "manufacture", "Confidence": 0.962, "X1": 0.21697, "Y1": 0.4692, "X2": 0.30459, "Y2": 0.469, "X3": 0.3032, "Y3": 0.4818, "X4": 0.21697, "Y4": 0.4818, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.991, "X1": 0.30876, "Y1": 0.4692, "X2": 0.32406, "Y2": 0.469, "X3": 0.32267, "Y3": 0.4818, "X4": 0.30737, "Y4": 0.4818, "page": 0, "Index": 130}, {"Word": "metallised", "Confidence": 0.932, "X1": 0.32823, "Y1": 0.4702, "X2": 0.39777, "Y2": 0.47, "X3": 0.39638, "Y3": 0.4828, "X4": 0.32684, "Y4": 0.4818, "page": 0, "Index": 131}, {"Word": "polyester", "Confidence": 0.871, "X1": 0.40056, "Y1": 0.4712, "X2": 0.4701, "Y2": 0.471, "X3": 0.46732, "Y3": 0.4828, "X4": 0.39917, "Y4": 0.4828, "page": 0, "Index": 132}, {"Word": "for", "Confidence": 0.994, "X1": 0.12239, "Y1": 0.4832, "X2": 0.14186, "Y2": 0.483, "X3": 0.14047, "Y3": 0.4958, "X4": 0.121, "Y4": 0.4958, "page": 0, "Index": 133}, {"Word": "stamping", "Confidence": 0.995, "X1": 0.14465, "Y1": 0.4832, "X2": 0.20862, "Y2": 0.483, "X3": 0.20862, "Y3": 0.4958, "X4": 0.14465, "Y4": 0.4958, "page": 0, "Index": 134}, {"Word": "foils", "Confidence": 0.991, "X1": 0.2128, "Y1": 0.4832, "X2": 0.242, "Y2": 0.483, "X3": 0.24061, "Y3": 0.4958, "X4": 0.2114, "Y4": 0.4958, "page": 0, "Index": 135}, {"Word": "still", "Confidence": 0.651, "X1": 0.24618, "Y1": 0.4842, "X2": 0.27121, "Y2": 0.484, "X3": 0.27121, "Y3": 0.4958, "X4": 0.24478, "Y4": 0.4958, "page": 0, "Index": 136}, {"Word": "represents", "Confidence": 0.993, "X1": 0.27538, "Y1": 0.4842, "X2": 0.34492, "Y2": 0.484, "X3": 0.34353, "Y3": 0.4968, "X4": 0.27399, "Y4": 0.4958, "page": 0, "Index": 137}, {"Word": "the", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.4842, "X2": 0.37135, "Y2": 0.484, "X3": 0.36996, "Y3": 0.4968, "X4": 0.34771, "Y4": 0.4968, "page": 0, "Index": 138}, {"Word": "largest", "Confidence": 0.954, "X1": 0.37413, "Y1": 0.4842, "X2": 0.41864, "Y2": 0.484, "X3": 0.41864, "Y3": 0.4968, "X4": 0.37274, "Y4": 0.4968, "page": 0, "Index": 139}, {"Word": "market", "Confidence": 0.887, "X1": 0.42281, "Y1": 0.4842, "X2": 0.47566, "Y2": 0.484, "X3": 0.47427, "Y3": 0.4968, "X4": 0.42142, "Y4": 0.4968, "page": 0, "Index": 140}, {"Word": "The", "Confidence": 0.768, "X1": 0.53268, "Y1": 0.4842, "X2": 0.55633, "Y2": 0.484, "X3": 0.55494, "Y3": 0.4978, "X4": 0.53129, "Y4": 0.4978, "page": 0, "Index": 141}, {"Word": "range", "Confidence": 0.997, "X1": 0.5605, "Y1": 0.4842, "X2": 0.59805, "Y2": 0.484, "X3": 0.59666, "Y3": 0.4978, "X4": 0.55911, "Y4": 0.4978, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.60083, "Y1": 0.4842, "X2": 0.62726, "Y2": 0.484, "X3": 0.62726, "Y3": 0.4978, "X4": 0.60083, "Y4": 0.4978, "page": 0, "Index": 143}, {"Word": "diversity", "Confidence": 0.984, "X1": 0.63143, "Y1": 0.4842, "X2": 0.69124, "Y2": 0.484, "X3": 0.68985, "Y3": 0.4978, "X4": 0.63004, "Y4": 0.4978, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.992, "X1": 0.69541, "Y1": 0.4842, "X2": 0.70932, "Y2": 0.484, "X3": 0.70932, "Y3": 0.4978, "X4": 0.69402, "Y4": 0.4978, "page": 0, "Index": 145}, {"Word": "metallised", "Confidence": 0.815, "X1": 0.71349, "Y1": 0.4842, "X2": 0.78442, "Y2": 0.484, "X3": 0.78303, "Y3": 0.4978, "X4": 0.71349, "Y4": 0.4978, "page": 0, "Index": 146}, {"Word": "materials", "Confidence": 0.991, "X1": 0.7872, "Y1": 0.4842, "X2": 0.84979, "Y2": 0.484, "X3": 0.84979, "Y3": 0.4978, "X4": 0.7872, "Y4": 0.4978, "page": 0, "Index": 147}, {"Word": "is", "Confidence": 0.993, "X1": 0.85396, "Y1": 0.4842, "X2": 0.87065, "Y2": 0.484, "X3": 0.86926, "Y3": 0.4968, "X4": 0.85396, "Y4": 0.4978, "page": 0, "Index": 148}, {"Word": "for", "Confidence": 0.9, "X1": 0.121, "Y1": 0.4972, "X2": 0.14186, "Y2": 0.497, "X3": 0.14186, "Y3": 0.5108, "X4": 0.121, "Y4": 0.5108, "page": 0, "Index": 149}, {"Word": "such", "Confidence": 0.982, "X1": 0.14604, "Y1": 0.4972, "X2": 0.17803, "Y2": 0.497, "X3": 0.17663, "Y3": 0.5108, "X4": 0.14465, "Y4": 0.5108, "page": 0, "Index": 150}, {"Word": "films;", "Confidence": 0.879, "X1": 0.18081, "Y1": 0.4972, "X2": 0.21975, "Y2": 0.497, "X3": 0.21836, "Y3": 0.5108, "X4": 0.18081, "Y4": 0.5108, "page": 0, "Index": 151}, {"Word": "coupling", "Confidence": 0.994, "X1": 0.22253, "Y1": 0.4982, "X2": 0.28373, "Y2": 0.498, "X3": 0.28373, "Y3": 0.5108, "X4": 0.22253, "Y4": 0.5108, "page": 0, "Index": 152}, {"Word": "these", "Confidence": 0.994, "X1": 0.2879, "Y1": 0.4982, "X2": 0.32267, "Y2": 0.498, "X3": 0.32128, "Y3": 0.5108, "X4": 0.28651, "Y4": 0.5108, "page": 0, "Index": 153}, {"Word": "uses", "Confidence": 0.989, "X1": 0.32545, "Y1": 0.4982, "X2": 0.35466, "Y2": 0.498, "X3": 0.35327, "Y3": 0.5108, "X4": 0.32545, "Y4": 0.5108, "page": 0, "Index": 154}, {"Word": "with", "Confidence": 0.988, "X1": 0.35744, "Y1": 0.4982, "X2": 0.38943, "Y2": 0.498, "X3": 0.38943, "Y3": 0.5108, "X4": 0.35744, "Y4": 0.5108, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.998, "X1": 0.3936, "Y1": 0.4982, "X2": 0.41586, "Y2": 0.498, "X3": 0.41586, "Y3": 0.5108, "X4": 0.39221, "Y4": 0.5108, "page": 0, "Index": 156}, {"Word": "produc-", "Confidence": 0.955, "X1": 0.42003, "Y1": 0.4982, "X2": 0.47566, "Y2": 0.498, "X3": 0.47566, "Y3": 0.5108, "X4": 0.41864, "Y4": 0.5108, "page": 0, "Index": 157}, {"Word": "extraordinary,", "Confidence": 0.687, "X1": 0.53129, "Y1": 0.4992, "X2": 0.63004, "Y2": 0.499, "X3": 0.62865, "Y3": 0.5118, "X4": 0.53129, "Y4": 0.5118, "page": 0, "Index": 158}, {"Word": "made", "Confidence": 0.991, "X1": 0.63282, "Y1": 0.4992, "X2": 0.67177, "Y2": 0.499, "X3": 0.67038, "Y3": 0.5118, "X4": 0.63282, "Y4": 0.5118, "page": 0, "Index": 159}, {"Word": "only", "Confidence": 0.909, "X1": 0.67455, "Y1": 0.4992, "X2": 0.70515, "Y2": 0.499, "X3": 0.70515, "Y3": 0.5118, "X4": 0.67316, "Y4": 0.5118, "page": 0, "Index": 160}, {"Word": "more", "Confidence": 0.933, "X1": 0.70932, "Y1": 0.4992, "X2": 0.74687, "Y2": 0.499, "X3": 0.74548, "Y3": 0.5118, "X4": 0.70793, "Y4": 0.5118, "page": 0, "Index": 161}, {"Word": "diverse", "Confidence": 0.994, "X1": 0.74965, "Y1": 0.4992, "X2": 0.79833, "Y2": 0.499, "X3": 0.79694, "Y3": 0.5118, "X4": 0.74826, "Y4": 0.5118, "page": 0, "Index": 162}, {"Word": "by", "Confidence": 0.997, "X1": 0.80111, "Y1": 0.4992, "X2": 0.82058, "Y2": 0.499, "X3": 0.81919, "Y3": 0.5118, "X4": 0.80111, "Y4": 0.5118, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.82337, "Y1": 0.4992, "X2": 0.84701, "Y2": 0.499, "X3": 0.84562, "Y3": 0.5118, "X4": 0.82197, "Y4": 0.5118, "page": 0, "Index": 164}, {"Word": "variety", "Confidence": 0.991, "X1": 0.84979, "Y1": 0.4992, "X2": 0.90125, "Y2": 0.499, "X3": 0.89986, "Y3": 0.5128, "X4": 0.8484, "Y4": 0.5118, "page": 0, "Index": 165}, {"Word": "tion", "Confidence": 0.884, "X1": 0.121, "Y1": 0.5122, "X2": 0.14882, "Y2": 0.512, "X3": 0.14882, "Y3": 0.5248, "X4": 0.121, "Y4": 0.5248, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.991, "X1": 0.15299, "Y1": 0.5122, "X2": 0.16829, "Y2": 0.512, "X3": 0.16829, "Y3": 0.5248, "X4": 0.15299, "Y4": 0.5248, "page": 0, "Index": 167}, {"Word": "solar", "Confidence": 0.662, "X1": 0.17246, "Y1": 0.5122, "X2": 0.20445, "Y2": 0.512, "X3": 0.20445, "Y3": 0.5248, "X4": 0.17107, "Y4": 0.5248, "page": 0, "Index": 168}, {"Word": "control", "Confidence": 0.991, "X1": 0.20862, "Y1": 0.5122, "X2": 0.26008, "Y2": 0.512, "X3": 0.25869, "Y3": 0.5248, "X4": 0.20723, "Y4": 0.5248, "page": 0, "Index": 169}, {"Word": "films,", "Confidence": 0.951, "X1": 0.26287, "Y1": 0.5122, "X2": 0.3032, "Y2": 0.512, "X3": 0.30181, "Y3": 0.5248, "X4": 0.26287, "Y4": 0.5248, "page": 0, "Index": 170}, {"Word": "textile", "Confidence": 0.982, "X1": 0.30598, "Y1": 0.5122, "X2": 0.35049, "Y2": 0.512, "X3": 0.3491, "Y3": 0.5248, "X4": 0.30598, "Y4": 0.5248, "page": 0, "Index": 171}, {"Word": "threads,", "Confidence": 0.955, "X1": 0.35466, "Y1": 0.5122, "X2": 0.4089, "Y2": 0.512, "X3": 0.40751, "Y3": 0.5248, "X4": 0.35327, "Y4": 0.5248, "page": 0, "Index": 172}, {"Word": "capacitors,", "Confidence": 0.881, "X1": 0.41307, "Y1": 0.5122, "X2": 0.49096, "Y2": 0.512, "X3": 0.48957, "Y3": 0.5258, "X4": 0.41168, "Y4": 0.5248, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.992, "X1": 0.5299, "Y1": 0.5132, "X2": 0.5452, "Y2": 0.513, "X3": 0.5452, "Y3": 0.5258, "X4": 0.5299, "Y4": 0.5258, "page": 0, "Index": 174}, {"Word": "coatings", "Confidence": 0.991, "X1": 0.54937, "Y1": 0.5132, "X2": 0.6064, "Y2": 0.513, "X3": 0.60501, "Y3": 0.5258, "X4": 0.54937, "Y4": 0.5258, "page": 0, "Index": 175}, {"Word": "anc", "Confidence": 0.858, "X1": 0.60918, "Y1": 0.5132, "X2": 0.63561, "Y2": 0.513, "X3": 0.63561, "Y3": 0.5258, "X4": 0.60918, "Y4": 0.5258, "page": 0, "Index": 176}, {"Word": "laminations", "Confidence": 0.902, "X1": 0.63839, "Y1": 0.5132, "X2": 0.72045, "Y2": 0.513, "X3": 0.71905, "Y3": 0.5258, "X4": 0.63839, "Y4": 0.5258, "page": 0, "Index": 177}, {"Word": "undertaken", "Confidence": 0.991, "X1": 0.72323, "Y1": 0.5132, "X2": 0.8025, "Y2": 0.513, "X3": 0.8025, "Y3": 0.5258, "X4": 0.72323, "Y4": 0.5258, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.998, "X1": 0.80668, "Y1": 0.5132, "X2": 0.82197, "Y2": 0.513, "X3": 0.82058, "Y3": 0.5258, "X4": 0.80529, "Y4": 0.5258, "page": 0, "Index": 179}, {"Word": "match", "Confidence": 0.993, "X1": 0.82476, "Y1": 0.5132, "X2": 0.87065, "Y2": 0.513, "X3": 0.86926, "Y3": 0.5258, "X4": 0.82476, "Y4": 0.5258, "page": 0, "Index": 180}, {"Word": "metallised", "Confidence": 0.941, "X1": 0.36996, "Y1": 0.5262, "X2": 0.44228, "Y2": 0.526, "X3": 0.44089, "Y3": 0.5378, "X4": 0.36857, "Y4": 0.5388, "page": 0, "Index": 181}, {"Word": "etc,", "Confidence": 0.659, "X1": 0.121, "Y1": 0.5252, "X2": 0.14743, "Y2": 0.525, "X3": 0.14604, "Y3": 0.5388, "X4": 0.11961, "Y4": 0.5398, "page": 0, "Index": 182}, {"Word": "it", "Confidence": 0.998, "X1": 0.15021, "Y1": 0.5252, "X2": 0.16134, "Y2": 0.525, "X3": 0.15994, "Y3": 0.5388, "X4": 0.14882, "Y4": 0.5388, "page": 0, "Index": 183}, {"Word": "is", "Confidence": 0.998, "X1": 0.16551, "Y1": 0.5252, "X2": 0.17663, "Y2": 0.525, "X3": 0.17524, "Y3": 0.5388, "X4": 0.16412, "Y4": 0.5388, "page": 0, "Index": 184}, {"Word": "evident", "Confidence": 0.942, "X1": 0.18081, "Y1": 0.5262, "X2": 0.23088, "Y2": 0.526, "X3": 0.22949, "Y3": 0.5388, "X4": 0.17942, "Y4": 0.5388, "page": 0, "Index": 185}, {"Word": "that", "Confidence": 0.991, "X1": 0.23366, "Y1": 0.5262, "X2": 0.26287, "Y2": 0.526, "X3": 0.26147, "Y3": 0.5388, "X4": 0.23366, "Y4": 0.5388, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.26565, "Y1": 0.5262, "X2": 0.2879, "Y2": 0.526, "X3": 0.2879, "Y3": 0.5388, "X4": 0.26565, "Y4": 0.5388, "page": 0, "Index": 187}, {"Word": "market", "Confidence": 0.995, "X1": 0.29207, "Y1": 0.5262, "X2": 0.34075, "Y2": 0.526, "X3": 0.34075, "Y3": 0.5388, "X4": 0.29068, "Y4": 0.5388, "page": 0, "Index": 188}, {"Word": "for", "Confidence": 0.998, "X1": 0.34492, "Y1": 0.5262, "X2": 0.36579, "Y2": 0.526, "X3": 0.36439, "Y3": 0.5388, "X4": 0.34353, "Y4": 0.5388, "page": 0, "Index": 189}, {"Word": "such", "Confidence": 0.982, "X1": 0.53129, "Y1": 0.5272, "X2": 0.56189, "Y2": 0.527, "X3": 0.5605, "Y3": 0.5398, "X4": 0.5299, "Y4": 0.5398, "page": 0, "Index": 190}, {"Word": "selected", "Confidence": 0.778, "X1": 0.56606, "Y1": 0.5272, "X2": 0.62031, "Y2": 0.527, "X3": 0.62031, "Y3": 0.5398, "X4": 0.56467, "Y4": 0.5398, "page": 0, "Index": 191}, {"Word": "materials", "Confidence": 0.938, "X1": 0.62448, "Y1": 0.5272, "X2": 0.68707, "Y2": 0.527, "X3": 0.68707, "Y3": 0.5398, "X4": 0.62309, "Y4": 0.5398, "page": 0, "Index": 192}, {"Word": "to", "Confidence": 0.998, "X1": 0.69124, "Y1": 0.5272, "X2": 0.70793, "Y2": 0.527, "X3": 0.70654, "Y3": 0.5398, "X4": 0.68985, "Y4": 0.5398, "page": 0, "Index": 193}, {"Word": "a", "Confidence": 0.647, "X1": 0.71071, "Y1": 0.5272, "X2": 0.71905, "Y2": 0.527, "X3": 0.71766, "Y3": 0.5398, "X4": 0.70932, "Y4": 0.5398, "page": 0, "Index": 194}, {"Word": "given", "Confidence": 0.907, "X1": 0.72323, "Y1": 0.5272, "X2": 0.758, "Y2": 0.527, "X3": 0.75661, "Y3": 0.5398, "X4": 0.72184, "Y4": 0.5398, "page": 0, "Index": 195}, {"Word": "end", "Confidence": 0.902, "X1": 0.76217, "Y1": 0.5272, "X2": 0.7872, "Y2": 0.527, "X3": 0.78581, "Y3": 0.5398, "X4": 0.76078, "Y4": 0.5398, "page": 0, "Index": 196}, {"Word": "use.", "Confidence": 0.903, "X1": 0.79138, "Y1": 0.5272, "X2": 0.82058, "Y2": 0.527, "X3": 0.81919, "Y3": 0.5398, "X4": 0.78999, "Y4": 0.5398, "page": 0, "Index": 197}, {"Word": "In", "Confidence": 0.964, "X1": 0.82337, "Y1": 0.5272, "X2": 0.83866, "Y2": 0.527, "X3": 0.83727, "Y3": 0.5398, "X4": 0.82197, "Y4": 0.5398, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.995, "X1": 0.84284, "Y1": 0.5272, "X2": 0.86787, "Y2": 0.527, "X3": 0.86648, "Y3": 0.5398, "X4": 0.84145, "Y4": 0.5398, "page": 0, "Index": 199}, {"Word": "polyester", "Confidence": 0.834, "X1": 0.121, "Y1": 0.5402, "X2": 0.18498, "Y2": 0.54, "X3": 0.18359, "Y3": 0.5528, "X4": 0.121, "Y4": 0.5528, "page": 0, "Index": 200}, {"Word": "is", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.5402, "X2": 0.20167, "Y2": 0.54, "X3": 0.20028, "Y3": 0.5528, "X4": 0.18776, "Y4": 0.5528, "page": 0, "Index": 201}, {"Word": "as", "Confidence": 0.997, "X1": 0.20445, "Y1": 0.5402, "X2": 0.21697, "Y2": 0.54, "X3": 0.21697, "Y3": 0.5528, "X4": 0.20306, "Y4": 0.5528, "page": 0, "Index": 202}, {"Word": "large", "Confidence": 0.955, "X1": 0.22114, "Y1": 0.5402, "X2": 0.25452, "Y2": 0.54, "X3": 0.25452, "Y3": 0.5528, "X4": 0.21975, "Y4": 0.5528, "page": 0, "Index": 203}, {"Word": "as", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.5402, "X2": 0.2726, "Y2": 0.54, "X3": 0.27121, "Y3": 0.5528, "X4": 0.2573, "Y4": 0.5528, "page": 0, "Index": 204}, {"Word": "it", "Confidence": 0.994, "X1": 0.27538, "Y1": 0.5402, "X2": 0.28651, "Y2": 0.54, "X3": 0.28512, "Y3": 0.5528, "X4": 0.27538, "Y4": 0.5528, "page": 0, "Index": 205}, {"Word": "is", "Confidence": 0.998, "X1": 0.28929, "Y1": 0.5402, "X2": 0.30042, "Y2": 0.54, "X3": 0.29903, "Y3": 0.5528, "X4": 0.28929, "Y4": 0.5528, "page": 0, "Index": 206}, {"Word": "diverse", "Confidence": 0.635, "X1": 0.3032, "Y1": 0.5402, "X2": 0.35327, "Y2": 0.54, "X3": 0.35188, "Y3": 0.5518, "X4": 0.3032, "Y4": 0.5528, "page": 0, "Index": 207}, {"Word": "and", "Confidence": 0.998, "X1": 0.35605, "Y1": 0.5402, "X2": 0.38108, "Y2": 0.54, "X3": 0.37969, "Y3": 0.5518, "X4": 0.35605, "Y4": 0.5518, "page": 0, "Index": 208}, {"Word": "is", "Confidence": 0.993, "X1": 0.38387, "Y1": 0.5392, "X2": 0.39638, "Y2": 0.539, "X3": 0.39499, "Y3": 0.5518, "X4": 0.38387, "Y4": 0.5518, "page": 0, "Index": 209}, {"Word": "still", "Confidence": 0.995, "X1": 0.39917, "Y1": 0.5392, "X2": 0.42976, "Y2": 0.539, "X3": 0.42976, "Y3": 0.5518, "X4": 0.39917, "Y4": 0.5518, "page": 0, "Index": 210}, {"Word": "areas", "Confidence": 0.641, "X1": 0.53129, "Y1": 0.5412, "X2": 0.56606, "Y2": 0.541, "X3": 0.56467, "Y3": 0.5538, "X4": 0.5299, "Y4": 0.5548, "page": 0, "Index": 211}, {"Word": "of", "Confidence": 0.998, "X1": 0.56885, "Y1": 0.5412, "X2": 0.58414, "Y2": 0.541, "X3": 0.58414, "Y3": 0.5538, "X4": 0.56885, "Y4": 0.5538, "page": 0, "Index": 212}, {"Word": "functional", "Confidence": 0.853, "X1": 0.58832, "Y1": 0.5402, "X2": 0.66064, "Y2": 0.54, "X3": 0.65925, "Y3": 0.5528, "X4": 0.58693, "Y4": 0.5538, "page": 0, "Index": 213}, {"Word": "and", "Confidence": 0.998, "X1": 0.66342, "Y1": 0.5402, "X2": 0.68985, "Y2": 0.54, "X3": 0.68846, "Y3": 0.5528, "X4": 0.66342, "Y4": 0.5528, "page": 0, "Index": 214}, {"Word": "decorative", "Confidence": 0.963, "X1": 0.69263, "Y1": 0.5402, "X2": 0.76356, "Y2": 0.54, "X3": 0.76356, "Y3": 0.5528, "X4": 0.69263, "Y4": 0.5528, "page": 0, "Index": 215}, {"Word": "packaging", "Confidence": 0.992, "X1": 0.76773, "Y1": 0.5402, "X2": 0.84006, "Y2": 0.54, "X3": 0.84006, "Y3": 0.5528, "X4": 0.76773, "Y4": 0.5528, "page": 0, "Index": 216}, {"Word": "developing,", "Confidence": 0.822, "X1": 0.12239, "Y1": 0.5542, "X2": 0.19889, "Y2": 0.554, "X3": 0.19889, "Y3": 0.5658, "X4": 0.12239, "Y4": 0.5668, "page": 0, "Index": 217}, {"Word": "eg", "Confidence": 0.996, "X1": 0.20306, "Y1": 0.5542, "X2": 0.21975, "Y2": 0.554, "X3": 0.21836, "Y3": 0.5658, "X4": 0.20167, "Y4": 0.5658, "page": 0, "Index": 218}, {"Word": "lamination", "Confidence": 0.961, "X1": 0.22253, "Y1": 0.5542, "X2": 0.29624, "Y2": 0.554, "X3": 0.29624, "Y3": 0.5658, "X4": 0.22253, "Y4": 0.5658, "page": 0, "Index": 219}, {"Word": "with", "Confidence": 0.989, "X1": 0.30042, "Y1": 0.5532, "X2": 0.33241, "Y2": 0.553, "X3": 0.33102, "Y3": 0.5648, "X4": 0.29903, "Y4": 0.5658, "page": 0, "Index": 220}, {"Word": "board", "Confidence": 0.997, "X1": 0.33519, "Y1": 0.5532, "X2": 0.37691, "Y2": 0.553, "X3": 0.37552, "Y3": 0.5648, "X4": 0.33519, "Y4": 0.5648, "page": 0, "Index": 221}, {"Word": "to", "Confidence": 0.998, "X1": 0.37969, "Y1": 0.5532, "X2": 0.39499, "Y2": 0.553, "X3": 0.3936, "Y3": 0.5648, "X4": 0.37969, "Y4": 0.5648, "page": 0, "Index": 222}, {"Word": "provide", "Confidence": 0.763, "X1": 0.39777, "Y1": 0.5532, "X2": 0.45341, "Y2": 0.553, "X3": 0.45202, "Y3": 0.5658, "X4": 0.39638, "Y4": 0.5648, "page": 0, "Index": 223}, {"Word": "metallised", "Confidence": 0.917, "X1": 0.5299, "Y1": 0.5542, "X2": 0.59944, "Y2": 0.554, "X3": 0.59944, "Y3": 0.5658, "X4": 0.5299, "Y4": 0.5668, "page": 0, "Index": 224}, {"Word": "materials,", "Confidence": 0.941, "X1": 0.60362, "Y1": 0.5532, "X2": 0.67038, "Y2": 0.553, "X3": 0.67038, "Y3": 0.5658, "X4": 0.60223, "Y4": 0.5658, "page": 0, "Index": 225}, {"Word": "notably", "Confidence": 0.908, "X1": 0.67455, "Y1": 0.5532, "X2": 0.72879, "Y2": 0.553, "X3": 0.7274, "Y3": 0.5658, "X4": 0.67316, "Y4": 0.5658, "page": 0, "Index": 226}, {"Word": "metallised", "Confidence": 0.603, "X1": 0.73157, "Y1": 0.5532, "X2": 0.8025, "Y2": 0.553, "X3": 0.8025, "Y3": 0.5658, "X4": 0.73157, "Y4": 0.5658, "page": 0, "Index": 227}, {"Word": "paper,", "Confidence": 0.667, "X1": 0.80668, "Y1": 0.5542, "X2": 0.85257, "Y2": 0.554, "X3": 0.85118, "Y3": 0.5658, "X4": 0.80529, "Y4": 0.5658, "page": 0, "Index": 228}, {"Word": "luxury-look", "Confidence": 0.785, "X1": 0.12378, "Y1": 0.5662, "X2": 0.20167, "Y2": 0.566, "X3": 0.20167, "Y3": 0.5798, "X4": 0.12378, "Y4": 0.5798, "page": 0, "Index": 229}, {"Word": "whisky", "Confidence": 0.994, "X1": 0.20584, "Y1": 0.5662, "X2": 0.25591, "Y2": 0.566, "X3": 0.25591, "Y3": 0.5788, "X4": 0.20584, "Y4": 0.5798, "page": 0, "Index": 230}, {"Word": "and", "Confidence": 0.998, "X1": 0.26008, "Y1": 0.5662, "X2": 0.28373, "Y2": 0.566, "X3": 0.28373, "Y3": 0.5788, "X4": 0.26008, "Y4": 0.5788, "page": 0, "Index": 231}, {"Word": "cosmetic", "Confidence": 0.615, "X1": 0.2879, "Y1": 0.5662, "X2": 0.35049, "Y2": 0.566, "X3": 0.3491, "Y3": 0.5788, "X4": 0.28651, "Y4": 0.5788, "page": 0, "Index": 232}, {"Word": "gift", "Confidence": 0.958, "X1": 0.35327, "Y1": 0.5662, "X2": 0.3783, "Y2": 0.566, "X3": 0.37691, "Y3": 0.5788, "X4": 0.35327, "Y4": 0.5788, "page": 0, "Index": 233}, {"Word": "packs,", "Confidence": 0.941, "X1": 0.38108, "Y1": 0.5672, "X2": 0.4242, "Y2": 0.567, "X3": 0.42281, "Y3": 0.5798, "X4": 0.37969, "Y4": 0.5788, "page": 0, "Index": 234}, {"Word": "etc.", "Confidence": 0.793, "X1": 0.42837, "Y1": 0.5672, "X2": 0.45758, "Y2": 0.567, "X3": 0.45619, "Y3": 0.5798, "X4": 0.42698, "Y4": 0.5798, "page": 0, "Index": 235}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.53129, "Y1": 0.5662, "X2": 0.59944, "Y2": 0.566, "X3": 0.59944, "Y3": 0.5798, "X4": 0.53129, "Y4": 0.5808, "page": 0, "Index": 236}, {"Word": "polyester", "Confidence": 0.955, "X1": 0.60362, "Y1": 0.5662, "X2": 0.66898, "Y2": 0.566, "X3": 0.66759, "Y3": 0.5798, "X4": 0.60362, "Y4": 0.5798, "page": 0, "Index": 237}, {"Word": "and", "Confidence": 0.998, "X1": 0.67177, "Y1": 0.5662, "X2": 0.6968, "Y2": 0.566, "X3": 0.6968, "Y3": 0.5798, "X4": 0.67177, "Y4": 0.5798, "page": 0, "Index": 238}, {"Word": "metallised", "Confidence": 0.84, "X1": 0.70097, "Y1": 0.5662, "X2": 0.77191, "Y2": 0.566, "X3": 0.77191, "Y3": 0.5788, "X4": 0.70097, "Y4": 0.5798, "page": 0, "Index": 239}, {"Word": "OPP,", "Confidence": 0.846, "X1": 0.77608, "Y1": 0.5662, "X2": 0.80946, "Y2": 0.566, "X3": 0.80946, "Y3": 0.5788, "X4": 0.77469, "Y4": 0.5788, "page": 0, "Index": 240}, {"Word": "have", "Confidence": 0.955, "X1": 0.81363, "Y1": 0.5672, "X2": 0.84423, "Y2": 0.567, "X3": 0.84423, "Y3": 0.5788, "X4": 0.81224, "Y4": 0.5788, "page": 0, "Index": 241}, {"Word": "now", "Confidence": 0.998, "X1": 0.8484, "Y1": 0.5672, "X2": 0.87761, "Y2": 0.567, "X3": 0.87761, "Y3": 0.5788, "X4": 0.84701, "Y4": 0.5788, "page": 0, "Index": 242}, {"Word": "become", "Confidence": 0.882, "X1": 0.53129, "Y1": 0.5802, "X2": 0.58414, "Y2": 0.58, "X3": 0.58414, "Y3": 0.5928, "X4": 0.53129, "Y4": 0.5928, "page": 0, "Index": 243}, {"Word": "materials", "Confidence": 0.936, "X1": 0.58832, "Y1": 0.5802, "X2": 0.6509, "Y2": 0.58, "X3": 0.64951, "Y3": 0.5918, "X4": 0.58693, "Y4": 0.5928, "page": 0, "Index": 244}, {"Word": "within", "Confidence": 0.993, "X1": 0.65369, "Y1": 0.5792, "X2": 0.70097, "Y2": 0.579, "X3": 0.69958, "Y3": 0.5918, "X4": 0.65369, "Y4": 0.5918, "page": 0, "Index": 245}, {"Word": "their", "Confidence": 0.912, "X1": 0.70376, "Y1": 0.5802, "X2": 0.73713, "Y2": 0.58, "X3": 0.73574, "Y3": 0.5918, "X4": 0.70236, "Y4": 0.5918, "page": 0, "Index": 246}, {"Word": "own", "Confidence": 0.998, "X1": 0.74131, "Y1": 0.5802, "X2": 0.77191, "Y2": 0.58, "X3": 0.77051, "Y3": 0.5918, "X4": 0.73992, "Y4": 0.5918, "page": 0, "Index": 247}, {"Word": "right,", "Confidence": 0.981, "X1": 0.77469, "Y1": 0.5802, "X2": 0.81363, "Y2": 0.58, "X3": 0.81085, "Y3": 0.5918, "X4": 0.7733, "Y4": 0.5918, "page": 0, "Index": 248}, {"Word": "and,", "Confidence": 0.981, "X1": 0.81641, "Y1": 0.5802, "X2": 0.84701, "Y2": 0.58, "X3": 0.84562, "Y3": 0.5918, "X4": 0.81502, "Y4": 0.5918, "page": 0, "Index": 249}, {"Word": "while", "Confidence": 0.995, "X1": 0.84979, "Y1": 0.5802, "X2": 0.89013, "Y2": 0.58, "X3": 0.88873, "Y3": 0.5918, "X4": 0.8484, "Y4": 0.5918, "page": 0, "Index": 250}, {"Word": "It", "Confidence": 0.899, "X1": 0.12378, "Y1": 0.5932, "X2": 0.13491, "Y2": 0.593, "X3": 0.13352, "Y3": 0.6068, "X4": 0.12378, "Y4": 0.6068, "page": 0, "Index": 251}, {"Word": "has", "Confidence": 0.479, "X1": 0.13769, "Y1": 0.5932, "X2": 0.15994, "Y2": 0.593, "X3": 0.15994, "Y3": 0.6068, "X4": 0.13769, "Y4": 0.6068, "page": 0, "Index": 252}, {"Word": "only", "Confidence": 0.983, "X1": 0.16412, "Y1": 0.5932, "X2": 0.19471, "Y2": 0.593, "X3": 0.19471, "Y3": 0.6058, "X4": 0.16412, "Y4": 0.6058, "page": 0, "Index": 253}, {"Word": "been", "Confidence": 0.986, "X1": 0.19889, "Y1": 0.5932, "X2": 0.23227, "Y2": 0.593, "X3": 0.23088, "Y3": 0.6058, "X4": 0.1975, "Y4": 0.6058, "page": 0, "Index": 254}, {"Word": "possible", "Confidence": 0.994, "X1": 0.23505, "Y1": 0.5932, "X2": 0.29068, "Y2": 0.593, "X3": 0.28929, "Y3": 0.6058, "X4": 0.23505, "Y4": 0.6058, "page": 0, "Index": 255}, {"Word": "here", "Confidence": 0.859, "X1": 0.29346, "Y1": 0.5932, "X2": 0.32545, "Y2": 0.593, "X3": 0.32406, "Y3": 0.6058, "X4": 0.29346, "Y4": 0.6058, "page": 0, "Index": 256}, {"Word": "to", "Confidence": 0.998, "X1": 0.32823, "Y1": 0.5932, "X2": 0.34353, "Y2": 0.593, "X3": 0.34214, "Y3": 0.6058, "X4": 0.32823, "Y4": 0.6058, "page": 0, "Index": 257}, {"Word": "describe", "Confidence": 0.971, "X1": 0.34631, "Y1": 0.5932, "X2": 0.40334, "Y2": 0.593, "X3": 0.40334, "Y3": 0.6058, "X4": 0.34631, "Y4": 0.6058, "page": 0, "Index": 258}, {"Word": "very", "Confidence": 0.963, "X1": 0.40751, "Y1": 0.5932, "X2": 0.43672, "Y2": 0.593, "X3": 0.43672, "Y3": 0.6058, "X4": 0.40612, "Y4": 0.6058, "page": 0, "Index": 259}, {"Word": "briefly", "Confidence": 0.941, "X1": 0.44089, "Y1": 0.5932, "X2": 0.49096, "Y2": 0.593, "X3": 0.48957, "Y3": 0.6068, "X4": 0.4395, "Y4": 0.6058, "page": 0, "Index": 260}, {"Word": "inevitably", "Confidence": 0.967, "X1": 0.53268, "Y1": 0.5932, "X2": 0.59805, "Y2": 0.593, "X3": 0.59805, "Y3": 0.6058, "X4": 0.53129, "Y4": 0.6068, "page": 0, "Index": 261}, {"Word": "they", "Confidence": 0.987, "X1": 0.60223, "Y1": 0.5932, "X2": 0.63282, "Y2": 0.593, "X3": 0.63282, "Y3": 0.6058, "X4": 0.60223, "Y4": 0.6058, "page": 0, "Index": 262}, {"Word": "may", "Confidence": 0.998, "X1": 0.637, "Y1": 0.5932, "X2": 0.66759, "Y2": 0.593, "X3": 0.66759, "Y3": 0.6058, "X4": 0.63561, "Y4": 0.6058, "page": 0, "Index": 263}, {"Word": "be", "Confidence": 0.996, "X1": 0.67177, "Y1": 0.5932, "X2": 0.68846, "Y2": 0.593, "X3": 0.68846, "Y3": 0.6058, "X4": 0.67038, "Y4": 0.6058, "page": 0, "Index": 264}, {"Word": "viewed", "Confidence": 0.873, "X1": 0.69263, "Y1": 0.5932, "X2": 0.73992, "Y2": 0.593, "X3": 0.73992, "Y3": 0.6058, "X4": 0.69124, "Y4": 0.6058, "page": 0, "Index": 265}, {"Word": "by", "Confidence": 0.998, "X1": 0.74409, "Y1": 0.5932, "X2": 0.76217, "Y2": 0.593, "X3": 0.76217, "Y3": 0.6058, "X4": 0.7427, "Y4": 0.6058, "page": 0, "Index": 266}, {"Word": "some", "Confidence": 0.983, "X1": 0.76634, "Y1": 0.5932, "X2": 0.8025, "Y2": 0.593, "X3": 0.8025, "Y3": 0.6058, "X4": 0.76495, "Y4": 0.6058, "page": 0, "Index": 267}, {"Word": "as", "Confidence": 0.998, "X1": 0.80668, "Y1": 0.5932, "X2": 0.81919, "Y2": 0.593, "X3": 0.81919, "Y3": 0.6058, "X4": 0.80529, "Y4": 0.6058, "page": 0, "Index": 268}, {"Word": "aluminium", "Confidence": 0.642, "X1": 0.82337, "Y1": 0.5942, "X2": 0.89569, "Y2": 0.594, "X3": 0.89569, "Y3": 0.6058, "X4": 0.82337, "Y4": 0.6058, "page": 0, "Index": 269}, {"Word": "certain", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.6072, "X2": 0.16968, "Y2": 0.607, "X3": 0.17107, "Y3": 0.6198, "X4": 0.12517, "Y4": 0.6208, "page": 0, "Index": 270}, {"Word": "areas", "Confidence": 0.993, "X1": 0.17385, "Y1": 0.6072, "X2": 0.20862, "Y2": 0.607, "X3": 0.20862, "Y3": 0.6198, "X4": 0.17385, "Y4": 0.6198, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.902, "X1": 0.2114, "Y1": 0.6072, "X2": 0.2267, "Y2": 0.607, "X3": 0.2267, "Y3": 0.6198, "X4": 0.2114, "Y4": 0.6198, "page": 0, "Index": 272}, {"Word": "use", "Confidence": 0.998, "X1": 0.23088, "Y1": 0.6072, "X2": 0.25313, "Y2": 0.607, "X3": 0.25313, "Y3": 0.6198, "X4": 0.23088, "Y4": 0.6198, "page": 0, "Index": 273}, {"Word": "for", "Confidence": 0.998, "X1": 0.2573, "Y1": 0.6072, "X2": 0.27816, "Y2": 0.607, "X3": 0.27677, "Y3": 0.6198, "X4": 0.2573, "Y4": 0.6198, "page": 0, "Index": 274}, {"Word": "metallised", "Confidence": 0.948, "X1": 0.28095, "Y1": 0.6072, "X2": 0.35188, "Y2": 0.607, "X3": 0.35049, "Y3": 0.6198, "X4": 0.28095, "Y4": 0.6198, "page": 0, "Index": 275}, {"Word": "polyester,", "Confidence": 0.642, "X1": 0.35466, "Y1": 0.6072, "X2": 0.42281, "Y2": 0.607, "X3": 0.42281, "Y3": 0.6198, "X4": 0.35466, "Y4": 0.6198, "page": 0, "Index": 276}, {"Word": "either", "Confidence": 0.909, "X1": 0.42698, "Y1": 0.6082, "X2": 0.47149, "Y2": 0.608, "X3": 0.4701, "Y3": 0.6198, "X4": 0.42559, "Y4": 0.6198, "page": 0, "Index": 277}, {"Word": "foil", "Confidence": 0.902, "X1": 0.53129, "Y1": 0.6072, "X2": 0.55494, "Y2": 0.607, "X3": 0.55355, "Y3": 0.6198, "X4": 0.53129, "Y4": 0.6198, "page": 0, "Index": 278}, {"Word": "substitutes,", "Confidence": 0.892, "X1": 0.55772, "Y1": 0.6062, "X2": 0.637, "Y2": 0.606, "X3": 0.637, "Y3": 0.6198, "X4": 0.55772, "Y4": 0.6198, "page": 0, "Index": 279}, {"Word": "they", "Confidence": 0.991, "X1": 0.64117, "Y1": 0.6062, "X2": 0.67455, "Y2": 0.606, "X3": 0.67316, "Y3": 0.6198, "X4": 0.63978, "Y4": 0.6198, "page": 0, "Index": 280}, {"Word": "offer", "Confidence": 0.995, "X1": 0.67733, "Y1": 0.6072, "X2": 0.7121, "Y2": 0.607, "X3": 0.71071, "Y3": 0.6198, "X4": 0.67733, "Y4": 0.6198, "page": 0, "Index": 281}, {"Word": "a", "Confidence": 0.995, "X1": 0.71488, "Y1": 0.6072, "X2": 0.72323, "Y2": 0.607, "X3": 0.72323, "Y3": 0.6198, "X4": 0.71488, "Y4": 0.6198, "page": 0, "Index": 282}, {"Word": "range", "Confidence": 0.993, "X1": 0.7274, "Y1": 0.6072, "X2": 0.76495, "Y2": 0.607, "X3": 0.76356, "Y3": 0.6198, "X4": 0.72601, "Y4": 0.6198, "page": 0, "Index": 283}, {"Word": "of", "Confidence": 0.996, "X1": 0.76912, "Y1": 0.6072, "X2": 0.78442, "Y2": 0.607, "X3": 0.78303, "Y3": 0.6198, "X4": 0.76773, "Y4": 0.6198, "page": 0, "Index": 284}, {"Word": "properties", "Confidence": 0.907, "X1": 0.7872, "Y1": 0.6072, "X2": 0.86092, "Y2": 0.607, "X3": 0.85953, "Y3": 0.6198, "X4": 0.78581, "Y4": 0.6198, "page": 0, "Index": 285}, {"Word": "in", "Confidence": 0.992, "X1": 0.12378, "Y1": 0.6222, "X2": 0.13491, "Y2": 0.622, "X3": 0.13491, "Y3": 0.6338, "X4": 0.12378, "Y4": 0.6338, "page": 0, "Index": 286}, {"Word": "single-ply", "Confidence": 0.557, "X1": 0.13908, "Y1": 0.6212, "X2": 0.20445, "Y2": 0.621, "X3": 0.20445, "Y3": 0.6328, "X4": 0.13908, "Y4": 0.6338, "page": 0, "Index": 287}, {"Word": "or", "Confidence": 0.997, "X1": 0.20862, "Y1": 0.6212, "X2": 0.22253, "Y2": 0.621, "X3": 0.22253, "Y3": 0.6328, "X4": 0.20723, "Y4": 0.6328, "page": 0, "Index": 288}, {"Word": "laminated", "Confidence": 0.999, "X1": 0.2267, "Y1": 0.6202, "X2": 0.29624, "Y2": 0.62, "X3": 0.29485, "Y3": 0.6328, "X4": 0.2267, "Y4": 0.6328, "page": 0, "Index": 289}, {"Word": "to", "Confidence": 1, "X1": 0.29903, "Y1": 0.6202, "X2": 0.31572, "Y2": 0.62, "X3": 0.31433, "Y3": 0.6328, "X4": 0.29903, "Y4": 0.6328, "page": 0, "Index": 290}, {"Word": "other", "Confidence": 1, "X1": 0.3185, "Y1": 0.6202, "X2": 0.35605, "Y2": 0.62, "X3": 0.35466, "Y3": 0.6328, "X4": 0.3185, "Y4": 0.6328, "page": 0, "Index": 291}, {"Word": "plastics", "Confidence": 0.996, "X1": 0.36022, "Y1": 0.6212, "X2": 0.41168, "Y2": 0.621, "X3": 0.41029, "Y3": 0.6328, "X4": 0.35883, "Y4": 0.6328, "page": 0, "Index": 292}, {"Word": "films,", "Confidence": 0.925, "X1": 0.41446, "Y1": 0.6212, "X2": 0.45758, "Y2": 0.621, "X3": 0.45619, "Y3": 0.6328, "X4": 0.41307, "Y4": 0.6328, "page": 0, "Index": 293}, {"Word": "distinctive", "Confidence": 0.962, "X1": 0.53129, "Y1": 0.6202, "X2": 0.60362, "Y2": 0.62, "X3": 0.60223, "Y3": 0.6328, "X4": 0.53129, "Y4": 0.6318, "page": 0, "Index": 294}, {"Word": "to", "Confidence": 0.998, "X1": 0.6064, "Y1": 0.6202, "X2": 0.6217, "Y2": 0.62, "X3": 0.6217, "Y3": 0.6328, "X4": 0.6064, "Y4": 0.6328, "page": 0, "Index": 295}, {"Word": "themselves", "Confidence": 0.664, "X1": 0.62587, "Y1": 0.6202, "X2": 0.69958, "Y2": 0.62, "X3": 0.69958, "Y3": 0.6328, "X4": 0.62448, "Y4": 0.6328, "page": 0, "Index": 296}, {"Word": "which", "Confidence": 0.998, "X1": 0.70236, "Y1": 0.6202, "X2": 0.74548, "Y2": 0.62, "X3": 0.74548, "Y3": 0.6328, "X4": 0.70236, "Y4": 0.6328, "page": 0, "Index": 297}, {"Word": "are", "Confidence": 0.909, "X1": 0.74965, "Y1": 0.6202, "X2": 0.77191, "Y2": 0.62, "X3": 0.77051, "Y3": 0.6328, "X4": 0.74826, "Y4": 0.6328, "page": 0, "Index": 298}, {"Word": "suitable", "Confidence": 0.983, "X1": 0.77469, "Y1": 0.6202, "X2": 0.82893, "Y2": 0.62, "X3": 0.82754, "Y3": 0.6328, "X4": 0.77469, "Y4": 0.6328, "page": 0, "Index": 299}, {"Word": "for", "Confidence": 0.991, "X1": 0.83171, "Y1": 0.6202, "X2": 0.85396, "Y2": 0.62, "X3": 0.85396, "Y3": 0.6318, "X4": 0.83171, "Y4": 0.6328, "page": 0, "Index": 300}, {"Word": "a", "Confidence": 0.969, "X1": 0.85814, "Y1": 0.6202, "X2": 0.86509, "Y2": 0.62, "X3": 0.86509, "Y3": 0.6318, "X4": 0.85675, "Y4": 0.6318, "page": 0, "Index": 301}, {"Word": "wide", "Confidence": 0.99, "X1": 0.86926, "Y1": 0.6202, "X2": 0.90403, "Y2": 0.62, "X3": 0.90403, "Y3": 0.6318, "X4": 0.86787, "Y4": 0.6318, "page": 0, "Index": 302}, {"Word": "paper", "Confidence": 0.994, "X1": 0.12378, "Y1": 0.6342, "X2": 0.16134, "Y2": 0.634, "X3": 0.16273, "Y3": 0.6468, "X4": 0.12517, "Y4": 0.6468, "page": 0, "Index": 303}, {"Word": "or", "Confidence": 0.995, "X1": 0.16551, "Y1": 0.6342, "X2": 0.17942, "Y2": 0.634, "X3": 0.18081, "Y3": 0.6468, "X4": 0.16551, "Y4": 0.6468, "page": 0, "Index": 304}, {"Word": "board,", "Confidence": 0.947, "X1": 0.18359, "Y1": 0.6342, "X2": 0.22809, "Y2": 0.634, "X3": 0.22809, "Y3": 0.6468, "X4": 0.18359, "Y4": 0.6468, "page": 0, "Index": 305}, {"Word": "but", "Confidence": 0.998, "X1": 0.23088, "Y1": 0.6342, "X2": 0.2573, "Y2": 0.634, "X3": 0.2573, "Y3": 0.6458, "X4": 0.23227, "Y4": 0.6468, "page": 0, "Index": 306}, {"Word": "it", "Confidence": 0.998, "X1": 0.26008, "Y1": 0.6342, "X2": 0.26982, "Y2": 0.634, "X3": 0.26982, "Y3": 0.6458, "X4": 0.26008, "Y4": 0.6458, "page": 0, "Index": 307}, {"Word": "is", "Confidence": 0.998, "X1": 0.27399, "Y1": 0.6342, "X2": 0.28512, "Y2": 0.634, "X3": 0.28512, "Y3": 0.6458, "X4": 0.27399, "Y4": 0.6458, "page": 0, "Index": 308}, {"Word": "hoped", "Confidence": 0.996, "X1": 0.28929, "Y1": 0.6342, "X2": 0.33241, "Y2": 0.634, "X3": 0.33241, "Y3": 0.6458, "X4": 0.28929, "Y4": 0.6458, "page": 0, "Index": 309}, {"Word": "that", "Confidence": 0.989, "X1": 0.33519, "Y1": 0.6342, "X2": 0.36439, "Y2": 0.634, "X3": 0.36439, "Y3": 0.6458, "X4": 0.33519, "Y4": 0.6458, "page": 0, "Index": 310}, {"Word": "the", "Confidence": 0.998, "X1": 0.36857, "Y1": 0.6342, "X2": 0.39221, "Y2": 0.634, "X3": 0.39082, "Y3": 0.6458, "X4": 0.36718, "Y4": 0.6458, "page": 0, "Index": 311}, {"Word": "functionality", "Confidence": 0.992, "X1": 0.39499, "Y1": 0.6342, "X2": 0.48679, "Y2": 0.634, "X3": 0.4854, "Y3": 0.6468, "X4": 0.39499, "Y4": 0.6458, "page": 0, "Index": 312}, {"Word": "range", "Confidence": 0.964, "X1": 0.53129, "Y1": 0.6342, "X2": 0.56885, "Y2": 0.634, "X3": 0.56745, "Y3": 0.6468, "X4": 0.5299, "Y4": 0.6478, "page": 0, "Index": 313}, {"Word": "of", "Confidence": 0.998, "X1": 0.57163, "Y1": 0.6332, "X2": 0.58693, "Y2": 0.633, "X3": 0.58693, "Y3": 0.6468, "X4": 0.57163, "Y4": 0.6468, "page": 0, "Index": 314}, {"Word": "applications.", "Confidence": 0.955, "X1": 0.5911, "Y1": 0.6332, "X2": 0.68289, "Y2": 0.633, "X3": 0.68289, "Y3": 0.6478, "X4": 0.5911, "Y4": 0.6468, "page": 0, "Index": 315}, {"Word": "of", "Confidence": 0.803, "X1": 0.12378, "Y1": 0.6482, "X2": 0.13769, "Y2": 0.648, "X3": 0.13769, "Y3": 0.6618, "X4": 0.12378, "Y4": 0.6618, "page": 0, "Index": 316}, {"Word": "the", "Confidence": 0.994, "X1": 0.14047, "Y1": 0.6472, "X2": 0.16273, "Y2": 0.647, "X3": 0.16412, "Y3": 0.6608, "X4": 0.14186, "Y4": 0.6618, "page": 0, "Index": 317}, {"Word": "medium", "Confidence": 0.991, "X1": 0.1669, "Y1": 0.6472, "X2": 0.22114, "Y2": 0.647, "X3": 0.22253, "Y3": 0.6608, "X4": 0.1669, "Y4": 0.6608, "page": 0, "Index": 318}, {"Word": "has", "Confidence": 0.992, "X1": 0.2267, "Y1": 0.6472, "X2": 0.24896, "Y2": 0.647, "X3": 0.25035, "Y3": 0.6608, "X4": 0.2267, "Y4": 0.6608, "page": 0, "Index": 319}, {"Word": "been", "Confidence": 0.981, "X1": 0.25313, "Y1": 0.6472, "X2": 0.28651, "Y2": 0.647, "X3": 0.28651, "Y3": 0.6608, "X4": 0.25313, "Y4": 0.6608, "page": 0, "Index": 320}, {"Word": "indicated", "Confidence": 0.804, "X1": 0.29068, "Y1": 0.6472, "X2": 0.35466, "Y2": 0.647, "X3": 0.35466, "Y3": 0.6608, "X4": 0.29068, "Y4": 0.6608, "page": 0, "Index": 321}, {"Word": "in", "Confidence": 0.997, "X1": 0.35744, "Y1": 0.6472, "X2": 0.37135, "Y2": 0.647, "X3": 0.37135, "Y3": 0.6608, "X4": 0.35744, "Y4": 0.6608, "page": 0, "Index": 322}, {"Word": "addition", "Confidence": 0.972, "X1": 0.37552, "Y1": 0.6482, "X2": 0.43255, "Y2": 0.648, "X3": 0.43255, "Y3": 0.6608, "X4": 0.37552, "Y4": 0.6608, "page": 0, "Index": 323}, {"Word": "to", "Confidence": 0.998, "X1": 0.43672, "Y1": 0.6482, "X2": 0.45063, "Y2": 0.648, "X3": 0.45202, "Y3": 0.6608, "X4": 0.43672, "Y4": 0.6608, "page": 0, "Index": 324}, {"Word": "its", "Confidence": 0.998, "X1": 0.4548, "Y1": 0.6482, "X2": 0.47844, "Y2": 0.648, "X3": 0.47844, "Y3": 0.6618, "X4": 0.4548, "Y4": 0.6608, "page": 0, "Index": 325}, {"Word": "attractive", "Confidence": 0.991, "X1": 0.12517, "Y1": 0.6612, "X2": 0.18776, "Y2": 0.661, "X3": 0.18776, "Y3": 0.6748, "X4": 0.12517, "Y4": 0.6758, "page": 0, "Index": 326}, {"Word": "brilliance", "Confidence": 0.629, "X1": 0.19054, "Y1": 0.6612, "X2": 0.25452, "Y2": 0.661, "X3": 0.25452, "Y3": 0.6748, "X4": 0.19054, "Y4": 0.6748, "page": 0, "Index": 327}, {"Word": "and", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.6612, "X2": 0.28373, "Y2": 0.661, "X3": 0.28373, "Y3": 0.6748, "X4": 0.25869, "Y4": 0.6748, "page": 0, "Index": 328}, {"Word": "cosmetic", "Confidence": 0.904, "X1": 0.2879, "Y1": 0.6622, "X2": 0.3491, "Y2": 0.662, "X3": 0.34771, "Y3": 0.6748, "X4": 0.28651, "Y4": 0.6748, "page": 0, "Index": 329}, {"Word": "appeal.", "Confidence": 0.855, "X1": 0.35188, "Y1": 0.6622, "X2": 0.40334, "Y2": 0.662, "X3": 0.40195, "Y3": 0.6748, "X4": 0.35188, "Y4": 0.6748, "page": 0, "Index": 330}, {"Word": "It", "Confidence": 0.943, "X1": 0.53268, "Y1": 0.6602, "X2": 0.54381, "Y2": 0.66, "X3": 0.54242, "Y3": 0.6738, "X4": 0.53268, "Y4": 0.6748, "page": 0, "Index": 331}, {"Word": "has", "Confidence": 0.998, "X1": 0.54798, "Y1": 0.6602, "X2": 0.57024, "Y2": 0.66, "X3": 0.56885, "Y3": 0.6738, "X4": 0.54659, "Y4": 0.6738, "page": 0, "Index": 332}, {"Word": "been", "Confidence": 0.984, "X1": 0.57441, "Y1": 0.6602, "X2": 0.6064, "Y2": 0.66, "X3": 0.60501, "Y3": 0.6738, "X4": 0.57302, "Y4": 0.6738, "page": 0, "Index": 333}, {"Word": "possible", "Confidence": 0.976, "X1": 0.61057, "Y1": 0.6602, "X2": 0.66481, "Y2": 0.66, "X3": 0.66481, "Y3": 0.6738, "X4": 0.60918, "Y4": 0.6738, "page": 0, "Index": 334}, {"Word": "here", "Confidence": 0.987, "X1": 0.66898, "Y1": 0.6612, "X2": 0.70097, "Y2": 0.661, "X3": 0.69958, "Y3": 0.6738, "X4": 0.66898, "Y4": 0.6738, "page": 0, "Index": 335}, {"Word": "only", "Confidence": 0.983, "X1": 0.70376, "Y1": 0.6612, "X2": 0.73574, "Y2": 0.661, "X3": 0.73435, "Y3": 0.6738, "X4": 0.70376, "Y4": 0.6738, "page": 0, "Index": 336}, {"Word": "to", "Confidence": 0.998, "X1": 0.73992, "Y1": 0.6612, "X2": 0.75382, "Y2": 0.661, "X3": 0.75382, "Y3": 0.6738, "X4": 0.73853, "Y4": 0.6738, "page": 0, "Index": 337}, {"Word": "introduce", "Confidence": 0.994, "X1": 0.758, "Y1": 0.6612, "X2": 0.82476, "Y2": 0.661, "X3": 0.82337, "Y3": 0.6738, "X4": 0.758, "Y4": 0.6738, "page": 0, "Index": 338}, {"Word": "the", "Confidence": 0.998, "X1": 0.82893, "Y1": 0.6622, "X2": 0.85257, "Y2": 0.662, "X3": 0.85118, "Y3": 0.6748, "X4": 0.82754, "Y4": 0.6738, "page": 0, "Index": 339}, {"Word": "range", "Confidence": 0.826, "X1": 0.85535, "Y1": 0.6622, "X2": 0.89708, "Y2": 0.662, "X3": 0.89708, "Y3": 0.6748, "X4": 0.85535, "Y4": 0.6748, "page": 0, "Index": 340}, {"Word": "of", "Confidence": 0.991, "X1": 0.53268, "Y1": 0.6752, "X2": 0.54798, "Y2": 0.675, "X3": 0.54659, "Y3": 0.6878, "X4": 0.53129, "Y4": 0.6878, "page": 0, "Index": 341}, {"Word": "materials,", "Confidence": 0.955, "X1": 0.55076, "Y1": 0.6752, "X2": 0.61752, "Y2": 0.675, "X3": 0.61752, "Y3": 0.6878, "X4": 0.55076, "Y4": 0.6878, "page": 0, "Index": 342}, {"Word": "and", "Confidence": 0.998, "X1": 0.6217, "Y1": 0.6752, "X2": 0.64812, "Y2": 0.675, "X3": 0.64673, "Y3": 0.6878, "X4": 0.62031, "Y4": 0.6878, "page": 0, "Index": 343}, {"Word": "to", "Confidence": 0.997, "X1": 0.6509, "Y1": 0.6752, "X2": 0.6662, "Y2": 0.675, "X3": 0.6662, "Y3": 0.6878, "X4": 0.6509, "Y4": 0.6878, "page": 0, "Index": 344}, {"Word": "provide", "Confidence": 0.994, "X1": 0.67038, "Y1": 0.6752, "X2": 0.72323, "Y2": 0.675, "X3": 0.72184, "Y3": 0.6878, "X4": 0.66898, "Y4": 0.6878, "page": 0, "Index": 345}, {"Word": "a", "Confidence": 0.994, "X1": 0.72601, "Y1": 0.6752, "X2": 0.73435, "Y2": 0.675, "X3": 0.73435, "Y3": 0.6878, "X4": 0.72601, "Y4": 0.6878, "page": 0, "Index": 346}, {"Word": "very", "Confidence": 0.876, "X1": 0.73853, "Y1": 0.6752, "X2": 0.76773, "Y2": 0.675, "X3": 0.76773, "Y3": 0.6878, "X4": 0.73713, "Y4": 0.6878, "page": 0, "Index": 347}, {"Word": "brief", "Confidence": 0.997, "X1": 0.77191, "Y1": 0.6752, "X2": 0.80529, "Y2": 0.675, "X3": 0.80389, "Y3": 0.6878, "X4": 0.77051, "Y4": 0.6878, "page": 0, "Index": 348}, {"Word": "indication", "Confidence": 0.991, "X1": 0.80807, "Y1": 0.6752, "X2": 0.88039, "Y2": 0.675, "X3": 0.88039, "Y3": 0.6878, "X4": 0.80807, "Y4": 0.6878, "page": 0, "Index": 349}, {"Word": "3.2.4", "Confidence": 0.955, "X1": 0.15021, "Y1": 0.6882, "X2": 0.18498, "Y2": 0.688, "X3": 0.18359, "Y3": 0.7008, "X4": 0.14882, "Y4": 0.7008, "page": 0, "Index": 350}, {"Word": "Rigid", "Confidence": 0.977, "X1": 0.18915, "Y1": 0.6882, "X2": 0.22392, "Y2": 0.688, "X3": 0.22392, "Y3": 0.7008, "X4": 0.18776, "Y4": 0.7008, "page": 0, "Index": 351}, {"Word": "PVC", "Confidence": 0.998, "X1": 0.22809, "Y1": 0.6892, "X2": 0.26147, "Y2": 0.689, "X3": 0.26008, "Y3": 0.7018, "X4": 0.2267, "Y4": 0.7008, "page": 0, "Index": 352}, {"Word": "of", "Confidence": 0.996, "X1": 0.53129, "Y1": 0.6892, "X2": 0.54798, "Y2": 0.689, "X3": 0.54659, "Y3": 0.7028, "X4": 0.53129, "Y4": 0.7028, "page": 0, "Index": 353}, {"Word": "material", "Confidence": 0.993, "X1": 0.55076, "Y1": 0.6892, "X2": 0.6064, "Y2": 0.689, "X3": 0.6064, "Y3": 0.7018, "X4": 0.55076, "Y4": 0.7028, "page": 0, "Index": 354}, {"Word": "properties,", "Confidence": 0.926, "X1": 0.61057, "Y1": 0.6892, "X2": 0.68567, "Y2": 0.689, "X3": 0.68567, "Y3": 0.7018, "X4": 0.60918, "Y4": 0.7018, "page": 0, "Index": 355}, {"Word": "but", "Confidence": 0.998, "X1": 0.68985, "Y1": 0.6892, "X2": 0.71349, "Y2": 0.689, "X3": 0.71349, "Y3": 0.7028, "X4": 0.68846, "Y4": 0.7018, "page": 0, "Index": 356}, {"Word": "it", "Confidence": 0.998, "X1": 0.71766, "Y1": 0.6892, "X2": 0.72879, "Y2": 0.689, "X3": 0.72879, "Y3": 0.7028, "X4": 0.71766, "Y4": 0.7028, "page": 0, "Index": 357}, {"Word": "is", "Confidence": 0.955, "X1": 0.73157, "Y1": 0.6892, "X2": 0.7427, "Y2": 0.689, "X3": 0.7427, "Y3": 0.7028, "X4": 0.73157, "Y4": 0.7028, "page": 0, "Index": 358}, {"Word": "hoped", "Confidence": 0.996, "X1": 0.74687, "Y1": 0.6892, "X2": 0.79138, "Y2": 0.689, "X3": 0.78999, "Y3": 0.7028, "X4": 0.74687, "Y4": 0.7028, "page": 0, "Index": 359}, {"Word": "that", "Confidence": 0.985, "X1": 0.79416, "Y1": 0.6892, "X2": 0.82337, "Y2": 0.689, "X3": 0.82197, "Y3": 0.7028, "X4": 0.79416, "Y4": 0.7028, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.6892, "X2": 0.84979, "Y2": 0.689, "X3": 0.84979, "Y3": 0.7028, "X4": 0.82615, "Y4": 0.7028, "page": 0, "Index": 361}, {"Word": "data", "Confidence": 0.986, "X1": 0.85396, "Y1": 0.6892, "X2": 0.88734, "Y2": 0.689, "X3": 0.88734, "Y3": 0.7028, "X4": 0.85257, "Y4": 0.7028, "page": 0, "Index": 362}, {"Word": "Employed", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.7032, "X2": 0.19193, "Y2": 0.703, "X3": 0.19193, "Y3": 0.7168, "X4": 0.12239, "Y4": 0.7168, "page": 0, "Index": 363}, {"Word": "in", "Confidence": 0.998, "X1": 0.19611, "Y1": 0.7032, "X2": 0.21001, "Y2": 0.703, "X3": 0.21001, "Y3": 0.7168, "X4": 0.19611, "Y4": 0.7168, "page": 0, "Index": 364}, {"Word": "a", "Confidence": 0.605, "X1": 0.21419, "Y1": 0.7032, "X2": 0.22253, "Y2": 0.703, "X3": 0.22253, "Y3": 0.7168, "X4": 0.21419, "Y4": 0.7168, "page": 0, "Index": 365}, {"Word": "metallised", "Confidence": 0.958, "X1": 0.2267, "Y1": 0.7032, "X2": 0.29624, "Y2": 0.703, "X3": 0.29485, "Y3": 0.7168, "X4": 0.22531, "Y4": 0.7168, "page": 0, "Index": 366}, {"Word": "form", "Confidence": 0.988, "X1": 0.29903, "Y1": 0.7042, "X2": 0.33241, "Y2": 0.704, "X3": 0.33102, "Y3": 0.7168, "X4": 0.29903, "Y4": 0.7168, "page": 0, "Index": 367}, {"Word": "purely", "Confidence": 0.976, "X1": 0.33658, "Y1": 0.7042, "X2": 0.38248, "Y2": 0.704, "X3": 0.38248, "Y3": 0.7168, "X4": 0.33658, "Y4": 0.7168, "page": 0, "Index": 368}, {"Word": "for", "Confidence": 0.998, "X1": 0.38665, "Y1": 0.7042, "X2": 0.40612, "Y2": 0.704, "X3": 0.40612, "Y3": 0.7168, "X4": 0.38526, "Y4": 0.7168, "page": 0, "Index": 369}, {"Word": "its", "Confidence": 0.998, "X1": 0.41029, "Y1": 0.7052, "X2": 0.42976, "Y2": 0.705, "X3": 0.42837, "Y3": 0.7168, "X4": 0.4089, "Y4": 0.7168, "page": 0, "Index": 370}, {"Word": "gives", "Confidence": 0.996, "X1": 0.53268, "Y1": 0.7032, "X2": 0.56467, "Y2": 0.703, "X3": 0.56467, "Y3": 0.7168, "X4": 0.53129, "Y4": 0.7168, "page": 0, "Index": 371}, {"Word": "sufficient", "Confidence": 0.964, "X1": 0.56885, "Y1": 0.7032, "X2": 0.63421, "Y2": 0.703, "X3": 0.63282, "Y3": 0.7168, "X4": 0.56745, "Y4": 0.7168, "page": 0, "Index": 372}, {"Word": "background", "Confidence": 0.991, "X1": 0.63839, "Y1": 0.7032, "X2": 0.72045, "Y2": 0.703, "X3": 0.71905, "Y3": 0.7158, "X4": 0.637, "Y4": 0.7168, "page": 0, "Index": 373}, {"Word": "to", "Confidence": 0.997, "X1": 0.72323, "Y1": 0.7032, "X2": 0.73853, "Y2": 0.703, "X3": 0.73713, "Y3": 0.7158, "X4": 0.72323, "Y4": 0.7158, "page": 0, "Index": 374}, {"Word": "current", "Confidence": 0.796, "X1": 0.74131, "Y1": 0.7032, "X2": 0.79416, "Y2": 0.703, "X3": 0.79277, "Y3": 0.7168, "X4": 0.74131, "Y4": 0.7158, "page": 0, "Index": 375}, {"Word": "and", "Confidence": 0.998, "X1": 0.79694, "Y1": 0.7032, "X2": 0.82337, "Y2": 0.703, "X3": 0.82197, "Y3": 0.7168, "X4": 0.79694, "Y4": 0.7168, "page": 0, "Index": 376}, {"Word": "potential", "Confidence": 0.967, "X1": 0.82615, "Y1": 0.7042, "X2": 0.8943, "Y2": 0.704, "X3": 0.8943, "Y3": 0.7168, "X4": 0.82615, "Y4": 0.7168, "page": 0, "Index": 377}, {"Word": "decorative", "Confidence": 0.968, "X1": 0.12239, "Y1": 0.7182, "X2": 0.19332, "Y2": 0.718, "X3": 0.19332, "Y3": 0.7308, "X4": 0.12239, "Y4": 0.7318, "page": 0, "Index": 378}, {"Word": "effects,", "Confidence": 0.663, "X1": 0.1975, "Y1": 0.7182, "X2": 0.24896, "Y2": 0.718, "X3": 0.24896, "Y3": 0.7308, "X4": 0.1975, "Y4": 0.7308, "page": 0, "Index": 379}, {"Word": "metallised", "Confidence": 0.96, "X1": 0.25174, "Y1": 0.7182, "X2": 0.32128, "Y2": 0.718, "X3": 0.32128, "Y3": 0.7308, "X4": 0.25174, "Y4": 0.7308, "page": 0, "Index": 380}, {"Word": "PVC", "Confidence": 0.997, "X1": 0.32406, "Y1": 0.7182, "X2": 0.35605, "Y2": 0.718, "X3": 0.35605, "Y3": 0.7308, "X4": 0.32406, "Y4": 0.7308, "page": 0, "Index": 381}, {"Word": "is", "Confidence": 0.966, "X1": 0.36022, "Y1": 0.7182, "X2": 0.37135, "Y2": 0.718, "X3": 0.37135, "Y3": 0.7308, "X4": 0.36022, "Y4": 0.7308, "page": 0, "Index": 382}, {"Word": "available", "Confidence": 0.955, "X1": 0.37413, "Y1": 0.7182, "X2": 0.43533, "Y2": 0.718, "X3": 0.43533, "Y3": 0.7308, "X4": 0.37413, "Y4": 0.7308, "page": 0, "Index": 383}, {"Word": "in", "Confidence": 0.997, "X1": 0.43811, "Y1": 0.7182, "X2": 0.45341, "Y2": 0.718, "X3": 0.45341, "Y3": 0.7308, "X4": 0.43811, "Y4": 0.7308, "page": 0, "Index": 384}, {"Word": "users", "Confidence": 0.994, "X1": 0.53268, "Y1": 0.7182, "X2": 0.56745, "Y2": 0.718, "X3": 0.56606, "Y3": 0.7308, "X4": 0.53268, "Y4": 0.7308, "page": 0, "Index": 385}, {"Word": "of", "Confidence": 0.994, "X1": 0.57024, "Y1": 0.7182, "X2": 0.58554, "Y2": 0.718, "X3": 0.58414, "Y3": 0.7308, "X4": 0.57024, "Y4": 0.7308, "page": 0, "Index": 386}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.58832, "Y1": 0.7172, "X2": 0.65925, "Y2": 0.717, "X3": 0.65925, "Y3": 0.7308, "X4": 0.58832, "Y4": 0.7308, "page": 0, "Index": 387}, {"Word": "materials", "Confidence": 0.949, "X1": 0.66342, "Y1": 0.7172, "X2": 0.72601, "Y2": 0.717, "X3": 0.72601, "Y3": 0.7298, "X4": 0.66342, "Y4": 0.7308, "page": 0, "Index": 388}, {"Word": "to", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.7172, "X2": 0.74409, "Y2": 0.717, "X3": 0.74409, "Y3": 0.7298, "X4": 0.72879, "Y4": 0.7298, "page": 0, "Index": 389}, {"Word": "stimulate", "Confidence": 0.812, "X1": 0.74826, "Y1": 0.7172, "X2": 0.81363, "Y2": 0.717, "X3": 0.81224, "Y3": 0.7308, "X4": 0.74687, "Y4": 0.7298, "page": 0, "Index": 390}, {"Word": "their", "Confidence": 0.971, "X1": 0.81641, "Y1": 0.7182, "X2": 0.84979, "Y2": 0.718, "X3": 0.8484, "Y3": 0.7308, "X4": 0.81641, "Y4": 0.7308, "page": 0, "Index": 391}, {"Word": "use", "Confidence": 0.998, "X1": 0.85257, "Y1": 0.7192, "X2": 0.88039, "Y2": 0.719, "X3": 0.879, "Y3": 0.7308, "X4": 0.85257, "Y4": 0.7308, "page": 0, "Index": 392}, {"Word": "thicknesses", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.7322, "X2": 0.20028, "Y2": 0.732, "X3": 0.20028, "Y3": 0.7448, "X4": 0.12378, "Y4": 0.7448, "page": 0, "Index": 393}, {"Word": "from", "Confidence": 0.955, "X1": 0.20306, "Y1": 0.7322, "X2": 0.23505, "Y2": 0.732, "X3": 0.23505, "Y3": 0.7448, "X4": 0.20306, "Y4": 0.7448, "page": 0, "Index": 394}, {"Word": "15", "Confidence": 0.997, "X1": 0.24339, "Y1": 0.7322, "X2": 0.26008, "Y2": 0.732, "X3": 0.26008, "Y3": 0.7448, "X4": 0.242, "Y4": 0.7448, "page": 0, "Index": 395}, {"Word": "to", "Confidence": 0.998, "X1": 0.26426, "Y1": 0.7322, "X2": 0.27816, "Y2": 0.732, "X3": 0.27816, "Y3": 0.7448, "X4": 0.26426, "Y4": 0.7448, "page": 0, "Index": 396}, {"Word": "500", "Confidence": 0.998, "X1": 0.28234, "Y1": 0.7322, "X2": 0.31015, "Y2": 0.732, "X3": 0.30876, "Y3": 0.7448, "X4": 0.28234, "Y4": 0.7448, "page": 0, "Index": 397}, {"Word": "um.", "Confidence": 0.632, "X1": 0.31293, "Y1": 0.7322, "X2": 0.34075, "Y2": 0.732, "X3": 0.33936, "Y3": 0.7448, "X4": 0.31293, "Y4": 0.7448, "page": 0, "Index": 398}, {"Word": "Principally", "Confidence": 0.798, "X1": 0.34353, "Y1": 0.7322, "X2": 0.41725, "Y2": 0.732, "X3": 0.41725, "Y3": 0.7448, "X4": 0.34353, "Y4": 0.7448, "page": 0, "Index": 399}, {"Word": "used", "Confidence": 0.987, "X1": 0.42142, "Y1": 0.7322, "X2": 0.45341, "Y2": 0.732, "X3": 0.45341, "Y3": 0.7458, "X4": 0.42142, "Y4": 0.7448, "page": 0, "Index": 400}, {"Word": "for", "Confidence": 0.998, "X1": 0.45758, "Y1": 0.7322, "X2": 0.48261, "Y2": 0.732, "X3": 0.48122, "Y3": 0.7458, "X4": 0.45619, "Y4": 0.7458, "page": 0, "Index": 401}, {"Word": "and", "Confidence": 0.998, "X1": 0.53268, "Y1": 0.7302, "X2": 0.55772, "Y2": 0.73, "X3": 0.55633, "Y3": 0.7438, "X4": 0.53129, "Y4": 0.7438, "page": 0, "Index": 402}, {"Word": "development.", "Confidence": 0.586, "X1": 0.56189, "Y1": 0.7312, "X2": 0.65786, "Y2": 0.731, "X3": 0.65786, "Y3": 0.7458, "X4": 0.5605, "Y4": 0.7438, "page": 0, "Index": 403}, {"Word": "Christmas", "Confidence": 0.949, "X1": 0.12378, "Y1": 0.7462, "X2": 0.19193, "Y2": 0.746, "X3": 0.19193, "Y3": 0.7598, "X4": 0.12378, "Y4": 0.7588, "page": 0, "Index": 404}, {"Word": "and", "Confidence": 0.998, "X1": 0.19611, "Y1": 0.7462, "X2": 0.22114, "Y2": 0.746, "X3": 0.22114, "Y3": 0.7598, "X4": 0.19611, "Y4": 0.7598, "page": 0, "Index": 405}, {"Word": "tinsel", "Confidence": 0.996, "X1": 0.22531, "Y1": 0.7462, "X2": 0.26287, "Y2": 0.746, "X3": 0.26287, "Y3": 0.7598, "X4": 0.22531, "Y4": 0.7598, "page": 0, "Index": 406}, {"Word": "applications", "Confidence": 0.978, "X1": 0.26704, "Y1": 0.7462, "X2": 0.34771, "Y2": 0.746, "X3": 0.34771, "Y3": 0.7588, "X4": 0.26565, "Y4": 0.7598, "page": 0, "Index": 407}, {"Word": "in", "Confidence": 0.998, "X1": 0.35188, "Y1": 0.7462, "X2": 0.36718, "Y2": 0.746, "X3": 0.36579, "Y3": 0.7588, "X4": 0.35188, "Y4": 0.7588, "page": 0, "Index": 408}, {"Word": "thinner", "Confidence": 0.996, "X1": 0.36996, "Y1": 0.7462, "X2": 0.42281, "Y2": 0.746, "X3": 0.42142, "Y3": 0.7588, "X4": 0.36996, "Y4": 0.7588, "page": 0, "Index": 409}, {"Word": "15", "Confidence": 0.998, "X1": 0.42698, "Y1": 0.7462, "X2": 0.44228, "Y2": 0.746, "X3": 0.44089, "Y3": 0.7588, "X4": 0.42559, "Y4": 0.7588, "page": 0, "Index": 410}, {"Word": "and", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.7462, "X2": 0.47288, "Y2": 0.746, "X3": 0.47288, "Y3": 0.7588, "X4": 0.44506, "Y4": 0.7588, "page": 0, "Index": 411}, {"Word": "35", "Confidence": 0.991, "X1": 0.12517, "Y1": 0.7592, "X2": 0.14186, "Y2": 0.759, "X3": 0.14047, "Y3": 0.7718, "X4": 0.12378, "Y4": 0.7718, "page": 0, "Index": 412}, {"Word": "um", "Confidence": 0.605, "X1": 0.14465, "Y1": 0.7592, "X2": 0.1669, "Y2": 0.759, "X3": 0.16551, "Y3": 0.7728, "X4": 0.14325, "Y4": 0.7718, "page": 0, "Index": 413}, {"Word": "gauges,", "Confidence": 0.958, "X1": 0.17246, "Y1": 0.7602, "X2": 0.22114, "Y2": 0.76, "X3": 0.22114, "Y3": 0.7728, "X4": 0.17246, "Y4": 0.7728, "page": 0, "Index": 414}, {"Word": "this", "Confidence": 0.989, "X1": 0.22531, "Y1": 0.7602, "X2": 0.25035, "Y2": 0.76, "X3": 0.24896, "Y3": 0.7728, "X4": 0.22392, "Y4": 0.7728, "page": 0, "Index": 415}, {"Word": "visual", "Confidence": 0.898, "X1": 0.25313, "Y1": 0.7602, "X2": 0.29346, "Y2": 0.76, "X3": 0.29207, "Y3": 0.7728, "X4": 0.25174, "Y4": 0.7728, "page": 0, "Index": 416}, {"Word": "appeal", "Confidence": 0.919, "X1": 0.29624, "Y1": 0.7602, "X2": 0.34075, "Y2": 0.76, "X3": 0.33936, "Y3": 0.7728, "X4": 0.29485, "Y4": 0.7728, "page": 0, "Index": 417}, {"Word": "is", "Confidence": 0.997, "X1": 0.34353, "Y1": 0.7602, "X2": 0.35605, "Y2": 0.76, "X3": 0.35466, "Y3": 0.7728, "X4": 0.34353, "Y4": 0.7728, "page": 0, "Index": 418}, {"Word": "also", "Confidence": 0.622, "X1": 0.35883, "Y1": 0.7602, "X2": 0.38665, "Y2": 0.76, "X3": 0.38526, "Y3": 0.7728, "X4": 0.35883, "Y4": 0.7728, "page": 0, "Index": 419}, {"Word": "carried", "Confidence": 0.991, "X1": 0.38943, "Y1": 0.7602, "X2": 0.43811, "Y2": 0.76, "X3": 0.43672, "Y3": 0.7718, "X4": 0.38804, "Y4": 0.7728, "page": 0, "Index": 420}, {"Word": "over", "Confidence": 0.987, "X1": 0.44089, "Y1": 0.7602, "X2": 0.47427, "Y2": 0.76, "X3": 0.47288, "Y3": 0.7718, "X4": 0.4395, "Y4": 0.7718, "page": 0, "Index": 421}, {"Word": "in", "Confidence": 0.975, "X1": 0.12517, "Y1": 0.7732, "X2": 0.13769, "Y2": 0.773, "X3": 0.13769, "Y3": 0.7868, "X4": 0.12378, "Y4": 0.7868, "page": 0, "Index": 422}, {"Word": "the", "Confidence": 0.993, "X1": 0.14047, "Y1": 0.7732, "X2": 0.16412, "Y2": 0.773, "X3": 0.16412, "Y3": 0.7868, "X4": 0.14047, "Y4": 0.7868, "page": 0, "Index": 423}, {"Word": "single-ply", "Confidence": 0.933, "X1": 0.1669, "Y1": 0.7732, "X2": 0.23227, "Y2": 0.773, "X3": 0.23227, "Y3": 0.7858, "X4": 0.1669, "Y4": 0.7868, "page": 0, "Index": 424}, {"Word": "form,", "Confidence": 0.941, "X1": 0.23644, "Y1": 0.7742, "X2": 0.27538, "Y2": 0.774, "X3": 0.27538, "Y3": 0.7858, "X4": 0.23505, "Y4": 0.7858, "page": 0, "Index": 425}, {"Word": "or", "Confidence": 0.997, "X1": 0.27955, "Y1": 0.7742, "X2": 0.29485, "Y2": 0.774, "X3": 0.29485, "Y3": 0.7858, "X4": 0.27816, "Y4": 0.7858, "page": 0, "Index": 426}, {"Word": "as", "Confidence": 0.993, "X1": 0.29903, "Y1": 0.7742, "X2": 0.31154, "Y2": 0.774, "X3": 0.31154, "Y3": 0.7858, "X4": 0.29764, "Y4": 0.7858, "page": 0, "Index": 427}, {"Word": "when", "Confidence": 0.982, "X1": 0.31572, "Y1": 0.7742, "X2": 0.35327, "Y2": 0.774, "X3": 0.35188, "Y3": 0.7858, "X4": 0.31433, "Y4": 0.7858, "page": 0, "Index": 428}, {"Word": "laminated", "Confidence": 0.8, "X1": 0.35605, "Y1": 0.7742, "X2": 0.42559, "Y2": 0.774, "X3": 0.4242, "Y3": 0.7868, "X4": 0.35605, "Y4": 0.7858, "page": 0, "Index": 429}, {"Word": "to", "Confidence": 0.998, "X1": 0.42837, "Y1": 0.7742, "X2": 0.44367, "Y2": 0.774, "X3": 0.44367, "Y3": 0.7868, "X4": 0.42837, "Y4": 0.7868, "page": 0, "Index": 430}, {"Word": "board,", "Confidence": 0.77, "X1": 0.44784, "Y1": 0.7732, "X2": 0.49513, "Y2": 0.773, "X3": 0.49374, "Y3": 0.7868, "X4": 0.44645, "Y4": 0.7868, "page": 0, "Index": 431}, {"Word": "for", "Confidence": 0.997, "X1": 0.12517, "Y1": 0.7872, "X2": 0.14604, "Y2": 0.787, "X3": 0.14465, "Y3": 0.8008, "X4": 0.12517, "Y4": 0.8008, "page": 0, "Index": 432}, {"Word": "gift", "Confidence": 0.958, "X1": 0.14882, "Y1": 0.7872, "X2": 0.17246, "Y2": 0.787, "X3": 0.17246, "Y3": 0.8008, "X4": 0.14882, "Y4": 0.8008, "page": 0, "Index": 433}, {"Word": "packaging", "Confidence": 0.994, "X1": 0.17663, "Y1": 0.7872, "X2": 0.24618, "Y2": 0.787, "X3": 0.24478, "Y3": 0.7998, "X4": 0.17663, "Y4": 0.8008, "page": 0, "Index": 434}, {"Word": "and", "Confidence": 0.985, "X1": 0.25035, "Y1": 0.7872, "X2": 0.27399, "Y2": 0.787, "X3": 0.27399, "Y3": 0.7998, "X4": 0.24896, "Y4": 0.7998, "page": 0, "Index": 435}, {"Word": "as", "Confidence": 0.97, "X1": 0.27816, "Y1": 0.7872, "X2": 0.29207, "Y2": 0.787, "X3": 0.29068, "Y3": 0.7998, "X4": 0.27816, "Y4": 0.7998, "page": 0, "Index": 436}, {"Word": "self", "Confidence": 0.614, "X1": 0.29485, "Y1": 0.7872, "X2": 0.31989, "Y2": 0.787, "X3": 0.31989, "Y3": 0.7998, "X4": 0.29485, "Y4": 0.7998, "page": 0, "Index": 437}, {"Word": "adhesive", "Confidence": 0.972, "X1": 0.32406, "Y1": 0.7872, "X2": 0.38108, "Y2": 0.787, "X3": 0.37969, "Y3": 0.7998, "X4": 0.32267, "Y4": 0.7998, "page": 0, "Index": 438}, {"Word": "tapes.", "Confidence": 0.934, "X1": 0.38526, "Y1": 0.7872, "X2": 0.42698, "Y2": 0.787, "X3": 0.42559, "Y3": 0.7998, "X4": 0.38387, "Y4": 0.7998, "page": 0, "Index": 439}, {"Word": "The", "Confidence": 0.998, "X1": 0.42976, "Y1": 0.7872, "X2": 0.46036, "Y2": 0.787, "X3": 0.45897, "Y3": 0.7998, "X4": 0.42976, "Y4": 0.7998, "page": 0, "Index": 440}, {"Word": "thicker", "Confidence": 0.958, "X1": 0.12517, "Y1": 0.8002, "X2": 0.17524, "Y2": 0.8, "X3": 0.17385, "Y3": 0.8128, "X4": 0.12517, "Y4": 0.8128, "page": 0, "Index": 441}, {"Word": "125,", "Confidence": 0.85, "X1": 0.17803, "Y1": 0.8002, "X2": 0.21001, "Y2": 0.8, "X3": 0.20862, "Y3": 0.8128, "X4": 0.17803, "Y4": 0.8128, "page": 0, "Index": 442}, {"Word": "250", "Confidence": 0.994, "X1": 0.2128, "Y1": 0.8002, "X2": 0.23922, "Y2": 0.8, "X3": 0.23922, "Y3": 0.8128, "X4": 0.2128, "Y4": 0.8128, "page": 0, "Index": 443}, {"Word": "and", "Confidence": 0.901, "X1": 0.24339, "Y1": 0.8002, "X2": 0.26843, "Y2": 0.8, "X3": 0.26704, "Y3": 0.8128, "X4": 0.242, "Y4": 0.8128, "page": 0, "Index": 444}, {"Word": "500", "Confidence": 0.995, "X1": 0.27121, "Y1": 0.8002, "X2": 0.29903, "Y2": 0.8, "X3": 0.29764, "Y3": 0.8128, "X4": 0.27121, "Y4": 0.8128, "page": 0, "Index": 445}, {"Word": "um", "Confidence": 0.793, "X1": 0.30181, "Y1": 0.8002, "X2": 0.32406, "Y2": 0.8, "X3": 0.32267, "Y3": 0.8128, "X4": 0.30181, "Y4": 0.8128, "page": 0, "Index": 446}, {"Word": "gauges", "Confidence": 0.956, "X1": 0.32823, "Y1": 0.8012, "X2": 0.37552, "Y2": 0.801, "X3": 0.37413, "Y3": 0.8138, "X4": 0.32823, "Y4": 0.8128, "page": 0, "Index": 447}, {"Word": "are", "Confidence": 0.998, "X1": 0.3783, "Y1": 0.8012, "X2": 0.39917, "Y2": 0.801, "X3": 0.39777, "Y3": 0.8138, "X4": 0.3783, "Y4": 0.8138, "page": 0, "Index": 448}, {"Word": "primarily", "Confidence": 0.993, "X1": 0.40195, "Y1": 0.8022, "X2": 0.46871, "Y2": 0.802, "X3": 0.46732, "Y3": 0.8138, "X4": 0.40195, "Y4": 0.8138, "page": 0, "Index": 449}, {"Word": "used", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.8152, "X2": 0.15577, "Y2": 0.815, "X3": 0.15577, "Y3": 0.8268, "X4": 0.12378, "Y4": 0.8278, "page": 0, "Index": 450}, {"Word": "for", "Confidence": 0.994, "X1": 0.15994, "Y1": 0.8142, "X2": 0.17942, "Y2": 0.814, "X3": 0.17942, "Y3": 0.8268, "X4": 0.15994, "Y4": 0.8268, "page": 0, "Index": 451}, {"Word": "vacuum", "Confidence": 0.935, "X1": 0.18359, "Y1": 0.8142, "X2": 0.23505, "Y2": 0.814, "X3": 0.23366, "Y3": 0.8268, "X4": 0.18359, "Y4": 0.8268, "page": 0, "Index": 452}, {"Word": "forming", "Confidence": 0.996, "X1": 0.242, "Y1": 0.8142, "X2": 0.29624, "Y2": 0.814, "X3": 0.29624, "Y3": 0.8268, "X4": 0.242, "Y4": 0.8268, "page": 0, "Index": 453}, {"Word": "into", "Confidence": 0.982, "X1": 0.30042, "Y1": 0.8142, "X2": 0.32823, "Y2": 0.814, "X3": 0.32823, "Y3": 0.8268, "X4": 0.30042, "Y4": 0.8268, "page": 0, "Index": 454}, {"Word": "chocolate", "Confidence": 0.955, "X1": 0.33241, "Y1": 0.8142, "X2": 0.39917, "Y2": 0.814, "X3": 0.39777, "Y3": 0.8268, "X4": 0.33102, "Y4": 0.8268, "page": 0, "Index": 455}, {"Word": "box", "Confidence": 0.998, "X1": 0.40195, "Y1": 0.8152, "X2": 0.42976, "Y2": 0.815, "X3": 0.42837, "Y3": 0.8268, "X4": 0.40195, "Y4": 0.8268, "page": 0, "Index": 456}, {"Word": "trays", "Confidence": 0.997, "X1": 0.43255, "Y1": 0.8152, "X2": 0.47288, "Y2": 0.815, "X3": 0.47149, "Y3": 0.8268, "X4": 0.43255, "Y4": 0.8268, "page": 0, "Index": 457}, {"Word": "and", "Confidence": 0.993, "X1": 0.12517, "Y1": 0.8282, "X2": 0.14882, "Y2": 0.828, "X3": 0.14882, "Y3": 0.8408, "X4": 0.12517, "Y4": 0.8408, "page": 0, "Index": 458}, {"Word": "cosmetic", "Confidence": 0.994, "X1": 0.15299, "Y1": 0.8272, "X2": 0.21419, "Y2": 0.827, "X3": 0.21419, "Y3": 0.8408, "X4": 0.15299, "Y4": 0.8408, "page": 0, "Index": 459}, {"Word": "packaging.", "Confidence": 0.949, "X1": 0.21836, "Y1": 0.8282, "X2": 0.29068, "Y2": 0.828, "X3": 0.29068, "Y3": 0.8418, "X4": 0.21836, "Y4": 0.8408, "page": 0, "Index": 460}, {"Word": "A", "Confidence": 0.995, "X1": 0.12517, "Y1": 0.8542, "X2": 0.1363, "Y2": 0.854, "X3": 0.1363, "Y3": 0.8678, "X4": 0.12517, "Y4": 0.8678, "page": 0, "Index": 461}, {"Word": "unique", "Confidence": 0.995, "X1": 0.14047, "Y1": 0.8542, "X2": 0.18776, "Y2": 0.854, "X3": 0.18776, "Y3": 0.8678, "X4": 0.13908, "Y4": 0.8678, "page": 0, "Index": 462}, {"Word": "use", "Confidence": 0.998, "X1": 0.19193, "Y1": 0.8542, "X2": 0.21419, "Y2": 0.854, "X3": 0.21419, "Y3": 0.8668, "X4": 0.19054, "Y4": 0.8678, "page": 0, "Index": 463}, {"Word": "for", "Confidence": 0.998, "X1": 0.21836, "Y1": 0.8542, "X2": 0.23922, "Y2": 0.854, "X3": 0.23783, "Y3": 0.8668, "X4": 0.21697, "Y4": 0.8668, "page": 0, "Index": 464}, {"Word": "this", "Confidence": 0.987, "X1": 0.242, "Y1": 0.8542, "X2": 0.26982, "Y2": 0.854, "X3": 0.26843, "Y3": 0.8668, "X4": 0.242, "Y4": 0.8668, "page": 0, "Index": 465}, {"Word": "material", "Confidence": 0.991, "X1": 0.2726, "Y1": 0.8542, "X2": 0.32823, "Y2": 0.854, "X3": 0.32823, "Y3": 0.8668, "X4": 0.2726, "Y4": 0.8668, "page": 0, "Index": 466}, {"Word": "is", "Confidence": 0.998, "X1": 0.33241, "Y1": 0.8542, "X2": 0.34353, "Y2": 0.854, "X3": 0.34214, "Y3": 0.8668, "X4": 0.33241, "Y4": 0.8668, "page": 0, "Index": 467}, {"Word": "in", "Confidence": 0.994, "X1": 0.34771, "Y1": 0.8542, "X2": 0.36161, "Y2": 0.854, "X3": 0.36161, "Y3": 0.8668, "X4": 0.34631, "Y4": 0.8668, "page": 0, "Index": 468}, {"Word": "the", "Confidence": 0.998, "X1": 0.36579, "Y1": 0.8542, "X2": 0.38665, "Y2": 0.854, "X3": 0.38665, "Y3": 0.8668, "X4": 0.36439, "Y4": 0.8668, "page": 0, "Index": 469}, {"Word": "production", "Confidence": 0.95, "X1": 0.39082, "Y1": 0.8542, "X2": 0.4701, "Y2": 0.854, "X3": 0.46871, "Y3": 0.8678, "X4": 0.39082, "Y4": 0.8668, "page": 0, "Index": 470}, {"Word": "of", "Confidence": 0.998, "X1": 0.12656, "Y1": 0.8682, "X2": 0.13908, "Y2": 0.868, "X3": 0.13908, "Y3": 0.8808, "X4": 0.12656, "Y4": 0.8808, "page": 0, "Index": 471}, {"Word": "metallic", "Confidence": 0.974, "X1": 0.14325, "Y1": 0.8682, "X2": 0.1975, "Y2": 0.868, "X3": 0.1975, "Y3": 0.8808, "X4": 0.14325, "Y4": 0.8808, "page": 0, "Index": 472}, {"Word": "effect", "Confidence": 0.955, "X1": 0.20167, "Y1": 0.8682, "X2": 0.242, "Y2": 0.868, "X3": 0.24061, "Y3": 0.8808, "X4": 0.20167, "Y4": 0.8808, "page": 0, "Index": 473}, {"Word": "promotional", "Confidence": 0.978, "X1": 0.24478, "Y1": 0.8692, "X2": 0.33241, "Y2": 0.869, "X3": 0.33102, "Y3": 0.8808, "X4": 0.24478, "Y4": 0.8808, "page": 0, "Index": 474}, {"Word": "records,", "Confidence": 0.943, "X1": 0.33519, "Y1": 0.8692, "X2": 0.39082, "Y2": 0.869, "X3": 0.38943, "Y3": 0.8818, "X4": 0.3338, "Y4": 0.8808, "page": 0, "Index": 475}, {"Word": "where", "Confidence": 0.991, "X1": 0.3936, "Y1": 0.8702, "X2": 0.43533, "Y2": 0.87, "X3": 0.43394, "Y3": 0.8818, "X4": 0.39221, "Y4": 0.8818, "page": 0, "Index": 476}, {"Word": "stereo-", "Confidence": 0.948, "X1": 0.43811, "Y1": 0.8702, "X2": 0.48818, "Y2": 0.87, "X3": 0.48679, "Y3": 0.8818, "X4": 0.43672, "Y4": 0.8818, "page": 0, "Index": 477}, {"Word": "phonic", "Confidence": 0.994, "X1": 0.12517, "Y1": 0.8822, "X2": 0.17246, "Y2": 0.882, "X3": 0.17107, "Y3": 0.8958, "X4": 0.12517, "Y4": 0.8958, "page": 0, "Index": 478}, {"Word": "reproducibility", "Confidence": 0.305, "X1": 0.17524, "Y1": 0.8822, "X2": 0.27955, "Y2": 0.882, "X3": 0.27816, "Y3": 0.8958, "X4": 0.17524, "Y4": 0.8958, "page": 0, "Index": 479}, {"Word": "is", "Confidence": 0.998, "X1": 0.28234, "Y1": 0.8822, "X2": 0.29346, "Y2": 0.882, "X3": 0.29346, "Y3": 0.8958, "X4": 0.28234, "Y4": 0.8958, "page": 0, "Index": 480}, {"Word": "excellent.", "Confidence": 0.944, "X1": 0.29764, "Y1": 0.8832, "X2": 0.36579, "Y2": 0.883, "X3": 0.36579, "Y3": 0.8948, "X4": 0.29624, "Y4": 0.8958, "page": 0, "Index": 481}, {"Word": "3.2.5", "Confidence": 0.996, "X1": 0.15299, "Y1": 0.9092, "X2": 0.18637, "Y2": 0.909, "X3": 0.18498, "Y3": 0.9218, "X4": 0.1516, "Y4": 0.9218, "page": 0, "Index": 482}, {"Word": "Miscellaneous", "Confidence": 0.882, "X1": 0.19054, "Y1": 0.9102, "X2": 0.28512, "Y2": 0.91, "X3": 0.28373, "Y3": 0.9218, "X4": 0.18915, "Y4": 0.9218, "page": 0, "Index": 483}, {"Word": "films", "Confidence": 0.856, "X1": 0.2879, "Y1": 0.9112, "X2": 0.32545, "Y2": 0.911, "X3": 0.32406, "Y3": 0.9218, "X4": 0.28651, "Y4": 0.9218, "page": 0, "Index": 484}, {"Word": "Metallised", "Confidence": 0.967, "X1": 0.12656, "Y1": 0.9232, "X2": 0.19332, "Y2": 0.923, "X3": 0.19193, "Y3": 0.9358, "X4": 0.12517, "Y4": 0.9368, "page": 0, "Index": 485}, {"Word": "polycarbonate", "Confidence": 0.886, "X1": 0.1975, "Y1": 0.9232, "X2": 0.29624, "Y2": 0.923, "X3": 0.29485, "Y3": 0.9358, "X4": 0.19611, "Y4": 0.9358, "page": 0, "Index": 486}, {"Word": "is", "Confidence": 0.996, "X1": 0.29903, "Y1": 0.9232, "X2": 0.31015, "Y2": 0.923, "X3": 0.30876, "Y3": 0.9358, "X4": 0.29764, "Y4": 0.9358, "page": 0, "Index": 487}, {"Word": "used", "Confidence": 0.988, "X1": 0.31293, "Y1": 0.9232, "X2": 0.34492, "Y2": 0.923, "X3": 0.34353, "Y3": 0.9358, "X4": 0.31154, "Y4": 0.9358, "page": 0, "Index": 488}, {"Word": "in", "Confidence": 0.998, "X1": 0.3491, "Y1": 0.9232, "X2": 0.363, "Y2": 0.923, "X3": 0.36161, "Y3": 0.9358, "X4": 0.34771, "Y4": 0.9358, "page": 0, "Index": 489}, {"Word": "some", "Confidence": 0.846, "X1": 0.36579, "Y1": 0.9232, "X2": 0.40195, "Y2": 0.923, "X3": 0.40056, "Y3": 0.9358, "X4": 0.36439, "Y4": 0.9358, "page": 0, "Index": 490}, {"Word": "capacitors", "Confidence": 0.991, "X1": 0.40612, "Y1": 0.9232, "X2": 0.47844, "Y2": 0.923, "X3": 0.47705, "Y3": 0.9358, "X4": 0.40473, "Y4": 0.9358, "page": 0, "Index": 491}, {"Word": "applications,", "Confidence": 0.797, "X1": 0.20723, "Y1": 0.9372, "X2": 0.29485, "Y2": 0.937, "X3": 0.29485, "Y3": 0.9478, "X4": 0.20723, "Y4": 0.9488, "page": 0, "Index": 492}, {"Word": "metallised", "Confidence": 0.945, "X1": 0.29903, "Y1": 0.9372, "X2": 0.36857, "Y2": 0.937, "X3": 0.36718, "Y3": 0.9478, "X4": 0.29764, "Y4": 0.9478, "page": 0, "Index": 493}, {"Word": "and", "Confidence": 0.996, "X1": 0.12517, "Y1": 0.9382, "X2": 0.15021, "Y2": 0.938, "X3": 0.15021, "Y3": 0.9498, "X4": 0.12517, "Y4": 0.9498, "page": 0, "Index": 494}, {"Word": "graphic", "Confidence": 0.683, "X1": 0.15299, "Y1": 0.9372, "X2": 0.20445, "Y2": 0.937, "X3": 0.20445, "Y3": 0.9488, "X4": 0.15299, "Y4": 0.9498, "page": 0, "Index": 495}, {"Word": "cellulose", "Confidence": 0.67, "X1": 0.37274, "Y1": 0.9372, "X2": 0.43255, "Y2": 0.937, "X3": 0.43115, "Y3": 0.9488, "X4": 0.37135, "Y4": 0.9478, "page": 0, "Index": 496}, {"Word": "acetate", "Confidence": 0.929, "X1": 0.43533, "Y1": 0.9372, "X2": 0.48679, "Y2": 0.937, "X3": 0.4854, "Y3": 0.9488, "X4": 0.43394, "Y4": 0.9488, "page": 0, "Index": 497}, {"Word": "for", "Confidence": 0.994, "X1": 0.12378, "Y1": 0.9512, "X2": 0.14465, "Y2": 0.951, "X3": 0.14465, "Y3": 0.9628, "X4": 0.12378, "Y4": 0.9628, "page": 0, "Index": 498}, {"Word": "some", "Confidence": 0.981, "X1": 0.14743, "Y1": 0.9512, "X2": 0.18359, "Y2": 0.951, "X3": 0.18359, "Y3": 0.9628, "X4": 0.14743, "Y4": 0.9628, "page": 0, "Index": 499}, {"Word": "display", "Confidence": 0.685, "X1": 0.18637, "Y1": 0.9512, "X2": 0.23644, "Y2": 0.951, "X3": 0.23644, "Y3": 0.9628, "X4": 0.18637, "Y4": 0.9628, "page": 0, "Index": 500}, {"Word": "presentation", "Confidence": 0.906, "X1": 0.24061, "Y1": 0.9512, "X2": 0.32823, "Y2": 0.951, "X3": 0.32684, "Y3": 0.9628, "X4": 0.23922, "Y4": 0.9628, "page": 0, "Index": 501}, {"Word": "and", "Confidence": 0.998, "X1": 0.33102, "Y1": 0.9512, "X2": 0.35605, "Y2": 0.951, "X3": 0.35605, "Y3": 0.9628, "X4": 0.33102, "Y4": 0.9628, "page": 0, "Index": 502}, {"Word": "sequins,", "Confidence": 0.94, "X1": 0.36022, "Y1": 0.9512, "X2": 0.41446, "Y2": 0.951, "X3": 0.41446, "Y3": 0.9628, "X4": 0.35883, "Y4": 0.9628, "page": 0, "Index": 503}, {"Word": "polyimide", "Confidence": 0.908, "X1": 0.41864, "Y1": 0.9512, "X2": 0.48957, "Y2": 0.951, "X3": 0.48957, "Y3": 0.9628, "X4": 0.41725, "Y4": 0.9628, "page": 0, "Index": 504}, {"Word": "in", "Confidence": 0.996, "X1": 0.12517, "Y1": 0.9652, "X2": 0.13908, "Y2": 0.965, "X3": 0.13769, "Y3": 0.9768, "X4": 0.12378, "Y4": 0.9768, "page": 0, "Index": 505}, {"Word": "outer", "Confidence": 0.955, "X1": 0.14186, "Y1": 0.9652, "X2": 0.17942, "Y2": 0.965, "X3": 0.17803, "Y3": 0.9768, "X4": 0.14047, "Y4": 0.9768, "page": 0, "Index": 506}, {"Word": "space", "Confidence": 0.993, "X1": 0.1822, "Y1": 0.9642, "X2": 0.21975, "Y2": 0.964, "X3": 0.21975, "Y3": 0.9768, "X4": 0.18081, "Y4": 0.9768, "page": 0, "Index": 507}, {"Word": "applications-usually", "Confidence": 0.818, "X1": 0.22392, "Y1": 0.9642, "X2": 0.36718, "Y2": 0.964, "X3": 0.36579, "Y3": 0.9758, "X4": 0.22253, "Y4": 0.9768, "page": 0, "Index": 508}, {"Word": "metallised", "Confidence": 0.803, "X1": 0.36996, "Y1": 0.9642, "X2": 0.44089, "Y2": 0.964, "X3": 0.4395, "Y3": 0.9758, "X4": 0.36857, "Y4": 0.9758, "page": 0, "Index": 509}, {"Word": "with", "Confidence": 0.985, "X1": 0.44367, "Y1": 0.9642, "X2": 0.47705, "Y2": 0.964, "X3": 0.47566, "Y3": 0.9758, "X4": 0.44228, "Y4": 0.9758, "page": 0, "Index": 510}, {"Word": "100491271", "Confidence": 0.991, "X1": 0.96384, "Y1": 0.9842, "X2": 0.96662, "Y2": 0.984, "X3": 0.93046, "Y3": 0.9838, "X4": 0.92907, "Y4": 0.8658, "page": 0, "Index": 511}, {"Word": "pure", "Confidence": 0.981, "X1": 0.12517, "Y1": 0.9782, "X2": 0.15438, "Y2": 0.978, "X3": 0.15438, "Y3": 0.9918, "X4": 0.12517, "Y4": 0.9918, "page": 0, "Index": 512}, {"Word": "gold.", "Confidence": 0.955, "X1": 0.15855, "Y1": 0.9772, "X2": 0.19193, "Y2": 0.977, "X3": 0.19193, "Y3": 0.9918, "X4": 0.15855, "Y4": 0.9918, "page": 0, "Index": 513}, {"Word": "Nylon,", "Confidence": 0.807, "X1": 0.19611, "Y1": 0.9772, "X2": 0.24339, "Y2": 0.977, "X3": 0.24339, "Y3": 0.9908, "X4": 0.19611, "Y4": 0.9918, "page": 0, "Index": 514}, {"Word": "principally", "Confidence": 0.945, "X1": 0.24757, "Y1": 0.9772, "X2": 0.32267, "Y2": 0.977, "X3": 0.32128, "Y3": 0.9908, "X4": 0.24757, "Y4": 0.9908, "page": 0, "Index": 515}, {"Word": "because", "Confidence": 0.991, "X1": 0.32545, "Y1": 0.9772, "X2": 0.38108, "Y2": 0.977, "X3": 0.38108, "Y3": 0.9908, "X4": 0.32545, "Y4": 0.9908, "page": 0, "Index": 516}, {"Word": "of", "Confidence": 0.958, "X1": 0.38387, "Y1": 0.9772, "X2": 0.39777, "Y2": 0.977, "X3": 0.39777, "Y3": 0.9908, "X4": 0.38387, "Y4": 0.9908, "page": 0, "Index": 517}, {"Word": "unit", "Confidence": 0.983, "X1": 0.40195, "Y1": 0.9782, "X2": 0.43115, "Y2": 0.978, "X3": 0.42976, "Y3": 0.9908, "X4": 0.40195, "Y4": 0.9908, "page": 0, "Index": 518}, {"Word": "cost,", "Confidence": 0.846, "X1": 0.43394, "Y1": 0.9782, "X2": 0.46871, "Y2": 0.978, "X3": 0.46732, "Y3": 0.9908, "X4": 0.43394, "Y4": 0.9908, "page": 0, "Index": 519}, {"Word": "is", "Confidence": 0.937, "X1": 0.47149, "Y1": 0.9782, "X2": 0.48818, "Y2": 0.978, "X3": 0.48818, "Y3": 0.9908, "X4": 0.47149, "Y4": 0.9908, "page": 0, "Index": 520}]}
"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"
ffwp0205
4
{"lines_data": [{"Word": "casas, effective blanding of prelacquer systems to", "Confidence": 0.88743, "X1": 0.10848, "Y1": 0.0372, "X2": 0.44784, "Y2": 0.037, "X3": 0.44784, "Y3": 0.0518, "X4": 0.10848, "Y4": 0.0518, "page": 0}, {"Word": "From the foregoing it can be appreciated that bright-", "Confidence": 0.90856, "X1": 0.52156, "Y1": 0.0362, "X2": 0.89013, "Y2": 0.036, "X3": 0.89013, "Y3": 0.0498, "X4": 0.52156, "Y4": 0.0498, "page": 0}, {"Word": "provide the exact level of matting required. Fig 5", "Confidence": 0.91344, "X1": 0.10848, "Y1": 0.0522, "X2": 0.45341, "Y2": 0.052, "X3": 0.45341, "Y3": 0.0658, "X4": 0.10848, "Y4": 0.0668, "page": 0}, {"Word": "ness, where desired, is a function of paper surface", "Confidence": 0.95522, "X1": 0.52295, "Y1": 0.0502, "X2": 0.86787, "Y2": 0.05, "X3": 0.86787, "Y3": 0.0638, "X4": 0.52295, "Y4": 0.0648, "page": 0}, {"Word": "shows the construction of such a paper based on an", "Confidence": 0.9725, "X1": 0.10987, "Y1": 0.0672, "X2": 0.46592, "Y2": 0.067, "X3": 0.46592, "Y3": 0.0798, "X4": 0.10987, "Y4": 0.0798, "page": 0}, {"Word": "smoothness, but surface absorbency, coating type and", "Confidence": 0.92471, "X1": 0.51878, "Y1": 0.0652, "X2": 0.89986, "Y2": 0.065, "X3": 0.89986, "Y3": 0.0788, "X4": 0.51878, "Y4": 0.0798, "page": 0}, {"Word": "80 g/m2 clay coated label stock designed to provide", "Confidence": 0.92833, "X1": 0.10987, "Y1": 0.0802, "X2": 0.46732, "Y2": 0.08, "X3": 0.46732, "Y3": 0.0948, "X4": 0.10987, "Y4": 0.0938, "page": 0}, {"Word": "paper porosity also have an effect. The careful", "Confidence": 0.93288, "X1": 0.51878, "Y1": 0.0792, "X2": 0.84701, "Y2": 0.079, "X3": 0.84701, "Y3": 0.0918, "X4": 0.51878, "Y4": 0.0938, "page": 0}, {"Word": "selection and tight laboratory control of suitable", "Confidence": 0.94971, "X1": 0.52156, "Y1": 0.0932, "X2": 0.86092, "Y2": 0.093, "X3": 0.86092, "Y3": 0.1058, "X4": 0.52156, "Y4": 0.1068, "page": 0}, {"Word": "a brilliant label for conversion by litho, letterpress,", "Confidence": 0.83838, "X1": 0.10848, "Y1": 0.0952, "X2": 0.46592, "Y2": 0.095, "X3": 0.46592, "Y3": 0.1088, "X4": 0.10848, "Y4": 0.1078, "page": 0}, {"Word": "flexographic or gravure printing.", "Confidence": 0.9845, "X1": 0.10987, "Y1": 0.1092, "X2": 0.33658, "Y2": 0.109, "X3": 0.33658, "Y3": 0.1218, "X4": 0.10987, "Y4": 0.1218, "page": 0}, {"Word": "base papers, married to the use of the correct pre-", "Confidence": 0.9232, "X1": 0.52156, "Y1": 0.1072, "X2": 0.86787, "Y2": 0.107, "X3": 0.86787, "Y3": 0.1208, "X4": 0.52156, "Y4": 0.1208, "page": 0}, {"Word": "lacquer, is of vital importance to ensure the level of", "Confidence": 0.9611, "X1": 0.52156, "Y1": 0.1212, "X2": 0.88178, "Y2": 0.121, "X3": 0.88178, "Y3": 0.1338, "X4": 0.52156, "Y4": 0.1348, "page": 0}, {"Word": "The main intention in employing metallised papers is", "Confidence": 0.98, "X1": 0.10987, "Y1": 0.1352, "X2": 0.47705, "Y2": 0.135, "X3": 0.47705, "Y3": 0.1478, "X4": 0.10987, "Y4": 0.1468, "page": 0}, {"Word": "required brilliance and even surface of the finished", "Confidence": 0.91788, "X1": 0.52434, "Y1": 0.1352, "X2": 0.87761, "Y2": 0.135, "X3": 0.87761, "Y3": 0.1478, "X4": 0.52434, "Y4": 0.1488, "page": 0}, {"Word": "to simulate a metallic appearance with the best", "Confidence": 0.9575, "X1": 0.11127, "Y1": 0.1482, "X2": 0.43672, "Y2": 0.148, "X3": 0.43672, "Y3": 0.1608, "X4": 0.11127, "Y4": 0.1608, "page": 0}, {"Word": "product.", "Confidence": 0.827, "X1": 0.52295, "Y1": 0.1492, "X2": 0.58414, "Y2": 0.149, "X3": 0.58414, "Y3": 0.1608, "X4": 0.52295, "Y4": 0.1618, "page": 0}, {"Word": "possible economies. In simulating the metallic finish,", "Confidence": 0.89086, "X1": 0.10987, "Y1": 0.1622, "X2": 0.47705, "Y2": 0.162, "X3": 0.47705, "Y3": 0.1748, "X4": 0.10987, "Y4": 0.1748, "page": 0}, {"Word": "From all that has been said, it is now obvious that", "Confidence": 0.98182, "X1": 0.52156, "Y1": 0.1712, "X2": 0.87065, "Y2": 0.171, "X3": 0.87065, "Y3": 0.1848, "X4": 0.52156, "Y4": 0.1848, "page": 0}, {"Word": "other factors such as gas permeability, moisture", "Confidence": 0.92229, "X1": 0.11127, "Y1": 0.1762, "X2": 0.44089, "Y2": 0.176, "X3": 0.44089, "Y3": 0.1888, "X4": 0.11127, "Y4": 0.1888, "page": 0}, {"Word": "metallised papers should not be regardad strictly as", "Confidence": 0.87762, "X1": 0.52017, "Y1": 0.1862, "X2": 0.879, "Y2": 0.186, "X3": 0.879, "Y3": 0.1978, "X4": 0.52017, "Y4": 0.1988, "page": 0}, {"Word": "vapour transmission rate, etc, may have been", "Confidence": 0.92914, "X1": 0.11127, "Y1": 0.1902, "X2": 0.42142, "Y2": 0.19, "X3": 0.42142, "Y3": 0.2018, "X4": 0.11127, "Y4": 0.2028, "page": 0}, {"Word": "beneficially affected, but in the main it is the", "Confidence": 0.97478, "X1": 0.11127, "Y1": 0.2032, "X2": 0.42698, "Y2": 0.203, "X3": 0.42698, "Y3": 0.2158, "X4": 0.11127, "Y4": 0.2168, "page": 0}, {"Word": "papers, nor should they be regarded as aluminium foil", "Confidence": 0.94533, "X1": 0.52156, "Y1": 0.1982, "X2": 0.89847, "Y2": 0.198, "X3": 0.89847, "Y3": 0.2108, "X4": 0.52156, "Y4": 0.2128, "page": 0}, {"Word": "complexes.", "Confidence": 0.785, "X1": 0.52295, "Y1": 0.2132, "X2": 0.60223, "Y2": 0.213, "X3": 0.60223, "Y3": 0.2258, "X4": 0.52295, "Y4": 0.2258, "page": 0}, {"Word": "aesthetics of the product that stimulate its initial use,", "Confidence": 0.90044, "X1": 0.11127, "Y1": 0.2172, "X2": 0.47983, "Y2": 0.217, "X3": 0.47983, "Y3": 0.2308, "X4": 0.11127, "Y4": 0.2308, "page": 0}, {"Word": "other properties being developed by specialist", "Confidence": 0.91567, "X1": 0.11127, "Y1": 0.2312, "X2": 0.42976, "Y2": 0.231, "X3": 0.42976, "Y3": 0.2448, "X4": 0.11127, "Y4": 0.2448, "page": 0}, {"Word": "coatings as a result of experience and familiarisation", "Confidence": 0.95913, "X1": 0.11266, "Y1": 0.2452, "X2": 0.47288, "Y2": 0.245, "X3": 0.47288, "Y3": 0.2578, "X4": 0.11266, "Y4": 0.2578, "page": 0}, {"Word": "Metallised papers are available in reel and sheet form,", "Confidence": 0.87189, "X1": 0.52295, "Y1": 0.2372, "X2": 0.89152, "Y2": 0.237, "X3": 0.89152, "Y3": 0.2498, "X4": 0.52295, "Y4": 0.2488, "page": 0}, {"Word": "and should be stored and handled under exactly the", "Confidence": 0.97289, "X1": 0.52295, "Y1": 0.2512, "X2": 0.88595, "Y2": 0.251, "X3": 0.88734, "Y3": 0.2628, "X4": 0.52295, "Y4": 0.2638, "page": 0}, {"Word": "with the media.", "Confidence": 0.88033, "X1": 0.11127, "Y1": 0.2592, "X2": 0.22392, "Y2": 0.259, "X3": 0.22392, "Y3": 0.2708, "X4": 0.11127, "Y4": 0.2708, "page": 0}, {"Word": "same conditions as other paper stock, being mindful", "Confidence": 0.888, "X1": 0.52295, "Y1": 0.2642, "X2": 0.88456, "Y2": 0.264, "X3": 0.88456, "Y3": 0.2768, "X4": 0.52295, "Y4": 0.2778, "page": 0}, {"Word": "A wide range of finishes are available, dependent", "Confidence": 0.97425, "X1": 0.11127, "Y1": 0.2832, "X2": 0.45341, "Y2": 0.283, "X3": 0.45341, "Y3": 0.2978, "X4": 0.11127, "Y4": 0.2968, "page": 0}, {"Word": "of their somewhat higher cost.", "Confidence": 0.9818, "X1": 0.52434, "Y1": 0.2782, "X2": 0.73713, "Y2": 0.278, "X3": 0.73713, "Y3": 0.2908, "X4": 0.52295, "Y4": 0.2898, "page": 0}, {"Word": "primarily on the type and quality of paper employed.", "Confidence": 0.96511, "X1": 0.11266, "Y1": 0.2982, "X2": 0.48401, "Y2": 0.298, "X3": 0.48401, "Y3": 0.3108, "X4": 0.11266, "Y4": 0.3108, "page": 0}, {"Word": "Brighter finishes are achieved on the smoother clay or", "Confidence": 0.98189, "X1": 0.11405, "Y1": 0.3112, "X2": 0.4854, "Y2": 0.311, "X3": 0.4854, "Y3": 0.3238, "X4": 0.11405, "Y4": 0.3238, "page": 0}, {"Word": "They may be printed by any method, but it is here", "Confidence": 0.98655, "X1": 0.52295, "Y1": 0.3052, "X2": 0.87622, "Y2": 0.305, "X3": 0.87622, "Y3": 0.3188, "X4": 0.52295, "Y4": 0.3188, "page": 0}, {"Word": "that attention must be paid to the characteristics", "Confidence": 0.87513, "X1": 0.52295, "Y1": 0.3192, "X2": 0.86509, "Y2": 0.319, "X3": 0.86509, "Y3": 0.3328, "X4": 0.52295, "Y4": 0.3318, "page": 0}, {"Word": "resin coated papers such as label and packaging", "Confidence": 0.98825, "X1": 0.11266, "Y1": 0.3252, "X2": 0.44228, "Y2": 0.325, "X3": 0.44228, "Y3": 0.3388, "X4": 0.11266, "Y4": 0.3378, "page": 0}, {"Word": "unique to metallised papers. By its construction,", "Confidence": 0.95371, "X1": 0.52295, "Y1": 0.3342, "X2": 0.86092, "Y2": 0.334, "X3": 0.86092, "Y3": 0.3458, "X4": 0.52295, "Y4": 0.3458, "page": 0}, {"Word": "stocks. These are usually coated one side on a", "Confidence": 0.91956, "X1": 0.11266, "Y1": 0.3382, "X2": 0.43115, "Y2": 0.338, "X3": 0.43115, "Y3": 0.3518, "X4": 0.11266, "Y4": 0.3518, "page": 0}, {"Word": "woodfree base, and generally the heavier the coating", "Confidence": 0.97762, "X1": 0.11127, "Y1": 0.3522, "X2": 0.47844, "Y2": 0.352, "X3": 0.47844, "Y3": 0.3658, "X4": 0.11127, "Y4": 0.3648, "page": 0}, {"Word": "metallised paper has a lower surface absorbency", "Confidence": 0.99043, "X1": 0.52434, "Y1": 0.3472, "X2": 0.85535, "Y2": 0.347, "X3": 0.85535, "Y3": 0.3598, "X4": 0.52434, "Y4": 0.3588, "page": 0}, {"Word": "than the equivalent paper and this modifies ink", "Confidence": 0.981, "X1": 0.52295, "Y1": 0.3602, "X2": 0.85118, "Y2": 0.36, "X3": 0.85118, "Y3": 0.3738, "X4": 0.52295, "Y4": 0.3738, "page": 0}, {"Word": "the better the finish, for metallising highlights surface", "Confidence": 0.9735, "X1": 0.11266, "Y1": 0.3652, "X2": 0.4854, "Y2": 0.365, "X3": 0.48401, "Y3": 0.3788, "X4": 0.11266, "Y4": 0.3788, "page": 0}, {"Word": "setting qualities, especially in certain litho and", "Confidence": 0.98914, "X1": 0.52156, "Y1": 0.3742, "X2": 0.84701, "Y2": 0.374, "X3": 0.84701, "Y3": 0.3878, "X4": 0.52156, "Y4": 0.3878, "page": 0}, {"Word": "defects by a factor of 50-100 times. The brightest", "Confidence": 0.96278, "X1": 0.11266, "Y1": 0.3792, "X2": 0.45897, "Y2": 0.379, "X3": 0.45897, "Y3": 0.3918, "X4": 0.11266, "Y4": 0.3918, "page": 0}, {"Word": "finishes are achieved with the cast coated stocks,", "Confidence": 0.96987, "X1": 0.11266, "Y1": 0.3932, "X2": 0.45202, "Y2": 0.393, "X3": 0.45202, "Y3": 0.4068, "X4": 0.11266, "Y4": 0.4058, "page": 0}, {"Word": "letterpress printing. Prolonged drying time, set off", "Confidence": 0.95786, "X1": 0.52295, "Y1": 0.3882, "X2": 0.87483, "Y2": 0.388, "X3": 0.87483, "Y3": 0.4018, "X4": 0.52295, "Y4": 0.4008, "page": 0}, {"Word": "and poor adhesion are all symptoms of an incorrectly", "Confidence": 0.95078, "X1": 0.52434, "Y1": 0.4032, "X2": 0.8943, "Y2": 0.403, "X3": 0.8943, "Y3": 0.4158, "X4": 0.52434, "Y4": 0.4148, "page": 0}, {"Word": "which with their thicker coating and high gloss", "Confidence": 0.9915, "X1": 0.11127, "Y1": 0.4072, "X2": 0.43672, "Y2": 0.407, "X3": 0.43672, "Y3": 0.4208, "X4": 0.11127, "Y4": 0.4198, "page": 0}, {"Word": "surface, provide an excellent surface for prelacquering", "Confidence": 0.925, "X1": 0.11266, "Y1": 0.4212, "X2": 0.48818, "Y2": 0.421, "X3": 0.48818, "Y3": 0.4348, "X4": 0.11266, "Y4": 0.4338, "page": 0}, {"Word": "selected ink system employed on metallised papers.", "Confidence": 0.982, "X1": 0.52156, "Y1": 0.4172, "X2": 0.88317, "Y2": 0.417, "X3": 0.88317, "Y3": 0.4308, "X4": 0.52156, "Y4": 0.4298, "page": 0}, {"Word": "and subsequent metallising, given the care required", "Confidence": 0.97029, "X1": 0.11405, "Y1": 0.4342, "X2": 0.46314, "Y2": 0.434, "X3": 0.46314, "Y3": 0.4468, "X4": 0.11405, "Y4": 0.4468, "page": 0}, {"Word": "A further feature of these papers which affects", "Confidence": 0.97212, "X1": 0.52434, "Y1": 0.4442, "X2": 0.85118, "Y2": 0.444, "X3": 0.85118, "Y3": 0.4568, "X4": 0.52434, "Y4": 0.4568, "page": 0}, {"Word": "to circumvent the opposing factors of high surface", "Confidence": 0.98737, "X1": 0.11405, "Y1": 0.4472, "X2": 0.46314, "Y2": 0.447, "X3": 0.46314, "Y3": 0.4608, "X4": 0.11405, "Y4": 0.4608, "page": 0}, {"Word": "absorbency and need for good prelacquer gloss.", "Confidence": 0.90957, "X1": 0.11405, "Y1": 0.4622, "X2": 0.44228, "Y2": 0.462, "X3": 0.44228, "Y3": 0.4758, "X4": 0.11405, "Y4": 0.4748, "page": 0}, {"Word": "printability, and with which there are parallels in", "Confidence": 0.9415, "X1": 0.52295, "Y1": 0.4582, "X2": 0.86509, "Y2": 0.458, "X3": 0.86509, "Y3": 0.4708, "X4": 0.52295, "Y4": 0.4708, "page": 0}, {"Word": "aluminium foil, is that when a freshly deposited", "Confidence": 0.975, "X1": 0.52573, "Y1": 0.4722, "X2": 0.85535, "Y2": 0.472, "X3": 0.85535, "Y3": 0.4848, "X4": 0.52573, "Y4": 0.4838, "page": 0}, {"Word": "The bulk of metallised coated papers are", "Confidence": 0.98957, "X1": 0.11544, "Y1": 0.4872, "X2": 0.39499, "Y2": 0.487, "X3": 0.39499, "Y3": 0.5008, "X4": 0.11544, "Y4": 0.4998, "page": 0}, {"Word": "aluminium film is exposed to the atmosphere at", "Confidence": 0.97225, "X1": 0.52434, "Y1": 0.4852, "X2": 0.85675, "Y2": 0.485, "X3": 0.85675, "Y3": 0.4988, "X4": 0.52434, "Y4": 0.4978, "page": 0}, {"Word": "manufactured from coated stocks prepared by air", "Confidence": 0.98943, "X1": 0.11266, "Y1": 0.5012, "X2": 0.45758, "Y2": 0.501, "X3": 0.45758, "Y3": 0.5138, "X4": 0.11266, "Y4": 0.5138, "page": 0}, {"Word": "normal temperatures an amorphous and highly", "Confidence": 0.988, "X1": 0.52295, "Y1": 0.4982, "X2": 0.84979, "Y2": 0.498, "X3": 0.84979, "Y3": 0.5128, "X4": 0.52295, "Y4": 0.5138, "page": 0}, {"Word": "knife or some ather flexible blade device. Generally", "Confidence": 0.921, "X1": 0.11405, "Y1": 0.5152, "X2": 0.47288, "Y2": 0.515, "X3": 0.47427, "Y3": 0.5278, "X4": 0.11405, "Y4": 0.5278, "page": 0}, {"Word": "transparent oxide layer immediately forms on the", "Confidence": 0.92357, "X1": 0.52434, "Y1": 0.5132, "X2": 0.87065, "Y2": 0.513, "X3": 0.87065, "Y3": 0.5278, "X4": 0.52434, "Y4": 0.5268, "page": 0}, {"Word": "such papers have only the one coating, but very", "Confidence": 0.937, "X1": 0.11266, "Y1": 0.5292, "X2": 0.44506, "Y2": 0.529, "X3": 0.44506, "Y3": 0.5428, "X4": 0.11266, "Y4": 0.5428, "page": 0}, {"Word": "metal surface.", "Confidence": 0.9685, "X1": 0.52434, "Y1": 0.5282, "X2": 0.6217, "Y2": 0.528, "X3": 0.6217, "Y3": 0.5398, "X4": 0.52434, "Y4": 0.5398, "page": 0}, {"Word": "occasionally double and even triple coated stocks are", "Confidence": 0.96088, "X1": 0.11405, "Y1": 0.5432, "X2": 0.48261, "Y2": 0.543, "X3": 0.48261, "Y3": 0.5548, "X4": 0.11405, "Y4": 0.5558, "page": 0}, {"Word": "As an indication of the strength of this oxide layer", "Confidence": 0.9931, "X1": 0.52295, "Y1": 0.5522, "X2": 0.88178, "Y2": 0.552, "X3": 0.88178, "Y3": 0.5648, "X4": 0.52295, "Y4": 0.5638, "page": 0}, {"Word": "employed where surface smoothness is an important", "Confidence": 0.96057, "X1": 0.11544, "Y1": 0.5562, "X2": 0.47705, "Y2": 0.556, "X3": 0.47705, "Y3": 0.5698, "X4": 0.11544, "Y4": 0.5698, "page": 0}, {"Word": "parameter. In these latter cases the economics of cost", "Confidence": 0.98322, "X1": 0.11405, "Y1": 0.5702, "X2": 0.4854, "Y2": 0.57, "X3": 0.4854, "Y3": 0.5838, "X4": 0.11405, "Y4": 0.5838, "page": 0}, {"Word": "Stern and Ullig, in their work reported in the Journal", "Confidence": 0.961, "X1": 0.52434, "Y1": 0.5652, "X2": 0.89569, "Y2": 0.565, "X3": 0.89569, "Y3": 0.5788, "X4": 0.52434, "Y4": 0.5778, "page": 0}, {"Word": "versus coatings play an important role in the decision", "Confidence": 0.97522, "X1": 0.11405, "Y1": 0.5842, "X2": 0.4854, "Y2": 0.584, "X3": 0.4854, "Y3": 0.5968, "X4": 0.11405, "Y4": 0.5978, "page": 0}, {"Word": "of the Electrochemical Society in 1952, showed that", "Confidence": 0.88025, "X1": 0.52434, "Y1": 0.5782, "X2": 0.8943, "Y2": 0.578, "X3": 0.8943, "Y3": 0.5918, "X4": 0.52434, "Y4": 0.5908, "page": 0}, {"Word": "evaporated aluminium films on glass wers more", "Confidence": 0.98457, "X1": 0.52295, "Y1": 0.5932, "X2": 0.85953, "Y2": 0.593, "X3": 0.85953, "Y3": 0.6058, "X4": 0.52295, "Y4": 0.6058, "page": 0}, {"Word": "as to paper type.", "Confidence": 0.964, "X1": 0.11405, "Y1": 0.5992, "X2": 0.23088, "Y2": 0.599, "X3": 0.23088, "Y3": 0.6098, "X4": 0.11405, "Y4": 0.6098, "page": 0}, {"Word": "resistant to attack by boiling carbon tetrachloride", "Confidence": 0.93357, "X1": 0.52295, "Y1": 0.6062, "X2": 0.87204, "Y2": 0.606, "X3": 0.87204, "Y3": 0.6188, "X4": 0.52295, "Y4": 0.6188, "page": 0}, {"Word": "All of the better quality coated papers are off-", "Confidence": 0.99022, "X1": 0.11544, "Y1": 0.6232, "X2": 0.43533, "Y2": 0.623, "X3": 0.43533, "Y3": 0.6358, "X4": 0.11544, "Y4": 0.6358, "page": 0}, {"Word": "than wrought aluminium sheet which had been", "Confidence": 0.928, "X1": 0.52573, "Y1": 0.6192, "X2": 0.85396, "Y2": 0.619, "X3": 0.85396, "Y3": 0.6318, "X4": 0.52573, "Y4": 0.6318, "page": 0}, {"Word": "anodised in a non solvent electrolyte.", "Confidence": 0.91017, "X1": 0.52573, "Y1": 0.6332, "X2": 0.7872, "Y2": 0.633, "X3": 0.7872, "Y3": 0.6468, "X4": 0.52573, "Y4": 0.6458, "page": 0}, {"Word": "machine coated, and this is reflected in the higher", "Confidence": 0.971, "X1": 0.11405, "Y1": 0.6372, "X2": 0.45897, "Y2": 0.637, "X3": 0.45897, "Y3": 0.6498, "X4": 0.11405, "Y4": 0.6498, "page": 0}, {"Word": "cost demanded for such products. It is debatable", "Confidence": 0.95237, "X1": 0.11544, "Y1": 0.6512, "X2": 0.4548, "Y2": 0.651, "X3": 0.4548, "Y3": 0.6638, "X4": 0.11544, "Y4": 0.6638, "page": 0}, {"Word": "whether the end user would be able to tell enough", "Confidence": 0.914, "X1": 0.11544, "Y1": 0.6652, "X2": 0.46175, "Y2": 0.665, "X3": 0.46175, "Y3": 0.6778, "X4": 0.11544, "Y4": 0.6778, "page": 0}, {"Word": "Metallisers offer, as optional, a print acceptance key", "Confidence": 0.98075, "X1": 0.52434, "Y1": 0.6612, "X2": 0.89013, "Y2": 0.661, "X3": 0.89013, "Y3": 0.6738, "X4": 0.52434, "Y4": 0.6728, "page": 0}, {"Word": "coat on the metallised surface. In the event where", "Confidence": 0.944, "X1": 0.52573, "Y1": 0.6752, "X2": 0.87344, "Y2": 0.675, "X3": 0.87344, "Y3": 0.6868, "X4": 0.52573, "Y4": 0.6868, "page": 0}, {"Word": "differance to justify the extra cost, even when such", "Confidence": 0.92156, "X1": 0.11544, "Y1": 0.6792, "X2": 0.4701, "Y2": 0.679, "X3": 0.4701, "Y3": 0.6908, "X4": 0.11544, "Y4": 0.6908, "page": 0}, {"Word": "differences are magnified as a result of the metallising", "Confidence": 0.95022, "X1": 0.11683, "Y1": 0.6932, "X2": 0.4854, "Y2": 0.693, "X3": 0.4854, "Y3": 0.7058, "X4": 0.11683, "Y4": 0.7048, "page": 0}, {"Word": "colours other than metallic silver are required, this", "Confidence": 0.95188, "X1": 0.52573, "Y1": 0.6892, "X2": 0.87761, "Y2": 0.689, "X3": 0.87761, "Y3": 0.7008, "X4": 0.52573, "Y4": 0.7008, "page": 0}, {"Word": "key coat is dyed to provide such colours. It is to be", "Confidence": 0.95567, "X1": 0.52573, "Y1": 0.7022, "X2": 0.88456, "Y2": 0.702, "X3": 0.88456, "Y3": 0.7158, "X4": 0.52573, "Y4": 0.7158, "page": 0}, {"Word": "process.", "Confidence": 0.905, "X1": 0.11544, "Y1": 0.7082, "X2": 0.17385, "Y2": 0.708, "X3": 0.17524, "Y3": 0.7188, "X4": 0.11544, "Y4": 0.7198, "page": 0}, {"Word": "strongly recommended that wherever possible, should", "Confidence": 0.9465, "X1": 0.52434, "Y1": 0.7162, "X2": 0.90264, "Y2": 0.716, "X3": 0.90264, "Y3": 0.7288, "X4": 0.52434, "Y4": 0.7288, "page": 0}, {"Word": "The above papers are generally available in the range", "Confidence": 0.93367, "X1": 0.11683, "Y1": 0.7322, "X2": 0.47844, "Y2": 0.732, "X3": 0.47844, "Y3": 0.7448, "X4": 0.11683, "Y4": 0.7448, "page": 0}, {"Word": "conversion by printing be required on a metallised", "Confidence": 0.9715, "X1": 0.52573, "Y1": 0.7312, "X2": 0.879, "Y2": 0.731, "X3": 0.879, "Y3": 0.7428, "X4": 0.52573, "Y4": 0.7428, "page": 0}, {"Word": "surface, this key coat be requested. .", "Confidence": 0.84457, "X1": 0.52573, "Y1": 0.7452, "X2": 0.78025, "Y2": 0.745, "X3": 0.78025, "Y3": 0.7568, "X4": 0.52573, "Y4": 0.7568, "page": 0}, {"Word": "60-130 g/m2, but coated papers with quite adequate", "Confidence": 0.92237, "X1": 0.11683, "Y1": 0.7452, "X2": 0.47705, "Y2": 0.745, "X3": 0.47705, "Y3": 0.7588, "X4": 0.11683, "Y4": 0.7568, "page": 0}, {"Word": "brilliance in the metallised form are available down", "Confidence": 0.98238, "X1": 0.11544, "Y1": 0.7592, "X2": 0.46871, "Y2": 0.759, "X3": 0.46871, "Y3": 0.7718, "X4": 0.11544, "Y4": 0.7708, "page": 0}, {"Word": "to 40 g/m2 . Certain of these are based on woodfree", "Confidence": 0.95809, "X1": 0.11544, "Y1": 0.7722, "X2": 0.47288, "Y2": 0.772, "X3": 0.47288, "Y3": 0.7858, "X4": 0.11544, "Y4": 0.7858, "page": 0}, {"Word": "To summarise, when printing on metallised paper, the", "Confidence": 0.95788, "X1": 0.52434, "Y1": 0.7722, "X2": 0.90264, "Y2": 0.772, "X3": 0.90264, "Y3": 0.7868, "X4": 0.52434, "Y4": 0.7858, "page": 0}, {"Word": "stocks, but the cheaper are based on mechanical, and", "Confidence": 0.95011, "X1": 0.11405, "Y1": 0.7862, "X2": 0.48122, "Y2": 0.786, "X3": 0.48122, "Y3": 0.8008, "X4": 0.11405, "Y4": 0.8008, "page": 0}, {"Word": "following points should be borne in mind:", "Confidence": 0.84771, "X1": 0.52573, "Y1": 0.7862, "X2": 0.82197, "Y2": 0.786, "X3": 0.82197, "Y3": 0.7998, "X4": 0.52573, "Y4": 0.7988, "page": 0}, {"Word": "occasionally thermomechanical stocks, and present", "Confidence": 0.9698, "X1": 0.11683, "Y1": 0.8002, "X2": 0.47288, "Y2": 0.8, "X3": 0.47288, "Y3": 0.8148, "X4": 0.11683, "Y4": 0.8138, "page": 0}, {"Word": "an attractive option for many uses.", "Confidence": 0.983, "X1": 0.11683, "Y1": 0.8142, "X2": 0.35883, "Y2": 0.814, "X3": 0.35883, "Y3": 0.8278, "X4": 0.11683, "Y4": 0.8278, "page": 0}, {"Word": "request a small quantity for trial purposes of any", "Confidence": 0.90644, "X1": 0.52434, "Y1": 0.8132, "X2": 0.86926, "Y2": 0.813, "X3": 0.86926, "Y3": 0.8268, "X4": 0.52434, "Y4": 0.8268, "page": 0}, {"Word": "metallised paper type you intend using", "Confidence": 0.9205, "X1": 0.52573, "Y1": 0.8272, "X2": 0.79694, "Y2": 0.827, "X3": 0.79694, "Y3": 0.8408, "X4": 0.52573, "Y4": 0.8408, "page": 0}, {"Word": "Less bright finishes are achieved on lighter coated", "Confidence": 0.975, "X1": 0.11822, "Y1": 0.8412, "X2": 0.46175, "Y2": 0.841, "X3": 0.46175, "Y3": 0.8538, "X4": 0.11822, "Y4": 0.8538, "page": 0}, {"Word": "b", "Confidence": 0.994, "X1": 0.52851, "Y1": 0.8402, "X2": 0.5452, "Y2": 0.84, "X3": 0.54381, "Y3": 0.8518, "X4": 0.52712, "Y4": 0.8518, "page": 0}, {"Word": "MG papers and on uncoated papers. The least", "Confidence": 0.98813, "X1": 0.11683, "Y1": 0.8552, "X2": 0.42976, "Y2": 0.855, "X3": 0.42976, "Y3": 0.8668, "X4": 0.11683, "Y4": 0.8668, "page": 0}, {"Word": "involve and consult your present ink supplier", "Confidence": 0.95614, "X1": 0.52712, "Y1": 0.8542, "X2": 0.84145, "Y2": 0.854, "X3": 0.84145, "Y3": 0.8678, "X4": 0.52712, "Y4": 0.8668, "page": 0}, {"Word": "reflective coatings are naturally achieved on MF", "Confidence": 0.94886, "X1": 0.11544, "Y1": 0.8682, "X2": 0.44784, "Y2": 0.868, "X3": 0.44784, "Y3": 0.8808, "X4": 0.11544, "Y4": 0.8808, "page": 0}, {"Word": "papers and papers of high surface absorbency.", "Confidence": 0.97829, "X1": 0.11683, "Y1": 0.8822, "X2": 0.43672, "Y2": 0.882, "X3": 0.43672, "Y3": 0.8948, "X4": 0.11683, "Y4": 0.8958, "page": 0}, {"Word": "whenever practical, request a print acceptance key", "Confidence": 0.94943, "X1": 0.52295, "Y1": 0.8812, "X2": 0.879, "Y2": 0.881, "X3": 0.879, "Y3": 0.8958, "X4": 0.52295, "Y4": 0.8948, "page": 0}, {"Word": "coat, whether using sheet or reel stock. A further", "Confidence": 0.90489, "X1": 0.52851, "Y1": 0.8962, "X2": 0.87204, "Y2": 0.896, "X3": 0.87204, "Y3": 0.9078, "X4": 0.52851, "Y4": 0.9088, "page": 0}, {"Word": "A class of papers worthy of mention are the grease-", "Confidence": 0.9702, "X1": 0.11683, "Y1": 0.9082, "X2": 0.4701, "Y2": 0.908, "X3": 0.4701, "Y3": 0.9218, "X4": 0.11683, "Y4": 0.9218, "page": 0}, {"Word": "advantage of this coating is the degree of scuff and", "Confidence": 0.9564, "X1": 0.52712, "Y1": 0.9092, "X2": 0.88178, "Y2": 0.909, "X3": 0.88178, "Y3": 0.9218, "X4": 0.52712, "Y4": 0.9218, "page": 0}, {"Word": "proofs, notably vegetable parchment. The level of", "Confidence": 0.90771, "X1": 0.11405, "Y1": 0.9212, "X2": 0.46175, "Y2": 0.921, "X3": 0.46175, "Y3": 0.9338, "X4": 0.11405, "Y4": 0.9348, "page": 0}, {"Word": "abrasion resistance it imparts to the deposited metal", "Confidence": 0.98813, "X1": 0.52434, "Y1": 0.9222, "X2": 0.89013, "Y2": 0.922, "X3": 0.89013, "Y3": 0.9358, "X4": 0.52434, "Y4": 0.9358, "page": 0}, {"Word": "finish achieved with this paper when metallised may", "Confidence": 0.98388, "X1": 0.11405, "Y1": 0.9362, "X2": 0.47566, "Y2": 0.936, "X3": 0.47566, "Y3": 0.9478, "X4": 0.11405, "Y4": 0.9478, "page": 0}, {"Word": "d", "Confidence": 0.995, "X1": 0.52851, "Y1": 0.9372, "X2": 0.54381, "Y2": 0.937, "X3": 0.54242, "Y3": 0.9478, "X4": 0.52712, "Y4": 0.9468, "page": 0}, {"Word": "best be described as semi-matt, being influenced not", "Confidence": 0.91438, "X1": 0.11266, "Y1": 0.9492, "X2": 0.47705, "Y2": 0.949, "X3": 0.47705, "Y3": 0.9618, "X4": 0.11266, "Y4": 0.9618, "page": 0}, {"Word": "store and handle metallised paper according to", "Confidence": 0.98771, "X1": 0.52712, "Y1": 0.9492, "X2": 0.85118, "Y2": 0.949, "X3": 0.85118, "Y3": 0.9618, "X4": 0.52712, "Y4": 0.9628, "page": 0}, {"Word": "by paper absorbency but by paper roughness.", "Confidence": 0.98043, "X1": 0.11405, "Y1": 0.9632, "X2": 0.43255, "Y2": 0.963, "X3": 0.43255, "Y3": 0.9778, "X4": 0.11405, "Y4": 0.9768, "page": 0}, {"Word": "accepted practices, with normal stock rotation.", "Confidence": 0.96733, "X1": 0.52851, "Y1": 0.9632, "X2": 0.85675, "Y2": 0.963, "X3": 0.85675, "Y3": 0.9758, "X4": 0.52851, "Y4": 0.9768, "page": 0}, {"Word": "100491267", "Confidence": 0.994, "X1": 0.97914, "Y1": 0.9712, "X2": 0.98331, "Y2": 0.971, "X3": 0.94993, "Y3": 0.9708, "X4": 0.94715, "Y4": 0.8518, "page": 0}], "words_data": [{"Word": "casas,", "Confidence": 0.774, "X1": 0.10848, "Y1": 0.0392, "X2": 0.14604, "Y2": 0.039, "X3": 0.14604, "Y3": 0.0518, "X4": 0.10848, "Y4": 0.0528, "page": 0, "Index": 0}, {"Word": "effective", "Confidence": 0.991, "X1": 0.15021, "Y1": 0.0382, "X2": 0.20862, "Y2": 0.038, "X3": 0.20862, "Y3": 0.0518, "X4": 0.15021, "Y4": 0.0518, "page": 0, "Index": 1}, {"Word": "blanding", "Confidence": 0.638, "X1": 0.2128, "Y1": 0.0382, "X2": 0.27399, "Y2": 0.038, "X3": 0.27399, "Y3": 0.0518, "X4": 0.2128, "Y4": 0.0518, "page": 0, "Index": 2}, {"Word": "of", "Confidence": 0.998, "X1": 0.27677, "Y1": 0.0382, "X2": 0.29207, "Y2": 0.038, "X3": 0.29207, "Y3": 0.0508, "X4": 0.27677, "Y4": 0.0518, "page": 0, "Index": 3}, {"Word": "prelacquer", "Confidence": 0.968, "X1": 0.29485, "Y1": 0.0382, "X2": 0.36857, "Y2": 0.038, "X3": 0.36857, "Y3": 0.0518, "X4": 0.29485, "Y4": 0.0508, "page": 0, "Index": 4}, {"Word": "systems", "Confidence": 0.994, "X1": 0.37274, "Y1": 0.0392, "X2": 0.42559, "Y2": 0.039, "X3": 0.42559, "Y3": 0.0518, "X4": 0.37274, "Y4": 0.0518, "page": 0, "Index": 5}, {"Word": "to", "Confidence": 0.849, "X1": 0.42976, "Y1": 0.0392, "X2": 0.44784, "Y2": 0.039, "X3": 0.44784, "Y3": 0.0518, "X4": 0.42976, "Y4": 0.0518, "page": 0, "Index": 6}, {"Word": "From", "Confidence": 0.987, "X1": 0.52156, "Y1": 0.0372, "X2": 0.55772, "Y2": 0.037, "X3": 0.55772, "Y3": 0.0508, "X4": 0.52156, "Y4": 0.0508, "page": 0, "Index": 7}, {"Word": "the", "Confidence": 0.998, "X1": 0.56328, "Y1": 0.0372, "X2": 0.58693, "Y2": 0.037, "X3": 0.58693, "Y3": 0.0508, "X4": 0.56328, "Y4": 0.0508, "page": 0, "Index": 8}, {"Word": "foregoing", "Confidence": 0.801, "X1": 0.5911, "Y1": 0.0372, "X2": 0.65508, "Y2": 0.037, "X3": 0.65508, "Y3": 0.0508, "X4": 0.58971, "Y4": 0.0508, "page": 0, "Index": 9}, {"Word": "it", "Confidence": 0.997, "X1": 0.65925, "Y1": 0.0372, "X2": 0.67038, "Y2": 0.037, "X3": 0.67038, "Y3": 0.0508, "X4": 0.65925, "Y4": 0.0508, "page": 0, "Index": 10}, {"Word": "can", "Confidence": 0.998, "X1": 0.67455, "Y1": 0.0372, "X2": 0.69819, "Y2": 0.037, "X3": 0.69819, "Y3": 0.0508, "X4": 0.67455, "Y4": 0.0508, "page": 0, "Index": 11}, {"Word": "be", "Confidence": 0.978, "X1": 0.70236, "Y1": 0.0372, "X2": 0.72045, "Y2": 0.037, "X3": 0.72045, "Y3": 0.0508, "X4": 0.70236, "Y4": 0.0508, "page": 0, "Index": 12}, {"Word": "appreciated", "Confidence": 0.544, "X1": 0.72462, "Y1": 0.0372, "X2": 0.80529, "Y2": 0.037, "X3": 0.80389, "Y3": 0.0508, "X4": 0.72462, "Y4": 0.0508, "page": 0, "Index": 13}, {"Word": "that", "Confidence": 0.988, "X1": 0.80807, "Y1": 0.0372, "X2": 0.83588, "Y2": 0.037, "X3": 0.83588, "Y3": 0.0498, "X4": 0.80807, "Y4": 0.0508, "page": 0, "Index": 14}, {"Word": "bright-", "Confidence": 0.886, "X1": 0.84006, "Y1": 0.0362, "X2": 0.89013, "Y2": 0.036, "X3": 0.89013, "Y3": 0.0498, "X4": 0.84006, "Y4": 0.0498, "page": 0, "Index": 15}, {"Word": "provide", "Confidence": 0.993, "X1": 0.10848, "Y1": 0.0542, "X2": 0.16134, "Y2": 0.054, "X3": 0.16134, "Y3": 0.0658, "X4": 0.10848, "Y4": 0.0668, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.16412, "Y1": 0.0542, "X2": 0.18637, "Y2": 0.054, "X3": 0.18637, "Y3": 0.0658, "X4": 0.16412, "Y4": 0.0658, "page": 0, "Index": 17}, {"Word": "exact", "Confidence": 0.991, "X1": 0.18915, "Y1": 0.0532, "X2": 0.22809, "Y2": 0.053, "X3": 0.22809, "Y3": 0.0658, "X4": 0.18915, "Y4": 0.0658, "page": 0, "Index": 18}, {"Word": "level", "Confidence": 0.994, "X1": 0.23227, "Y1": 0.0532, "X2": 0.26426, "Y2": 0.053, "X3": 0.26426, "Y3": 0.0658, "X4": 0.23088, "Y4": 0.0658, "page": 0, "Index": 19}, {"Word": "of", "Confidence": 0.663, "X1": 0.26704, "Y1": 0.0532, "X2": 0.28234, "Y2": 0.053, "X3": 0.28234, "Y3": 0.0658, "X4": 0.26704, "Y4": 0.0658, "page": 0, "Index": 20}, {"Word": "matting", "Confidence": 0.997, "X1": 0.28651, "Y1": 0.0532, "X2": 0.33936, "Y2": 0.053, "X3": 0.33936, "Y3": 0.0658, "X4": 0.28651, "Y4": 0.0658, "page": 0, "Index": 21}, {"Word": "required.", "Confidence": 0.944, "X1": 0.34353, "Y1": 0.0532, "X2": 0.40751, "Y2": 0.053, "X3": 0.40612, "Y3": 0.0658, "X4": 0.34214, "Y4": 0.0658, "page": 0, "Index": 22}, {"Word": "Fig", "Confidence": 0.648, "X1": 0.41029, "Y1": 0.0532, "X2": 0.43394, "Y2": 0.053, "X3": 0.43255, "Y3": 0.0658, "X4": 0.41029, "Y4": 0.0658, "page": 0, "Index": 23}, {"Word": "5", "Confidence": 0.993, "X1": 0.43672, "Y1": 0.0532, "X2": 0.44784, "Y2": 0.053, "X3": 0.44645, "Y3": 0.0658, "X4": 0.43672, "Y4": 0.0658, "page": 0, "Index": 24}, {"Word": "ness,", "Confidence": 0.941, "X1": 0.52295, "Y1": 0.0522, "X2": 0.55494, "Y2": 0.052, "X3": 0.55355, "Y3": 0.0658, "X4": 0.52295, "Y4": 0.0658, "page": 0, "Index": 25}, {"Word": "where", "Confidence": 0.966, "X1": 0.55772, "Y1": 0.0522, "X2": 0.59944, "Y2": 0.052, "X3": 0.59944, "Y3": 0.0658, "X4": 0.55772, "Y4": 0.0658, "page": 0, "Index": 26}, {"Word": "desired,", "Confidence": 0.976, "X1": 0.60362, "Y1": 0.0512, "X2": 0.65647, "Y2": 0.051, "X3": 0.65647, "Y3": 0.0658, "X4": 0.60362, "Y4": 0.0658, "page": 0, "Index": 27}, {"Word": "is", "Confidence": 0.941, "X1": 0.66064, "Y1": 0.0512, "X2": 0.67177, "Y2": 0.051, "X3": 0.67177, "Y3": 0.0648, "X4": 0.66064, "Y4": 0.0648, "page": 0, "Index": 28}, {"Word": "a", "Confidence": 0.995, "X1": 0.67594, "Y1": 0.0512, "X2": 0.68428, "Y2": 0.051, "X3": 0.68428, "Y3": 0.0648, "X4": 0.67594, "Y4": 0.0648, "page": 0, "Index": 29}, {"Word": "function", "Confidence": 0.993, "X1": 0.68846, "Y1": 0.0512, "X2": 0.74826, "Y2": 0.051, "X3": 0.74687, "Y3": 0.0648, "X4": 0.68846, "Y4": 0.0648, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.75243, "Y1": 0.0512, "X2": 0.76634, "Y2": 0.051, "X3": 0.76634, "Y3": 0.0648, "X4": 0.75104, "Y4": 0.0648, "page": 0, "Index": 31}, {"Word": "paper", "Confidence": 0.997, "X1": 0.77051, "Y1": 0.0512, "X2": 0.80946, "Y2": 0.051, "X3": 0.80946, "Y3": 0.0648, "X4": 0.77051, "Y4": 0.0648, "page": 0, "Index": 32}, {"Word": "surface", "Confidence": 0.79, "X1": 0.81363, "Y1": 0.0522, "X2": 0.86648, "Y2": 0.052, "X3": 0.86509, "Y3": 0.0648, "X4": 0.81363, "Y4": 0.0648, "page": 0, "Index": 33}, {"Word": "shows", "Confidence": 0.778, "X1": 0.10987, "Y1": 0.0682, "X2": 0.1516, "Y2": 0.068, "X3": 0.15021, "Y3": 0.0798, "X4": 0.10987, "Y4": 0.0798, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.15438, "Y1": 0.0682, "X2": 0.17663, "Y2": 0.068, "X3": 0.17524, "Y3": 0.0798, "X4": 0.15438, "Y4": 0.0798, "page": 0, "Index": 35}, {"Word": "construction", "Confidence": 0.991, "X1": 0.17942, "Y1": 0.0672, "X2": 0.26843, "Y2": 0.067, "X3": 0.26843, "Y3": 0.0798, "X4": 0.17942, "Y4": 0.0798, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.997, "X1": 0.2726, "Y1": 0.0672, "X2": 0.2879, "Y2": 0.067, "X3": 0.28651, "Y3": 0.0798, "X4": 0.27121, "Y4": 0.0798, "page": 0, "Index": 37}, {"Word": "such", "Confidence": 0.984, "X1": 0.29068, "Y1": 0.0672, "X2": 0.32406, "Y2": 0.067, "X3": 0.32267, "Y3": 0.0798, "X4": 0.29068, "Y4": 0.0798, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.994, "X1": 0.32684, "Y1": 0.0682, "X2": 0.33519, "Y2": 0.068, "X3": 0.3338, "Y3": 0.0798, "X4": 0.32684, "Y4": 0.0798, "page": 0, "Index": 39}, {"Word": "paper", "Confidence": 0.997, "X1": 0.33797, "Y1": 0.0682, "X2": 0.3783, "Y2": 0.068, "X3": 0.37691, "Y3": 0.0798, "X4": 0.33797, "Y4": 0.0798, "page": 0, "Index": 40}, {"Word": "based", "Confidence": 0.991, "X1": 0.38108, "Y1": 0.0682, "X2": 0.42003, "Y2": 0.068, "X3": 0.42003, "Y3": 0.0798, "X4": 0.37969, "Y4": 0.0798, "page": 0, "Index": 41}, {"Word": "on", "Confidence": 0.997, "X1": 0.4242, "Y1": 0.0682, "X2": 0.44228, "Y2": 0.068, "X3": 0.44228, "Y3": 0.0798, "X4": 0.42281, "Y4": 0.0798, "page": 0, "Index": 42}, {"Word": "an", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.0692, "X2": 0.46314, "Y2": 0.069, "X3": 0.46314, "Y3": 0.0798, "X4": 0.44506, "Y4": 0.0798, "page": 0, "Index": 43}, {"Word": "smoothness,", "Confidence": 0.925, "X1": 0.52156, "Y1": 0.0662, "X2": 0.6064, "Y2": 0.066, "X3": 0.6064, "Y3": 0.0798, "X4": 0.52017, "Y4": 0.0798, "page": 0, "Index": 44}, {"Word": "but", "Confidence": 0.998, "X1": 0.61057, "Y1": 0.0662, "X2": 0.63282, "Y2": 0.066, "X3": 0.63282, "Y3": 0.0798, "X4": 0.60918, "Y4": 0.0798, "page": 0, "Index": 45}, {"Word": "surface", "Confidence": 0.62, "X1": 0.637, "Y1": 0.0662, "X2": 0.68707, "Y2": 0.066, "X3": 0.68567, "Y3": 0.0798, "X4": 0.637, "Y4": 0.0798, "page": 0, "Index": 46}, {"Word": "absorbency,", "Confidence": 0.955, "X1": 0.69124, "Y1": 0.0662, "X2": 0.77469, "Y2": 0.066, "X3": 0.7733, "Y3": 0.0798, "X4": 0.68985, "Y4": 0.0798, "page": 0, "Index": 47}, {"Word": "coating", "Confidence": 0.991, "X1": 0.77886, "Y1": 0.0662, "X2": 0.82893, "Y2": 0.066, "X3": 0.82893, "Y3": 0.0798, "X4": 0.77747, "Y4": 0.0798, "page": 0, "Index": 48}, {"Word": "type", "Confidence": 0.986, "X1": 0.8331, "Y1": 0.0662, "X2": 0.86509, "Y2": 0.066, "X3": 0.8637, "Y3": 0.0798, "X4": 0.8331, "Y4": 0.0798, "page": 0, "Index": 49}, {"Word": "and", "Confidence": 0.998, "X1": 0.86926, "Y1": 0.0672, "X2": 0.89847, "Y2": 0.067, "X3": 0.89708, "Y3": 0.0798, "X4": 0.86787, "Y4": 0.0798, "page": 0, "Index": 50}, {"Word": "80", "Confidence": 0.884, "X1": 0.11127, "Y1": 0.0812, "X2": 0.12656, "Y2": 0.081, "X3": 0.12656, "Y3": 0.0948, "X4": 0.11127, "Y4": 0.0948, "page": 0, "Index": 51}, {"Word": "g/m2", "Confidence": 0.646, "X1": 0.13074, "Y1": 0.0812, "X2": 0.16551, "Y2": 0.081, "X3": 0.16551, "Y3": 0.0938, "X4": 0.13074, "Y4": 0.0948, "page": 0, "Index": 52}, {"Word": "clay", "Confidence": 0.958, "X1": 0.16829, "Y1": 0.0812, "X2": 0.1975, "Y2": 0.081, "X3": 0.1975, "Y3": 0.0938, "X4": 0.16968, "Y4": 0.0938, "page": 0, "Index": 53}, {"Word": "coated", "Confidence": 0.994, "X1": 0.20167, "Y1": 0.0812, "X2": 0.24896, "Y2": 0.081, "X3": 0.24896, "Y3": 0.0938, "X4": 0.20167, "Y4": 0.0938, "page": 0, "Index": 54}, {"Word": "label", "Confidence": 0.902, "X1": 0.25174, "Y1": 0.0812, "X2": 0.28512, "Y2": 0.081, "X3": 0.28651, "Y3": 0.0938, "X4": 0.25174, "Y4": 0.0938, "page": 0, "Index": 55}, {"Word": "stock", "Confidence": 0.997, "X1": 0.28929, "Y1": 0.0812, "X2": 0.32684, "Y2": 0.081, "X3": 0.32684, "Y3": 0.0938, "X4": 0.28929, "Y4": 0.0938, "page": 0, "Index": 56}, {"Word": "designed", "Confidence": 0.995, "X1": 0.33102, "Y1": 0.0812, "X2": 0.38943, "Y2": 0.081, "X3": 0.38943, "Y3": 0.0948, "X4": 0.33102, "Y4": 0.0938, "page": 0, "Index": 57}, {"Word": "to", "Confidence": 0.998, "X1": 0.3936, "Y1": 0.0812, "X2": 0.4089, "Y2": 0.081, "X3": 0.4089, "Y3": 0.0948, "X4": 0.3936, "Y4": 0.0948, "page": 0, "Index": 58}, {"Word": "provide", "Confidence": 0.981, "X1": 0.41168, "Y1": 0.0812, "X2": 0.46732, "Y2": 0.081, "X3": 0.46732, "Y3": 0.0948, "X4": 0.41307, "Y4": 0.0948, "page": 0, "Index": 59}, {"Word": "paper", "Confidence": 0.996, "X1": 0.52156, "Y1": 0.0812, "X2": 0.5605, "Y2": 0.081, "X3": 0.5605, "Y3": 0.0948, "X4": 0.52156, "Y4": 0.0948, "page": 0, "Index": 60}, {"Word": "porosity", "Confidence": 0.994, "X1": 0.56328, "Y1": 0.0802, "X2": 0.62309, "Y2": 0.08, "X3": 0.62309, "Y3": 0.0938, "X4": 0.56328, "Y4": 0.0948, "page": 0, "Index": 61}, {"Word": "also", "Confidence": 0.981, "X1": 0.62726, "Y1": 0.0802, "X2": 0.65229, "Y2": 0.08, "X3": 0.65229, "Y3": 0.0938, "X4": 0.62587, "Y4": 0.0938, "page": 0, "Index": 62}, {"Word": "have", "Confidence": 0.983, "X1": 0.65647, "Y1": 0.0802, "X2": 0.68985, "Y2": 0.08, "X3": 0.68846, "Y3": 0.0938, "X4": 0.65647, "Y4": 0.0938, "page": 0, "Index": 63}, {"Word": "an", "Confidence": 0.998, "X1": 0.69402, "Y1": 0.0802, "X2": 0.70932, "Y2": 0.08, "X3": 0.70932, "Y3": 0.0938, "X4": 0.69263, "Y4": 0.0938, "page": 0, "Index": 64}, {"Word": "effect.", "Confidence": 0.849, "X1": 0.71349, "Y1": 0.0802, "X2": 0.76217, "Y2": 0.08, "X3": 0.76078, "Y3": 0.0928, "X4": 0.7121, "Y4": 0.0938, "page": 0, "Index": 65}, {"Word": "The", "Confidence": 0.667, "X1": 0.76495, "Y1": 0.0802, "X2": 0.78999, "Y2": 0.08, "X3": 0.7886, "Y3": 0.0928, "X4": 0.76356, "Y4": 0.0928, "page": 0, "Index": 66}, {"Word": "careful", "Confidence": 0.995, "X1": 0.79416, "Y1": 0.0802, "X2": 0.84701, "Y2": 0.08, "X3": 0.84562, "Y3": 0.0918, "X4": 0.79277, "Y4": 0.0928, "page": 0, "Index": 67}, {"Word": "a", "Confidence": 0.512, "X1": 0.10987, "Y1": 0.0952, "X2": 0.11683, "Y2": 0.095, "X3": 0.11683, "Y3": 0.1078, "X4": 0.10987, "Y4": 0.1078, "page": 0, "Index": 68}, {"Word": "brilliant", "Confidence": 0.854, "X1": 0.121, "Y1": 0.0952, "X2": 0.17385, "Y2": 0.095, "X3": 0.17385, "Y3": 0.1078, "X4": 0.121, "Y4": 0.1078, "page": 0, "Index": 69}, {"Word": "label", "Confidence": 0.937, "X1": 0.17803, "Y1": 0.0952, "X2": 0.2114, "Y2": 0.095, "X3": 0.2114, "Y3": 0.1078, "X4": 0.17803, "Y4": 0.1078, "page": 0, "Index": 70}, {"Word": "for", "Confidence": 0.998, "X1": 0.21558, "Y1": 0.0952, "X2": 0.23644, "Y2": 0.095, "X3": 0.23644, "Y3": 0.1078, "X4": 0.21558, "Y4": 0.1078, "page": 0, "Index": 71}, {"Word": "selection", "Confidence": 0.99, "X1": 0.52295, "Y1": 0.0942, "X2": 0.58275, "Y2": 0.094, "X3": 0.58275, "Y3": 0.1068, "X4": 0.52156, "Y4": 0.1078, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.58693, "Y1": 0.0942, "X2": 0.61196, "Y2": 0.094, "X3": 0.61196, "Y3": 0.1068, "X4": 0.58554, "Y4": 0.1068, "page": 0, "Index": 73}, {"Word": "tight", "Confidence": 0.995, "X1": 0.61613, "Y1": 0.0932, "X2": 0.64951, "Y2": 0.093, "X3": 0.64951, "Y3": 0.1068, "X4": 0.61613, "Y4": 0.1068, "page": 0, "Index": 74}, {"Word": "laboratory", "Confidence": 0.708, "X1": 0.65369, "Y1": 0.0932, "X2": 0.72601, "Y2": 0.093, "X3": 0.72601, "Y3": 0.1068, "X4": 0.65229, "Y4": 0.1068, "page": 0, "Index": 75}, {"Word": "control", "Confidence": 0.995, "X1": 0.73018, "Y1": 0.0932, "X2": 0.78164, "Y2": 0.093, "X3": 0.78025, "Y3": 0.1068, "X4": 0.72879, "Y4": 0.1068, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.998, "X1": 0.78581, "Y1": 0.0942, "X2": 0.79972, "Y2": 0.094, "X3": 0.79972, "Y3": 0.1068, "X4": 0.78442, "Y4": 0.1068, "page": 0, "Index": 77}, {"Word": "suitable", "Confidence": 0.964, "X1": 0.80389, "Y1": 0.0942, "X2": 0.86231, "Y2": 0.094, "X3": 0.86092, "Y3": 0.1068, "X4": 0.8025, "Y4": 0.1068, "page": 0, "Index": 78}, {"Word": "conversion", "Confidence": 0.9, "X1": 0.23922, "Y1": 0.0952, "X2": 0.31433, "Y2": 0.095, "X3": 0.31433, "Y3": 0.1088, "X4": 0.23922, "Y4": 0.1078, "page": 0, "Index": 79}, {"Word": "by", "Confidence": 0.997, "X1": 0.3185, "Y1": 0.0952, "X2": 0.33797, "Y2": 0.095, "X3": 0.33797, "Y3": 0.1088, "X4": 0.3185, "Y4": 0.1088, "page": 0, "Index": 80}, {"Word": "litho,", "Confidence": 0.824, "X1": 0.34075, "Y1": 0.0952, "X2": 0.3783, "Y2": 0.095, "X3": 0.3783, "Y3": 0.1088, "X4": 0.34075, "Y4": 0.1088, "page": 0, "Index": 81}, {"Word": "letterpress,", "Confidence": 0.685, "X1": 0.38248, "Y1": 0.0952, "X2": 0.46592, "Y2": 0.095, "X3": 0.46592, "Y3": 0.1098, "X4": 0.38248, "Y4": 0.1088, "page": 0, "Index": 82}, {"Word": "flexographic", "Confidence": 0.956, "X1": 0.11127, "Y1": 0.1092, "X2": 0.19471, "Y2": 0.109, "X3": 0.19471, "Y3": 0.1228, "X4": 0.11127, "Y4": 0.1228, "page": 0, "Index": 83}, {"Word": "or", "Confidence": 0.994, "X1": 0.19889, "Y1": 0.1092, "X2": 0.21419, "Y2": 0.109, "X3": 0.21419, "Y3": 0.1228, "X4": 0.1975, "Y4": 0.1228, "page": 0, "Index": 84}, {"Word": "gravure", "Confidence": 0.994, "X1": 0.21836, "Y1": 0.1102, "X2": 0.26843, "Y2": 0.11, "X3": 0.26704, "Y3": 0.1228, "X4": 0.21836, "Y4": 0.1228, "page": 0, "Index": 85}, {"Word": "printing.", "Confidence": 0.994, "X1": 0.2726, "Y1": 0.1102, "X2": 0.33658, "Y2": 0.11, "X3": 0.33658, "Y3": 0.1228, "X4": 0.27121, "Y4": 0.1228, "page": 0, "Index": 86}, {"Word": "base", "Confidence": 0.52, "X1": 0.52295, "Y1": 0.1092, "X2": 0.55355, "Y2": 0.109, "X3": 0.55216, "Y3": 0.1218, "X4": 0.52295, "Y4": 0.1218, "page": 0, "Index": 87}, {"Word": "papers,", "Confidence": 0.885, "X1": 0.55633, "Y1": 0.1082, "X2": 0.60501, "Y2": 0.108, "X3": 0.60362, "Y3": 0.1208, "X4": 0.55633, "Y4": 0.1218, "page": 0, "Index": 88}, {"Word": "married", "Confidence": 0.88, "X1": 0.60918, "Y1": 0.1082, "X2": 0.66342, "Y2": 0.108, "X3": 0.66203, "Y3": 0.1208, "X4": 0.60779, "Y4": 0.1208, "page": 0, "Index": 89}, {"Word": "to", "Confidence": 0.997, "X1": 0.6662, "Y1": 0.1082, "X2": 0.6815, "Y2": 0.108, "X3": 0.6815, "Y3": 0.1208, "X4": 0.6662, "Y4": 0.1208, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.993, "X1": 0.68567, "Y1": 0.1082, "X2": 0.70932, "Y2": 0.108, "X3": 0.70793, "Y3": 0.1208, "X4": 0.68428, "Y4": 0.1208, "page": 0, "Index": 91}, {"Word": "use", "Confidence": 0.998, "X1": 0.71349, "Y1": 0.1082, "X2": 0.73574, "Y2": 0.108, "X3": 0.73435, "Y3": 0.1208, "X4": 0.7121, "Y4": 0.1208, "page": 0, "Index": 92}, {"Word": "of", "Confidence": 0.991, "X1": 0.73853, "Y1": 0.1082, "X2": 0.75382, "Y2": 0.108, "X3": 0.75243, "Y3": 0.1208, "X4": 0.73713, "Y4": 0.1208, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.758, "Y1": 0.1082, "X2": 0.78164, "Y2": 0.108, "X3": 0.78025, "Y3": 0.1208, "X4": 0.75661, "Y4": 0.1208, "page": 0, "Index": 94}, {"Word": "correct", "Confidence": 0.991, "X1": 0.78581, "Y1": 0.1082, "X2": 0.83449, "Y2": 0.108, "X3": 0.83171, "Y3": 0.1208, "X4": 0.78442, "Y4": 0.1208, "page": 0, "Index": 95}, {"Word": "pre-", "Confidence": 0.979, "X1": 0.83727, "Y1": 0.1092, "X2": 0.86926, "Y2": 0.109, "X3": 0.86648, "Y3": 0.1208, "X4": 0.83588, "Y4": 0.1208, "page": 0, "Index": 96}, {"Word": "lacquer,", "Confidence": 0.829, "X1": 0.52295, "Y1": 0.1222, "X2": 0.57719, "Y2": 0.122, "X3": 0.5758, "Y3": 0.1348, "X4": 0.52295, "Y4": 0.1348, "page": 0, "Index": 97}, {"Word": "is", "Confidence": 0.992, "X1": 0.58136, "Y1": 0.1222, "X2": 0.5911, "Y2": 0.122, "X3": 0.5911, "Y3": 0.1348, "X4": 0.57997, "Y4": 0.1348, "page": 0, "Index": 98}, {"Word": "of", "Confidence": 0.997, "X1": 0.59527, "Y1": 0.1222, "X2": 0.61057, "Y2": 0.122, "X3": 0.61057, "Y3": 0.1348, "X4": 0.59388, "Y4": 0.1348, "page": 0, "Index": 99}, {"Word": "vital", "Confidence": 0.992, "X1": 0.61474, "Y1": 0.1222, "X2": 0.64395, "Y2": 0.122, "X3": 0.64395, "Y3": 0.1348, "X4": 0.61335, "Y4": 0.1348, "page": 0, "Index": 100}, {"Word": "importance", "Confidence": 0.931, "X1": 0.64812, "Y1": 0.1222, "X2": 0.7274, "Y2": 0.122, "X3": 0.72601, "Y3": 0.1348, "X4": 0.64673, "Y4": 0.1348, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.73157, "Y1": 0.1222, "X2": 0.74687, "Y2": 0.122, "X3": 0.74548, "Y3": 0.1348, "X4": 0.73018, "Y4": 0.1348, "page": 0, "Index": 102}, {"Word": "ensure", "Confidence": 0.995, "X1": 0.75104, "Y1": 0.1222, "X2": 0.79555, "Y2": 0.122, "X3": 0.79555, "Y3": 0.1348, "X4": 0.74965, "Y4": 0.1348, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.998, "X1": 0.79972, "Y1": 0.1222, "X2": 0.82197, "Y2": 0.122, "X3": 0.82197, "Y3": 0.1348, "X4": 0.79833, "Y4": 0.1348, "page": 0, "Index": 104}, {"Word": "level", "Confidence": 0.881, "X1": 0.82615, "Y1": 0.1222, "X2": 0.85675, "Y2": 0.122, "X3": 0.85675, "Y3": 0.1338, "X4": 0.82476, "Y4": 0.1348, "page": 0, "Index": 105}, {"Word": "of", "Confidence": 0.998, "X1": 0.86092, "Y1": 0.1222, "X2": 0.88178, "Y2": 0.122, "X3": 0.88039, "Y3": 0.1338, "X4": 0.85953, "Y4": 0.1338, "page": 0, "Index": 106}, {"Word": "The", "Confidence": 0.994, "X1": 0.11266, "Y1": 0.1352, "X2": 0.13769, "Y2": 0.135, "X3": 0.13769, "Y3": 0.1478, "X4": 0.11127, "Y4": 0.1478, "page": 0, "Index": 107}, {"Word": "main", "Confidence": 0.987, "X1": 0.14186, "Y1": 0.1352, "X2": 0.17524, "Y2": 0.135, "X3": 0.17524, "Y3": 0.1478, "X4": 0.14047, "Y4": 0.1478, "page": 0, "Index": 108}, {"Word": "intention", "Confidence": 0.951, "X1": 0.17942, "Y1": 0.1352, "X2": 0.24339, "Y2": 0.135, "X3": 0.242, "Y3": 0.1478, "X4": 0.17803, "Y4": 0.1478, "page": 0, "Index": 109}, {"Word": "in", "Confidence": 0.998, "X1": 0.24618, "Y1": 0.1352, "X2": 0.26008, "Y2": 0.135, "X3": 0.25869, "Y3": 0.1478, "X4": 0.24618, "Y4": 0.1478, "page": 0, "Index": 110}, {"Word": "employing", "Confidence": 0.991, "X1": 0.26287, "Y1": 0.1352, "X2": 0.33519, "Y2": 0.135, "X3": 0.33519, "Y3": 0.1478, "X4": 0.26287, "Y4": 0.1478, "page": 0, "Index": 111}, {"Word": "surface", "Confidence": 0.795, "X1": 0.71627, "Y1": 0.1352, "X2": 0.76634, "Y2": 0.135, "X3": 0.76634, "Y3": 0.1478, "X4": 0.71627, "Y4": 0.1488, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.998, "X1": 0.77051, "Y1": 0.1352, "X2": 0.78442, "Y2": 0.135, "X3": 0.78442, "Y3": 0.1478, "X4": 0.77051, "Y4": 0.1478, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.7886, "Y1": 0.1352, "X2": 0.81224, "Y2": 0.135, "X3": 0.81224, "Y3": 0.1478, "X4": 0.7886, "Y4": 0.1478, "page": 0, "Index": 114}, {"Word": "finished", "Confidence": 0.993, "X1": 0.81502, "Y1": 0.1352, "X2": 0.87344, "Y2": 0.135, "X3": 0.87204, "Y3": 0.1478, "X4": 0.81502, "Y4": 0.1478, "page": 0, "Index": 115}, {"Word": "metallised", "Confidence": 0.967, "X1": 0.33936, "Y1": 0.1352, "X2": 0.4089, "Y2": 0.135, "X3": 0.4089, "Y3": 0.1488, "X4": 0.33936, "Y4": 0.1478, "page": 0, "Index": 116}, {"Word": "papers", "Confidence": 0.955, "X1": 0.41307, "Y1": 0.1362, "X2": 0.45897, "Y2": 0.136, "X3": 0.45897, "Y3": 0.1488, "X4": 0.41307, "Y4": 0.1488, "page": 0, "Index": 117}, {"Word": "is", "Confidence": 0.997, "X1": 0.46314, "Y1": 0.1362, "X2": 0.47705, "Y2": 0.136, "X3": 0.47705, "Y3": 0.1488, "X4": 0.46175, "Y4": 0.1488, "page": 0, "Index": 118}, {"Word": "required", "Confidence": 0.9, "X1": 0.52434, "Y1": 0.1352, "X2": 0.57997, "Y2": 0.135, "X3": 0.57997, "Y3": 0.1488, "X4": 0.52434, "Y4": 0.1488, "page": 0, "Index": 119}, {"Word": "brilliance", "Confidence": 0.812, "X1": 0.58414, "Y1": 0.1352, "X2": 0.64812, "Y2": 0.135, "X3": 0.64812, "Y3": 0.1488, "X4": 0.58414, "Y4": 0.1488, "page": 0, "Index": 120}, {"Word": "and", "Confidence": 0.998, "X1": 0.6509, "Y1": 0.1352, "X2": 0.67733, "Y2": 0.135, "X3": 0.67733, "Y3": 0.1488, "X4": 0.6509, "Y4": 0.1488, "page": 0, "Index": 121}, {"Word": "even", "Confidence": 0.849, "X1": 0.6815, "Y1": 0.1352, "X2": 0.7121, "Y2": 0.135, "X3": 0.7121, "Y3": 0.1488, "X4": 0.68011, "Y4": 0.1488, "page": 0, "Index": 122}, {"Word": "to", "Confidence": 0.998, "X1": 0.11127, "Y1": 0.1502, "X2": 0.12656, "Y2": 0.15, "X3": 0.12517, "Y3": 0.1618, "X4": 0.11127, "Y4": 0.1618, "page": 0, "Index": 123}, {"Word": "simulate", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.1502, "X2": 0.18776, "Y2": 0.15, "X3": 0.18776, "Y3": 0.1618, "X4": 0.12935, "Y4": 0.1618, "page": 0, "Index": 124}, {"Word": "a", "Confidence": 0.994, "X1": 0.19193, "Y1": 0.1502, "X2": 0.19889, "Y2": 0.15, "X3": 0.19889, "Y3": 0.1618, "X4": 0.19054, "Y4": 0.1618, "page": 0, "Index": 125}, {"Word": "metallic", "Confidence": 0.854, "X1": 0.20306, "Y1": 0.1492, "X2": 0.25869, "Y2": 0.149, "X3": 0.2573, "Y3": 0.1618, "X4": 0.20167, "Y4": 0.1618, "page": 0, "Index": 126}, {"Word": "appearance", "Confidence": 0.992, "X1": 0.26287, "Y1": 0.1492, "X2": 0.33936, "Y2": 0.149, "X3": 0.33797, "Y3": 0.1608, "X4": 0.26147, "Y4": 0.1618, "page": 0, "Index": 127}, {"Word": "with", "Confidence": 0.989, "X1": 0.34214, "Y1": 0.1492, "X2": 0.37413, "Y2": 0.149, "X3": 0.37274, "Y3": 0.1608, "X4": 0.34075, "Y4": 0.1608, "page": 0, "Index": 128}, {"Word": "the", "Confidence": 0.996, "X1": 0.37691, "Y1": 0.1492, "X2": 0.40056, "Y2": 0.149, "X3": 0.39917, "Y3": 0.1608, "X4": 0.37552, "Y4": 0.1608, "page": 0, "Index": 129}, {"Word": "best", "Confidence": 0.843, "X1": 0.40473, "Y1": 0.1492, "X2": 0.43672, "Y2": 0.149, "X3": 0.43533, "Y3": 0.1608, "X4": 0.40195, "Y4": 0.1608, "page": 0, "Index": 130}, {"Word": "product.", "Confidence": 0.827, "X1": 0.52434, "Y1": 0.1502, "X2": 0.58414, "Y2": 0.15, "X3": 0.58275, "Y3": 0.1618, "X4": 0.52295, "Y4": 0.1618, "page": 0, "Index": 131}, {"Word": "possible", "Confidence": 0.717, "X1": 0.11127, "Y1": 0.1632, "X2": 0.16551, "Y2": 0.163, "X3": 0.16551, "Y3": 0.1758, "X4": 0.10987, "Y4": 0.1758, "page": 0, "Index": 132}, {"Word": "economies.", "Confidence": 0.825, "X1": 0.16829, "Y1": 0.1632, "X2": 0.24757, "Y2": 0.163, "X3": 0.24618, "Y3": 0.1748, "X4": 0.16829, "Y4": 0.1758, "page": 0, "Index": 133}, {"Word": "In", "Confidence": 0.994, "X1": 0.25035, "Y1": 0.1632, "X2": 0.26565, "Y2": 0.163, "X3": 0.26565, "Y3": 0.1748, "X4": 0.25035, "Y4": 0.1748, "page": 0, "Index": 134}, {"Word": "simulating", "Confidence": 0.993, "X1": 0.26982, "Y1": 0.1632, "X2": 0.34075, "Y2": 0.163, "X3": 0.33936, "Y3": 0.1748, "X4": 0.26843, "Y4": 0.1748, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.34353, "Y1": 0.1632, "X2": 0.36579, "Y2": 0.163, "X3": 0.36579, "Y3": 0.1748, "X4": 0.34353, "Y4": 0.1748, "page": 0, "Index": 136}, {"Word": "metallic", "Confidence": 0.86, "X1": 0.36996, "Y1": 0.1632, "X2": 0.42559, "Y2": 0.163, "X3": 0.42559, "Y3": 0.1758, "X4": 0.36857, "Y4": 0.1748, "page": 0, "Index": 137}, {"Word": "finish,", "Confidence": 0.849, "X1": 0.42976, "Y1": 0.1632, "X2": 0.47705, "Y2": 0.163, "X3": 0.47705, "Y3": 0.1758, "X4": 0.42837, "Y4": 0.1758, "page": 0, "Index": 138}, {"Word": "From", "Confidence": 0.987, "X1": 0.52434, "Y1": 0.1722, "X2": 0.55911, "Y2": 0.172, "X3": 0.55772, "Y3": 0.1858, "X4": 0.52295, "Y4": 0.1858, "page": 0, "Index": 139}, {"Word": "all", "Confidence": 0.997, "X1": 0.56606, "Y1": 0.1722, "X2": 0.58136, "Y2": 0.172, "X3": 0.58136, "Y3": 0.1858, "X4": 0.56467, "Y4": 0.1858, "page": 0, "Index": 140}, {"Word": "that", "Confidence": 0.994, "X1": 0.58554, "Y1": 0.1722, "X2": 0.61335, "Y2": 0.172, "X3": 0.61335, "Y3": 0.1858, "X4": 0.58414, "Y4": 0.1858, "page": 0, "Index": 141}, {"Word": "has", "Confidence": 0.998, "X1": 0.61752, "Y1": 0.1722, "X2": 0.63978, "Y2": 0.172, "X3": 0.63839, "Y3": 0.1858, "X4": 0.61613, "Y4": 0.1858, "page": 0, "Index": 142}, {"Word": "been", "Confidence": 0.987, "X1": 0.64395, "Y1": 0.1722, "X2": 0.67733, "Y2": 0.172, "X3": 0.67594, "Y3": 0.1858, "X4": 0.64256, "Y4": 0.1858, "page": 0, "Index": 143}, {"Word": "said,", "Confidence": 0.914, "X1": 0.6815, "Y1": 0.1722, "X2": 0.71349, "Y2": 0.172, "X3": 0.7121, "Y3": 0.1858, "X4": 0.68011, "Y4": 0.1858, "page": 0, "Index": 144}, {"Word": "it", "Confidence": 0.997, "X1": 0.71627, "Y1": 0.1722, "X2": 0.7274, "Y2": 0.172, "X3": 0.72601, "Y3": 0.1858, "X4": 0.71627, "Y4": 0.1858, "page": 0, "Index": 145}, {"Word": "is", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.1722, "X2": 0.74131, "Y2": 0.172, "X3": 0.73992, "Y3": 0.1858, "X4": 0.72879, "Y4": 0.1858, "page": 0, "Index": 146}, {"Word": "now", "Confidence": 0.991, "X1": 0.74548, "Y1": 0.1722, "X2": 0.77608, "Y2": 0.172, "X3": 0.77469, "Y3": 0.1858, "X4": 0.74409, "Y4": 0.1858, "page": 0, "Index": 147}, {"Word": "obvious", "Confidence": 0.955, "X1": 0.78025, "Y1": 0.1722, "X2": 0.83449, "Y2": 0.172, "X3": 0.8331, "Y3": 0.1848, "X4": 0.77886, "Y4": 0.1858, "page": 0, "Index": 148}, {"Word": "that", "Confidence": 0.982, "X1": 0.83866, "Y1": 0.1722, "X2": 0.87065, "Y2": 0.172, "X3": 0.86926, "Y3": 0.1848, "X4": 0.83727, "Y4": 0.1848, "page": 0, "Index": 149}, {"Word": "other", "Confidence": 0.993, "X1": 0.11266, "Y1": 0.1762, "X2": 0.14882, "Y2": 0.176, "X3": 0.14743, "Y3": 0.1888, "X4": 0.11266, "Y4": 0.1888, "page": 0, "Index": 150}, {"Word": "factors", "Confidence": 0.995, "X1": 0.15299, "Y1": 0.1762, "X2": 0.19889, "Y2": 0.176, "X3": 0.1975, "Y3": 0.1898, "X4": 0.1516, "Y4": 0.1888, "page": 0, "Index": 151}, {"Word": "such", "Confidence": 0.986, "X1": 0.20306, "Y1": 0.1762, "X2": 0.23505, "Y2": 0.176, "X3": 0.23366, "Y3": 0.1898, "X4": 0.20167, "Y4": 0.1898, "page": 0, "Index": 152}, {"Word": "as", "Confidence": 0.993, "X1": 0.23783, "Y1": 0.1762, "X2": 0.25313, "Y2": 0.176, "X3": 0.25174, "Y3": 0.1898, "X4": 0.23783, "Y4": 0.1898, "page": 0, "Index": 153}, {"Word": "gas", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.1762, "X2": 0.27816, "Y2": 0.176, "X3": 0.27677, "Y3": 0.1898, "X4": 0.25452, "Y4": 0.1898, "page": 0, "Index": 154}, {"Word": "permeability,", "Confidence": 0.64, "X1": 0.28095, "Y1": 0.1772, "X2": 0.37135, "Y2": 0.177, "X3": 0.37135, "Y3": 0.1898, "X4": 0.27955, "Y4": 0.1898, "page": 0, "Index": 155}, {"Word": "moisture", "Confidence": 0.851, "X1": 0.37552, "Y1": 0.1772, "X2": 0.4395, "Y2": 0.177, "X3": 0.43811, "Y3": 0.1888, "X4": 0.37413, "Y4": 0.1898, "page": 0, "Index": 156}, {"Word": "should", "Confidence": 0.994, "X1": 0.64534, "Y1": 0.1862, "X2": 0.69124, "Y2": 0.186, "X3": 0.68985, "Y3": 0.1978, "X4": 0.64395, "Y4": 0.1988, "page": 0, "Index": 157}, {"Word": "not", "Confidence": 0.998, "X1": 0.69402, "Y1": 0.1862, "X2": 0.71905, "Y2": 0.186, "X3": 0.71905, "Y3": 0.1978, "X4": 0.69402, "Y4": 0.1978, "page": 0, "Index": 158}, {"Word": "be", "Confidence": 0.969, "X1": 0.72323, "Y1": 0.1862, "X2": 0.73992, "Y2": 0.186, "X3": 0.73853, "Y3": 0.1978, "X4": 0.72184, "Y4": 0.1978, "page": 0, "Index": 159}, {"Word": "regardad", "Confidence": 0.587, "X1": 0.7427, "Y1": 0.1862, "X2": 0.80389, "Y2": 0.186, "X3": 0.8025, "Y3": 0.1978, "X4": 0.7427, "Y4": 0.1978, "page": 0, "Index": 160}, {"Word": "strictly", "Confidence": 0.882, "X1": 0.80807, "Y1": 0.1862, "X2": 0.85814, "Y2": 0.186, "X3": 0.85675, "Y3": 0.1978, "X4": 0.80668, "Y4": 0.1978, "page": 0, "Index": 161}, {"Word": "as", "Confidence": 0.971, "X1": 0.86092, "Y1": 0.1862, "X2": 0.88039, "Y2": 0.186, "X3": 0.879, "Y3": 0.1978, "X4": 0.85953, "Y4": 0.1978, "page": 0, "Index": 162}, {"Word": "vapour", "Confidence": 0.994, "X1": 0.11266, "Y1": 0.1902, "X2": 0.15994, "Y2": 0.19, "X3": 0.15855, "Y3": 0.2028, "X4": 0.11127, "Y4": 0.2038, "page": 0, "Index": 163}, {"Word": "transmission", "Confidence": 0.991, "X1": 0.16273, "Y1": 0.1902, "X2": 0.24757, "Y2": 0.19, "X3": 0.24757, "Y3": 0.2028, "X4": 0.16134, "Y4": 0.2028, "page": 0, "Index": 164}, {"Word": "rate,", "Confidence": 0.945, "X1": 0.25174, "Y1": 0.1902, "X2": 0.28373, "Y2": 0.19, "X3": 0.28234, "Y3": 0.2028, "X4": 0.25035, "Y4": 0.2028, "page": 0, "Index": 165}, {"Word": "etc,", "Confidence": 0.65, "X1": 0.28651, "Y1": 0.1902, "X2": 0.31154, "Y2": 0.19, "X3": 0.31154, "Y3": 0.2028, "X4": 0.28651, "Y4": 0.2028, "page": 0, "Index": 166}, {"Word": "may", "Confidence": 0.965, "X1": 0.31572, "Y1": 0.1902, "X2": 0.34631, "Y2": 0.19, "X3": 0.34492, "Y3": 0.2028, "X4": 0.31433, "Y4": 0.2028, "page": 0, "Index": 167}, {"Word": "have", "Confidence": 0.988, "X1": 0.3491, "Y1": 0.1902, "X2": 0.38108, "Y2": 0.19, "X3": 0.38108, "Y3": 0.2018, "X4": 0.3491, "Y4": 0.2018, "page": 0, "Index": 168}, {"Word": "been", "Confidence": 0.971, "X1": 0.38526, "Y1": 0.1902, "X2": 0.42003, "Y2": 0.19, "X3": 0.41864, "Y3": 0.2018, "X4": 0.38387, "Y4": 0.2018, "page": 0, "Index": 169}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.52295, "Y1": 0.1862, "X2": 0.59249, "Y2": 0.186, "X3": 0.5911, "Y3": 0.1988, "X4": 0.52156, "Y4": 0.1988, "page": 0, "Index": 170}, {"Word": "papers", "Confidence": 0.665, "X1": 0.59666, "Y1": 0.1862, "X2": 0.64117, "Y2": 0.186, "X3": 0.63978, "Y3": 0.1988, "X4": 0.59527, "Y4": 0.1988, "page": 0, "Index": 171}, {"Word": "beneficially", "Confidence": 0.971, "X1": 0.11266, "Y1": 0.2042, "X2": 0.19193, "Y2": 0.204, "X3": 0.19054, "Y3": 0.2168, "X4": 0.11127, "Y4": 0.2168, "page": 0, "Index": 172}, {"Word": "affected,", "Confidence": 0.94, "X1": 0.19471, "Y1": 0.2042, "X2": 0.25591, "Y2": 0.204, "X3": 0.25452, "Y3": 0.2158, "X4": 0.19471, "Y4": 0.2168, "page": 0, "Index": 173}, {"Word": "but", "Confidence": 0.998, "X1": 0.26008, "Y1": 0.2042, "X2": 0.28373, "Y2": 0.204, "X3": 0.28234, "Y3": 0.2158, "X4": 0.25869, "Y4": 0.2158, "page": 0, "Index": 174}, {"Word": "in", "Confidence": 0.998, "X1": 0.2879, "Y1": 0.2042, "X2": 0.30181, "Y2": 0.204, "X3": 0.30042, "Y3": 0.2158, "X4": 0.28651, "Y4": 0.2158, "page": 0, "Index": 175}, {"Word": "the", "Confidence": 0.998, "X1": 0.30459, "Y1": 0.2042, "X2": 0.32823, "Y2": 0.204, "X3": 0.32684, "Y3": 0.2158, "X4": 0.30459, "Y4": 0.2158, "page": 0, "Index": 176}, {"Word": "main", "Confidence": 0.989, "X1": 0.33102, "Y1": 0.2042, "X2": 0.36718, "Y2": 0.204, "X3": 0.36579, "Y3": 0.2158, "X4": 0.33102, "Y4": 0.2158, "page": 0, "Index": 177}, {"Word": "it", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.2042, "X2": 0.38108, "Y2": 0.204, "X3": 0.37969, "Y3": 0.2158, "X4": 0.36857, "Y4": 0.2158, "page": 0, "Index": 178}, {"Word": "is", "Confidence": 0.998, "X1": 0.38387, "Y1": 0.2042, "X2": 0.39638, "Y2": 0.204, "X3": 0.39499, "Y3": 0.2158, "X4": 0.38387, "Y4": 0.2158, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.883, "X1": 0.39917, "Y1": 0.2042, "X2": 0.4242, "Y2": 0.204, "X3": 0.4242, "Y3": 0.2158, "X4": 0.39777, "Y4": 0.2158, "page": 0, "Index": 180}, {"Word": "papers,", "Confidence": 0.954, "X1": 0.52295, "Y1": 0.2002, "X2": 0.57163, "Y2": 0.2, "X3": 0.57024, "Y3": 0.2128, "X4": 0.52156, "Y4": 0.2128, "page": 0, "Index": 181}, {"Word": "nor", "Confidence": 0.993, "X1": 0.57441, "Y1": 0.2002, "X2": 0.59944, "Y2": 0.2, "X3": 0.59805, "Y3": 0.2128, "X4": 0.57441, "Y4": 0.2128, "page": 0, "Index": 182}, {"Word": "should", "Confidence": 0.995, "X1": 0.60223, "Y1": 0.2002, "X2": 0.6509, "Y2": 0.2, "X3": 0.64951, "Y3": 0.2128, "X4": 0.60223, "Y4": 0.2128, "page": 0, "Index": 183}, {"Word": "they", "Confidence": 0.967, "X1": 0.65369, "Y1": 0.2002, "X2": 0.68567, "Y2": 0.2, "X3": 0.68428, "Y3": 0.2128, "X4": 0.65229, "Y4": 0.2128, "page": 0, "Index": 184}, {"Word": "be", "Confidence": 0.998, "X1": 0.68846, "Y1": 0.2002, "X2": 0.70654, "Y2": 0.2, "X3": 0.70515, "Y3": 0.2128, "X4": 0.68707, "Y4": 0.2128, "page": 0, "Index": 185}, {"Word": "regarded", "Confidence": 0.958, "X1": 0.70932, "Y1": 0.1992, "X2": 0.77051, "Y2": 0.199, "X3": 0.76912, "Y3": 0.2118, "X4": 0.70793, "Y4": 0.2128, "page": 0, "Index": 186}, {"Word": "as", "Confidence": 0.998, "X1": 0.7733, "Y1": 0.1992, "X2": 0.7872, "Y2": 0.199, "X3": 0.78581, "Y3": 0.2118, "X4": 0.77191, "Y4": 0.2118, "page": 0, "Index": 187}, {"Word": "aluminium", "Confidence": 0.969, "X1": 0.79138, "Y1": 0.1992, "X2": 0.86231, "Y2": 0.199, "X3": 0.86092, "Y3": 0.2118, "X4": 0.78999, "Y4": 0.2118, "page": 0, "Index": 188}, {"Word": "foil", "Confidence": 0.676, "X1": 0.87065, "Y1": 0.1992, "X2": 0.89986, "Y2": 0.199, "X3": 0.89708, "Y3": 0.2108, "X4": 0.86787, "Y4": 0.2118, "page": 0, "Index": 189}, {"Word": "complexes.", "Confidence": 0.785, "X1": 0.52434, "Y1": 0.2142, "X2": 0.60223, "Y2": 0.214, "X3": 0.60223, "Y3": 0.2268, "X4": 0.52434, "Y4": 0.2268, "page": 0, "Index": 190}, {"Word": "aesthetics", "Confidence": 0.603, "X1": 0.11266, "Y1": 0.2182, "X2": 0.17803, "Y2": 0.218, "X3": 0.17803, "Y3": 0.2308, "X4": 0.11266, "Y4": 0.2318, "page": 0, "Index": 191}, {"Word": "of", "Confidence": 0.994, "X1": 0.1822, "Y1": 0.2182, "X2": 0.1975, "Y2": 0.218, "X3": 0.19611, "Y3": 0.2308, "X4": 0.18081, "Y4": 0.2308, "page": 0, "Index": 192}, {"Word": "the", "Confidence": 0.998, "X1": 0.20028, "Y1": 0.2182, "X2": 0.22392, "Y2": 0.218, "X3": 0.22253, "Y3": 0.2308, "X4": 0.20028, "Y4": 0.2308, "page": 0, "Index": 193}, {"Word": "product", "Confidence": 0.951, "X1": 0.2267, "Y1": 0.2182, "X2": 0.28095, "Y2": 0.218, "X3": 0.28095, "Y3": 0.2298, "X4": 0.2267, "Y4": 0.2308, "page": 0, "Index": 194}, {"Word": "that", "Confidence": 0.988, "X1": 0.28512, "Y1": 0.2182, "X2": 0.31433, "Y2": 0.218, "X3": 0.31433, "Y3": 0.2298, "X4": 0.28373, "Y4": 0.2298, "page": 0, "Index": 195}, {"Word": "stimulate", "Confidence": 0.855, "X1": 0.3185, "Y1": 0.2182, "X2": 0.38108, "Y2": 0.218, "X3": 0.38108, "Y3": 0.2298, "X4": 0.31711, "Y4": 0.2298, "page": 0, "Index": 196}, {"Word": "its", "Confidence": 0.998, "X1": 0.38526, "Y1": 0.2182, "X2": 0.40195, "Y2": 0.218, "X3": 0.40056, "Y3": 0.2308, "X4": 0.38387, "Y4": 0.2298, "page": 0, "Index": 197}, {"Word": "initial", "Confidence": 0.944, "X1": 0.40473, "Y1": 0.2182, "X2": 0.44645, "Y2": 0.218, "X3": 0.44506, "Y3": 0.2308, "X4": 0.40473, "Y4": 0.2308, "page": 0, "Index": 198}, {"Word": "use,", "Confidence": 0.773, "X1": 0.45063, "Y1": 0.2182, "X2": 0.47983, "Y2": 0.218, "X3": 0.47844, "Y3": 0.2308, "X4": 0.44924, "Y4": 0.2308, "page": 0, "Index": 199}, {"Word": "other", "Confidence": 0.955, "X1": 0.11127, "Y1": 0.2322, "X2": 0.14882, "Y2": 0.232, "X3": 0.14882, "Y3": 0.2448, "X4": 0.11127, "Y4": 0.2458, "page": 0, "Index": 200}, {"Word": "properties", "Confidence": 0.981, "X1": 0.15299, "Y1": 0.2312, "X2": 0.22114, "Y2": 0.231, "X3": 0.22114, "Y3": 0.2448, "X4": 0.1516, "Y4": 0.2448, "page": 0, "Index": 201}, {"Word": "being", "Confidence": 0.997, "X1": 0.22531, "Y1": 0.2312, "X2": 0.26287, "Y2": 0.231, "X3": 0.26287, "Y3": 0.2448, "X4": 0.22531, "Y4": 0.2448, "page": 0, "Index": 202}, {"Word": "developed", "Confidence": 0.637, "X1": 0.26565, "Y1": 0.2312, "X2": 0.33519, "Y2": 0.231, "X3": 0.33519, "Y3": 0.2438, "X4": 0.26565, "Y4": 0.2448, "page": 0, "Index": 203}, {"Word": "by", "Confidence": 0.997, "X1": 0.33936, "Y1": 0.2322, "X2": 0.35883, "Y2": 0.232, "X3": 0.35744, "Y3": 0.2438, "X4": 0.33936, "Y4": 0.2438, "page": 0, "Index": 204}, {"Word": "specialist", "Confidence": 0.927, "X1": 0.36161, "Y1": 0.2322, "X2": 0.42976, "Y2": 0.232, "X3": 0.42976, "Y3": 0.2448, "X4": 0.36161, "Y4": 0.2438, "page": 0, "Index": 205}, {"Word": "coatings", "Confidence": 0.952, "X1": 0.11266, "Y1": 0.2462, "X2": 0.16829, "Y2": 0.246, "X3": 0.16829, "Y3": 0.2578, "X4": 0.11266, "Y4": 0.2588, "page": 0, "Index": 206}, {"Word": "as", "Confidence": 0.998, "X1": 0.17246, "Y1": 0.2462, "X2": 0.18637, "Y2": 0.246, "X3": 0.18498, "Y3": 0.2578, "X4": 0.17246, "Y4": 0.2578, "page": 0, "Index": 207}, {"Word": "a", "Confidence": 0.998, "X1": 0.18915, "Y1": 0.2462, "X2": 0.1975, "Y2": 0.246, "X3": 0.1975, "Y3": 0.2578, "X4": 0.18915, "Y4": 0.2578, "page": 0, "Index": 208}, {"Word": "result", "Confidence": 0.991, "X1": 0.20028, "Y1": 0.2462, "X2": 0.24061, "Y2": 0.246, "X3": 0.24061, "Y3": 0.2578, "X4": 0.20028, "Y4": 0.2578, "page": 0, "Index": 209}, {"Word": "of", "Confidence": 0.995, "X1": 0.24478, "Y1": 0.2452, "X2": 0.25869, "Y2": 0.245, "X3": 0.25869, "Y3": 0.2578, "X4": 0.24339, "Y4": 0.2578, "page": 0, "Index": 210}, {"Word": "experience", "Confidence": 0.955, "X1": 0.26287, "Y1": 0.2452, "X2": 0.33658, "Y2": 0.245, "X3": 0.33658, "Y3": 0.2578, "X4": 0.26147, "Y4": 0.2578, "page": 0, "Index": 211}, {"Word": "and", "Confidence": 0.883, "X1": 0.34075, "Y1": 0.2452, "X2": 0.36718, "Y2": 0.245, "X3": 0.36579, "Y3": 0.2578, "X4": 0.33936, "Y4": 0.2578, "page": 0, "Index": 212}, {"Word": "Metallised", "Confidence": 0.992, "X1": 0.52573, "Y1": 0.2372, "X2": 0.59249, "Y2": 0.237, "X3": 0.5911, "Y3": 0.2498, "X4": 0.52434, "Y4": 0.2498, "page": 0, "Index": 213}, {"Word": "papers", "Confidence": 0.641, "X1": 0.59527, "Y1": 0.2372, "X2": 0.64117, "Y2": 0.237, "X3": 0.64117, "Y3": 0.2498, "X4": 0.59527, "Y4": 0.2498, "page": 0, "Index": 214}, {"Word": "are", "Confidence": 0.998, "X1": 0.64534, "Y1": 0.2372, "X2": 0.6662, "Y2": 0.237, "X3": 0.66481, "Y3": 0.2498, "X4": 0.64395, "Y4": 0.2498, "page": 0, "Index": 215}, {"Word": "available", "Confidence": 0.666, "X1": 0.67038, "Y1": 0.2372, "X2": 0.72879, "Y2": 0.237, "X3": 0.7274, "Y3": 0.2498, "X4": 0.66898, "Y4": 0.2498, "page": 0, "Index": 216}, {"Word": "in", "Confidence": 0.998, "X1": 0.73157, "Y1": 0.2372, "X2": 0.74687, "Y2": 0.237, "X3": 0.74687, "Y3": 0.2498, "X4": 0.73157, "Y4": 0.2498, "page": 0, "Index": 217}, {"Word": "reel", "Confidence": 0.639, "X1": 0.75104, "Y1": 0.2372, "X2": 0.77747, "Y2": 0.237, "X3": 0.77608, "Y3": 0.2498, "X4": 0.75104, "Y4": 0.2498, "page": 0, "Index": 218}, {"Word": "and", "Confidence": 0.991, "X1": 0.78025, "Y1": 0.2372, "X2": 0.80668, "Y2": 0.237, "X3": 0.80529, "Y3": 0.2498, "X4": 0.78025, "Y4": 0.2498, "page": 0, "Index": 219}, {"Word": "sheet", "Confidence": 0.991, "X1": 0.80946, "Y1": 0.2372, "X2": 0.84701, "Y2": 0.237, "X3": 0.84701, "Y3": 0.2498, "X4": 0.80946, "Y4": 0.2498, "page": 0, "Index": 220}, {"Word": "form,", "Confidence": 0.931, "X1": 0.85118, "Y1": 0.2372, "X2": 0.89152, "Y2": 0.237, "X3": 0.89152, "Y3": 0.2498, "X4": 0.85118, "Y4": 0.2498, "page": 0, "Index": 221}, {"Word": "familiarisation", "Confidence": 0.901, "X1": 0.36996, "Y1": 0.2462, "X2": 0.4701, "Y2": 0.246, "X3": 0.46871, "Y3": 0.2588, "X4": 0.36857, "Y4": 0.2578, "page": 0, "Index": 222}, {"Word": "and", "Confidence": 0.998, "X1": 0.52434, "Y1": 0.2522, "X2": 0.54798, "Y2": 0.252, "X3": 0.54798, "Y3": 0.2638, "X4": 0.52434, "Y4": 0.2638, "page": 0, "Index": 223}, {"Word": "should", "Confidence": 0.953, "X1": 0.55216, "Y1": 0.2512, "X2": 0.59944, "Y2": 0.251, "X3": 0.59805, "Y3": 0.2638, "X4": 0.55076, "Y4": 0.2638, "page": 0, "Index": 224}, {"Word": "be", "Confidence": 0.998, "X1": 0.60223, "Y1": 0.2512, "X2": 0.61892, "Y2": 0.251, "X3": 0.61752, "Y3": 0.2638, "X4": 0.60083, "Y4": 0.2638, "page": 0, "Index": 225}, {"Word": "stored", "Confidence": 0.996, "X1": 0.62309, "Y1": 0.2512, "X2": 0.66759, "Y2": 0.251, "X3": 0.6662, "Y3": 0.2628, "X4": 0.6217, "Y4": 0.2638, "page": 0, "Index": 226}, {"Word": "and", "Confidence": 0.998, "X1": 0.67038, "Y1": 0.2512, "X2": 0.69541, "Y2": 0.251, "X3": 0.69402, "Y3": 0.2628, "X4": 0.66898, "Y4": 0.2628, "page": 0, "Index": 227}, {"Word": "handled", "Confidence": 0.931, "X1": 0.69819, "Y1": 0.2512, "X2": 0.75661, "Y2": 0.251, "X3": 0.75522, "Y3": 0.2628, "X4": 0.69819, "Y4": 0.2628, "page": 0, "Index": 228}, {"Word": "under", "Confidence": 0.997, "X1": 0.75939, "Y1": 0.2512, "X2": 0.79972, "Y2": 0.251, "X3": 0.79833, "Y3": 0.2628, "X4": 0.758, "Y4": 0.2628, "page": 0, "Index": 229}, {"Word": "exactly", "Confidence": 0.887, "X1": 0.8025, "Y1": 0.2512, "X2": 0.85535, "Y2": 0.251, "X3": 0.85396, "Y3": 0.2638, "X4": 0.8025, "Y4": 0.2628, "page": 0, "Index": 230}, {"Word": "the", "Confidence": 0.998, "X1": 0.85814, "Y1": 0.2512, "X2": 0.88456, "Y2": 0.251, "X3": 0.88317, "Y3": 0.2638, "X4": 0.85675, "Y4": 0.2638, "page": 0, "Index": 231}, {"Word": "with", "Confidence": 0.993, "X1": 0.11266, "Y1": 0.2602, "X2": 0.14465, "Y2": 0.26, "X3": 0.14325, "Y3": 0.2708, "X4": 0.11266, "Y4": 0.2718, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.987, "X1": 0.14743, "Y1": 0.2592, "X2": 0.16968, "Y2": 0.259, "X3": 0.16968, "Y3": 0.2708, "X4": 0.14743, "Y4": 0.2708, "page": 0, "Index": 233}, {"Word": "media.", "Confidence": 0.661, "X1": 0.17385, "Y1": 0.2602, "X2": 0.22392, "Y2": 0.26, "X3": 0.22253, "Y3": 0.2718, "X4": 0.17246, "Y4": 0.2708, "page": 0, "Index": 234}, {"Word": "same", "Confidence": 0.994, "X1": 0.52295, "Y1": 0.2652, "X2": 0.55633, "Y2": 0.265, "X3": 0.55633, "Y3": 0.2778, "X4": 0.52295, "Y4": 0.2778, "page": 0, "Index": 235}, {"Word": "conditions", "Confidence": 0.619, "X1": 0.5605, "Y1": 0.2652, "X2": 0.63421, "Y2": 0.265, "X3": 0.63421, "Y3": 0.2778, "X4": 0.5605, "Y4": 0.2778, "page": 0, "Index": 236}, {"Word": "as", "Confidence": 0.667, "X1": 0.63839, "Y1": 0.2652, "X2": 0.6509, "Y2": 0.265, "X3": 0.64951, "Y3": 0.2778, "X4": 0.63839, "Y4": 0.2778, "page": 0, "Index": 237}, {"Word": "other", "Confidence": 0.991, "X1": 0.65369, "Y1": 0.2652, "X2": 0.69263, "Y2": 0.265, "X3": 0.69263, "Y3": 0.2778, "X4": 0.65369, "Y4": 0.2778, "page": 0, "Index": 238}, {"Word": "paper", "Confidence": 0.997, "X1": 0.69541, "Y1": 0.2652, "X2": 0.73574, "Y2": 0.265, "X3": 0.73574, "Y3": 0.2778, "X4": 0.69541, "Y4": 0.2778, "page": 0, "Index": 239}, {"Word": "stock,", "Confidence": 0.994, "X1": 0.73853, "Y1": 0.2652, "X2": 0.78164, "Y2": 0.265, "X3": 0.78025, "Y3": 0.2778, "X4": 0.73853, "Y4": 0.2778, "page": 0, "Index": 240}, {"Word": "being", "Confidence": 0.997, "X1": 0.78442, "Y1": 0.2642, "X2": 0.82337, "Y2": 0.264, "X3": 0.82337, "Y3": 0.2778, "X4": 0.78442, "Y4": 0.2778, "page": 0, "Index": 241}, {"Word": "mindful", "Confidence": 0.845, "X1": 0.82615, "Y1": 0.2642, "X2": 0.88595, "Y2": 0.264, "X3": 0.88595, "Y3": 0.2778, "X4": 0.82615, "Y4": 0.2778, "page": 0, "Index": 242}, {"Word": "A", "Confidence": 0.995, "X1": 0.11405, "Y1": 0.2842, "X2": 0.12378, "Y2": 0.284, "X3": 0.12239, "Y3": 0.2978, "X4": 0.11266, "Y4": 0.2978, "page": 0, "Index": 243}, {"Word": "wide", "Confidence": 0.981, "X1": 0.12796, "Y1": 0.2842, "X2": 0.15994, "Y2": 0.284, "X3": 0.15994, "Y3": 0.2978, "X4": 0.12656, "Y4": 0.2978, "page": 0, "Index": 244}, {"Word": "range", "Confidence": 0.997, "X1": 0.16412, "Y1": 0.2842, "X2": 0.20167, "Y2": 0.284, "X3": 0.20167, "Y3": 0.2968, "X4": 0.16273, "Y4": 0.2978, "page": 0, "Index": 245}, {"Word": "of", "Confidence": 0.992, "X1": 0.20584, "Y1": 0.2842, "X2": 0.22114, "Y2": 0.284, "X3": 0.22114, "Y3": 0.2968, "X4": 0.20445, "Y4": 0.2968, "page": 0, "Index": 246}, {"Word": "finishes", "Confidence": 0.994, "X1": 0.22531, "Y1": 0.2842, "X2": 0.27677, "Y2": 0.284, "X3": 0.27538, "Y3": 0.2968, "X4": 0.22392, "Y4": 0.2968, "page": 0, "Index": 247}, {"Word": "are", "Confidence": 0.998, "X1": 0.28095, "Y1": 0.2842, "X2": 0.3032, "Y2": 0.284, "X3": 0.30181, "Y3": 0.2968, "X4": 0.27955, "Y4": 0.2968, "page": 0, "Index": 248}, {"Word": "available,", "Confidence": 0.9, "X1": 0.30598, "Y1": 0.2842, "X2": 0.36996, "Y2": 0.284, "X3": 0.36857, "Y3": 0.2968, "X4": 0.30459, "Y4": 0.2968, "page": 0, "Index": 249}, {"Word": "dependent", "Confidence": 0.937, "X1": 0.37413, "Y1": 0.2852, "X2": 0.45202, "Y2": 0.285, "X3": 0.45063, "Y3": 0.2978, "X4": 0.37274, "Y4": 0.2968, "page": 0, "Index": 250}, {"Word": "of", "Confidence": 0.996, "X1": 0.52573, "Y1": 0.2792, "X2": 0.53964, "Y2": 0.279, "X3": 0.53825, "Y3": 0.2908, "X4": 0.52434, "Y4": 0.2908, "page": 0, "Index": 251}, {"Word": "their", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.2782, "X2": 0.57441, "Y2": 0.278, "X3": 0.57441, "Y3": 0.2908, "X4": 0.54242, "Y4": 0.2908, "page": 0, "Index": 252}, {"Word": "somewhat", "Confidence": 0.991, "X1": 0.57858, "Y1": 0.2782, "X2": 0.64812, "Y2": 0.278, "X3": 0.64812, "Y3": 0.2908, "X4": 0.57719, "Y4": 0.2908, "page": 0, "Index": 253}, {"Word": "higher", "Confidence": 0.933, "X1": 0.65229, "Y1": 0.2792, "X2": 0.6968, "Y2": 0.279, "X3": 0.69541, "Y3": 0.2908, "X4": 0.6509, "Y4": 0.2908, "page": 0, "Index": 254}, {"Word": "cost.", "Confidence": 0.995, "X1": 0.69958, "Y1": 0.2802, "X2": 0.73713, "Y2": 0.28, "X3": 0.73713, "Y3": 0.2908, "X4": 0.69958, "Y4": 0.2908, "page": 0, "Index": 255}, {"Word": "primarily", "Confidence": 0.991, "X1": 0.11405, "Y1": 0.2982, "X2": 0.17524, "Y2": 0.298, "X3": 0.17524, "Y3": 0.3108, "X4": 0.11405, "Y4": 0.3108, "page": 0, "Index": 256}, {"Word": "on", "Confidence": 0.998, "X1": 0.17942, "Y1": 0.2982, "X2": 0.1975, "Y2": 0.298, "X3": 0.1975, "Y3": 0.3108, "X4": 0.17942, "Y4": 0.3108, "page": 0, "Index": 257}, {"Word": "the", "Confidence": 0.998, "X1": 0.20028, "Y1": 0.2982, "X2": 0.22392, "Y2": 0.298, "X3": 0.22392, "Y3": 0.3108, "X4": 0.20028, "Y4": 0.3108, "page": 0, "Index": 258}, {"Word": "type", "Confidence": 0.959, "X1": 0.22809, "Y1": 0.2982, "X2": 0.25869, "Y2": 0.298, "X3": 0.25869, "Y3": 0.3108, "X4": 0.22809, "Y4": 0.3108, "page": 0, "Index": 259}, {"Word": "and", "Confidence": 0.998, "X1": 0.26287, "Y1": 0.2982, "X2": 0.2879, "Y2": 0.298, "X3": 0.2879, "Y3": 0.3108, "X4": 0.26287, "Y4": 0.3108, "page": 0, "Index": 260}, {"Word": "quality", "Confidence": 0.995, "X1": 0.29207, "Y1": 0.2982, "X2": 0.34353, "Y2": 0.298, "X3": 0.34214, "Y3": 0.3108, "X4": 0.29207, "Y4": 0.3108, "page": 0, "Index": 261}, {"Word": "of", "Confidence": 0.998, "X1": 0.34631, "Y1": 0.2982, "X2": 0.36161, "Y2": 0.298, "X3": 0.36161, "Y3": 0.3118, "X4": 0.34631, "Y4": 0.3108, "page": 0, "Index": 262}, {"Word": "paper", "Confidence": 0.941, "X1": 0.36439, "Y1": 0.2982, "X2": 0.40334, "Y2": 0.298, "X3": 0.40334, "Y3": 0.3118, "X4": 0.36439, "Y4": 0.3118, "page": 0, "Index": 263}, {"Word": "employed.", "Confidence": 0.808, "X1": 0.40751, "Y1": 0.2982, "X2": 0.48401, "Y2": 0.298, "X3": 0.48401, "Y3": 0.3118, "X4": 0.40751, "Y4": 0.3118, "page": 0, "Index": 264}, {"Word": "Brighter", "Confidence": 0.994, "X1": 0.11405, "Y1": 0.3122, "X2": 0.16829, "Y2": 0.312, "X3": 0.16829, "Y3": 0.3238, "X4": 0.11405, "Y4": 0.3238, "page": 0, "Index": 265}, {"Word": "finishes", "Confidence": 0.994, "X1": 0.17246, "Y1": 0.3122, "X2": 0.22531, "Y2": 0.312, "X3": 0.22392, "Y3": 0.3248, "X4": 0.17107, "Y4": 0.3238, "page": 0, "Index": 266}, {"Word": "are", "Confidence": 0.997, "X1": 0.22809, "Y1": 0.3122, "X2": 0.25035, "Y2": 0.312, "X3": 0.24896, "Y3": 0.3248, "X4": 0.22809, "Y4": 0.3248, "page": 0, "Index": 267}, {"Word": "achieved", "Confidence": 0.931, "X1": 0.25313, "Y1": 0.3122, "X2": 0.31293, "Y2": 0.312, "X3": 0.31293, "Y3": 0.3248, "X4": 0.25313, "Y4": 0.3248, "page": 0, "Index": 268}, {"Word": "on", "Confidence": 0.998, "X1": 0.31711, "Y1": 0.3122, "X2": 0.33519, "Y2": 0.312, "X3": 0.3338, "Y3": 0.3248, "X4": 0.31572, "Y4": 0.3248, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.33797, "Y1": 0.3122, "X2": 0.36161, "Y2": 0.312, "X3": 0.36022, "Y3": 0.3248, "X4": 0.33797, "Y4": 0.3248, "page": 0, "Index": 270}, {"Word": "smoother", "Confidence": 0.991, "X1": 0.36439, "Y1": 0.3122, "X2": 0.43115, "Y2": 0.312, "X3": 0.42976, "Y3": 0.3248, "X4": 0.36439, "Y4": 0.3248, "page": 0, "Index": 271}, {"Word": "clay", "Confidence": 0.943, "X1": 0.43394, "Y1": 0.3122, "X2": 0.46314, "Y2": 0.312, "X3": 0.46175, "Y3": 0.3238, "X4": 0.43255, "Y4": 0.3248, "page": 0, "Index": 272}, {"Word": "or", "Confidence": 0.991, "X1": 0.46592, "Y1": 0.3122, "X2": 0.4854, "Y2": 0.312, "X3": 0.48401, "Y3": 0.3238, "X4": 0.46453, "Y4": 0.3238, "page": 0, "Index": 273}, {"Word": "They", "Confidence": 0.991, "X1": 0.52573, "Y1": 0.3062, "X2": 0.55911, "Y2": 0.306, "X3": 0.55772, "Y3": 0.3188, "X4": 0.52434, "Y4": 0.3188, "page": 0, "Index": 274}, {"Word": "may", "Confidence": 0.994, "X1": 0.56189, "Y1": 0.3062, "X2": 0.59249, "Y2": 0.306, "X3": 0.59249, "Y3": 0.3188, "X4": 0.56189, "Y4": 0.3188, "page": 0, "Index": 275}, {"Word": "be", "Confidence": 0.997, "X1": 0.59666, "Y1": 0.3062, "X2": 0.61335, "Y2": 0.306, "X3": 0.61335, "Y3": 0.3188, "X4": 0.59527, "Y4": 0.3188, "page": 0, "Index": 276}, {"Word": "printed", "Confidence": 0.994, "X1": 0.61752, "Y1": 0.3052, "X2": 0.6662, "Y2": 0.305, "X3": 0.6662, "Y3": 0.3188, "X4": 0.61613, "Y4": 0.3178, "page": 0, "Index": 277}, {"Word": "by", "Confidence": 0.998, "X1": 0.67038, "Y1": 0.3052, "X2": 0.68985, "Y2": 0.305, "X3": 0.68846, "Y3": 0.3188, "X4": 0.66898, "Y4": 0.3188, "page": 0, "Index": 278}, {"Word": "any", "Confidence": 0.998, "X1": 0.69402, "Y1": 0.3052, "X2": 0.71905, "Y2": 0.305, "X3": 0.71905, "Y3": 0.3188, "X4": 0.69263, "Y4": 0.3188, "page": 0, "Index": 279}, {"Word": "method,", "Confidence": 0.958, "X1": 0.72323, "Y1": 0.3052, "X2": 0.78164, "Y2": 0.305, "X3": 0.78164, "Y3": 0.3188, "X4": 0.72184, "Y4": 0.3188, "page": 0, "Index": 280}, {"Word": "but", "Confidence": 0.998, "X1": 0.78581, "Y1": 0.3052, "X2": 0.80946, "Y2": 0.305, "X3": 0.80807, "Y3": 0.3188, "X4": 0.78442, "Y4": 0.3188, "page": 0, "Index": 281}, {"Word": "it", "Confidence": 0.997, "X1": 0.81363, "Y1": 0.3052, "X2": 0.82476, "Y2": 0.305, "X3": 0.82476, "Y3": 0.3188, "X4": 0.81224, "Y4": 0.3188, "page": 0, "Index": 282}, {"Word": "is", "Confidence": 0.998, "X1": 0.82893, "Y1": 0.3052, "X2": 0.83866, "Y2": 0.305, "X3": 0.83727, "Y3": 0.3198, "X4": 0.82754, "Y4": 0.3188, "page": 0, "Index": 283}, {"Word": "here", "Confidence": 0.929, "X1": 0.84284, "Y1": 0.3052, "X2": 0.87622, "Y2": 0.305, "X3": 0.87483, "Y3": 0.3198, "X4": 0.84145, "Y4": 0.3198, "page": 0, "Index": 284}, {"Word": "resin", "Confidence": 0.994, "X1": 0.11405, "Y1": 0.3262, "X2": 0.14604, "Y2": 0.326, "X3": 0.14465, "Y3": 0.3378, "X4": 0.11405, "Y4": 0.3378, "page": 0, "Index": 285}, {"Word": "coated", "Confidence": 0.995, "X1": 0.14882, "Y1": 0.3252, "X2": 0.19471, "Y2": 0.325, "X3": 0.19471, "Y3": 0.3378, "X4": 0.14882, "Y4": 0.3378, "page": 0, "Index": 286}, {"Word": "papers", "Confidence": 0.997, "X1": 0.19889, "Y1": 0.3252, "X2": 0.24339, "Y2": 0.325, "X3": 0.24339, "Y3": 0.3378, "X4": 0.19889, "Y4": 0.3378, "page": 0, "Index": 287}, {"Word": "such", "Confidence": 0.979, "X1": 0.24757, "Y1": 0.3252, "X2": 0.27955, "Y2": 0.325, "X3": 0.27955, "Y3": 0.3378, "X4": 0.24757, "Y4": 0.3378, "page": 0, "Index": 288}, {"Word": "as", "Confidence": 0.993, "X1": 0.28234, "Y1": 0.3252, "X2": 0.29624, "Y2": 0.325, "X3": 0.29624, "Y3": 0.3378, "X4": 0.28234, "Y4": 0.3378, "page": 0, "Index": 289}, {"Word": "label", "Confidence": 0.955, "X1": 0.29903, "Y1": 0.3252, "X2": 0.3338, "Y2": 0.325, "X3": 0.3338, "Y3": 0.3378, "X4": 0.29903, "Y4": 0.3378, "page": 0, "Index": 290}, {"Word": "that", "Confidence": 0.994, "X1": 0.52434, "Y1": 0.3202, "X2": 0.55216, "Y2": 0.32, "X3": 0.55216, "Y3": 0.3318, "X4": 0.52434, "Y4": 0.3318, "page": 0, "Index": 291}, {"Word": "attention", "Confidence": 0.991, "X1": 0.55633, "Y1": 0.3202, "X2": 0.61892, "Y2": 0.32, "X3": 0.61892, "Y3": 0.3318, "X4": 0.55494, "Y4": 0.3318, "page": 0, "Index": 292}, {"Word": "must", "Confidence": 0.988, "X1": 0.62309, "Y1": 0.3202, "X2": 0.65786, "Y2": 0.32, "X3": 0.65786, "Y3": 0.3318, "X4": 0.6217, "Y4": 0.3318, "page": 0, "Index": 293}, {"Word": "be", "Confidence": 0.998, "X1": 0.66203, "Y1": 0.3202, "X2": 0.67872, "Y2": 0.32, "X3": 0.67733, "Y3": 0.3318, "X4": 0.66064, "Y4": 0.3318, "page": 0, "Index": 294}, {"Word": "paid", "Confidence": 0.984, "X1": 0.6815, "Y1": 0.3202, "X2": 0.7121, "Y2": 0.32, "X3": 0.7121, "Y3": 0.3318, "X4": 0.6815, "Y4": 0.3318, "page": 0, "Index": 295}, {"Word": "to", "Confidence": 0.998, "X1": 0.71627, "Y1": 0.3202, "X2": 0.73157, "Y2": 0.32, "X3": 0.73157, "Y3": 0.3318, "X4": 0.71488, "Y4": 0.3318, "page": 0, "Index": 296}, {"Word": "the", "Confidence": 0.998, "X1": 0.73574, "Y1": 0.3202, "X2": 0.758, "Y2": 0.32, "X3": 0.75661, "Y3": 0.3318, "X4": 0.73435, "Y4": 0.3318, "page": 0, "Index": 297}, {"Word": "characteristics", "Confidence": 0.05, "X1": 0.76217, "Y1": 0.3202, "X2": 0.86509, "Y2": 0.32, "X3": 0.8637, "Y3": 0.3328, "X4": 0.76078, "Y4": 0.3318, "page": 0, "Index": 298}, {"Word": "and", "Confidence": 0.998, "X1": 0.33797, "Y1": 0.3252, "X2": 0.363, "Y2": 0.325, "X3": 0.36161, "Y3": 0.3388, "X4": 0.33797, "Y4": 0.3378, "page": 0, "Index": 299}, {"Word": "packaging", "Confidence": 0.995, "X1": 0.36579, "Y1": 0.3262, "X2": 0.43811, "Y2": 0.326, "X3": 0.43811, "Y3": 0.3388, "X4": 0.36579, "Y4": 0.3388, "page": 0, "Index": 300}, {"Word": "unique", "Confidence": 0.995, "X1": 0.52434, "Y1": 0.3342, "X2": 0.57163, "Y2": 0.334, "X3": 0.57024, "Y3": 0.3458, "X4": 0.52434, "Y4": 0.3458, "page": 0, "Index": 301}, {"Word": "to", "Confidence": 0.994, "X1": 0.57441, "Y1": 0.3342, "X2": 0.5911, "Y2": 0.334, "X3": 0.58971, "Y3": 0.3458, "X4": 0.57441, "Y4": 0.3458, "page": 0, "Index": 302}, {"Word": "metallised", "Confidence": 0.927, "X1": 0.59388, "Y1": 0.3342, "X2": 0.66481, "Y2": 0.334, "X3": 0.66342, "Y3": 0.3458, "X4": 0.59388, "Y4": 0.3458, "page": 0, "Index": 303}, {"Word": "papers.", "Confidence": 0.882, "X1": 0.66759, "Y1": 0.3342, "X2": 0.71766, "Y2": 0.334, "X3": 0.71627, "Y3": 0.3458, "X4": 0.6662, "Y4": 0.3458, "page": 0, "Index": 304}, {"Word": "By", "Confidence": 0.998, "X1": 0.72045, "Y1": 0.3342, "X2": 0.74131, "Y2": 0.334, "X3": 0.74131, "Y3": 0.3458, "X4": 0.72045, "Y4": 0.3458, "page": 0, "Index": 305}, {"Word": "its", "Confidence": 0.998, "X1": 0.74548, "Y1": 0.3342, "X2": 0.76217, "Y2": 0.334, "X3": 0.76217, "Y3": 0.3458, "X4": 0.74409, "Y4": 0.3458, "page": 0, "Index": 306}, {"Word": "construction,", "Confidence": 0.882, "X1": 0.76634, "Y1": 0.3352, "X2": 0.86092, "Y2": 0.335, "X3": 0.85953, "Y3": 0.3468, "X4": 0.76495, "Y4": 0.3458, "page": 0, "Index": 307}, {"Word": "stocks.", "Confidence": 0.947, "X1": 0.11405, "Y1": 0.3382, "X2": 0.16273, "Y2": 0.338, "X3": 0.16134, "Y3": 0.3518, "X4": 0.11266, "Y4": 0.3518, "page": 0, "Index": 308}, {"Word": "These", "Confidence": 0.997, "X1": 0.16551, "Y1": 0.3382, "X2": 0.20445, "Y2": 0.338, "X3": 0.20306, "Y3": 0.3518, "X4": 0.16551, "Y4": 0.3518, "page": 0, "Index": 309}, {"Word": "are", "Confidence": 0.994, "X1": 0.20723, "Y1": 0.3382, "X2": 0.22809, "Y2": 0.338, "X3": 0.22809, "Y3": 0.3518, "X4": 0.20723, "Y4": 0.3518, "page": 0, "Index": 310}, {"Word": "usually", "Confidence": 0.819, "X1": 0.23227, "Y1": 0.3382, "X2": 0.28234, "Y2": 0.338, "X3": 0.28234, "Y3": 0.3518, "X4": 0.23088, "Y4": 0.3528, "page": 0, "Index": 311}, {"Word": "coated", "Confidence": 0.966, "X1": 0.28651, "Y1": 0.3392, "X2": 0.33102, "Y2": 0.339, "X3": 0.33102, "Y3": 0.3518, "X4": 0.28512, "Y4": 0.3518, "page": 0, "Index": 312}, {"Word": "one", "Confidence": 0.992, "X1": 0.33519, "Y1": 0.3392, "X2": 0.36022, "Y2": 0.339, "X3": 0.36022, "Y3": 0.3518, "X4": 0.3338, "Y4": 0.3518, "page": 0, "Index": 313}, {"Word": "side", "Confidence": 0.955, "X1": 0.36439, "Y1": 0.3392, "X2": 0.39082, "Y2": 0.339, "X3": 0.39082, "Y3": 0.3518, "X4": 0.36439, "Y4": 0.3518, "page": 0, "Index": 314}, {"Word": "on", "Confidence": 0.997, "X1": 0.39499, "Y1": 0.3392, "X2": 0.41307, "Y2": 0.339, "X3": 0.41307, "Y3": 0.3508, "X4": 0.39499, "Y4": 0.3518, "page": 0, "Index": 315}, {"Word": "a", "Confidence": 0.609, "X1": 0.41725, "Y1": 0.3392, "X2": 0.42698, "Y2": 0.339, "X3": 0.42698, "Y3": 0.3508, "X4": 0.41586, "Y4": 0.3508, "page": 0, "Index": 316}, {"Word": "woodfree", "Confidence": 0.991, "X1": 0.11405, "Y1": 0.3512, "X2": 0.17663, "Y2": 0.351, "X3": 0.17663, "Y3": 0.3648, "X4": 0.11266, "Y4": 0.3648, "page": 0, "Index": 317}, {"Word": "base,", "Confidence": 0.873, "X1": 0.18081, "Y1": 0.3522, "X2": 0.21558, "Y2": 0.352, "X3": 0.21419, "Y3": 0.3648, "X4": 0.17942, "Y4": 0.3648, "page": 0, "Index": 318}, {"Word": "and", "Confidence": 0.998, "X1": 0.21975, "Y1": 0.3522, "X2": 0.24478, "Y2": 0.352, "X3": 0.24478, "Y3": 0.3658, "X4": 0.21836, "Y4": 0.3658, "page": 0, "Index": 319}, {"Word": "generally", "Confidence": 0.99, "X1": 0.24896, "Y1": 0.3522, "X2": 0.31154, "Y2": 0.352, "X3": 0.31154, "Y3": 0.3658, "X4": 0.24757, "Y4": 0.3658, "page": 0, "Index": 320}, {"Word": "the", "Confidence": 0.993, "X1": 0.31572, "Y1": 0.3522, "X2": 0.33658, "Y2": 0.352, "X3": 0.33658, "Y3": 0.3658, "X4": 0.31433, "Y4": 0.3658, "page": 0, "Index": 321}, {"Word": "heavier", "Confidence": 0.994, "X1": 0.34075, "Y1": 0.3522, "X2": 0.39082, "Y2": 0.352, "X3": 0.38943, "Y3": 0.3658, "X4": 0.33936, "Y4": 0.3658, "page": 0, "Index": 322}, {"Word": "the", "Confidence": 0.991, "X1": 0.3936, "Y1": 0.3522, "X2": 0.41586, "Y2": 0.352, "X3": 0.41586, "Y3": 0.3658, "X4": 0.3936, "Y4": 0.3658, "page": 0, "Index": 323}, {"Word": "coating", "Confidence": 0.991, "X1": 0.42003, "Y1": 0.3532, "X2": 0.47566, "Y2": 0.353, "X3": 0.47427, "Y3": 0.3648, "X4": 0.41864, "Y4": 0.3658, "page": 0, "Index": 324}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.52573, "Y1": 0.3472, "X2": 0.59388, "Y2": 0.347, "X3": 0.59249, "Y3": 0.3598, "X4": 0.52434, "Y4": 0.3598, "page": 0, "Index": 325}, {"Word": "paper", "Confidence": 0.998, "X1": 0.59805, "Y1": 0.3472, "X2": 0.63561, "Y2": 0.347, "X3": 0.63421, "Y3": 0.3598, "X4": 0.59666, "Y4": 0.3598, "page": 0, "Index": 326}, {"Word": "has", "Confidence": 0.998, "X1": 0.63839, "Y1": 0.3472, "X2": 0.66342, "Y2": 0.347, "X3": 0.66203, "Y3": 0.3598, "X4": 0.63839, "Y4": 0.3598, "page": 0, "Index": 327}, {"Word": "a", "Confidence": 0.998, "X1": 0.6662, "Y1": 0.3472, "X2": 0.67316, "Y2": 0.347, "X3": 0.67177, "Y3": 0.3598, "X4": 0.6662, "Y4": 0.3598, "page": 0, "Index": 328}, {"Word": "lower", "Confidence": 0.992, "X1": 0.67733, "Y1": 0.3482, "X2": 0.71766, "Y2": 0.348, "X3": 0.71627, "Y3": 0.3598, "X4": 0.67594, "Y4": 0.3598, "page": 0, "Index": 329}, {"Word": "surface", "Confidence": 0.964, "X1": 0.72045, "Y1": 0.3482, "X2": 0.77191, "Y2": 0.348, "X3": 0.77051, "Y3": 0.3598, "X4": 0.71905, "Y4": 0.3598, "page": 0, "Index": 330}, {"Word": "absorbency", "Confidence": 0.992, "X1": 0.77469, "Y1": 0.3482, "X2": 0.85535, "Y2": 0.348, "X3": 0.85396, "Y3": 0.3608, "X4": 0.7733, "Y4": 0.3598, "page": 0, "Index": 331}, {"Word": "than", "Confidence": 0.994, "X1": 0.52434, "Y1": 0.3612, "X2": 0.55633, "Y2": 0.361, "X3": 0.55494, "Y3": 0.3738, "X4": 0.52434, "Y4": 0.3738, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.55911, "Y1": 0.3612, "X2": 0.58136, "Y2": 0.361, "X3": 0.57997, "Y3": 0.3738, "X4": 0.55911, "Y4": 0.3738, "page": 0, "Index": 333}, {"Word": "equivalent", "Confidence": 0.945, "X1": 0.58414, "Y1": 0.3612, "X2": 0.65647, "Y2": 0.361, "X3": 0.65508, "Y3": 0.3738, "X4": 0.58414, "Y4": 0.3738, "page": 0, "Index": 334}, {"Word": "paper", "Confidence": 0.992, "X1": 0.66064, "Y1": 0.3612, "X2": 0.69958, "Y2": 0.361, "X3": 0.69958, "Y3": 0.3738, "X4": 0.65925, "Y4": 0.3738, "page": 0, "Index": 335}, {"Word": "and", "Confidence": 0.997, "X1": 0.70376, "Y1": 0.3612, "X2": 0.72879, "Y2": 0.361, "X3": 0.72879, "Y3": 0.3738, "X4": 0.70236, "Y4": 0.3738, "page": 0, "Index": 336}, {"Word": "this", "Confidence": 0.988, "X1": 0.73296, "Y1": 0.3612, "X2": 0.758, "Y2": 0.361, "X3": 0.75661, "Y3": 0.3738, "X4": 0.73157, "Y4": 0.3738, "page": 0, "Index": 337}, {"Word": "modifies", "Confidence": 0.936, "X1": 0.76217, "Y1": 0.3612, "X2": 0.82337, "Y2": 0.361, "X3": 0.82197, "Y3": 0.3738, "X4": 0.76078, "Y4": 0.3738, "page": 0, "Index": 338}, {"Word": "ink", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.3612, "X2": 0.85118, "Y2": 0.361, "X3": 0.84979, "Y3": 0.3738, "X4": 0.82476, "Y4": 0.3738, "page": 0, "Index": 339}, {"Word": "the", "Confidence": 0.998, "X1": 0.11405, "Y1": 0.3652, "X2": 0.1363, "Y2": 0.365, "X3": 0.13491, "Y3": 0.3788, "X4": 0.11405, "Y4": 0.3788, "page": 0, "Index": 340}, {"Word": "better", "Confidence": 0.856, "X1": 0.13908, "Y1": 0.3652, "X2": 0.18081, "Y2": 0.365, "X3": 0.17942, "Y3": 0.3788, "X4": 0.13908, "Y4": 0.3788, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.993, "X1": 0.18498, "Y1": 0.3652, "X2": 0.20723, "Y2": 0.365, "X3": 0.20723, "Y3": 0.3788, "X4": 0.18359, "Y4": 0.3788, "page": 0, "Index": 342}, {"Word": "finish,", "Confidence": 0.991, "X1": 0.2114, "Y1": 0.3662, "X2": 0.25452, "Y2": 0.366, "X3": 0.25452, "Y3": 0.3788, "X4": 0.21001, "Y4": 0.3788, "page": 0, "Index": 343}, {"Word": "for", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.3662, "X2": 0.27955, "Y2": 0.366, "X3": 0.27816, "Y3": 0.3788, "X4": 0.2573, "Y4": 0.3788, "page": 0, "Index": 344}, {"Word": "metallising", "Confidence": 0.978, "X1": 0.28234, "Y1": 0.3662, "X2": 0.35744, "Y2": 0.366, "X3": 0.35605, "Y3": 0.3788, "X4": 0.28234, "Y4": 0.3788, "page": 0, "Index": 345}, {"Word": "highlights", "Confidence": 0.993, "X1": 0.36022, "Y1": 0.3662, "X2": 0.42698, "Y2": 0.366, "X3": 0.42559, "Y3": 0.3788, "X4": 0.35883, "Y4": 0.3788, "page": 0, "Index": 346}, {"Word": "surface", "Confidence": 0.981, "X1": 0.43115, "Y1": 0.3662, "X2": 0.48401, "Y2": 0.366, "X3": 0.48261, "Y3": 0.3798, "X4": 0.42976, "Y4": 0.3788, "page": 0, "Index": 347}, {"Word": "defects", "Confidence": 0.883, "X1": 0.11405, "Y1": 0.3792, "X2": 0.16273, "Y2": 0.379, "X3": 0.16134, "Y3": 0.3928, "X4": 0.11266, "Y4": 0.3928, "page": 0, "Index": 348}, {"Word": "by", "Confidence": 0.997, "X1": 0.16551, "Y1": 0.3792, "X2": 0.18359, "Y2": 0.379, "X3": 0.18359, "Y3": 0.3928, "X4": 0.16551, "Y4": 0.3928, "page": 0, "Index": 349}, {"Word": "a", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.3792, "X2": 0.19611, "Y2": 0.379, "X3": 0.19611, "Y3": 0.3928, "X4": 0.18637, "Y4": 0.3928, "page": 0, "Index": 350}, {"Word": "factor", "Confidence": 0.995, "X1": 0.19889, "Y1": 0.3802, "X2": 0.24061, "Y2": 0.38, "X3": 0.23922, "Y3": 0.3928, "X4": 0.19889, "Y4": 0.3928, "page": 0, "Index": 351}, {"Word": "of", "Confidence": 0.998, "X1": 0.24339, "Y1": 0.3802, "X2": 0.26008, "Y2": 0.38, "X3": 0.26008, "Y3": 0.3928, "X4": 0.24339, "Y4": 0.3928, "page": 0, "Index": 352}, {"Word": "50-100", "Confidence": 0.918, "X1": 0.26426, "Y1": 0.3802, "X2": 0.31154, "Y2": 0.38, "X3": 0.31154, "Y3": 0.3928, "X4": 0.26426, "Y4": 0.3928, "page": 0, "Index": 353}, {"Word": "times.", "Confidence": 0.885, "X1": 0.31572, "Y1": 0.3802, "X2": 0.36022, "Y2": 0.38, "X3": 0.36022, "Y3": 0.3928, "X4": 0.31572, "Y4": 0.3928, "page": 0, "Index": 354}, {"Word": "The", "Confidence": 0.998, "X1": 0.36439, "Y1": 0.3802, "X2": 0.38943, "Y2": 0.38, "X3": 0.38804, "Y3": 0.3928, "X4": 0.363, "Y4": 0.3928, "page": 0, "Index": 355}, {"Word": "brightest", "Confidence": 0.993, "X1": 0.39221, "Y1": 0.3802, "X2": 0.45758, "Y2": 0.38, "X3": 0.45758, "Y3": 0.3928, "X4": 0.39221, "Y4": 0.3928, "page": 0, "Index": 356}, {"Word": "setting", "Confidence": 0.995, "X1": 0.52295, "Y1": 0.3752, "X2": 0.56885, "Y2": 0.375, "X3": 0.56745, "Y3": 0.3888, "X4": 0.52156, "Y4": 0.3888, "page": 0, "Index": 357}, {"Word": "qualities,", "Confidence": 0.991, "X1": 0.57302, "Y1": 0.3752, "X2": 0.63561, "Y2": 0.375, "X3": 0.63421, "Y3": 0.3888, "X4": 0.57163, "Y4": 0.3888, "page": 0, "Index": 358}, {"Word": "especially", "Confidence": 0.991, "X1": 0.63978, "Y1": 0.3752, "X2": 0.70654, "Y2": 0.375, "X3": 0.70515, "Y3": 0.3888, "X4": 0.63839, "Y4": 0.3888, "page": 0, "Index": 359}, {"Word": "in", "Confidence": 0.998, "X1": 0.71071, "Y1": 0.3752, "X2": 0.72601, "Y2": 0.375, "X3": 0.72462, "Y3": 0.3888, "X4": 0.70932, "Y4": 0.3888, "page": 0, "Index": 360}, {"Word": "certain", "Confidence": 0.955, "X1": 0.72879, "Y1": 0.3752, "X2": 0.77747, "Y2": 0.375, "X3": 0.77608, "Y3": 0.3888, "X4": 0.7274, "Y4": 0.3888, "page": 0, "Index": 361}, {"Word": "litho", "Confidence": 0.996, "X1": 0.78025, "Y1": 0.3752, "X2": 0.81363, "Y2": 0.375, "X3": 0.81224, "Y3": 0.3888, "X4": 0.77886, "Y4": 0.3888, "page": 0, "Index": 362}, {"Word": "and", "Confidence": 0.998, "X1": 0.8178, "Y1": 0.3752, "X2": 0.84701, "Y2": 0.375, "X3": 0.84562, "Y3": 0.3888, "X4": 0.81641, "Y4": 0.3888, "page": 0, "Index": 363}, {"Word": "finishes", "Confidence": 0.992, "X1": 0.11405, "Y1": 0.3932, "X2": 0.16551, "Y2": 0.393, "X3": 0.16551, "Y3": 0.4058, "X4": 0.11266, "Y4": 0.4058, "page": 0, "Index": 364}, {"Word": "are", "Confidence": 0.998, "X1": 0.16968, "Y1": 0.3932, "X2": 0.19054, "Y2": 0.393, "X3": 0.18915, "Y3": 0.4058, "X4": 0.16829, "Y4": 0.4058, "page": 0, "Index": 365}, {"Word": "achieved", "Confidence": 0.993, "X1": 0.19332, "Y1": 0.3942, "X2": 0.25313, "Y2": 0.394, "X3": 0.25174, "Y3": 0.4068, "X4": 0.19332, "Y4": 0.4058, "page": 0, "Index": 366}, {"Word": "with", "Confidence": 0.986, "X1": 0.2573, "Y1": 0.3942, "X2": 0.2879, "Y2": 0.394, "X3": 0.2879, "Y3": 0.4068, "X4": 0.25591, "Y4": 0.4068, "page": 0, "Index": 367}, {"Word": "the", "Confidence": 0.998, "X1": 0.29207, "Y1": 0.3942, "X2": 0.31293, "Y2": 0.394, "X3": 0.31293, "Y3": 0.4068, "X4": 0.29068, "Y4": 0.4068, "page": 0, "Index": 368}, {"Word": "cast", "Confidence": 0.988, "X1": 0.31711, "Y1": 0.3942, "X2": 0.34492, "Y2": 0.394, "X3": 0.34492, "Y3": 0.4068, "X4": 0.31711, "Y4": 0.4068, "page": 0, "Index": 369}, {"Word": "coated", "Confidence": 0.991, "X1": 0.3491, "Y1": 0.3942, "X2": 0.39499, "Y2": 0.394, "X3": 0.3936, "Y3": 0.4068, "X4": 0.34771, "Y4": 0.4068, "page": 0, "Index": 370}, {"Word": "stocks,", "Confidence": 0.813, "X1": 0.39777, "Y1": 0.3942, "X2": 0.45202, "Y2": 0.394, "X3": 0.45202, "Y3": 0.4068, "X4": 0.39777, "Y4": 0.4068, "page": 0, "Index": 371}, {"Word": "letterpress", "Confidence": 0.991, "X1": 0.52573, "Y1": 0.3892, "X2": 0.59527, "Y2": 0.389, "X3": 0.59388, "Y3": 0.4018, "X4": 0.52434, "Y4": 0.4018, "page": 0, "Index": 372}, {"Word": "printing.", "Confidence": 0.885, "X1": 0.59805, "Y1": 0.3882, "X2": 0.65925, "Y2": 0.388, "X3": 0.65786, "Y3": 0.4018, "X4": 0.59805, "Y4": 0.4018, "page": 0, "Index": 373}, {"Word": "Prolonged", "Confidence": 0.994, "X1": 0.66203, "Y1": 0.3892, "X2": 0.73157, "Y2": 0.389, "X3": 0.73157, "Y3": 0.4018, "X4": 0.66064, "Y4": 0.4018, "page": 0, "Index": 374}, {"Word": "drying", "Confidence": 0.991, "X1": 0.73574, "Y1": 0.3892, "X2": 0.78303, "Y2": 0.389, "X3": 0.78164, "Y3": 0.4018, "X4": 0.73435, "Y4": 0.4018, "page": 0, "Index": 375}, {"Word": "time,", "Confidence": 0.992, "X1": 0.78581, "Y1": 0.3892, "X2": 0.82197, "Y2": 0.389, "X3": 0.82058, "Y3": 0.4018, "X4": 0.78442, "Y4": 0.4018, "page": 0, "Index": 376}, {"Word": "set", "Confidence": 0.861, "X1": 0.82615, "Y1": 0.3892, "X2": 0.84701, "Y2": 0.389, "X3": 0.84562, "Y3": 0.4018, "X4": 0.82476, "Y4": 0.4018, "page": 0, "Index": 377}, {"Word": "off", "Confidence": 0.991, "X1": 0.84979, "Y1": 0.3902, "X2": 0.87622, "Y2": 0.39, "X3": 0.87483, "Y3": 0.4018, "X4": 0.8484, "Y4": 0.4018, "page": 0, "Index": 378}, {"Word": "and", "Confidence": 0.961, "X1": 0.52573, "Y1": 0.4032, "X2": 0.54937, "Y2": 0.403, "X3": 0.54937, "Y3": 0.4158, "X4": 0.52434, "Y4": 0.4158, "page": 0, "Index": 379}, {"Word": "poor", "Confidence": 0.985, "X1": 0.55355, "Y1": 0.4032, "X2": 0.58693, "Y2": 0.403, "X3": 0.58693, "Y3": 0.4158, "X4": 0.55216, "Y4": 0.4158, "page": 0, "Index": 380}, {"Word": "adhesion", "Confidence": 0.966, "X1": 0.5911, "Y1": 0.4032, "X2": 0.6509, "Y2": 0.403, "X3": 0.6509, "Y3": 0.4158, "X4": 0.58971, "Y4": 0.4158, "page": 0, "Index": 381}, {"Word": "are", "Confidence": 0.998, "X1": 0.65508, "Y1": 0.4032, "X2": 0.67733, "Y2": 0.403, "X3": 0.67594, "Y3": 0.4158, "X4": 0.65369, "Y4": 0.4158, "page": 0, "Index": 382}, {"Word": "all", "Confidence": 0.996, "X1": 0.68011, "Y1": 0.4032, "X2": 0.69819, "Y2": 0.403, "X3": 0.6968, "Y3": 0.4158, "X4": 0.67872, "Y4": 0.4158, "page": 0, "Index": 383}, {"Word": "symptoms", "Confidence": 0.992, "X1": 0.70097, "Y1": 0.4032, "X2": 0.7733, "Y2": 0.403, "X3": 0.77191, "Y3": 0.4158, "X4": 0.69958, "Y4": 0.4158, "page": 0, "Index": 384}, {"Word": "of", "Confidence": 0.998, "X1": 0.77747, "Y1": 0.4032, "X2": 0.79277, "Y2": 0.403, "X3": 0.78999, "Y3": 0.4158, "X4": 0.77608, "Y4": 0.4158, "page": 0, "Index": 385}, {"Word": "an", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.4032, "X2": 0.81224, "Y2": 0.403, "X3": 0.81085, "Y3": 0.4168, "X4": 0.79416, "Y4": 0.4158, "page": 0, "Index": 386}, {"Word": "incorrectly", "Confidence": 0.663, "X1": 0.81641, "Y1": 0.4042, "X2": 0.89569, "Y2": 0.404, "X3": 0.8943, "Y3": 0.4168, "X4": 0.81502, "Y4": 0.4168, "page": 0, "Index": 387}, {"Word": "which", "Confidence": 0.993, "X1": 0.11266, "Y1": 0.4082, "X2": 0.15438, "Y2": 0.408, "X3": 0.15299, "Y3": 0.4198, "X4": 0.11266, "Y4": 0.4198, "page": 0, "Index": 388}, {"Word": "with", "Confidence": 0.991, "X1": 0.15855, "Y1": 0.4082, "X2": 0.19054, "Y2": 0.408, "X3": 0.18915, "Y3": 0.4198, "X4": 0.15716, "Y4": 0.4198, "page": 0, "Index": 389}, {"Word": "their", "Confidence": 0.994, "X1": 0.19332, "Y1": 0.4072, "X2": 0.2267, "Y2": 0.407, "X3": 0.22531, "Y3": 0.4198, "X4": 0.19332, "Y4": 0.4198, "page": 0, "Index": 390}, {"Word": "thicker", "Confidence": 0.995, "X1": 0.23088, "Y1": 0.4072, "X2": 0.28095, "Y2": 0.407, "X3": 0.27955, "Y3": 0.4208, "X4": 0.22949, "Y4": 0.4198, "page": 0, "Index": 391}, {"Word": "coating", "Confidence": 0.981, "X1": 0.28373, "Y1": 0.4082, "X2": 0.33519, "Y2": 0.408, "X3": 0.3338, "Y3": 0.4208, "X4": 0.28234, "Y4": 0.4208, "page": 0, "Index": 392}, {"Word": "and", "Confidence": 0.998, "X1": 0.33797, "Y1": 0.4082, "X2": 0.363, "Y2": 0.408, "X3": 0.36161, "Y3": 0.4208, "X4": 0.33658, "Y4": 0.4208, "page": 0, "Index": 393}, {"Word": "high", "Confidence": 0.988, "X1": 0.36718, "Y1": 0.4082, "X2": 0.39777, "Y2": 0.408, "X3": 0.39638, "Y3": 0.4208, "X4": 0.36579, "Y4": 0.4208, "page": 0, "Index": 394}, {"Word": "gloss", "Confidence": 0.992, "X1": 0.40195, "Y1": 0.4082, "X2": 0.43811, "Y2": 0.408, "X3": 0.43533, "Y3": 0.4208, "X4": 0.40056, "Y4": 0.4208, "page": 0, "Index": 395}, {"Word": "surface,", "Confidence": 0.991, "X1": 0.11405, "Y1": 0.4212, "X2": 0.16551, "Y2": 0.421, "X3": 0.16551, "Y3": 0.4338, "X4": 0.11405, "Y4": 0.4348, "page": 0, "Index": 396}, {"Word": "provide", "Confidence": 0.991, "X1": 0.16968, "Y1": 0.4212, "X2": 0.22253, "Y2": 0.421, "X3": 0.22253, "Y3": 0.4338, "X4": 0.16829, "Y4": 0.4338, "page": 0, "Index": 397}, {"Word": "an", "Confidence": 0.991, "X1": 0.2267, "Y1": 0.4212, "X2": 0.24339, "Y2": 0.421, "X3": 0.242, "Y3": 0.4338, "X4": 0.22531, "Y4": 0.4338, "page": 0, "Index": 398}, {"Word": "excellent", "Confidence": 0.627, "X1": 0.24618, "Y1": 0.4212, "X2": 0.30876, "Y2": 0.421, "X3": 0.30876, "Y3": 0.4338, "X4": 0.24618, "Y4": 0.4338, "page": 0, "Index": 399}, {"Word": "surface", "Confidence": 0.97, "X1": 0.31293, "Y1": 0.4212, "X2": 0.363, "Y2": 0.421, "X3": 0.36161, "Y3": 0.4338, "X4": 0.31154, "Y4": 0.4338, "page": 0, "Index": 400}, {"Word": "for", "Confidence": 0.998, "X1": 0.36579, "Y1": 0.4212, "X2": 0.38665, "Y2": 0.421, "X3": 0.38665, "Y3": 0.4338, "X4": 0.36439, "Y4": 0.4338, "page": 0, "Index": 401}, {"Word": "prelacquering", "Confidence": 0.907, "X1": 0.39082, "Y1": 0.4222, "X2": 0.48818, "Y2": 0.422, "X3": 0.48679, "Y3": 0.4348, "X4": 0.38943, "Y4": 0.4338, "page": 0, "Index": 402}, {"Word": "selected", "Confidence": 0.948, "X1": 0.52434, "Y1": 0.4172, "X2": 0.57858, "Y2": 0.417, "X3": 0.57719, "Y3": 0.4298, "X4": 0.52295, "Y4": 0.4308, "page": 0, "Index": 403}, {"Word": "ink", "Confidence": 0.998, "X1": 0.58275, "Y1": 0.4172, "X2": 0.60501, "Y2": 0.417, "X3": 0.60362, "Y3": 0.4298, "X4": 0.58136, "Y4": 0.4298, "page": 0, "Index": 404}, {"Word": "system", "Confidence": 0.995, "X1": 0.60918, "Y1": 0.4172, "X2": 0.65508, "Y2": 0.417, "X3": 0.65369, "Y3": 0.4298, "X4": 0.60779, "Y4": 0.4298, "page": 0, "Index": 405}, {"Word": "employed", "Confidence": 0.955, "X1": 0.66064, "Y1": 0.4172, "X2": 0.73157, "Y2": 0.417, "X3": 0.72879, "Y3": 0.4298, "X4": 0.65925, "Y4": 0.4298, "page": 0, "Index": 406}, {"Word": "on", "Confidence": 0.996, "X1": 0.73435, "Y1": 0.4172, "X2": 0.75243, "Y2": 0.417, "X3": 0.75104, "Y3": 0.4298, "X4": 0.73296, "Y4": 0.4298, "page": 0, "Index": 407}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.75522, "Y1": 0.4172, "X2": 0.82754, "Y2": 0.417, "X3": 0.82476, "Y3": 0.4308, "X4": 0.75382, "Y4": 0.4298, "page": 0, "Index": 408}, {"Word": "papers.", "Confidence": 0.991, "X1": 0.83032, "Y1": 0.4182, "X2": 0.88456, "Y2": 0.418, "X3": 0.88178, "Y3": 0.4318, "X4": 0.82893, "Y4": 0.4308, "page": 0, "Index": 409}, {"Word": "and", "Confidence": 0.996, "X1": 0.11405, "Y1": 0.4352, "X2": 0.13908, "Y2": 0.435, "X3": 0.13908, "Y3": 0.4478, "X4": 0.11405, "Y4": 0.4478, "page": 0, "Index": 410}, {"Word": "subsequent", "Confidence": 0.994, "X1": 0.14325, "Y1": 0.4352, "X2": 0.21975, "Y2": 0.435, "X3": 0.21836, "Y3": 0.4478, "X4": 0.14186, "Y4": 0.4478, "page": 0, "Index": 411}, {"Word": "metallising,", "Confidence": 0.822, "X1": 0.22253, "Y1": 0.4352, "X2": 0.30181, "Y2": 0.435, "X3": 0.30181, "Y3": 0.4478, "X4": 0.22253, "Y4": 0.4478, "page": 0, "Index": 412}, {"Word": "given", "Confidence": 0.996, "X1": 0.30598, "Y1": 0.4352, "X2": 0.34214, "Y2": 0.435, "X3": 0.34214, "Y3": 0.4468, "X4": 0.30459, "Y4": 0.4478, "page": 0, "Index": 413}, {"Word": "the", "Confidence": 0.998, "X1": 0.34631, "Y1": 0.4352, "X2": 0.36857, "Y2": 0.435, "X3": 0.36718, "Y3": 0.4468, "X4": 0.34492, "Y4": 0.4468, "page": 0, "Index": 414}, {"Word": "care", "Confidence": 0.991, "X1": 0.37135, "Y1": 0.4352, "X2": 0.40056, "Y2": 0.435, "X3": 0.39917, "Y3": 0.4468, "X4": 0.37135, "Y4": 0.4468, "page": 0, "Index": 415}, {"Word": "required", "Confidence": 0.995, "X1": 0.40334, "Y1": 0.4352, "X2": 0.46453, "Y2": 0.435, "X3": 0.46314, "Y3": 0.4468, "X4": 0.40334, "Y4": 0.4468, "page": 0, "Index": 416}, {"Word": "A", "Confidence": 0.995, "X1": 0.52712, "Y1": 0.4442, "X2": 0.53686, "Y2": 0.444, "X3": 0.53547, "Y3": 0.4568, "X4": 0.52573, "Y4": 0.4568, "page": 0, "Index": 417}, {"Word": "further", "Confidence": 0.994, "X1": 0.54103, "Y1": 0.4442, "X2": 0.58971, "Y2": 0.444, "X3": 0.58832, "Y3": 0.4568, "X4": 0.53825, "Y4": 0.4568, "page": 0, "Index": 418}, {"Word": "feature", "Confidence": 0.848, "X1": 0.59388, "Y1": 0.4442, "X2": 0.64395, "Y2": 0.444, "X3": 0.64256, "Y3": 0.4568, "X4": 0.5911, "Y4": 0.4568, "page": 0, "Index": 419}, {"Word": "of", "Confidence": 0.998, "X1": 0.64673, "Y1": 0.4442, "X2": 0.66342, "Y2": 0.444, "X3": 0.66064, "Y3": 0.4568, "X4": 0.64534, "Y4": 0.4568, "page": 0, "Index": 420}, {"Word": "these", "Confidence": 0.997, "X1": 0.6662, "Y1": 0.4442, "X2": 0.70236, "Y2": 0.444, "X3": 0.70097, "Y3": 0.4568, "X4": 0.66481, "Y4": 0.4568, "page": 0, "Index": 421}, {"Word": "papers", "Confidence": 0.997, "X1": 0.70654, "Y1": 0.4442, "X2": 0.75104, "Y2": 0.444, "X3": 0.74965, "Y3": 0.4568, "X4": 0.70515, "Y4": 0.4568, "page": 0, "Index": 422}, {"Word": "which", "Confidence": 0.994, "X1": 0.75382, "Y1": 0.4442, "X2": 0.79833, "Y2": 0.444, "X3": 0.79555, "Y3": 0.4578, "X4": 0.75243, "Y4": 0.4568, "page": 0, "Index": 423}, {"Word": "affects", "Confidence": 0.954, "X1": 0.80111, "Y1": 0.4442, "X2": 0.85257, "Y2": 0.444, "X3": 0.84979, "Y3": 0.4578, "X4": 0.79972, "Y4": 0.4578, "page": 0, "Index": 424}, {"Word": "to", "Confidence": 0.996, "X1": 0.11405, "Y1": 0.4482, "X2": 0.12796, "Y2": 0.448, "X3": 0.12796, "Y3": 0.4608, "X4": 0.11405, "Y4": 0.4608, "page": 0, "Index": 425}, {"Word": "circumvent", "Confidence": 0.968, "X1": 0.13213, "Y1": 0.4482, "X2": 0.20862, "Y2": 0.448, "X3": 0.20862, "Y3": 0.4608, "X4": 0.13074, "Y4": 0.4608, "page": 0, "Index": 426}, {"Word": "the", "Confidence": 0.998, "X1": 0.2128, "Y1": 0.4482, "X2": 0.23505, "Y2": 0.448, "X3": 0.23505, "Y3": 0.4608, "X4": 0.2114, "Y4": 0.4608, "page": 0, "Index": 427}, {"Word": "opposing", "Confidence": 0.991, "X1": 0.23922, "Y1": 0.4482, "X2": 0.3032, "Y2": 0.448, "X3": 0.30181, "Y3": 0.4608, "X4": 0.23783, "Y4": 0.4608, "page": 0, "Index": 428}, {"Word": "factors", "Confidence": 0.994, "X1": 0.30598, "Y1": 0.4482, "X2": 0.35327, "Y2": 0.448, "X3": 0.35188, "Y3": 0.4608, "X4": 0.30598, "Y4": 0.4608, "page": 0, "Index": 429}, {"Word": "of", "Confidence": 0.996, "X1": 0.35605, "Y1": 0.4482, "X2": 0.37274, "Y2": 0.448, "X3": 0.37135, "Y3": 0.4608, "X4": 0.35605, "Y4": 0.4608, "page": 0, "Index": 430}, {"Word": "high", "Confidence": 0.991, "X1": 0.37552, "Y1": 0.4482, "X2": 0.40612, "Y2": 0.448, "X3": 0.40612, "Y3": 0.4618, "X4": 0.37552, "Y4": 0.4608, "page": 0, "Index": 431}, {"Word": "surface", "Confidence": 0.965, "X1": 0.41029, "Y1": 0.4482, "X2": 0.46314, "Y2": 0.448, "X3": 0.46175, "Y3": 0.4618, "X4": 0.41029, "Y4": 0.4618, "page": 0, "Index": 432}, {"Word": "absorbency", "Confidence": 0.778, "X1": 0.11544, "Y1": 0.4622, "X2": 0.19193, "Y2": 0.462, "X3": 0.19193, "Y3": 0.4748, "X4": 0.11544, "Y4": 0.4758, "page": 0, "Index": 433}, {"Word": "and", "Confidence": 0.998, "X1": 0.19611, "Y1": 0.4622, "X2": 0.22114, "Y2": 0.462, "X3": 0.21975, "Y3": 0.4748, "X4": 0.19471, "Y4": 0.4748, "page": 0, "Index": 434}, {"Word": "need", "Confidence": 0.987, "X1": 0.22392, "Y1": 0.4622, "X2": 0.2573, "Y2": 0.462, "X3": 0.25591, "Y3": 0.4748, "X4": 0.22392, "Y4": 0.4748, "page": 0, "Index": 435}, {"Word": "for", "Confidence": 0.998, "X1": 0.26147, "Y1": 0.4622, "X2": 0.28234, "Y2": 0.462, "X3": 0.28234, "Y3": 0.4748, "X4": 0.26008, "Y4": 0.4748, "page": 0, "Index": 436}, {"Word": "good", "Confidence": 0.983, "X1": 0.28651, "Y1": 0.4622, "X2": 0.31989, "Y2": 0.462, "X3": 0.31989, "Y3": 0.4758, "X4": 0.28512, "Y4": 0.4748, "page": 0, "Index": 437}, {"Word": "prelacquer", "Confidence": 0.668, "X1": 0.32406, "Y1": 0.4622, "X2": 0.39638, "Y2": 0.462, "X3": 0.39638, "Y3": 0.4758, "X4": 0.32267, "Y4": 0.4758, "page": 0, "Index": 438}, {"Word": "gloss.", "Confidence": 0.955, "X1": 0.40056, "Y1": 0.4622, "X2": 0.44228, "Y2": 0.462, "X3": 0.44228, "Y3": 0.4768, "X4": 0.39917, "Y4": 0.4758, "page": 0, "Index": 439}, {"Word": "printability,", "Confidence": 0.955, "X1": 0.52434, "Y1": 0.4582, "X2": 0.60918, "Y2": 0.458, "X3": 0.60779, "Y3": 0.4708, "X4": 0.52434, "Y4": 0.4708, "page": 0, "Index": 440}, {"Word": "and", "Confidence": 0.998, "X1": 0.61196, "Y1": 0.4582, "X2": 0.637, "Y2": 0.458, "X3": 0.63561, "Y3": 0.4698, "X4": 0.61057, "Y4": 0.4708, "page": 0, "Index": 441}, {"Word": "with", "Confidence": 0.991, "X1": 0.63978, "Y1": 0.4582, "X2": 0.67177, "Y2": 0.458, "X3": 0.67177, "Y3": 0.4698, "X4": 0.63978, "Y4": 0.4698, "page": 0, "Index": 442}, {"Word": "which", "Confidence": 0.993, "X1": 0.67594, "Y1": 0.4582, "X2": 0.71905, "Y2": 0.458, "X3": 0.71766, "Y3": 0.4708, "X4": 0.67455, "Y4": 0.4698, "page": 0, "Index": 443}, {"Word": "there", "Confidence": 0.97, "X1": 0.72184, "Y1": 0.4582, "X2": 0.758, "Y2": 0.458, "X3": 0.758, "Y3": 0.4708, "X4": 0.72184, "Y4": 0.4708, "page": 0, "Index": 444}, {"Word": "are", "Confidence": 0.964, "X1": 0.76217, "Y1": 0.4582, "X2": 0.78303, "Y2": 0.458, "X3": 0.78303, "Y3": 0.4708, "X4": 0.76078, "Y4": 0.4708, "page": 0, "Index": 445}, {"Word": "parallels", "Confidence": 0.663, "X1": 0.7872, "Y1": 0.4592, "X2": 0.84423, "Y2": 0.459, "X3": 0.84284, "Y3": 0.4718, "X4": 0.78581, "Y4": 0.4708, "page": 0, "Index": 446}, {"Word": "in", "Confidence": 0.998, "X1": 0.84701, "Y1": 0.4592, "X2": 0.86231, "Y2": 0.459, "X3": 0.86231, "Y3": 0.4718, "X4": 0.84701, "Y4": 0.4718, "page": 0, "Index": 447}, {"Word": "aluminium", "Confidence": 0.885, "X1": 0.52573, "Y1": 0.4722, "X2": 0.59527, "Y2": 0.472, "X3": 0.59527, "Y3": 0.4848, "X4": 0.52573, "Y4": 0.4848, "page": 0, "Index": 448}, {"Word": "foil,", "Confidence": 0.951, "X1": 0.60083, "Y1": 0.4722, "X2": 0.63004, "Y2": 0.472, "X3": 0.63004, "Y3": 0.4848, "X4": 0.60083, "Y4": 0.4848, "page": 0, "Index": 449}, {"Word": "is", "Confidence": 0.998, "X1": 0.63282, "Y1": 0.4722, "X2": 0.64534, "Y2": 0.472, "X3": 0.64534, "Y3": 0.4848, "X4": 0.63282, "Y4": 0.4848, "page": 0, "Index": 450}, {"Word": "that", "Confidence": 0.991, "X1": 0.64951, "Y1": 0.4722, "X2": 0.67733, "Y2": 0.472, "X3": 0.67733, "Y3": 0.4848, "X4": 0.64951, "Y4": 0.4848, "page": 0, "Index": 451}, {"Word": "when", "Confidence": 0.99, "X1": 0.6815, "Y1": 0.4722, "X2": 0.72045, "Y2": 0.472, "X3": 0.72045, "Y3": 0.4848, "X4": 0.6815, "Y4": 0.4848, "page": 0, "Index": 452}, {"Word": "a", "Confidence": 0.998, "X1": 0.72323, "Y1": 0.4722, "X2": 0.73157, "Y2": 0.472, "X3": 0.73157, "Y3": 0.4848, "X4": 0.72323, "Y4": 0.4848, "page": 0, "Index": 453}, {"Word": "freshly", "Confidence": 0.993, "X1": 0.73574, "Y1": 0.4732, "X2": 0.78303, "Y2": 0.473, "X3": 0.78303, "Y3": 0.4848, "X4": 0.73435, "Y4": 0.4848, "page": 0, "Index": 454}, {"Word": "deposited", "Confidence": 0.994, "X1": 0.78581, "Y1": 0.4732, "X2": 0.85535, "Y2": 0.473, "X3": 0.85535, "Y3": 0.4848, "X4": 0.78581, "Y4": 0.4848, "page": 0, "Index": 455}, {"Word": "The", "Confidence": 0.998, "X1": 0.11683, "Y1": 0.4872, "X2": 0.14047, "Y2": 0.487, "X3": 0.14047, "Y3": 0.5008, "X4": 0.11544, "Y4": 0.5008, "page": 0, "Index": 456}, {"Word": "bulk", "Confidence": 0.955, "X1": 0.14465, "Y1": 0.4872, "X2": 0.17663, "Y2": 0.487, "X3": 0.17524, "Y3": 0.4998, "X4": 0.14325, "Y4": 0.5008, "page": 0, "Index": 457}, {"Word": "of", "Confidence": 0.994, "X1": 0.17942, "Y1": 0.4872, "X2": 0.19611, "Y2": 0.487, "X3": 0.19471, "Y3": 0.4998, "X4": 0.17942, "Y4": 0.4998, "page": 0, "Index": 458}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.19889, "Y1": 0.4872, "X2": 0.26843, "Y2": 0.487, "X3": 0.26843, "Y3": 0.4998, "X4": 0.19889, "Y4": 0.4998, "page": 0, "Index": 459}, {"Word": "coated", "Confidence": 0.994, "X1": 0.2726, "Y1": 0.4872, "X2": 0.31989, "Y2": 0.487, "X3": 0.3185, "Y3": 0.4998, "X4": 0.27121, "Y4": 0.4998, "page": 0, "Index": 460}, {"Word": "papers", "Confidence": 0.997, "X1": 0.32406, "Y1": 0.4882, "X2": 0.36857, "Y2": 0.488, "X3": 0.36718, "Y3": 0.5008, "X4": 0.32267, "Y4": 0.4998, "page": 0, "Index": 461}, {"Word": "are", "Confidence": 0.998, "X1": 0.37274, "Y1": 0.4882, "X2": 0.39499, "Y2": 0.488, "X3": 0.39499, "Y3": 0.5008, "X4": 0.37135, "Y4": 0.5008, "page": 0, "Index": 462}, {"Word": "aluminium", "Confidence": 0.965, "X1": 0.52573, "Y1": 0.4852, "X2": 0.59527, "Y2": 0.485, "X3": 0.59527, "Y3": 0.4988, "X4": 0.52434, "Y4": 0.4988, "page": 0, "Index": 463}, {"Word": "film", "Confidence": 0.987, "X1": 0.60223, "Y1": 0.4852, "X2": 0.62865, "Y2": 0.485, "X3": 0.62726, "Y3": 0.4988, "X4": 0.60083, "Y4": 0.4988, "page": 0, "Index": 464}, {"Word": "is", "Confidence": 0.998, "X1": 0.63282, "Y1": 0.4852, "X2": 0.64534, "Y2": 0.485, "X3": 0.64395, "Y3": 0.4988, "X4": 0.63282, "Y4": 0.4988, "page": 0, "Index": 465}, {"Word": "exposed", "Confidence": 0.944, "X1": 0.64951, "Y1": 0.4862, "X2": 0.70515, "Y2": 0.486, "X3": 0.70515, "Y3": 0.4988, "X4": 0.64812, "Y4": 0.4988, "page": 0, "Index": 466}, {"Word": "to", "Confidence": 0.998, "X1": 0.70932, "Y1": 0.4862, "X2": 0.72462, "Y2": 0.486, "X3": 0.72462, "Y3": 0.4988, "X4": 0.70793, "Y4": 0.4988, "page": 0, "Index": 467}, {"Word": "the", "Confidence": 0.998, "X1": 0.72879, "Y1": 0.4862, "X2": 0.75104, "Y2": 0.486, "X3": 0.75104, "Y3": 0.4988, "X4": 0.7274, "Y4": 0.4988, "page": 0, "Index": 468}, {"Word": "atmosphere", "Confidence": 0.89, "X1": 0.75522, "Y1": 0.4872, "X2": 0.83727, "Y2": 0.487, "X3": 0.83588, "Y3": 0.4988, "X4": 0.75382, "Y4": 0.4988, "page": 0, "Index": 469}, {"Word": "at", "Confidence": 0.998, "X1": 0.84006, "Y1": 0.4872, "X2": 0.85675, "Y2": 0.487, "X3": 0.85535, "Y3": 0.4988, "X4": 0.84006, "Y4": 0.4988, "page": 0, "Index": 470}, {"Word": "manufactured", "Confidence": 0.991, "X1": 0.11544, "Y1": 0.5022, "X2": 0.21001, "Y2": 0.502, "X3": 0.21001, "Y3": 0.5138, "X4": 0.11544, "Y4": 0.5148, "page": 0, "Index": 471}, {"Word": "from", "Confidence": 0.991, "X1": 0.21419, "Y1": 0.5022, "X2": 0.24478, "Y2": 0.502, "X3": 0.24478, "Y3": 0.5138, "X4": 0.21419, "Y4": 0.5138, "page": 0, "Index": 472}, {"Word": "coated", "Confidence": 0.995, "X1": 0.25174, "Y1": 0.5022, "X2": 0.29903, "Y2": 0.502, "X3": 0.29764, "Y3": 0.5138, "X4": 0.25174, "Y4": 0.5138, "page": 0, "Index": 473}, {"Word": "stocks", "Confidence": 0.995, "X1": 0.30181, "Y1": 0.5022, "X2": 0.34631, "Y2": 0.502, "X3": 0.34492, "Y3": 0.5138, "X4": 0.30181, "Y4": 0.5138, "page": 0, "Index": 474}, {"Word": "prepared", "Confidence": 0.958, "X1": 0.3491, "Y1": 0.5012, "X2": 0.4089, "Y2": 0.501, "X3": 0.4089, "Y3": 0.5148, "X4": 0.3491, "Y4": 0.5138, "page": 0, "Index": 475}, {"Word": "by", "Confidence": 0.998, "X1": 0.41307, "Y1": 0.5012, "X2": 0.43255, "Y2": 0.501, "X3": 0.43255, "Y3": 0.5148, "X4": 0.41168, "Y4": 0.5148, "page": 0, "Index": 476}, {"Word": "air", "Confidence": 0.998, "X1": 0.43672, "Y1": 0.5012, "X2": 0.45758, "Y2": 0.501, "X3": 0.45758, "Y3": 0.5148, "X4": 0.43533, "Y4": 0.5148, "page": 0, "Index": 477}, {"Word": "normal", "Confidence": 0.981, "X1": 0.52434, "Y1": 0.5002, "X2": 0.57302, "Y2": 0.5, "X3": 0.57302, "Y3": 0.5128, "X4": 0.52434, "Y4": 0.5138, "page": 0, "Index": 478}, {"Word": "temperatures", "Confidence": 0.989, "X1": 0.57719, "Y1": 0.4992, "X2": 0.66759, "Y2": 0.499, "X3": 0.6662, "Y3": 0.5128, "X4": 0.5758, "Y4": 0.5128, "page": 0, "Index": 479}, {"Word": "an", "Confidence": 0.996, "X1": 0.67177, "Y1": 0.4992, "X2": 0.68985, "Y2": 0.499, "X3": 0.68846, "Y3": 0.5128, "X4": 0.67038, "Y4": 0.5128, "page": 0, "Index": 480}, {"Word": "amorphous", "Confidence": 0.983, "X1": 0.69263, "Y1": 0.4992, "X2": 0.77051, "Y2": 0.499, "X3": 0.76912, "Y3": 0.5128, "X4": 0.69263, "Y4": 0.5128, "page": 0, "Index": 481}, {"Word": "and", "Confidence": 0.998, "X1": 0.77469, "Y1": 0.4992, "X2": 0.79833, "Y2": 0.499, "X3": 0.79833, "Y3": 0.5128, "X4": 0.7733, "Y4": 0.5128, "page": 0, "Index": 482}, {"Word": "highly", "Confidence": 0.981, "X1": 0.8025, "Y1": 0.4992, "X2": 0.84979, "Y2": 0.499, "X3": 0.8484, "Y3": 0.5138, "X4": 0.80111, "Y4": 0.5128, "page": 0, "Index": 483}, {"Word": "some", "Confidence": 0.988, "X1": 0.17246, "Y1": 0.5152, "X2": 0.20862, "Y2": 0.515, "X3": 0.20862, "Y3": 0.5278, "X4": 0.17246, "Y4": 0.5288, "page": 0, "Index": 484}, {"Word": "ather", "Confidence": 0.956, "X1": 0.2128, "Y1": 0.5152, "X2": 0.24896, "Y2": 0.515, "X3": 0.24896, "Y3": 0.5278, "X4": 0.2128, "Y4": 0.5278, "page": 0, "Index": 485}, {"Word": "flexible", "Confidence": 0.993, "X1": 0.25313, "Y1": 0.5152, "X2": 0.30598, "Y2": 0.515, "X3": 0.30598, "Y3": 0.5278, "X4": 0.25174, "Y4": 0.5278, "page": 0, "Index": 486}, {"Word": "blade", "Confidence": 0.882, "X1": 0.31015, "Y1": 0.5152, "X2": 0.34631, "Y2": 0.515, "X3": 0.34492, "Y3": 0.5278, "X4": 0.30876, "Y4": 0.5278, "page": 0, "Index": 487}, {"Word": "transparent", "Confidence": 0.991, "X1": 0.52712, "Y1": 0.5142, "X2": 0.60362, "Y2": 0.514, "X3": 0.60223, "Y3": 0.5258, "X4": 0.52573, "Y4": 0.5268, "page": 0, "Index": 488}, {"Word": "oxide", "Confidence": 0.806, "X1": 0.6064, "Y1": 0.5132, "X2": 0.64395, "Y2": 0.513, "X3": 0.64256, "Y3": 0.5258, "X4": 0.60501, "Y4": 0.5258, "page": 0, "Index": 489}, {"Word": "layer", "Confidence": 0.853, "X1": 0.64812, "Y1": 0.5132, "X2": 0.68428, "Y2": 0.513, "X3": 0.68289, "Y3": 0.5268, "X4": 0.64673, "Y4": 0.5258, "page": 0, "Index": 490}, {"Word": "immediately", "Confidence": 0.822, "X1": 0.68846, "Y1": 0.5142, "X2": 0.77469, "Y2": 0.514, "X3": 0.7733, "Y3": 0.5268, "X4": 0.68707, "Y4": 0.5268, "page": 0, "Index": 491}, {"Word": "forms", "Confidence": 0.997, "X1": 0.77886, "Y1": 0.5142, "X2": 0.81919, "Y2": 0.514, "X3": 0.81641, "Y3": 0.5278, "X4": 0.77608, "Y4": 0.5268, "page": 0, "Index": 492}, {"Word": "on", "Confidence": 0.998, "X1": 0.82197, "Y1": 0.5142, "X2": 0.84006, "Y2": 0.514, "X3": 0.83866, "Y3": 0.5278, "X4": 0.82058, "Y4": 0.5278, "page": 0, "Index": 493}, {"Word": "the", "Confidence": 0.998, "X1": 0.84423, "Y1": 0.5142, "X2": 0.86926, "Y2": 0.514, "X3": 0.86787, "Y3": 0.5278, "X4": 0.84284, "Y4": 0.5278, "page": 0, "Index": 494}, {"Word": "knife", "Confidence": 0.991, "X1": 0.11405, "Y1": 0.5152, "X2": 0.15021, "Y2": 0.515, "X3": 0.15021, "Y3": 0.5288, "X4": 0.11405, "Y4": 0.5288, "page": 0, "Index": 495}, {"Word": "or", "Confidence": 0.997, "X1": 0.15438, "Y1": 0.5152, "X2": 0.16829, "Y2": 0.515, "X3": 0.16829, "Y3": 0.5288, "X4": 0.15438, "Y4": 0.5288, "page": 0, "Index": 496}, {"Word": "device.", "Confidence": 0.941, "X1": 0.35049, "Y1": 0.5152, "X2": 0.39777, "Y2": 0.515, "X3": 0.39777, "Y3": 0.5288, "X4": 0.3491, "Y4": 0.5278, "page": 0, "Index": 497}, {"Word": "Generally", "Confidence": 0.62, "X1": 0.40195, "Y1": 0.5152, "X2": 0.47288, "Y2": 0.515, "X3": 0.47149, "Y3": 0.5288, "X4": 0.40195, "Y4": 0.5288, "page": 0, "Index": 498}, {"Word": "such", "Confidence": 0.986, "X1": 0.11544, "Y1": 0.5292, "X2": 0.14604, "Y2": 0.529, "X3": 0.14604, "Y3": 0.5428, "X4": 0.11405, "Y4": 0.5428, "page": 0, "Index": 499}, {"Word": "papers", "Confidence": 0.996, "X1": 0.15021, "Y1": 0.5292, "X2": 0.19332, "Y2": 0.529, "X3": 0.19193, "Y3": 0.5428, "X4": 0.15021, "Y4": 0.5428, "page": 0, "Index": 500}, {"Word": "have", "Confidence": 0.99, "X1": 0.1975, "Y1": 0.5292, "X2": 0.22949, "Y2": 0.529, "X3": 0.22809, "Y3": 0.5428, "X4": 0.19611, "Y4": 0.5428, "page": 0, "Index": 501}, {"Word": "only", "Confidence": 0.984, "X1": 0.23366, "Y1": 0.5292, "X2": 0.26426, "Y2": 0.529, "X3": 0.26426, "Y3": 0.5428, "X4": 0.23227, "Y4": 0.5428, "page": 0, "Index": 502}, {"Word": "the", "Confidence": 0.998, "X1": 0.26843, "Y1": 0.5292, "X2": 0.29068, "Y2": 0.529, "X3": 0.29068, "Y3": 0.5428, "X4": 0.26704, "Y4": 0.5428, "page": 0, "Index": 503}, {"Word": "one", "Confidence": 0.998, "X1": 0.29485, "Y1": 0.5292, "X2": 0.32128, "Y2": 0.529, "X3": 0.31989, "Y3": 0.5428, "X4": 0.29346, "Y4": 0.5428, "page": 0, "Index": 504}, {"Word": "coating,", "Confidence": 0.815, "X1": 0.32545, "Y1": 0.5302, "X2": 0.37969, "Y2": 0.53, "X3": 0.3783, "Y3": 0.5428, "X4": 0.32406, "Y4": 0.5428, "page": 0, "Index": 505}, {"Word": "but", "Confidence": 0.998, "X1": 0.38248, "Y1": 0.5302, "X2": 0.40751, "Y2": 0.53, "X3": 0.40612, "Y3": 0.5428, "X4": 0.38248, "Y4": 0.5428, "page": 0, "Index": 506}, {"Word": "very", "Confidence": 0.668, "X1": 0.41029, "Y1": 0.5302, "X2": 0.44367, "Y2": 0.53, "X3": 0.44367, "Y3": 0.5428, "X4": 0.41029, "Y4": 0.5428, "page": 0, "Index": 507}, {"Word": "metal", "Confidence": 0.987, "X1": 0.52573, "Y1": 0.5282, "X2": 0.56328, "Y2": 0.528, "X3": 0.56328, "Y3": 0.5398, "X4": 0.52573, "Y4": 0.5398, "page": 0, "Index": 508}, {"Word": "surface.", "Confidence": 0.95, "X1": 0.56606, "Y1": 0.5282, "X2": 0.6217, "Y2": 0.528, "X3": 0.6217, "Y3": 0.5408, "X4": 0.56606, "Y4": 0.5398, "page": 0, "Index": 509}, {"Word": "occasionally", "Confidence": 0.858, "X1": 0.11544, "Y1": 0.5432, "X2": 0.19889, "Y2": 0.543, "X3": 0.1975, "Y3": 0.5558, "X4": 0.11544, "Y4": 0.5558, "page": 0, "Index": 510}, {"Word": "double", "Confidence": 0.991, "X1": 0.20167, "Y1": 0.5432, "X2": 0.25035, "Y2": 0.543, "X3": 0.24896, "Y3": 0.5558, "X4": 0.20028, "Y4": 0.5558, "page": 0, "Index": 511}, {"Word": "and", "Confidence": 0.998, "X1": 0.25452, "Y1": 0.5432, "X2": 0.27955, "Y2": 0.543, "X3": 0.27955, "Y3": 0.5558, "X4": 0.25313, "Y4": 0.5558, "page": 0, "Index": 512}, {"Word": "even", "Confidence": 0.987, "X1": 0.28373, "Y1": 0.5432, "X2": 0.31572, "Y2": 0.543, "X3": 0.31433, "Y3": 0.5558, "X4": 0.28234, "Y4": 0.5558, "page": 0, "Index": 513}, {"Word": "triple", "Confidence": 0.877, "X1": 0.31989, "Y1": 0.5432, "X2": 0.35605, "Y2": 0.543, "X3": 0.35466, "Y3": 0.5558, "X4": 0.3185, "Y4": 0.5558, "page": 0, "Index": 514}, {"Word": "coated", "Confidence": 0.996, "X1": 0.35883, "Y1": 0.5432, "X2": 0.40751, "Y2": 0.543, "X3": 0.40612, "Y3": 0.5558, "X4": 0.35883, "Y4": 0.5558, "page": 0, "Index": 515}, {"Word": "stocks", "Confidence": 0.987, "X1": 0.41029, "Y1": 0.5432, "X2": 0.45341, "Y2": 0.543, "X3": 0.45202, "Y3": 0.5558, "X4": 0.4089, "Y4": 0.5558, "page": 0, "Index": 516}, {"Word": "are", "Confidence": 0.993, "X1": 0.45619, "Y1": 0.5432, "X2": 0.48122, "Y2": 0.543, "X3": 0.47983, "Y3": 0.5558, "X4": 0.4548, "Y4": 0.5558, "page": 0, "Index": 517}, {"Word": "As", "Confidence": 0.998, "X1": 0.52712, "Y1": 0.5512, "X2": 0.5452, "Y2": 0.551, "X3": 0.54381, "Y3": 0.5648, "X4": 0.52573, "Y4": 0.5648, "page": 0, "Index": 518}, {"Word": "an", "Confidence": 0.997, "X1": 0.54937, "Y1": 0.5512, "X2": 0.56467, "Y2": 0.551, "X3": 0.56328, "Y3": 0.5648, "X4": 0.54798, "Y4": 0.5648, "page": 0, "Index": 519}, {"Word": "indication", "Confidence": 0.991, "X1": 0.56745, "Y1": 0.5522, "X2": 0.63839, "Y2": 0.552, "X3": 0.637, "Y3": 0.5648, "X4": 0.56745, "Y4": 0.5648, "page": 0, "Index": 520}, {"Word": "of", "Confidence": 0.992, "X1": 0.64117, "Y1": 0.5522, "X2": 0.65786, "Y2": 0.552, "X3": 0.65647, "Y3": 0.5648, "X4": 0.64117, "Y4": 0.5648, "page": 0, "Index": 521}, {"Word": "the", "Confidence": 0.994, "X1": 0.66064, "Y1": 0.5522, "X2": 0.68428, "Y2": 0.552, "X3": 0.68289, "Y3": 0.5648, "X4": 0.65925, "Y4": 0.5648, "page": 0, "Index": 522}, {"Word": "strength", "Confidence": 0.993, "X1": 0.68707, "Y1": 0.5522, "X2": 0.74409, "Y2": 0.552, "X3": 0.7427, "Y3": 0.5648, "X4": 0.68567, "Y4": 0.5648, "page": 0, "Index": 523}, {"Word": "of", "Confidence": 0.998, "X1": 0.74826, "Y1": 0.5522, "X2": 0.76356, "Y2": 0.552, "X3": 0.76217, "Y3": 0.5648, "X4": 0.74687, "Y4": 0.5648, "page": 0, "Index": 524}, {"Word": "this", "Confidence": 0.987, "X1": 0.76634, "Y1": 0.5522, "X2": 0.79416, "Y2": 0.552, "X3": 0.79277, "Y3": 0.5648, "X4": 0.76634, "Y4": 0.5648, "page": 0, "Index": 525}, {"Word": "oxide", "Confidence": 0.99, "X1": 0.79694, "Y1": 0.5522, "X2": 0.83588, "Y2": 0.552, "X3": 0.83449, "Y3": 0.5648, "X4": 0.79555, "Y4": 0.5648, "page": 0, "Index": 526}, {"Word": "layer", "Confidence": 0.991, "X1": 0.83866, "Y1": 0.5532, "X2": 0.88039, "Y2": 0.553, "X3": 0.879, "Y3": 0.5648, "X4": 0.83866, "Y4": 0.5648, "page": 0, "Index": 527}, {"Word": "employed", "Confidence": 0.904, "X1": 0.11683, "Y1": 0.5572, "X2": 0.1822, "Y2": 0.557, "X3": 0.18081, "Y3": 0.5698, "X4": 0.11683, "Y4": 0.5698, "page": 0, "Index": 528}, {"Word": "where", "Confidence": 0.994, "X1": 0.18498, "Y1": 0.5572, "X2": 0.22809, "Y2": 0.557, "X3": 0.2267, "Y3": 0.5688, "X4": 0.18498, "Y4": 0.5698, "page": 0, "Index": 529}, {"Word": "surface", "Confidence": 0.995, "X1": 0.23088, "Y1": 0.5572, "X2": 0.28095, "Y2": 0.557, "X3": 0.28095, "Y3": 0.5688, "X4": 0.23088, "Y4": 0.5688, "page": 0, "Index": 530}, {"Word": "smoothness", "Confidence": 0.887, "X1": 0.28512, "Y1": 0.5572, "X2": 0.36579, "Y2": 0.557, "X3": 0.36579, "Y3": 0.5698, "X4": 0.28512, "Y4": 0.5688, "page": 0, "Index": 531}, {"Word": "is", "Confidence": 0.955, "X1": 0.36857, "Y1": 0.5572, "X2": 0.38108, "Y2": 0.557, "X3": 0.37969, "Y3": 0.5698, "X4": 0.36857, "Y4": 0.5698, "page": 0, "Index": 532}, {"Word": "an", "Confidence": 0.998, "X1": 0.38387, "Y1": 0.5572, "X2": 0.40056, "Y2": 0.557, "X3": 0.40056, "Y3": 0.5698, "X4": 0.38387, "Y4": 0.5698, "page": 0, "Index": 533}, {"Word": "important", "Confidence": 0.991, "X1": 0.40473, "Y1": 0.5572, "X2": 0.47705, "Y2": 0.557, "X3": 0.47705, "Y3": 0.5698, "X4": 0.40334, "Y4": 0.5698, "page": 0, "Index": 534}, {"Word": "Stern", "Confidence": 0.865, "X1": 0.52712, "Y1": 0.5652, "X2": 0.56467, "Y2": 0.565, "X3": 0.56328, "Y3": 0.5778, "X4": 0.52573, "Y4": 0.5778, "page": 0, "Index": 535}, {"Word": "parameter.", "Confidence": 0.991, "X1": 0.11544, "Y1": 0.5712, "X2": 0.18915, "Y2": 0.571, "X3": 0.18915, "Y3": 0.5828, "X4": 0.11544, "Y4": 0.5838, "page": 0, "Index": 536}, {"Word": "In", "Confidence": 0.991, "X1": 0.19332, "Y1": 0.5712, "X2": 0.20862, "Y2": 0.571, "X3": 0.20723, "Y3": 0.5828, "X4": 0.19193, "Y4": 0.5828, "page": 0, "Index": 537}, {"Word": "these", "Confidence": 0.996, "X1": 0.2114, "Y1": 0.5712, "X2": 0.24757, "Y2": 0.571, "X3": 0.24618, "Y3": 0.5828, "X4": 0.2114, "Y4": 0.5828, "page": 0, "Index": 538}, {"Word": "latter", "Confidence": 0.941, "X1": 0.25035, "Y1": 0.5712, "X2": 0.28929, "Y2": 0.571, "X3": 0.2879, "Y3": 0.5828, "X4": 0.25035, "Y4": 0.5828, "page": 0, "Index": 539}, {"Word": "cases", "Confidence": 0.993, "X1": 0.29207, "Y1": 0.5712, "X2": 0.32684, "Y2": 0.571, "X3": 0.32684, "Y3": 0.5828, "X4": 0.29207, "Y4": 0.5828, "page": 0, "Index": 540}, {"Word": "the", "Confidence": 0.994, "X1": 0.33102, "Y1": 0.5712, "X2": 0.35327, "Y2": 0.571, "X3": 0.35327, "Y3": 0.5828, "X4": 0.32962, "Y4": 0.5828, "page": 0, "Index": 541}, {"Word": "economics", "Confidence": 0.964, "X1": 0.35744, "Y1": 0.5712, "X2": 0.42976, "Y2": 0.571, "X3": 0.42976, "Y3": 0.5838, "X4": 0.35605, "Y4": 0.5828, "page": 0, "Index": 542}, {"Word": "of", "Confidence": 0.998, "X1": 0.43394, "Y1": 0.5712, "X2": 0.44924, "Y2": 0.571, "X3": 0.44784, "Y3": 0.5838, "X4": 0.43255, "Y4": 0.5838, "page": 0, "Index": 543}, {"Word": "cost", "Confidence": 0.981, "X1": 0.45202, "Y1": 0.5712, "X2": 0.4854, "Y2": 0.571, "X3": 0.4854, "Y3": 0.5838, "X4": 0.45202, "Y4": 0.5838, "page": 0, "Index": 544}, {"Word": "and", "Confidence": 0.998, "X1": 0.56745, "Y1": 0.5652, "X2": 0.59249, "Y2": 0.565, "X3": 0.5911, "Y3": 0.5788, "X4": 0.56606, "Y4": 0.5778, "page": 0, "Index": 545}, {"Word": "Ullig,", "Confidence": 0.875, "X1": 0.59666, "Y1": 0.5652, "X2": 0.63421, "Y2": 0.565, "X3": 0.63282, "Y3": 0.5788, "X4": 0.59527, "Y4": 0.5788, "page": 0, "Index": 546}, {"Word": "in", "Confidence": 0.998, "X1": 0.63839, "Y1": 0.5652, "X2": 0.6509, "Y2": 0.565, "X3": 0.6509, "Y3": 0.5788, "X4": 0.637, "Y4": 0.5788, "page": 0, "Index": 547}, {"Word": "their", "Confidence": 0.995, "X1": 0.65508, "Y1": 0.5652, "X2": 0.68846, "Y2": 0.565, "X3": 0.68707, "Y3": 0.5788, "X4": 0.65369, "Y4": 0.5788, "page": 0, "Index": 548}, {"Word": "work", "Confidence": 0.991, "X1": 0.69263, "Y1": 0.5652, "X2": 0.7274, "Y2": 0.565, "X3": 0.7274, "Y3": 0.5788, "X4": 0.69124, "Y4": 0.5788, "page": 0, "Index": 549}, {"Word": "reported", "Confidence": 0.993, "X1": 0.73157, "Y1": 0.5662, "X2": 0.79138, "Y2": 0.566, "X3": 0.79138, "Y3": 0.5788, "X4": 0.73018, "Y4": 0.5788, "page": 0, "Index": 550}, {"Word": "in", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.5662, "X2": 0.80946, "Y2": 0.566, "X3": 0.80807, "Y3": 0.5788, "X4": 0.79416, "Y4": 0.5788, "page": 0, "Index": 551}, {"Word": "the", "Confidence": 0.996, "X1": 0.81363, "Y1": 0.5662, "X2": 0.83588, "Y2": 0.566, "X3": 0.83588, "Y3": 0.5788, "X4": 0.81224, "Y4": 0.5788, "page": 0, "Index": 552}, {"Word": "Journal", "Confidence": 0.901, "X1": 0.84006, "Y1": 0.5662, "X2": 0.89569, "Y2": 0.566, "X3": 0.8943, "Y3": 0.5798, "X4": 0.83866, "Y4": 0.5788, "page": 0, "Index": 553}, {"Word": "versus", "Confidence": 0.991, "X1": 0.11544, "Y1": 0.5852, "X2": 0.15577, "Y2": 0.585, "X3": 0.15577, "Y3": 0.5978, "X4": 0.11544, "Y4": 0.5978, "page": 0, "Index": 554}, {"Word": "coatings", "Confidence": 0.934, "X1": 0.15855, "Y1": 0.5852, "X2": 0.21697, "Y2": 0.585, "X3": 0.21697, "Y3": 0.5978, "X4": 0.15994, "Y4": 0.5978, "page": 0, "Index": 555}, {"Word": "play", "Confidence": 0.975, "X1": 0.21975, "Y1": 0.5852, "X2": 0.25035, "Y2": 0.585, "X3": 0.25035, "Y3": 0.5978, "X4": 0.21975, "Y4": 0.5978, "page": 0, "Index": 556}, {"Word": "an", "Confidence": 0.997, "X1": 0.25452, "Y1": 0.5842, "X2": 0.27121, "Y2": 0.584, "X3": 0.26982, "Y3": 0.5968, "X4": 0.25452, "Y4": 0.5978, "page": 0, "Index": 557}, {"Word": "important", "Confidence": 0.991, "X1": 0.27399, "Y1": 0.5842, "X2": 0.34492, "Y2": 0.584, "X3": 0.34492, "Y3": 0.5968, "X4": 0.27399, "Y4": 0.5968, "page": 0, "Index": 558}, {"Word": "role", "Confidence": 0.902, "X1": 0.34771, "Y1": 0.5842, "X2": 0.37552, "Y2": 0.584, "X3": 0.37413, "Y3": 0.5968, "X4": 0.34771, "Y4": 0.5968, "page": 0, "Index": 559}, {"Word": "in", "Confidence": 0.998, "X1": 0.3783, "Y1": 0.5842, "X2": 0.39221, "Y2": 0.584, "X3": 0.39221, "Y3": 0.5968, "X4": 0.3783, "Y4": 0.5968, "page": 0, "Index": 560}, {"Word": "the", "Confidence": 0.998, "X1": 0.39638, "Y1": 0.5852, "X2": 0.42003, "Y2": 0.585, "X3": 0.41864, "Y3": 0.5978, "X4": 0.39638, "Y4": 0.5968, "page": 0, "Index": 561}, {"Word": "decision", "Confidence": 0.991, "X1": 0.42281, "Y1": 0.5852, "X2": 0.48122, "Y2": 0.585, "X3": 0.47983, "Y3": 0.5978, "X4": 0.42281, "Y4": 0.5978, "page": 0, "Index": 562}, {"Word": "of", "Confidence": 0.997, "X1": 0.52573, "Y1": 0.5792, "X2": 0.54103, "Y2": 0.579, "X3": 0.53964, "Y3": 0.5918, "X4": 0.52573, "Y4": 0.5918, "page": 0, "Index": 563}, {"Word": "the", "Confidence": 0.993, "X1": 0.5452, "Y1": 0.5792, "X2": 0.56606, "Y2": 0.579, "X3": 0.56606, "Y3": 0.5918, "X4": 0.54381, "Y4": 0.5918, "page": 0, "Index": 564}, {"Word": "Electrochemical", "Confidence": 0.629, "X1": 0.57024, "Y1": 0.5792, "X2": 0.68289, "Y2": 0.579, "X3": 0.6815, "Y3": 0.5918, "X4": 0.56885, "Y4": 0.5918, "page": 0, "Index": 565}, {"Word": "Society", "Confidence": 0.876, "X1": 0.68567, "Y1": 0.5792, "X2": 0.73853, "Y2": 0.579, "X3": 0.73713, "Y3": 0.5918, "X4": 0.68428, "Y4": 0.5918, "page": 0, "Index": 566}, {"Word": "in", "Confidence": 0.998, "X1": 0.74131, "Y1": 0.5792, "X2": 0.758, "Y2": 0.579, "X3": 0.75661, "Y3": 0.5918, "X4": 0.74131, "Y4": 0.5918, "page": 0, "Index": 567}, {"Word": "1952,", "Confidence": 0.825, "X1": 0.76217, "Y1": 0.5792, "X2": 0.80111, "Y2": 0.579, "X3": 0.79972, "Y3": 0.5918, "X4": 0.76078, "Y4": 0.5918, "page": 0, "Index": 568}, {"Word": "showed", "Confidence": 0.996, "X1": 0.80529, "Y1": 0.5802, "X2": 0.85675, "Y2": 0.58, "X3": 0.85675, "Y3": 0.5918, "X4": 0.80389, "Y4": 0.5918, "page": 0, "Index": 569}, {"Word": "that", "Confidence": 0.728, "X1": 0.86092, "Y1": 0.5802, "X2": 0.8943, "Y2": 0.58, "X3": 0.8943, "Y3": 0.5918, "X4": 0.85953, "Y4": 0.5918, "page": 0, "Index": 570}, {"Word": "evaporated", "Confidence": 0.987, "X1": 0.52434, "Y1": 0.5932, "X2": 0.60223, "Y2": 0.593, "X3": 0.60083, "Y3": 0.6058, "X4": 0.52434, "Y4": 0.6058, "page": 0, "Index": 571}, {"Word": "aluminium", "Confidence": 0.964, "X1": 0.60501, "Y1": 0.5932, "X2": 0.67594, "Y2": 0.593, "X3": 0.67594, "Y3": 0.6048, "X4": 0.60501, "Y4": 0.6058, "page": 0, "Index": 572}, {"Word": "films", "Confidence": 0.994, "X1": 0.68289, "Y1": 0.5932, "X2": 0.71905, "Y2": 0.593, "X3": 0.71766, "Y3": 0.6048, "X4": 0.68289, "Y4": 0.6048, "page": 0, "Index": 573}, {"Word": "on", "Confidence": 0.998, "X1": 0.72184, "Y1": 0.5932, "X2": 0.73992, "Y2": 0.593, "X3": 0.73853, "Y3": 0.6058, "X4": 0.72045, "Y4": 0.6058, "page": 0, "Index": 574}, {"Word": "glass", "Confidence": 0.993, "X1": 0.74409, "Y1": 0.5932, "X2": 0.77608, "Y2": 0.593, "X3": 0.77469, "Y3": 0.6058, "X4": 0.7427, "Y4": 0.6058, "page": 0, "Index": 575}, {"Word": "wers", "Confidence": 0.965, "X1": 0.78025, "Y1": 0.5942, "X2": 0.81363, "Y2": 0.594, "X3": 0.81224, "Y3": 0.6058, "X4": 0.77886, "Y4": 0.6058, "page": 0, "Index": 576}, {"Word": "more", "Confidence": 0.991, "X1": 0.8178, "Y1": 0.5942, "X2": 0.85675, "Y2": 0.594, "X3": 0.85535, "Y3": 0.6058, "X4": 0.81502, "Y4": 0.6058, "page": 0, "Index": 577}, {"Word": "as", "Confidence": 0.998, "X1": 0.11683, "Y1": 0.5992, "X2": 0.13074, "Y2": 0.599, "X3": 0.12935, "Y3": 0.6108, "X4": 0.11544, "Y4": 0.6108, "page": 0, "Index": 578}, {"Word": "to", "Confidence": 0.998, "X1": 0.13352, "Y1": 0.5992, "X2": 0.14882, "Y2": 0.599, "X3": 0.14882, "Y3": 0.6108, "X4": 0.13352, "Y4": 0.6108, "page": 0, "Index": 579}, {"Word": "paper", "Confidence": 0.864, "X1": 0.1516, "Y1": 0.5992, "X2": 0.19054, "Y2": 0.599, "X3": 0.18915, "Y3": 0.6108, "X4": 0.1516, "Y4": 0.6108, "page": 0, "Index": 580}, {"Word": "type.", "Confidence": 0.996, "X1": 0.19332, "Y1": 0.5992, "X2": 0.23088, "Y2": 0.599, "X3": 0.23088, "Y3": 0.6108, "X4": 0.19332, "Y4": 0.6108, "page": 0, "Index": 581}, {"Word": "resistant", "Confidence": 0.993, "X1": 0.52573, "Y1": 0.6072, "X2": 0.58414, "Y2": 0.607, "X3": 0.58414, "Y3": 0.6188, "X4": 0.52434, "Y4": 0.6188, "page": 0, "Index": 582}, {"Word": "to", "Confidence": 0.998, "X1": 0.58832, "Y1": 0.6072, "X2": 0.60362, "Y2": 0.607, "X3": 0.60362, "Y3": 0.6188, "X4": 0.58832, "Y4": 0.6188, "page": 0, "Index": 583}, {"Word": "attack", "Confidence": 0.932, "X1": 0.6064, "Y1": 0.6072, "X2": 0.64951, "Y2": 0.607, "X3": 0.64951, "Y3": 0.6188, "X4": 0.6064, "Y4": 0.6188, "page": 0, "Index": 584}, {"Word": "by", "Confidence": 0.998, "X1": 0.65369, "Y1": 0.6072, "X2": 0.67177, "Y2": 0.607, "X3": 0.67038, "Y3": 0.6188, "X4": 0.65369, "Y4": 0.6188, "page": 0, "Index": 585}, {"Word": "boiling", "Confidence": 0.957, "X1": 0.67455, "Y1": 0.6062, "X2": 0.72462, "Y2": 0.606, "X3": 0.72462, "Y3": 0.6188, "X4": 0.67455, "Y4": 0.6188, "page": 0, "Index": 586}, {"Word": "carbon", "Confidence": 0.994, "X1": 0.72879, "Y1": 0.6062, "X2": 0.77608, "Y2": 0.606, "X3": 0.77469, "Y3": 0.6188, "X4": 0.7274, "Y4": 0.6188, "page": 0, "Index": 587}, {"Word": "tetrachloride", "Confidence": 0.663, "X1": 0.78025, "Y1": 0.6062, "X2": 0.87204, "Y2": 0.606, "X3": 0.87065, "Y3": 0.6198, "X4": 0.77886, "Y4": 0.6188, "page": 0, "Index": 588}, {"Word": "All", "Confidence": 0.997, "X1": 0.11683, "Y1": 0.6232, "X2": 0.13769, "Y2": 0.623, "X3": 0.1363, "Y3": 0.6358, "X4": 0.11683, "Y4": 0.6358, "page": 0, "Index": 589}, {"Word": "of", "Confidence": 0.998, "X1": 0.14047, "Y1": 0.6232, "X2": 0.15577, "Y2": 0.623, "X3": 0.15577, "Y3": 0.6358, "X4": 0.14047, "Y4": 0.6358, "page": 0, "Index": 590}, {"Word": "the", "Confidence": 0.998, "X1": 0.15994, "Y1": 0.6232, "X2": 0.1822, "Y2": 0.623, "X3": 0.18081, "Y3": 0.6358, "X4": 0.15855, "Y4": 0.6358, "page": 0, "Index": 591}, {"Word": "better", "Confidence": 0.994, "X1": 0.18498, "Y1": 0.6242, "X2": 0.22809, "Y2": 0.624, "X3": 0.2267, "Y3": 0.6358, "X4": 0.18359, "Y4": 0.6358, "page": 0, "Index": 592}, {"Word": "quality", "Confidence": 0.996, "X1": 0.23088, "Y1": 0.6242, "X2": 0.27955, "Y2": 0.624, "X3": 0.27816, "Y3": 0.6358, "X4": 0.22949, "Y4": 0.6358, "page": 0, "Index": 593}, {"Word": "coated", "Confidence": 0.995, "X1": 0.28373, "Y1": 0.6242, "X2": 0.33102, "Y2": 0.624, "X3": 0.32962, "Y3": 0.6358, "X4": 0.28234, "Y4": 0.6358, "page": 0, "Index": 594}, {"Word": "papers", "Confidence": 0.997, "X1": 0.3338, "Y1": 0.6242, "X2": 0.37969, "Y2": 0.624, "X3": 0.3783, "Y3": 0.6358, "X4": 0.33241, "Y4": 0.6358, "page": 0, "Index": 595}, {"Word": "are", "Confidence": 0.996, "X1": 0.38387, "Y1": 0.6242, "X2": 0.40334, "Y2": 0.624, "X3": 0.40195, "Y3": 0.6358, "X4": 0.38108, "Y4": 0.6358, "page": 0, "Index": 596}, {"Word": "off-", "Confidence": 0.941, "X1": 0.40751, "Y1": 0.6242, "X2": 0.43533, "Y2": 0.624, "X3": 0.43255, "Y3": 0.6358, "X4": 0.40473, "Y4": 0.6358, "page": 0, "Index": 597}, {"Word": "than", "Confidence": 0.994, "X1": 0.52712, "Y1": 0.6202, "X2": 0.55772, "Y2": 0.62, "X3": 0.55633, "Y3": 0.6318, "X4": 0.52573, "Y4": 0.6318, "page": 0, "Index": 598}, {"Word": "wrought", "Confidence": 0.995, "X1": 0.5605, "Y1": 0.6202, "X2": 0.62031, "Y2": 0.62, "X3": 0.61892, "Y3": 0.6318, "X4": 0.5605, "Y4": 0.6318, "page": 0, "Index": 599}, {"Word": "aluminium", "Confidence": 0.955, "X1": 0.62309, "Y1": 0.6202, "X2": 0.69541, "Y2": 0.62, "X3": 0.69402, "Y3": 0.6318, "X4": 0.62309, "Y4": 0.6318, "page": 0, "Index": 600}, {"Word": "sheet", "Confidence": 0.77, "X1": 0.70236, "Y1": 0.6202, "X2": 0.73853, "Y2": 0.62, "X3": 0.73713, "Y3": 0.6318, "X4": 0.70097, "Y4": 0.6318, "page": 0, "Index": 601}, {"Word": "which", "Confidence": 0.994, "X1": 0.74131, "Y1": 0.6202, "X2": 0.78442, "Y2": 0.62, "X3": 0.78164, "Y3": 0.6328, "X4": 0.73992, "Y4": 0.6318, "page": 0, "Index": 602}, {"Word": "had", "Confidence": 0.991, "X1": 0.7872, "Y1": 0.6202, "X2": 0.81363, "Y2": 0.62, "X3": 0.81224, "Y3": 0.6328, "X4": 0.78581, "Y4": 0.6328, "page": 0, "Index": 603}, {"Word": "been", "Confidence": 0.797, "X1": 0.81641, "Y1": 0.6202, "X2": 0.85118, "Y2": 0.62, "X3": 0.84979, "Y3": 0.6328, "X4": 0.81502, "Y4": 0.6328, "page": 0, "Index": 604}, {"Word": "anodised", "Confidence": 0.993, "X1": 0.52712, "Y1": 0.6332, "X2": 0.58693, "Y2": 0.633, "X3": 0.58554, "Y3": 0.6468, "X4": 0.52712, "Y4": 0.6468, "page": 0, "Index": 605}, {"Word": "in", "Confidence": 0.998, "X1": 0.58971, "Y1": 0.6332, "X2": 0.60501, "Y2": 0.633, "X3": 0.60501, "Y3": 0.6468, "X4": 0.58971, "Y4": 0.6468, "page": 0, "Index": 606}, {"Word": "a", "Confidence": 0.991, "X1": 0.60779, "Y1": 0.6332, "X2": 0.61613, "Y2": 0.633, "X3": 0.61613, "Y3": 0.6468, "X4": 0.60779, "Y4": 0.6468, "page": 0, "Index": 607}, {"Word": "non", "Confidence": 0.997, "X1": 0.62031, "Y1": 0.6342, "X2": 0.64673, "Y2": 0.634, "X3": 0.64673, "Y3": 0.6458, "X4": 0.61892, "Y4": 0.6468, "page": 0, "Index": 608}, {"Word": "solvent", "Confidence": 0.61, "X1": 0.6509, "Y1": 0.6342, "X2": 0.70097, "Y2": 0.634, "X3": 0.69958, "Y3": 0.6468, "X4": 0.64951, "Y4": 0.6458, "page": 0, "Index": 609}, {"Word": "electrolyte.", "Confidence": 0.872, "X1": 0.70376, "Y1": 0.6352, "X2": 0.7872, "Y2": 0.635, "X3": 0.78581, "Y3": 0.6468, "X4": 0.70376, "Y4": 0.6468, "page": 0, "Index": 610}, {"Word": "machine", "Confidence": 0.993, "X1": 0.11544, "Y1": 0.6382, "X2": 0.17246, "Y2": 0.638, "X3": 0.17246, "Y3": 0.6498, "X4": 0.11544, "Y4": 0.6508, "page": 0, "Index": 611}, {"Word": "coated,", "Confidence": 0.991, "X1": 0.17524, "Y1": 0.6372, "X2": 0.2267, "Y2": 0.637, "X3": 0.2267, "Y3": 0.6498, "X4": 0.17524, "Y4": 0.6498, "page": 0, "Index": 612}, {"Word": "and", "Confidence": 0.998, "X1": 0.23088, "Y1": 0.6372, "X2": 0.25591, "Y2": 0.637, "X3": 0.25591, "Y3": 0.6498, "X4": 0.22949, "Y4": 0.6498, "page": 0, "Index": 613}, {"Word": "this", "Confidence": 0.989, "X1": 0.26008, "Y1": 0.6372, "X2": 0.28651, "Y2": 0.637, "X3": 0.28651, "Y3": 0.6498, "X4": 0.25869, "Y4": 0.6498, "page": 0, "Index": 614}, {"Word": "is", "Confidence": 0.998, "X1": 0.29068, "Y1": 0.6372, "X2": 0.30042, "Y2": 0.637, "X3": 0.30042, "Y3": 0.6498, "X4": 0.28929, "Y4": 0.6498, "page": 0, "Index": 615}, {"Word": "reflected", "Confidence": 0.777, "X1": 0.30459, "Y1": 0.6382, "X2": 0.36579, "Y2": 0.638, "X3": 0.36579, "Y3": 0.6498, "X4": 0.3032, "Y4": 0.6498, "page": 0, "Index": 616}, {"Word": "in", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.6382, "X2": 0.38387, "Y2": 0.638, "X3": 0.38248, "Y3": 0.6498, "X4": 0.36857, "Y4": 0.6498, "page": 0, "Index": 617}, {"Word": "the", "Confidence": 0.998, "X1": 0.38665, "Y1": 0.6382, "X2": 0.41029, "Y2": 0.638, "X3": 0.4089, "Y3": 0.6498, "X4": 0.38526, "Y4": 0.6498, "page": 0, "Index": 618}, {"Word": "higher", "Confidence": 0.997, "X1": 0.41446, "Y1": 0.6382, "X2": 0.46036, "Y2": 0.638, "X3": 0.45897, "Y3": 0.6508, "X4": 0.41307, "Y4": 0.6498, "page": 0, "Index": 619}, {"Word": "cost", "Confidence": 0.991, "X1": 0.11544, "Y1": 0.6522, "X2": 0.14465, "Y2": 0.652, "X3": 0.14465, "Y3": 0.6648, "X4": 0.11544, "Y4": 0.6648, "page": 0, "Index": 620}, {"Word": "demanded", "Confidence": 0.991, "X1": 0.14882, "Y1": 0.6512, "X2": 0.21836, "Y2": 0.651, "X3": 0.21697, "Y3": 0.6638, "X4": 0.14743, "Y4": 0.6648, "page": 0, "Index": 621}, {"Word": "for", "Confidence": 0.998, "X1": 0.22114, "Y1": 0.6512, "X2": 0.242, "Y2": 0.651, "X3": 0.242, "Y3": 0.6638, "X4": 0.22114, "Y4": 0.6638, "page": 0, "Index": 622}, {"Word": "such", "Confidence": 0.989, "X1": 0.24618, "Y1": 0.6512, "X2": 0.27816, "Y2": 0.651, "X3": 0.27816, "Y3": 0.6638, "X4": 0.24478, "Y4": 0.6638, "page": 0, "Index": 623}, {"Word": "products.", "Confidence": 0.71, "X1": 0.28234, "Y1": 0.6512, "X2": 0.3491, "Y2": 0.651, "X3": 0.34771, "Y3": 0.6638, "X4": 0.28095, "Y4": 0.6638, "page": 0, "Index": 624}, {"Word": "It", "Confidence": 0.958, "X1": 0.35188, "Y1": 0.6512, "X2": 0.363, "Y2": 0.651, "X3": 0.363, "Y3": 0.6638, "X4": 0.35049, "Y4": 0.6638, "page": 0, "Index": 625}, {"Word": "is", "Confidence": 0.991, "X1": 0.36718, "Y1": 0.6512, "X2": 0.3783, "Y2": 0.651, "X3": 0.37691, "Y3": 0.6638, "X4": 0.36579, "Y4": 0.6638, "page": 0, "Index": 626}, {"Word": "debatable", "Confidence": 0.991, "X1": 0.38248, "Y1": 0.6522, "X2": 0.45341, "Y2": 0.652, "X3": 0.45202, "Y3": 0.6648, "X4": 0.38108, "Y4": 0.6638, "page": 0, "Index": 627}, {"Word": "whether", "Confidence": 0.994, "X1": 0.11683, "Y1": 0.6652, "X2": 0.17246, "Y2": 0.665, "X3": 0.17246, "Y3": 0.6778, "X4": 0.11683, "Y4": 0.6788, "page": 0, "Index": 628}, {"Word": "the", "Confidence": 0.995, "X1": 0.17524, "Y1": 0.6652, "X2": 0.1975, "Y2": 0.665, "X3": 0.1975, "Y3": 0.6778, "X4": 0.17524, "Y4": 0.6778, "page": 0, "Index": 629}, {"Word": "end", "Confidence": 0.638, "X1": 0.20028, "Y1": 0.6652, "X2": 0.2267, "Y2": 0.665, "X3": 0.2267, "Y3": 0.6778, "X4": 0.20028, "Y4": 0.6778, "page": 0, "Index": 630}, {"Word": "user", "Confidence": 0.987, "X1": 0.22949, "Y1": 0.6652, "X2": 0.25869, "Y2": 0.665, "X3": 0.25869, "Y3": 0.6778, "X4": 0.22949, "Y4": 0.6778, "page": 0, "Index": 631}, {"Word": "would", "Confidence": 0.981, "X1": 0.26287, "Y1": 0.6652, "X2": 0.30737, "Y2": 0.665, "X3": 0.30598, "Y3": 0.6778, "X4": 0.26287, "Y4": 0.6778, "page": 0, "Index": 632}, {"Word": "be", "Confidence": 0.997, "X1": 0.31015, "Y1": 0.6652, "X2": 0.32823, "Y2": 0.665, "X3": 0.32823, "Y3": 0.6778, "X4": 0.31015, "Y4": 0.6778, "page": 0, "Index": 633}, {"Word": "able", "Confidence": 0.981, "X1": 0.33102, "Y1": 0.6652, "X2": 0.36022, "Y2": 0.665, "X3": 0.36022, "Y3": 0.6778, "X4": 0.33102, "Y4": 0.6778, "page": 0, "Index": 634}, {"Word": "to", "Confidence": 0.998, "X1": 0.36439, "Y1": 0.6652, "X2": 0.37969, "Y2": 0.665, "X3": 0.3783, "Y3": 0.6778, "X4": 0.363, "Y4": 0.6778, "page": 0, "Index": 635}, {"Word": "tell", "Confidence": 0.933, "X1": 0.38248, "Y1": 0.6662, "X2": 0.40473, "Y2": 0.666, "X3": 0.40473, "Y3": 0.6778, "X4": 0.38248, "Y4": 0.6778, "page": 0, "Index": 636}, {"Word": "Metallisers", "Confidence": 0.934, "X1": 0.52573, "Y1": 0.6602, "X2": 0.59944, "Y2": 0.66, "X3": 0.59805, "Y3": 0.6738, "X4": 0.52573, "Y4": 0.6738, "page": 0, "Index": 637}, {"Word": "offer,", "Confidence": 0.991, "X1": 0.60362, "Y1": 0.6612, "X2": 0.64256, "Y2": 0.661, "X3": 0.64117, "Y3": 0.6738, "X4": 0.60223, "Y4": 0.6738, "page": 0, "Index": 638}, {"Word": "as", "Confidence": 0.998, "X1": 0.64534, "Y1": 0.6612, "X2": 0.65925, "Y2": 0.661, "X3": 0.65786, "Y3": 0.6738, "X4": 0.64534, "Y4": 0.6738, "page": 0, "Index": 639}, {"Word": "optional,", "Confidence": 0.96, "X1": 0.66342, "Y1": 0.6612, "X2": 0.72601, "Y2": 0.661, "X3": 0.72462, "Y3": 0.6738, "X4": 0.66203, "Y4": 0.6738, "page": 0, "Index": 640}, {"Word": "a", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.6612, "X2": 0.73713, "Y2": 0.661, "X3": 0.73574, "Y3": 0.6738, "X4": 0.72879, "Y4": 0.6738, "page": 0, "Index": 641}, {"Word": "print", "Confidence": 0.997, "X1": 0.74131, "Y1": 0.6612, "X2": 0.77608, "Y2": 0.661, "X3": 0.77469, "Y3": 0.6738, "X4": 0.73992, "Y4": 0.6738, "page": 0, "Index": 642}, {"Word": "acceptance", "Confidence": 0.97, "X1": 0.78025, "Y1": 0.6612, "X2": 0.85535, "Y2": 0.661, "X3": 0.85396, "Y3": 0.6748, "X4": 0.77886, "Y4": 0.6738, "page": 0, "Index": 643}, {"Word": "key", "Confidence": 0.998, "X1": 0.85953, "Y1": 0.6612, "X2": 0.88873, "Y2": 0.661, "X3": 0.88734, "Y3": 0.6748, "X4": 0.85814, "Y4": 0.6748, "page": 0, "Index": 644}, {"Word": "enough", "Confidence": 0.636, "X1": 0.40751, "Y1": 0.6662, "X2": 0.46175, "Y2": 0.666, "X3": 0.46036, "Y3": 0.6788, "X4": 0.40751, "Y4": 0.6778, "page": 0, "Index": 645}, {"Word": "coat", "Confidence": 0.984, "X1": 0.52712, "Y1": 0.6762, "X2": 0.55772, "Y2": 0.676, "X3": 0.55633, "Y3": 0.6878, "X4": 0.52573, "Y4": 0.6878, "page": 0, "Index": 646}, {"Word": "on", "Confidence": 0.998, "X1": 0.5605, "Y1": 0.6752, "X2": 0.57997, "Y2": 0.675, "X3": 0.57858, "Y3": 0.6878, "X4": 0.55911, "Y4": 0.6878, "page": 0, "Index": 647}, {"Word": "the", "Confidence": 0.998, "X1": 0.58275, "Y1": 0.6752, "X2": 0.6064, "Y2": 0.675, "X3": 0.60501, "Y3": 0.6868, "X4": 0.58136, "Y4": 0.6878, "page": 0, "Index": 648}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.60918, "Y1": 0.6752, "X2": 0.67872, "Y2": 0.675, "X3": 0.67733, "Y3": 0.6868, "X4": 0.60779, "Y4": 0.6868, "page": 0, "Index": 649}, {"Word": "surface.", "Confidence": 0.891, "X1": 0.6815, "Y1": 0.6752, "X2": 0.73713, "Y2": 0.675, "X3": 0.73713, "Y3": 0.6868, "X4": 0.6815, "Y4": 0.6868, "page": 0, "Index": 650}, {"Word": "In", "Confidence": 0.996, "X1": 0.74131, "Y1": 0.6752, "X2": 0.75661, "Y2": 0.675, "X3": 0.75522, "Y3": 0.6868, "X4": 0.73992, "Y4": 0.6868, "page": 0, "Index": 651}, {"Word": "the", "Confidence": 0.682, "X1": 0.75939, "Y1": 0.6752, "X2": 0.78303, "Y2": 0.675, "X3": 0.78164, "Y3": 0.6868, "X4": 0.758, "Y4": 0.6868, "page": 0, "Index": 652}, {"Word": "event", "Confidence": 0.996, "X1": 0.78581, "Y1": 0.6762, "X2": 0.82337, "Y2": 0.676, "X3": 0.82337, "Y3": 0.6868, "X4": 0.78442, "Y4": 0.6868, "page": 0, "Index": 653}, {"Word": "where", "Confidence": 0.996, "X1": 0.82754, "Y1": 0.6772, "X2": 0.87204, "Y2": 0.677, "X3": 0.87065, "Y3": 0.6868, "X4": 0.82615, "Y4": 0.6868, "page": 0, "Index": 654}, {"Word": "differance", "Confidence": 0.992, "X1": 0.11544, "Y1": 0.6792, "X2": 0.18498, "Y2": 0.679, "X3": 0.18498, "Y3": 0.6918, "X4": 0.11544, "Y4": 0.6918, "page": 0, "Index": 655}, {"Word": "to", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.6792, "X2": 0.20306, "Y2": 0.679, "X3": 0.20306, "Y3": 0.6918, "X4": 0.18776, "Y4": 0.6918, "page": 0, "Index": 656}, {"Word": "justify", "Confidence": 0.995, "X1": 0.20584, "Y1": 0.6792, "X2": 0.25174, "Y2": 0.679, "X3": 0.25174, "Y3": 0.6918, "X4": 0.20584, "Y4": 0.6918, "page": 0, "Index": 657}, {"Word": "the", "Confidence": 0.996, "X1": 0.25452, "Y1": 0.6792, "X2": 0.27816, "Y2": 0.679, "X3": 0.27816, "Y3": 0.6918, "X4": 0.25452, "Y4": 0.6918, "page": 0, "Index": 658}, {"Word": "extra", "Confidence": 0.991, "X1": 0.28234, "Y1": 0.6792, "X2": 0.3185, "Y2": 0.679, "X3": 0.3185, "Y3": 0.6918, "X4": 0.28095, "Y4": 0.6918, "page": 0, "Index": 659}, {"Word": "cost,", "Confidence": 0.628, "X1": 0.32128, "Y1": 0.6792, "X2": 0.35466, "Y2": 0.679, "X3": 0.35466, "Y3": 0.6918, "X4": 0.32128, "Y4": 0.6918, "page": 0, "Index": 660}, {"Word": "even", "Confidence": 0.724, "X1": 0.35883, "Y1": 0.6792, "X2": 0.39082, "Y2": 0.679, "X3": 0.39082, "Y3": 0.6918, "X4": 0.35883, "Y4": 0.6918, "page": 0, "Index": 661}, {"Word": "when", "Confidence": 0.981, "X1": 0.3936, "Y1": 0.6802, "X2": 0.43255, "Y2": 0.68, "X3": 0.43115, "Y3": 0.6918, "X4": 0.3936, "Y4": 0.6918, "page": 0, "Index": 662}, {"Word": "such", "Confidence": 0.989, "X1": 0.43533, "Y1": 0.6802, "X2": 0.46732, "Y2": 0.68, "X3": 0.46732, "Y3": 0.6918, "X4": 0.43533, "Y4": 0.6918, "page": 0, "Index": 663}, {"Word": "differences", "Confidence": 0.991, "X1": 0.11822, "Y1": 0.6932, "X2": 0.19054, "Y2": 0.693, "X3": 0.19054, "Y3": 0.7058, "X4": 0.11822, "Y4": 0.7058, "page": 0, "Index": 664}, {"Word": "are", "Confidence": 0.955, "X1": 0.19471, "Y1": 0.6932, "X2": 0.21558, "Y2": 0.693, "X3": 0.21419, "Y3": 0.7058, "X4": 0.19332, "Y4": 0.7058, "page": 0, "Index": 665}, {"Word": "magnified", "Confidence": 0.981, "X1": 0.21836, "Y1": 0.6932, "X2": 0.2879, "Y2": 0.693, "X3": 0.2879, "Y3": 0.7058, "X4": 0.21836, "Y4": 0.7058, "page": 0, "Index": 666}, {"Word": "as", "Confidence": 0.998, "X1": 0.29207, "Y1": 0.6932, "X2": 0.30598, "Y2": 0.693, "X3": 0.30459, "Y3": 0.7058, "X4": 0.29068, "Y4": 0.7058, "page": 0, "Index": 667}, {"Word": "a", "Confidence": 0.991, "X1": 0.30876, "Y1": 0.6932, "X2": 0.31711, "Y2": 0.693, "X3": 0.31711, "Y3": 0.7058, "X4": 0.30876, "Y4": 0.7058, "page": 0, "Index": 668}, {"Word": "result", "Confidence": 0.84, "X1": 0.32128, "Y1": 0.6932, "X2": 0.35883, "Y2": 0.693, "X3": 0.35883, "Y3": 0.7058, "X4": 0.31989, "Y4": 0.7058, "page": 0, "Index": 669}, {"Word": "of", "Confidence": 0.998, "X1": 0.363, "Y1": 0.6932, "X2": 0.3783, "Y2": 0.693, "X3": 0.3783, "Y3": 0.7058, "X4": 0.36161, "Y4": 0.7058, "page": 0, "Index": 670}, {"Word": "the", "Confidence": 0.998, "X1": 0.38248, "Y1": 0.6932, "X2": 0.40473, "Y2": 0.693, "X3": 0.40334, "Y3": 0.7058, "X4": 0.38108, "Y4": 0.7058, "page": 0, "Index": 671}, {"Word": "metallising", "Confidence": 0.8, "X1": 0.40751, "Y1": 0.6942, "X2": 0.4854, "Y2": 0.694, "X3": 0.4854, "Y3": 0.7058, "X4": 0.40751, "Y4": 0.7058, "page": 0, "Index": 672}, {"Word": "colours", "Confidence": 0.959, "X1": 0.52712, "Y1": 0.6892, "X2": 0.57858, "Y2": 0.689, "X3": 0.57719, "Y3": 0.7018, "X4": 0.52573, "Y4": 0.7018, "page": 0, "Index": 673}, {"Word": "other", "Confidence": 0.991, "X1": 0.58136, "Y1": 0.6892, "X2": 0.61892, "Y2": 0.689, "X3": 0.61752, "Y3": 0.7018, "X4": 0.57997, "Y4": 0.7018, "page": 0, "Index": 674}, {"Word": "than", "Confidence": 0.971, "X1": 0.62309, "Y1": 0.6892, "X2": 0.65369, "Y2": 0.689, "X3": 0.65229, "Y3": 0.7018, "X4": 0.6217, "Y4": 0.7018, "page": 0, "Index": 675}, {"Word": "metallic", "Confidence": 0.775, "X1": 0.65786, "Y1": 0.6892, "X2": 0.7121, "Y2": 0.689, "X3": 0.7121, "Y3": 0.7018, "X4": 0.65647, "Y4": 0.7018, "page": 0, "Index": 676}, {"Word": "silver", "Confidence": 0.941, "X1": 0.71627, "Y1": 0.6892, "X2": 0.75243, "Y2": 0.689, "X3": 0.75243, "Y3": 0.7018, "X4": 0.71488, "Y4": 0.7018, "page": 0, "Index": 677}, {"Word": "are", "Confidence": 0.997, "X1": 0.75661, "Y1": 0.6892, "X2": 0.77886, "Y2": 0.689, "X3": 0.77747, "Y3": 0.7018, "X4": 0.75522, "Y4": 0.7018, "page": 0, "Index": 678}, {"Word": "required,", "Confidence": 0.993, "X1": 0.78164, "Y1": 0.6902, "X2": 0.84562, "Y2": 0.69, "X3": 0.84423, "Y3": 0.7018, "X4": 0.78025, "Y4": 0.7018, "page": 0, "Index": 679}, {"Word": "this", "Confidence": 0.988, "X1": 0.8484, "Y1": 0.6902, "X2": 0.879, "Y2": 0.69, "X3": 0.87761, "Y3": 0.7008, "X4": 0.8484, "Y4": 0.7018, "page": 0, "Index": 680}, {"Word": "key", "Confidence": 0.991, "X1": 0.52712, "Y1": 0.7032, "X2": 0.55216, "Y2": 0.703, "X3": 0.55076, "Y3": 0.7158, "X4": 0.52573, "Y4": 0.7158, "page": 0, "Index": 681}, {"Word": "coat", "Confidence": 0.991, "X1": 0.55494, "Y1": 0.7032, "X2": 0.58554, "Y2": 0.703, "X3": 0.58414, "Y3": 0.7158, "X4": 0.55494, "Y4": 0.7158, "page": 0, "Index": 682}, {"Word": "is", "Confidence": 0.883, "X1": 0.58832, "Y1": 0.7032, "X2": 0.60083, "Y2": 0.703, "X3": 0.59944, "Y3": 0.7158, "X4": 0.58832, "Y4": 0.7158, "page": 0, "Index": 683}, {"Word": "dyed", "Confidence": 0.991, "X1": 0.60501, "Y1": 0.7032, "X2": 0.63839, "Y2": 0.703, "X3": 0.63839, "Y3": 0.7158, "X4": 0.60362, "Y4": 0.7158, "page": 0, "Index": 684}, {"Word": "to", "Confidence": 0.998, "X1": 0.64256, "Y1": 0.7032, "X2": 0.65786, "Y2": 0.703, "X3": 0.65647, "Y3": 0.7158, "X4": 0.64117, "Y4": 0.7158, "page": 0, "Index": 685}, {"Word": "provide", "Confidence": 0.955, "X1": 0.66203, "Y1": 0.7032, "X2": 0.71488, "Y2": 0.703, "X3": 0.71349, "Y3": 0.7158, "X4": 0.66064, "Y4": 0.7158, "page": 0, "Index": 686}, {"Word": "such", "Confidence": 0.991, "X1": 0.71766, "Y1": 0.7032, "X2": 0.74965, "Y2": 0.703, "X3": 0.74826, "Y3": 0.7158, "X4": 0.71627, "Y4": 0.7158, "page": 0, "Index": 687}, {"Word": "colours.", "Confidence": 0.739, "X1": 0.75243, "Y1": 0.7032, "X2": 0.80946, "Y2": 0.703, "X3": 0.80946, "Y3": 0.7158, "X4": 0.75104, "Y4": 0.7158, "page": 0, "Index": 688}, {"Word": "It", "Confidence": 0.941, "X1": 0.81363, "Y1": 0.7032, "X2": 0.82615, "Y2": 0.703, "X3": 0.82476, "Y3": 0.7158, "X4": 0.81224, "Y4": 0.7158, "page": 0, "Index": 689}, {"Word": "is", "Confidence": 0.997, "X1": 0.82893, "Y1": 0.7032, "X2": 0.84145, "Y2": 0.703, "X3": 0.84006, "Y3": 0.7158, "X4": 0.82754, "Y4": 0.7158, "page": 0, "Index": 690}, {"Word": "to", "Confidence": 0.997, "X1": 0.84423, "Y1": 0.7032, "X2": 0.85953, "Y2": 0.703, "X3": 0.85814, "Y3": 0.7158, "X4": 0.84284, "Y4": 0.7158, "page": 0, "Index": 691}, {"Word": "be", "Confidence": 0.994, "X1": 0.86231, "Y1": 0.7042, "X2": 0.88456, "Y2": 0.704, "X3": 0.88317, "Y3": 0.7158, "X4": 0.86092, "Y4": 0.7158, "page": 0, "Index": 692}, {"Word": "process.", "Confidence": 0.905, "X1": 0.11683, "Y1": 0.7082, "X2": 0.17524, "Y2": 0.708, "X3": 0.17385, "Y3": 0.7198, "X4": 0.11683, "Y4": 0.7198, "page": 0, "Index": 693}, {"Word": "strongly", "Confidence": 0.959, "X1": 0.52712, "Y1": 0.7172, "X2": 0.58414, "Y2": 0.717, "X3": 0.58275, "Y3": 0.7298, "X4": 0.52573, "Y4": 0.7298, "page": 0, "Index": 694}, {"Word": "recommended", "Confidence": 0.942, "X1": 0.58693, "Y1": 0.7172, "X2": 0.68428, "Y2": 0.717, "X3": 0.68289, "Y3": 0.7298, "X4": 0.58554, "Y4": 0.7298, "page": 0, "Index": 695}, {"Word": "that", "Confidence": 0.883, "X1": 0.68846, "Y1": 0.7172, "X2": 0.71766, "Y2": 0.717, "X3": 0.71627, "Y3": 0.7298, "X4": 0.68707, "Y4": 0.7298, "page": 0, "Index": 696}, {"Word": "wherever", "Confidence": 0.982, "X1": 0.72045, "Y1": 0.7172, "X2": 0.78442, "Y2": 0.717, "X3": 0.78303, "Y3": 0.7298, "X4": 0.71905, "Y4": 0.7298, "page": 0, "Index": 697}, {"Word": "possible,", "Confidence": 0.918, "X1": 0.7886, "Y1": 0.7172, "X2": 0.8484, "Y2": 0.717, "X3": 0.84701, "Y3": 0.7298, "X4": 0.7872, "Y4": 0.7298, "page": 0, "Index": 698}, {"Word": "should", "Confidence": 0.995, "X1": 0.85118, "Y1": 0.7172, "X2": 0.90125, "Y2": 0.717, "X3": 0.89986, "Y3": 0.7298, "X4": 0.84979, "Y4": 0.7298, "page": 0, "Index": 699}, {"Word": "The", "Confidence": 0.998, "X1": 0.11822, "Y1": 0.7322, "X2": 0.14325, "Y2": 0.732, "X3": 0.14186, "Y3": 0.7448, "X4": 0.11822, "Y4": 0.7448, "page": 0, "Index": 700}, {"Word": "above", "Confidence": 0.835, "X1": 0.14604, "Y1": 0.7322, "X2": 0.18637, "Y2": 0.732, "X3": 0.18498, "Y3": 0.7448, "X4": 0.14604, "Y4": 0.7448, "page": 0, "Index": 701}, {"Word": "papers", "Confidence": 0.995, "X1": 0.19054, "Y1": 0.7322, "X2": 0.23366, "Y2": 0.732, "X3": 0.23366, "Y3": 0.7458, "X4": 0.18915, "Y4": 0.7448, "page": 0, "Index": 702}, {"Word": "are", "Confidence": 0.993, "X1": 0.23783, "Y1": 0.7322, "X2": 0.25869, "Y2": 0.732, "X3": 0.25869, "Y3": 0.7458, "X4": 0.23783, "Y4": 0.7458, "page": 0, "Index": 703}, {"Word": "generally", "Confidence": 0.913, "X1": 0.26287, "Y1": 0.7322, "X2": 0.32545, "Y2": 0.732, "X3": 0.32545, "Y3": 0.7458, "X4": 0.26147, "Y4": 0.7458, "page": 0, "Index": 704}, {"Word": "available", "Confidence": 0.682, "X1": 0.32962, "Y1": 0.7322, "X2": 0.38943, "Y2": 0.732, "X3": 0.38804, "Y3": 0.7458, "X4": 0.32823, "Y4": 0.7458, "page": 0, "Index": 705}, {"Word": "in", "Confidence": 0.998, "X1": 0.39221, "Y1": 0.7322, "X2": 0.40751, "Y2": 0.732, "X3": 0.40612, "Y3": 0.7458, "X4": 0.39082, "Y4": 0.7458, "page": 0, "Index": 706}, {"Word": "the", "Confidence": 0.998, "X1": 0.41029, "Y1": 0.7322, "X2": 0.43255, "Y2": 0.732, "X3": 0.43255, "Y3": 0.7458, "X4": 0.41029, "Y4": 0.7458, "page": 0, "Index": 707}, {"Word": "range", "Confidence": 0.991, "X1": 0.43672, "Y1": 0.7332, "X2": 0.47844, "Y2": 0.733, "X3": 0.47705, "Y3": 0.7458, "X4": 0.43533, "Y4": 0.7458, "page": 0, "Index": 708}, {"Word": "conversion", "Confidence": 0.983, "X1": 0.52712, "Y1": 0.7312, "X2": 0.60083, "Y2": 0.731, "X3": 0.60083, "Y3": 0.7428, "X4": 0.52573, "Y4": 0.7428, "page": 0, "Index": 709}, {"Word": "by", "Confidence": 0.998, "X1": 0.60362, "Y1": 0.7312, "X2": 0.6217, "Y2": 0.731, "X3": 0.6217, "Y3": 0.7428, "X4": 0.60362, "Y4": 0.7428, "page": 0, "Index": 710}, {"Word": "printing", "Confidence": 0.994, "X1": 0.62587, "Y1": 0.7312, "X2": 0.6815, "Y2": 0.731, "X3": 0.6815, "Y3": 0.7428, "X4": 0.62448, "Y4": 0.7428, "page": 0, "Index": 711}, {"Word": "be", "Confidence": 0.957, "X1": 0.68567, "Y1": 0.7312, "X2": 0.70236, "Y2": 0.731, "X3": 0.70097, "Y3": 0.7428, "X4": 0.68428, "Y4": 0.7428, "page": 0, "Index": 712}, {"Word": "required", "Confidence": 0.913, "X1": 0.70515, "Y1": 0.7312, "X2": 0.76495, "Y2": 0.731, "X3": 0.76495, "Y3": 0.7438, "X4": 0.70515, "Y4": 0.7428, "page": 0, "Index": 713}, {"Word": "on", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.7312, "X2": 0.7872, "Y2": 0.731, "X3": 0.7872, "Y3": 0.7438, "X4": 0.76773, "Y4": 0.7438, "page": 0, "Index": 714}, {"Word": "a", "Confidence": 0.966, "X1": 0.79138, "Y1": 0.7312, "X2": 0.79972, "Y2": 0.731, "X3": 0.79833, "Y3": 0.7438, "X4": 0.78999, "Y4": 0.7438, "page": 0, "Index": 715}, {"Word": "metallised", "Confidence": 0.963, "X1": 0.8025, "Y1": 0.7322, "X2": 0.87483, "Y2": 0.732, "X3": 0.87344, "Y3": 0.7438, "X4": 0.80111, "Y4": 0.7438, "page": 0, "Index": 716}, {"Word": "60-130", "Confidence": 0.796, "X1": 0.11822, "Y1": 0.7452, "X2": 0.16412, "Y2": 0.745, "X3": 0.16412, "Y3": 0.7578, "X4": 0.11683, "Y4": 0.7578, "page": 0, "Index": 717}, {"Word": "g/m2,", "Confidence": 0.699, "X1": 0.16829, "Y1": 0.7462, "X2": 0.20862, "Y2": 0.746, "X3": 0.20723, "Y3": 0.7578, "X4": 0.1669, "Y4": 0.7578, "page": 0, "Index": 718}, {"Word": "but", "Confidence": 0.997, "X1": 0.2114, "Y1": 0.7462, "X2": 0.23644, "Y2": 0.746, "X3": 0.23505, "Y3": 0.7578, "X4": 0.2114, "Y4": 0.7578, "page": 0, "Index": 719}, {"Word": "surface,", "Confidence": 0.887, "X1": 0.52712, "Y1": 0.7452, "X2": 0.57997, "Y2": 0.745, "X3": 0.57997, "Y3": 0.7568, "X4": 0.52573, "Y4": 0.7568, "page": 0, "Index": 720}, {"Word": "this", "Confidence": 0.991, "X1": 0.58275, "Y1": 0.7452, "X2": 0.60918, "Y2": 0.745, "X3": 0.60779, "Y3": 0.7568, "X4": 0.58275, "Y4": 0.7568, "page": 0, "Index": 721}, {"Word": "key", "Confidence": 0.997, "X1": 0.61196, "Y1": 0.7452, "X2": 0.63978, "Y2": 0.745, "X3": 0.63839, "Y3": 0.7568, "X4": 0.61196, "Y4": 0.7568, "page": 0, "Index": 722}, {"Word": "coat", "Confidence": 0.981, "X1": 0.64256, "Y1": 0.7452, "X2": 0.67316, "Y2": 0.745, "X3": 0.67177, "Y3": 0.7568, "X4": 0.64117, "Y4": 0.7568, "page": 0, "Index": 723}, {"Word": "be", "Confidence": 0.956, "X1": 0.67594, "Y1": 0.7452, "X2": 0.69402, "Y2": 0.745, "X3": 0.69263, "Y3": 0.7568, "X4": 0.67455, "Y4": 0.7568, "page": 0, "Index": 724}, {"Word": "requested.", "Confidence": 0.944, "X1": 0.6968, "Y1": 0.7462, "X2": 0.76912, "Y2": 0.746, "X3": 0.76773, "Y3": 0.7568, "X4": 0.6968, "Y4": 0.7568, "page": 0, "Index": 725}, {"Word": ".", "Confidence": 0.156, "X1": 0.7733, "Y1": 0.7462, "X2": 0.78025, "Y2": 0.746, "X3": 0.77886, "Y3": 0.7568, "X4": 0.77191, "Y4": 0.7568, "page": 0, "Index": 726}, {"Word": "coated", "Confidence": 0.982, "X1": 0.23922, "Y1": 0.7462, "X2": 0.28512, "Y2": 0.746, "X3": 0.28512, "Y3": 0.7588, "X4": 0.23922, "Y4": 0.7578, "page": 0, "Index": 727}, {"Word": "papers", "Confidence": 0.996, "X1": 0.28929, "Y1": 0.7462, "X2": 0.3338, "Y2": 0.746, "X3": 0.3338, "Y3": 0.7588, "X4": 0.28929, "Y4": 0.7588, "page": 0, "Index": 728}, {"Word": "with", "Confidence": 0.988, "X1": 0.33797, "Y1": 0.7462, "X2": 0.36996, "Y2": 0.746, "X3": 0.36996, "Y3": 0.7588, "X4": 0.33658, "Y4": 0.7588, "page": 0, "Index": 729}, {"Word": "quite", "Confidence": 0.93, "X1": 0.37413, "Y1": 0.7462, "X2": 0.4089, "Y2": 0.746, "X3": 0.4089, "Y3": 0.7588, "X4": 0.37413, "Y4": 0.7588, "page": 0, "Index": 730}, {"Word": "adequate", "Confidence": 0.991, "X1": 0.41307, "Y1": 0.7462, "X2": 0.47705, "Y2": 0.746, "X3": 0.47705, "Y3": 0.7588, "X4": 0.41307, "Y4": 0.7588, "page": 0, "Index": 731}, {"Word": "brilliance", "Confidence": 0.944, "X1": 0.11683, "Y1": 0.7592, "X2": 0.17942, "Y2": 0.759, "X3": 0.17942, "Y3": 0.7718, "X4": 0.11544, "Y4": 0.7718, "page": 0, "Index": 732}, {"Word": "in", "Confidence": 0.998, "X1": 0.18359, "Y1": 0.7592, "X2": 0.19611, "Y2": 0.759, "X3": 0.19611, "Y3": 0.7718, "X4": 0.1822, "Y4": 0.7718, "page": 0, "Index": 733}, {"Word": "the", "Confidence": 0.998, "X1": 0.20028, "Y1": 0.7602, "X2": 0.22253, "Y2": 0.76, "X3": 0.22253, "Y3": 0.7718, "X4": 0.19889, "Y4": 0.7718, "page": 0, "Index": 734}, {"Word": "metallised", "Confidence": 0.994, "X1": 0.2267, "Y1": 0.7602, "X2": 0.29764, "Y2": 0.76, "X3": 0.29624, "Y3": 0.7718, "X4": 0.22531, "Y4": 0.7718, "page": 0, "Index": 735}, {"Word": "form", "Confidence": 0.988, "X1": 0.30042, "Y1": 0.7602, "X2": 0.33241, "Y2": 0.76, "X3": 0.33102, "Y3": 0.7718, "X4": 0.30042, "Y4": 0.7718, "page": 0, "Index": 736}, {"Word": "are", "Confidence": 0.998, "X1": 0.33936, "Y1": 0.7602, "X2": 0.36022, "Y2": 0.76, "X3": 0.36022, "Y3": 0.7718, "X4": 0.33797, "Y4": 0.7718, "page": 0, "Index": 737}, {"Word": "available", "Confidence": 0.955, "X1": 0.36439, "Y1": 0.7602, "X2": 0.42281, "Y2": 0.76, "X3": 0.42281, "Y3": 0.7718, "X4": 0.363, "Y4": 0.7718, "page": 0, "Index": 738}, {"Word": "down", "Confidence": 0.984, "X1": 0.42698, "Y1": 0.7602, "X2": 0.46871, "Y2": 0.76, "X3": 0.46732, "Y3": 0.7728, "X4": 0.42559, "Y4": 0.7718, "page": 0, "Index": 739}, {"Word": "to", "Confidence": 0.996, "X1": 0.11544, "Y1": 0.7722, "X2": 0.13213, "Y2": 0.772, "X3": 0.13213, "Y3": 0.7858, "X4": 0.11544, "Y4": 0.7858, "page": 0, "Index": 740}, {"Word": "40", "Confidence": 0.998, "X1": 0.13491, "Y1": 0.7732, "X2": 0.15299, "Y2": 0.773, "X3": 0.15299, "Y3": 0.7858, "X4": 0.13491, "Y4": 0.7858, "page": 0, "Index": 741}, {"Word": "g/m2", "Confidence": 0.665, "X1": 0.15577, "Y1": 0.7732, "X2": 0.18776, "Y2": 0.773, "X3": 0.18776, "Y3": 0.7858, "X4": 0.15577, "Y4": 0.7858, "page": 0, "Index": 742}, {"Word": ".", "Confidence": 0.962, "X1": 0.19193, "Y1": 0.7732, "X2": 0.19611, "Y2": 0.773, "X3": 0.19611, "Y3": 0.7858, "X4": 0.19193, "Y4": 0.7858, "page": 0, "Index": 743}, {"Word": "Certain", "Confidence": 0.982, "X1": 0.19889, "Y1": 0.7732, "X2": 0.25035, "Y2": 0.773, "X3": 0.25035, "Y3": 0.7858, "X4": 0.19889, "Y4": 0.7858, "page": 0, "Index": 744}, {"Word": "of", "Confidence": 0.998, "X1": 0.25452, "Y1": 0.7732, "X2": 0.27121, "Y2": 0.773, "X3": 0.27121, "Y3": 0.7858, "X4": 0.25452, "Y4": 0.7858, "page": 0, "Index": 745}, {"Word": "these", "Confidence": 0.994, "X1": 0.27399, "Y1": 0.7732, "X2": 0.31015, "Y2": 0.773, "X3": 0.31015, "Y3": 0.7858, "X4": 0.27399, "Y4": 0.7858, "page": 0, "Index": 746}, {"Word": "are", "Confidence": 0.955, "X1": 0.31293, "Y1": 0.7732, "X2": 0.3338, "Y2": 0.773, "X3": 0.3338, "Y3": 0.7858, "X4": 0.31293, "Y4": 0.7858, "page": 0, "Index": 747}, {"Word": "based", "Confidence": 0.997, "X1": 0.33797, "Y1": 0.7732, "X2": 0.37691, "Y2": 0.773, "X3": 0.37691, "Y3": 0.7858, "X4": 0.33797, "Y4": 0.7858, "page": 0, "Index": 748}, {"Word": "on", "Confidence": 0.998, "X1": 0.38108, "Y1": 0.7732, "X2": 0.39917, "Y2": 0.773, "X3": 0.39917, "Y3": 0.7858, "X4": 0.38108, "Y4": 0.7858, "page": 0, "Index": 749}, {"Word": "woodfree", "Confidence": 0.994, "X1": 0.40334, "Y1": 0.7732, "X2": 0.47149, "Y2": 0.773, "X3": 0.47149, "Y3": 0.7858, "X4": 0.40334, "Y4": 0.7858, "page": 0, "Index": 750}, {"Word": "To", "Confidence": 0.997, "X1": 0.52851, "Y1": 0.7722, "X2": 0.54659, "Y2": 0.772, "X3": 0.5452, "Y3": 0.7858, "X4": 0.52712, "Y4": 0.7858, "page": 0, "Index": 751}, {"Word": "summarise,", "Confidence": 0.904, "X1": 0.55076, "Y1": 0.7722, "X2": 0.62726, "Y2": 0.772, "X3": 0.62587, "Y3": 0.7848, "X4": 0.54937, "Y4": 0.7858, "page": 0, "Index": 752}, {"Word": "when", "Confidence": 0.906, "X1": 0.63004, "Y1": 0.7732, "X2": 0.66759, "Y2": 0.773, "X3": 0.6662, "Y3": 0.7848, "X4": 0.63004, "Y4": 0.7848, "page": 0, "Index": 753}, {"Word": "printing", "Confidence": 0.996, "X1": 0.67177, "Y1": 0.7732, "X2": 0.7274, "Y2": 0.773, "X3": 0.7274, "Y3": 0.7858, "X4": 0.67038, "Y4": 0.7848, "page": 0, "Index": 754}, {"Word": "on", "Confidence": 0.998, "X1": 0.73157, "Y1": 0.7732, "X2": 0.74826, "Y2": 0.773, "X3": 0.74826, "Y3": 0.7858, "X4": 0.73157, "Y4": 0.7858, "page": 0, "Index": 755}, {"Word": "metallised", "Confidence": 0.941, "X1": 0.75243, "Y1": 0.7732, "X2": 0.82476, "Y2": 0.773, "X3": 0.82476, "Y3": 0.7858, "X4": 0.75243, "Y4": 0.7858, "page": 0, "Index": 756}, {"Word": "paper,", "Confidence": 0.923, "X1": 0.82754, "Y1": 0.7732, "X2": 0.87065, "Y2": 0.773, "X3": 0.87204, "Y3": 0.7868, "X4": 0.82754, "Y4": 0.7858, "page": 0, "Index": 757}, {"Word": "the", "Confidence": 0.998, "X1": 0.87483, "Y1": 0.7732, "X2": 0.90125, "Y2": 0.773, "X3": 0.90264, "Y3": 0.7868, "X4": 0.87483, "Y4": 0.7868, "page": 0, "Index": 758}, {"Word": "stocks,", "Confidence": 0.941, "X1": 0.11544, "Y1": 0.7872, "X2": 0.16273, "Y2": 0.787, "X3": 0.16134, "Y3": 0.8008, "X4": 0.11544, "Y4": 0.8008, "page": 0, "Index": 759}, {"Word": "but", "Confidence": 0.998, "X1": 0.16551, "Y1": 0.7872, "X2": 0.19054, "Y2": 0.787, "X3": 0.19054, "Y3": 0.8008, "X4": 0.16551, "Y4": 0.8008, "page": 0, "Index": 760}, {"Word": "the", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.7872, "X2": 0.21697, "Y2": 0.787, "X3": 0.21697, "Y3": 0.7998, "X4": 0.19471, "Y4": 0.8008, "page": 0, "Index": 761}, {"Word": "cheaper", "Confidence": 0.994, "X1": 0.22114, "Y1": 0.7872, "X2": 0.27538, "Y2": 0.787, "X3": 0.27399, "Y3": 0.7998, "X4": 0.22114, "Y4": 0.7998, "page": 0, "Index": 762}, {"Word": "are", "Confidence": 0.998, "X1": 0.27955, "Y1": 0.7872, "X2": 0.29903, "Y2": 0.787, "X3": 0.29903, "Y3": 0.7998, "X4": 0.27816, "Y4": 0.7998, "page": 0, "Index": 763}, {"Word": "based", "Confidence": 0.997, "X1": 0.3032, "Y1": 0.7872, "X2": 0.34214, "Y2": 0.787, "X3": 0.34075, "Y3": 0.7998, "X4": 0.30181, "Y4": 0.7998, "page": 0, "Index": 764}, {"Word": "on", "Confidence": 0.997, "X1": 0.34492, "Y1": 0.7872, "X2": 0.36439, "Y2": 0.787, "X3": 0.36439, "Y3": 0.7998, "X4": 0.34492, "Y4": 0.7998, "page": 0, "Index": 765}, {"Word": "mechanical,", "Confidence": 0.63, "X1": 0.36857, "Y1": 0.7872, "X2": 0.44924, "Y2": 0.787, "X3": 0.44924, "Y3": 0.8008, "X4": 0.36718, "Y4": 0.7998, "page": 0, "Index": 766}, {"Word": "and", "Confidence": 0.998, "X1": 0.45341, "Y1": 0.7872, "X2": 0.48122, "Y2": 0.787, "X3": 0.47983, "Y3": 0.8008, "X4": 0.45341, "Y4": 0.8008, "page": 0, "Index": 767}, {"Word": "following", "Confidence": 0.643, "X1": 0.52712, "Y1": 0.7862, "X2": 0.59249, "Y2": 0.786, "X3": 0.59249, "Y3": 0.7988, "X4": 0.52712, "Y4": 0.7988, "page": 0, "Index": 768}, {"Word": "points", "Confidence": 0.996, "X1": 0.59666, "Y1": 0.7862, "X2": 0.63978, "Y2": 0.786, "X3": 0.63839, "Y3": 0.7998, "X4": 0.59527, "Y4": 0.7988, "page": 0, "Index": 769}, {"Word": "should", "Confidence": 0.997, "X1": 0.64256, "Y1": 0.7862, "X2": 0.68846, "Y2": 0.786, "X3": 0.68846, "Y3": 0.7998, "X4": 0.64256, "Y4": 0.7998, "page": 0, "Index": 770}, {"Word": "be", "Confidence": 0.997, "X1": 0.69263, "Y1": 0.7862, "X2": 0.70932, "Y2": 0.786, "X3": 0.70932, "Y3": 0.7998, "X4": 0.69124, "Y4": 0.7998, "page": 0, "Index": 771}, {"Word": "borne", "Confidence": 0.307, "X1": 0.71349, "Y1": 0.7872, "X2": 0.75522, "Y2": 0.787, "X3": 0.75382, "Y3": 0.7998, "X4": 0.7121, "Y4": 0.7998, "page": 0, "Index": 772}, {"Word": "in", "Confidence": 0.997, "X1": 0.758, "Y1": 0.7872, "X2": 0.7733, "Y2": 0.787, "X3": 0.77191, "Y3": 0.7998, "X4": 0.758, "Y4": 0.7998, "page": 0, "Index": 773}, {"Word": "mind:", "Confidence": 0.997, "X1": 0.77747, "Y1": 0.7872, "X2": 0.82337, "Y2": 0.787, "X3": 0.82197, "Y3": 0.7998, "X4": 0.77608, "Y4": 0.7998, "page": 0, "Index": 774}, {"Word": "occasionally", "Confidence": 0.955, "X1": 0.11822, "Y1": 0.8012, "X2": 0.20028, "Y2": 0.801, "X3": 0.20028, "Y3": 0.8138, "X4": 0.11822, "Y4": 0.8138, "page": 0, "Index": 775}, {"Word": "thermomechanical", "Confidence": 0.981, "X1": 0.20306, "Y1": 0.8012, "X2": 0.33102, "Y2": 0.801, "X3": 0.33102, "Y3": 0.8138, "X4": 0.20306, "Y4": 0.8138, "page": 0, "Index": 776}, {"Word": "stocks,", "Confidence": 0.972, "X1": 0.3338, "Y1": 0.8012, "X2": 0.38248, "Y2": 0.801, "X3": 0.38248, "Y3": 0.8138, "X4": 0.3338, "Y4": 0.8138, "page": 0, "Index": 777}, {"Word": "and", "Confidence": 0.998, "X1": 0.38665, "Y1": 0.8012, "X2": 0.41029, "Y2": 0.801, "X3": 0.41029, "Y3": 0.8148, "X4": 0.38665, "Y4": 0.8138, "page": 0, "Index": 778}, {"Word": "present", "Confidence": 0.943, "X1": 0.41446, "Y1": 0.8012, "X2": 0.47149, "Y2": 0.801, "X3": 0.4701, "Y3": 0.8158, "X4": 0.41446, "Y4": 0.8148, "page": 0, "Index": 779}, {"Word": "an", "Confidence": 0.996, "X1": 0.11683, "Y1": 0.8152, "X2": 0.13352, "Y2": 0.815, "X3": 0.13352, "Y3": 0.8278, "X4": 0.11683, "Y4": 0.8278, "page": 0, "Index": 780}, {"Word": "attractive", "Confidence": 0.991, "X1": 0.1363, "Y1": 0.8142, "X2": 0.20028, "Y2": 0.814, "X3": 0.20028, "Y3": 0.8268, "X4": 0.1363, "Y4": 0.8278, "page": 0, "Index": 781}, {"Word": "option", "Confidence": 0.996, "X1": 0.20445, "Y1": 0.8152, "X2": 0.25174, "Y2": 0.815, "X3": 0.25174, "Y3": 0.8268, "X4": 0.20445, "Y4": 0.8268, "page": 0, "Index": 782}, {"Word": "for", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.8152, "X2": 0.27677, "Y2": 0.815, "X3": 0.27677, "Y3": 0.8278, "X4": 0.25591, "Y4": 0.8268, "page": 0, "Index": 783}, {"Word": "many", "Confidence": 0.983, "X1": 0.28095, "Y1": 0.8152, "X2": 0.31989, "Y2": 0.815, "X3": 0.31989, "Y3": 0.8278, "X4": 0.27955, "Y4": 0.8278, "page": 0, "Index": 784}, {"Word": "uses.", "Confidence": 0.934, "X1": 0.32267, "Y1": 0.8162, "X2": 0.35883, "Y2": 0.816, "X3": 0.35883, "Y3": 0.8278, "X4": 0.32267, "Y4": 0.8278, "page": 0, "Index": 785}, {"Word": "request", "Confidence": 0.994, "X1": 0.52712, "Y1": 0.8142, "X2": 0.57858, "Y2": 0.814, "X3": 0.57719, "Y3": 0.8268, "X4": 0.52573, "Y4": 0.8278, "page": 0, "Index": 786}, {"Word": "a", "Confidence": 0.994, "X1": 0.58136, "Y1": 0.8142, "X2": 0.58832, "Y2": 0.814, "X3": 0.58832, "Y3": 0.8268, "X4": 0.58136, "Y4": 0.8268, "page": 0, "Index": 787}, {"Word": "small", "Confidence": 0.773, "X1": 0.59249, "Y1": 0.8142, "X2": 0.63004, "Y2": 0.814, "X3": 0.62865, "Y3": 0.8268, "X4": 0.5911, "Y4": 0.8268, "page": 0, "Index": 788}, {"Word": "quantity", "Confidence": 0.991, "X1": 0.63282, "Y1": 0.8142, "X2": 0.69263, "Y2": 0.814, "X3": 0.69124, "Y3": 0.8268, "X4": 0.63143, "Y4": 0.8268, "page": 0, "Index": 789}, {"Word": "for", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.8142, "X2": 0.71766, "Y2": 0.814, "X3": 0.71627, "Y3": 0.8268, "X4": 0.69541, "Y4": 0.8268, "page": 0, "Index": 790}, {"Word": "trial", "Confidence": 0.614, "X1": 0.72045, "Y1": 0.8142, "X2": 0.75104, "Y2": 0.814, "X3": 0.74965, "Y3": 0.8268, "X4": 0.72045, "Y4": 0.8268, "page": 0, "Index": 791}, {"Word": "purposes", "Confidence": 0.798, "X1": 0.75382, "Y1": 0.8142, "X2": 0.81641, "Y2": 0.814, "X3": 0.81502, "Y3": 0.8268, "X4": 0.75243, "Y4": 0.8268, "page": 0, "Index": 792}, {"Word": "of", "Confidence": 0.998, "X1": 0.81919, "Y1": 0.8142, "X2": 0.83449, "Y2": 0.814, "X3": 0.83449, "Y3": 0.8278, "X4": 0.8178, "Y4": 0.8268, "page": 0, "Index": 793}, {"Word": "any", "Confidence": 0.998, "X1": 0.83866, "Y1": 0.8152, "X2": 0.86509, "Y2": 0.815, "X3": 0.86509, "Y3": 0.8278, "X4": 0.83727, "Y4": 0.8278, "page": 0, "Index": 794}, {"Word": "metallised", "Confidence": 0.672, "X1": 0.52851, "Y1": 0.8272, "X2": 0.59666, "Y2": 0.827, "X3": 0.59527, "Y3": 0.8408, "X4": 0.52573, "Y4": 0.8418, "page": 0, "Index": 795}, {"Word": "paper", "Confidence": 0.997, "X1": 0.60083, "Y1": 0.8272, "X2": 0.63978, "Y2": 0.827, "X3": 0.63839, "Y3": 0.8408, "X4": 0.59944, "Y4": 0.8408, "page": 0, "Index": 796}, {"Word": "type", "Confidence": 0.987, "X1": 0.64395, "Y1": 0.8282, "X2": 0.67455, "Y2": 0.828, "X3": 0.67455, "Y3": 0.8408, "X4": 0.64256, "Y4": 0.8408, "page": 0, "Index": 797}, {"Word": "you", "Confidence": 0.994, "X1": 0.67872, "Y1": 0.8282, "X2": 0.70654, "Y2": 0.828, "X3": 0.70515, "Y3": 0.8408, "X4": 0.67733, "Y4": 0.8408, "page": 0, "Index": 798}, {"Word": "intend", "Confidence": 0.882, "X1": 0.71071, "Y1": 0.8282, "X2": 0.75522, "Y2": 0.828, "X3": 0.75522, "Y3": 0.8408, "X4": 0.70932, "Y4": 0.8408, "page": 0, "Index": 799}, {"Word": "using", "Confidence": 0.991, "X1": 0.75939, "Y1": 0.8292, "X2": 0.79694, "Y2": 0.829, "X3": 0.79694, "Y3": 0.8408, "X4": 0.758, "Y4": 0.8408, "page": 0, "Index": 800}, {"Word": "Less", "Confidence": 0.993, "X1": 0.11822, "Y1": 0.8412, "X2": 0.14604, "Y2": 0.841, "X3": 0.14465, "Y3": 0.8538, "X4": 0.11822, "Y4": 0.8538, "page": 0, "Index": 801}, {"Word": "bright", "Confidence": 0.994, "X1": 0.14882, "Y1": 0.8412, "X2": 0.19193, "Y2": 0.841, "X3": 0.19054, "Y3": 0.8548, "X4": 0.14882, "Y4": 0.8538, "page": 0, "Index": 802}, {"Word": "finishes", "Confidence": 0.994, "X1": 0.19611, "Y1": 0.8412, "X2": 0.24757, "Y2": 0.841, "X3": 0.24757, "Y3": 0.8548, "X4": 0.19471, "Y4": 0.8548, "page": 0, "Index": 803}, {"Word": "are", "Confidence": 0.944, "X1": 0.25174, "Y1": 0.8412, "X2": 0.2726, "Y2": 0.841, "X3": 0.27121, "Y3": 0.8548, "X4": 0.25035, "Y4": 0.8548, "page": 0, "Index": 804}, {"Word": "achieved", "Confidence": 0.992, "X1": 0.27677, "Y1": 0.8422, "X2": 0.33658, "Y2": 0.842, "X3": 0.33519, "Y3": 0.8548, "X4": 0.27538, "Y4": 0.8548, "page": 0, "Index": 805}, {"Word": "on", "Confidence": 0.998, "X1": 0.33936, "Y1": 0.8422, "X2": 0.35744, "Y2": 0.842, "X3": 0.35744, "Y3": 0.8548, "X4": 0.33936, "Y4": 0.8548, "page": 0, "Index": 806}, {"Word": "lighter", "Confidence": 0.953, "X1": 0.36161, "Y1": 0.8422, "X2": 0.40612, "Y2": 0.842, "X3": 0.40473, "Y3": 0.8548, "X4": 0.36022, "Y4": 0.8548, "page": 0, "Index": 807}, {"Word": "coated", "Confidence": 0.932, "X1": 0.4089, "Y1": 0.8422, "X2": 0.45758, "Y2": 0.842, "X3": 0.45619, "Y3": 0.8548, "X4": 0.4089, "Y4": 0.8548, "page": 0, "Index": 808}, {"Word": "b", "Confidence": 0.994, "X1": 0.52712, "Y1": 0.8402, "X2": 0.53686, "Y2": 0.84, "X3": 0.53686, "Y3": 0.8518, "X4": 0.52712, "Y4": 0.8518, "page": 0, "Index": 809}, {"Word": "MG", "Confidence": 0.992, "X1": 0.11822, "Y1": 0.8552, "X2": 0.14047, "Y2": 0.855, "X3": 0.14047, "Y3": 0.8678, "X4": 0.11822, "Y4": 0.8678, "page": 0, "Index": 810}, {"Word": "papers", "Confidence": 0.995, "X1": 0.14604, "Y1": 0.8562, "X2": 0.19193, "Y2": 0.856, "X3": 0.19054, "Y3": 0.8678, "X4": 0.14604, "Y4": 0.8678, "page": 0, "Index": 811}, {"Word": "and", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.8562, "X2": 0.21975, "Y2": 0.856, "X3": 0.21975, "Y3": 0.8678, "X4": 0.19471, "Y4": 0.8678, "page": 0, "Index": 812}, {"Word": "on", "Confidence": 0.998, "X1": 0.22392, "Y1": 0.8562, "X2": 0.242, "Y2": 0.856, "X3": 0.24061, "Y3": 0.8678, "X4": 0.22253, "Y4": 0.8678, "page": 0, "Index": 813}, {"Word": "uncoated", "Confidence": 0.942, "X1": 0.24478, "Y1": 0.8562, "X2": 0.31015, "Y2": 0.856, "X3": 0.30876, "Y3": 0.8678, "X4": 0.24339, "Y4": 0.8678, "page": 0, "Index": 814}, {"Word": "papers.", "Confidence": 0.994, "X1": 0.31433, "Y1": 0.8562, "X2": 0.36439, "Y2": 0.856, "X3": 0.363, "Y3": 0.8678, "X4": 0.31293, "Y4": 0.8678, "page": 0, "Index": 815}, {"Word": "The", "Confidence": 0.991, "X1": 0.36857, "Y1": 0.8562, "X2": 0.3936, "Y2": 0.856, "X3": 0.39221, "Y3": 0.8678, "X4": 0.36718, "Y4": 0.8678, "page": 0, "Index": 816}, {"Word": "least", "Confidence": 0.995, "X1": 0.39777, "Y1": 0.8552, "X2": 0.43115, "Y2": 0.855, "X3": 0.42976, "Y3": 0.8678, "X4": 0.39499, "Y4": 0.8678, "page": 0, "Index": 817}, {"Word": "involve", "Confidence": 0.886, "X1": 0.52851, "Y1": 0.8552, "X2": 0.57719, "Y2": 0.855, "X3": 0.5758, "Y3": 0.8678, "X4": 0.52712, "Y4": 0.8678, "page": 0, "Index": 818}, {"Word": "and", "Confidence": 0.998, "X1": 0.58136, "Y1": 0.8552, "X2": 0.60501, "Y2": 0.855, "X3": 0.60362, "Y3": 0.8678, "X4": 0.57997, "Y4": 0.8678, "page": 0, "Index": 819}, {"Word": "consult", "Confidence": 0.994, "X1": 0.60918, "Y1": 0.8552, "X2": 0.66064, "Y2": 0.855, "X3": 0.65925, "Y3": 0.8678, "X4": 0.60779, "Y4": 0.8678, "page": 0, "Index": 820}, {"Word": "your", "Confidence": 0.989, "X1": 0.66481, "Y1": 0.8552, "X2": 0.6968, "Y2": 0.855, "X3": 0.69541, "Y3": 0.8678, "X4": 0.66342, "Y4": 0.8678, "page": 0, "Index": 821}, {"Word": "present", "Confidence": 0.922, "X1": 0.69958, "Y1": 0.8552, "X2": 0.75243, "Y2": 0.855, "X3": 0.75104, "Y3": 0.8678, "X4": 0.69819, "Y4": 0.8678, "page": 0, "Index": 822}, {"Word": "ink", "Confidence": 0.998, "X1": 0.75661, "Y1": 0.8552, "X2": 0.78025, "Y2": 0.855, "X3": 0.77886, "Y3": 0.8678, "X4": 0.75522, "Y4": 0.8678, "page": 0, "Index": 823}, {"Word": "supplier", "Confidence": 0.906, "X1": 0.78303, "Y1": 0.8552, "X2": 0.84284, "Y2": 0.855, "X3": 0.84145, "Y3": 0.8678, "X4": 0.78164, "Y4": 0.8678, "page": 0, "Index": 824}, {"Word": "reflective", "Confidence": 0.705, "X1": 0.11683, "Y1": 0.8692, "X2": 0.17942, "Y2": 0.869, "X3": 0.17803, "Y3": 0.8818, "X4": 0.11683, "Y4": 0.8818, "page": 0, "Index": 825}, {"Word": "coatings", "Confidence": 0.994, "X1": 0.1822, "Y1": 0.8692, "X2": 0.24061, "Y2": 0.869, "X3": 0.24061, "Y3": 0.8818, "X4": 0.1822, "Y4": 0.8818, "page": 0, "Index": 826}, {"Word": "are", "Confidence": 0.998, "X1": 0.24478, "Y1": 0.8692, "X2": 0.26426, "Y2": 0.869, "X3": 0.26426, "Y3": 0.8818, "X4": 0.24339, "Y4": 0.8818, "page": 0, "Index": 827}, {"Word": "naturally", "Confidence": 0.991, "X1": 0.26843, "Y1": 0.8692, "X2": 0.33102, "Y2": 0.869, "X3": 0.33102, "Y3": 0.8818, "X4": 0.26704, "Y4": 0.8818, "page": 0, "Index": 828}, {"Word": "achieved", "Confidence": 0.959, "X1": 0.33519, "Y1": 0.8692, "X2": 0.39499, "Y2": 0.869, "X3": 0.39499, "Y3": 0.8818, "X4": 0.3338, "Y4": 0.8818, "page": 0, "Index": 829}, {"Word": "on", "Confidence": 0.998, "X1": 0.39917, "Y1": 0.8692, "X2": 0.41725, "Y2": 0.869, "X3": 0.41586, "Y3": 0.8818, "X4": 0.39777, "Y4": 0.8818, "page": 0, "Index": 830}, {"Word": "MF", "Confidence": 0.997, "X1": 0.42003, "Y1": 0.8692, "X2": 0.44506, "Y2": 0.869, "X3": 0.44367, "Y3": 0.8818, "X4": 0.42003, "Y4": 0.8818, "page": 0, "Index": 831}, {"Word": "papers", "Confidence": 0.995, "X1": 0.11822, "Y1": 0.8832, "X2": 0.16134, "Y2": 0.883, "X3": 0.15994, "Y3": 0.8958, "X4": 0.11822, "Y4": 0.8968, "page": 0, "Index": 832}, {"Word": "and", "Confidence": 0.998, "X1": 0.16412, "Y1": 0.8832, "X2": 0.18915, "Y2": 0.883, "X3": 0.18915, "Y3": 0.8958, "X4": 0.16412, "Y4": 0.8958, "page": 0, "Index": 833}, {"Word": "papers", "Confidence": 0.997, "X1": 0.19332, "Y1": 0.8832, "X2": 0.23783, "Y2": 0.883, "X3": 0.23783, "Y3": 0.8958, "X4": 0.19193, "Y4": 0.8958, "page": 0, "Index": 834}, {"Word": "of", "Confidence": 0.998, "X1": 0.242, "Y1": 0.8822, "X2": 0.2573, "Y2": 0.882, "X3": 0.2573, "Y3": 0.8958, "X4": 0.242, "Y4": 0.8958, "page": 0, "Index": 835}, {"Word": "high", "Confidence": 0.991, "X1": 0.26147, "Y1": 0.8822, "X2": 0.29068, "Y2": 0.882, "X3": 0.29068, "Y3": 0.8958, "X4": 0.26008, "Y4": 0.8958, "page": 0, "Index": 836}, {"Word": "surface", "Confidence": 0.964, "X1": 0.29485, "Y1": 0.8822, "X2": 0.34492, "Y2": 0.882, "X3": 0.34353, "Y3": 0.8958, "X4": 0.29346, "Y4": 0.8958, "page": 0, "Index": 837}, {"Word": "absorbency.", "Confidence": 0.905, "X1": 0.3491, "Y1": 0.8832, "X2": 0.43672, "Y2": 0.883, "X3": 0.43533, "Y3": 0.8958, "X4": 0.34771, "Y4": 0.8958, "page": 0, "Index": 838}, {"Word": "whenever", "Confidence": 0.902, "X1": 0.52712, "Y1": 0.8822, "X2": 0.59249, "Y2": 0.882, "X3": 0.5911, "Y3": 0.8958, "X4": 0.52573, "Y4": 0.8958, "page": 0, "Index": 839}, {"Word": "practical,", "Confidence": 0.9, "X1": 0.59666, "Y1": 0.8822, "X2": 0.66064, "Y2": 0.882, "X3": 0.65925, "Y3": 0.8958, "X4": 0.59527, "Y4": 0.8958, "page": 0, "Index": 840}, {"Word": "request", "Confidence": 0.971, "X1": 0.66342, "Y1": 0.8822, "X2": 0.71488, "Y2": 0.882, "X3": 0.71488, "Y3": 0.8958, "X4": 0.66203, "Y4": 0.8958, "page": 0, "Index": 841}, {"Word": "a", "Confidence": 0.934, "X1": 0.71905, "Y1": 0.8832, "X2": 0.7274, "Y2": 0.883, "X3": 0.72601, "Y3": 0.8958, "X4": 0.71766, "Y4": 0.8958, "page": 0, "Index": 842}, {"Word": "print", "Confidence": 0.997, "X1": 0.73018, "Y1": 0.8832, "X2": 0.76495, "Y2": 0.883, "X3": 0.76495, "Y3": 0.8948, "X4": 0.73018, "Y4": 0.8958, "page": 0, "Index": 843}, {"Word": "acceptance", "Confidence": 0.945, "X1": 0.76912, "Y1": 0.8832, "X2": 0.84423, "Y2": 0.883, "X3": 0.84423, "Y3": 0.8948, "X4": 0.76773, "Y4": 0.8948, "page": 0, "Index": 844}, {"Word": "key", "Confidence": 0.997, "X1": 0.8484, "Y1": 0.8832, "X2": 0.87622, "Y2": 0.883, "X3": 0.87622, "Y3": 0.8948, "X4": 0.8484, "Y4": 0.8948, "page": 0, "Index": 845}, {"Word": "using", "Confidence": 0.996, "X1": 0.62587, "Y1": 0.8962, "X2": 0.66203, "Y2": 0.896, "X3": 0.66203, "Y3": 0.9078, "X4": 0.62587, "Y4": 0.9088, "page": 0, "Index": 846}, {"Word": "sheet", "Confidence": 0.851, "X1": 0.66481, "Y1": 0.8962, "X2": 0.70236, "Y2": 0.896, "X3": 0.70097, "Y3": 0.9078, "X4": 0.66481, "Y4": 0.9078, "page": 0, "Index": 847}, {"Word": "or", "Confidence": 0.996, "X1": 0.70515, "Y1": 0.8962, "X2": 0.72045, "Y2": 0.896, "X3": 0.72045, "Y3": 0.9078, "X4": 0.70515, "Y4": 0.9078, "page": 0, "Index": 848}, {"Word": "reel", "Confidence": 0.672, "X1": 0.72462, "Y1": 0.8962, "X2": 0.74965, "Y2": 0.896, "X3": 0.74965, "Y3": 0.9078, "X4": 0.72462, "Y4": 0.9078, "page": 0, "Index": 849}, {"Word": "stock.", "Confidence": 0.993, "X1": 0.75382, "Y1": 0.8962, "X2": 0.79833, "Y2": 0.896, "X3": 0.79833, "Y3": 0.9078, "X4": 0.75243, "Y4": 0.9078, "page": 0, "Index": 850}, {"Word": "A", "Confidence": 0.995, "X1": 0.80111, "Y1": 0.8962, "X2": 0.81085, "Y2": 0.896, "X3": 0.81085, "Y3": 0.9078, "X4": 0.80111, "Y4": 0.9078, "page": 0, "Index": 851}, {"Word": "further", "Confidence": 0.995, "X1": 0.8178, "Y1": 0.8962, "X2": 0.87065, "Y2": 0.896, "X3": 0.87065, "Y3": 0.9078, "X4": 0.81641, "Y4": 0.9078, "page": 0, "Index": 852}, {"Word": "coat,", "Confidence": 0.715, "X1": 0.52851, "Y1": 0.8972, "X2": 0.5605, "Y2": 0.897, "X3": 0.5605, "Y3": 0.9088, "X4": 0.52851, "Y4": 0.9088, "page": 0, "Index": 853}, {"Word": "whether", "Confidence": 0.931, "X1": 0.56467, "Y1": 0.8962, "X2": 0.6217, "Y2": 0.896, "X3": 0.6217, "Y3": 0.9088, "X4": 0.56467, "Y4": 0.9088, "page": 0, "Index": 854}, {"Word": "A", "Confidence": 0.994, "X1": 0.11822, "Y1": 0.9092, "X2": 0.12796, "Y2": 0.909, "X3": 0.12796, "Y3": 0.9218, "X4": 0.11822, "Y4": 0.9228, "page": 0, "Index": 855}, {"Word": "class", "Confidence": 0.885, "X1": 0.13213, "Y1": 0.9092, "X2": 0.16412, "Y2": 0.909, "X3": 0.16273, "Y3": 0.9218, "X4": 0.13074, "Y4": 0.9218, "page": 0, "Index": 856}, {"Word": "of", "Confidence": 0.998, "X1": 0.1669, "Y1": 0.9092, "X2": 0.1822, "Y2": 0.909, "X3": 0.18081, "Y3": 0.9218, "X4": 0.1669, "Y4": 0.9218, "page": 0, "Index": 857}, {"Word": "papers", "Confidence": 0.997, "X1": 0.18637, "Y1": 0.9092, "X2": 0.23088, "Y2": 0.909, "X3": 0.23088, "Y3": 0.9218, "X4": 0.18498, "Y4": 0.9218, "page": 0, "Index": 858}, {"Word": "worthy", "Confidence": 0.995, "X1": 0.23505, "Y1": 0.9092, "X2": 0.28651, "Y2": 0.909, "X3": 0.28512, "Y3": 0.9218, "X4": 0.23366, "Y4": 0.9218, "page": 0, "Index": 859}, {"Word": "of", "Confidence": 0.991, "X1": 0.28929, "Y1": 0.9092, "X2": 0.30459, "Y2": 0.909, "X3": 0.3032, "Y3": 0.9218, "X4": 0.2879, "Y4": 0.9218, "page": 0, "Index": 860}, {"Word": "mention", "Confidence": 0.996, "X1": 0.30876, "Y1": 0.9092, "X2": 0.36718, "Y2": 0.909, "X3": 0.36579, "Y3": 0.9218, "X4": 0.30737, "Y4": 0.9218, "page": 0, "Index": 861}, {"Word": "are", "Confidence": 0.893, "X1": 0.36996, "Y1": 0.9092, "X2": 0.39221, "Y2": 0.909, "X3": 0.39082, "Y3": 0.9218, "X4": 0.36857, "Y4": 0.9218, "page": 0, "Index": 862}, {"Word": "the", "Confidence": 0.998, "X1": 0.39638, "Y1": 0.9102, "X2": 0.41725, "Y2": 0.91, "X3": 0.41725, "Y3": 0.9218, "X4": 0.39499, "Y4": 0.9218, "page": 0, "Index": 863}, {"Word": "grease-", "Confidence": 0.955, "X1": 0.42142, "Y1": 0.9102, "X2": 0.4701, "Y2": 0.91, "X3": 0.46871, "Y3": 0.9218, "X4": 0.42003, "Y4": 0.9218, "page": 0, "Index": 864}, {"Word": "advantage", "Confidence": 0.668, "X1": 0.52851, "Y1": 0.9102, "X2": 0.59527, "Y2": 0.91, "X3": 0.59388, "Y3": 0.9218, "X4": 0.52712, "Y4": 0.9228, "page": 0, "Index": 865}, {"Word": "of", "Confidence": 0.998, "X1": 0.59805, "Y1": 0.9102, "X2": 0.61474, "Y2": 0.91, "X3": 0.61335, "Y3": 0.9218, "X4": 0.59805, "Y4": 0.9218, "page": 0, "Index": 866}, {"Word": "this", "Confidence": 0.991, "X1": 0.61892, "Y1": 0.9102, "X2": 0.64395, "Y2": 0.91, "X3": 0.64256, "Y3": 0.9218, "X4": 0.61752, "Y4": 0.9218, "page": 0, "Index": 867}, {"Word": "coating", "Confidence": 0.968, "X1": 0.64673, "Y1": 0.9102, "X2": 0.69958, "Y2": 0.91, "X3": 0.69819, "Y3": 0.9218, "X4": 0.64673, "Y4": 0.9218, "page": 0, "Index": 868}, {"Word": "is", "Confidence": 0.998, "X1": 0.70236, "Y1": 0.9102, "X2": 0.71349, "Y2": 0.91, "X3": 0.71349, "Y3": 0.9218, "X4": 0.70236, "Y4": 0.9218, "page": 0, "Index": 869}, {"Word": "the", "Confidence": 0.998, "X1": 0.71766, "Y1": 0.9102, "X2": 0.74131, "Y2": 0.91, "X3": 0.73992, "Y3": 0.9218, "X4": 0.71627, "Y4": 0.9218, "page": 0, "Index": 870}, {"Word": "degree", "Confidence": 0.994, "X1": 0.74409, "Y1": 0.9092, "X2": 0.78999, "Y2": 0.909, "X3": 0.78999, "Y3": 0.9218, "X4": 0.7427, "Y4": 0.9218, "page": 0, "Index": 871}, {"Word": "of", "Confidence": 0.996, "X1": 0.79416, "Y1": 0.9092, "X2": 0.80946, "Y2": 0.909, "X3": 0.80807, "Y3": 0.9218, "X4": 0.79277, "Y4": 0.9218, "page": 0, "Index": 872}, {"Word": "scuff", "Confidence": 0.955, "X1": 0.81224, "Y1": 0.9092, "X2": 0.8484, "Y2": 0.909, "X3": 0.84701, "Y3": 0.9218, "X4": 0.81085, "Y4": 0.9218, "page": 0, "Index": 873}, {"Word": "and", "Confidence": 0.998, "X1": 0.85118, "Y1": 0.9092, "X2": 0.87761, "Y2": 0.909, "X3": 0.87761, "Y3": 0.9218, "X4": 0.85118, "Y4": 0.9218, "page": 0, "Index": 874}, {"Word": "proofs,", "Confidence": 0.939, "X1": 0.11683, "Y1": 0.9232, "X2": 0.16412, "Y2": 0.923, "X3": 0.16412, "Y3": 0.9358, "X4": 0.11544, "Y4": 0.9358, "page": 0, "Index": 875}, {"Word": "notably", "Confidence": 0.994, "X1": 0.16829, "Y1": 0.9232, "X2": 0.22114, "Y2": 0.923, "X3": 0.22114, "Y3": 0.9348, "X4": 0.1669, "Y4": 0.9358, "page": 0, "Index": 876}, {"Word": "vegetable", "Confidence": 0.784, "X1": 0.22531, "Y1": 0.9232, "X2": 0.29068, "Y2": 0.923, "X3": 0.28929, "Y3": 0.9348, "X4": 0.22392, "Y4": 0.9348, "page": 0, "Index": 877}, {"Word": "parchment.", "Confidence": 0.909, "X1": 0.29346, "Y1": 0.9222, "X2": 0.37413, "Y2": 0.922, "X3": 0.37413, "Y3": 0.9348, "X4": 0.29346, "Y4": 0.9348, "page": 0, "Index": 878}, {"Word": "The", "Confidence": 0.998, "X1": 0.3783, "Y1": 0.9222, "X2": 0.40334, "Y2": 0.922, "X3": 0.40334, "Y3": 0.9348, "X4": 0.3783, "Y4": 0.9348, "page": 0, "Index": 879}, {"Word": "level", "Confidence": 0.732, "X1": 0.40612, "Y1": 0.9222, "X2": 0.43811, "Y2": 0.922, "X3": 0.43811, "Y3": 0.9348, "X4": 0.40612, "Y4": 0.9348, "page": 0, "Index": 880}, {"Word": "of", "Confidence": 0.998, "X1": 0.44228, "Y1": 0.9222, "X2": 0.46175, "Y2": 0.922, "X3": 0.46175, "Y3": 0.9338, "X4": 0.44228, "Y4": 0.9348, "page": 0, "Index": 881}, {"Word": "abrasion", "Confidence": 0.991, "X1": 0.52851, "Y1": 0.9232, "X2": 0.58554, "Y2": 0.923, "X3": 0.58414, "Y3": 0.9358, "X4": 0.52573, "Y4": 0.9358, "page": 0, "Index": 882}, {"Word": "resistance", "Confidence": 0.992, "X1": 0.58971, "Y1": 0.9232, "X2": 0.65647, "Y2": 0.923, "X3": 0.65508, "Y3": 0.9358, "X4": 0.58693, "Y4": 0.9358, "page": 0, "Index": 883}, {"Word": "it", "Confidence": 0.998, "X1": 0.65925, "Y1": 0.9232, "X2": 0.67038, "Y2": 0.923, "X3": 0.66898, "Y3": 0.9358, "X4": 0.65786, "Y4": 0.9358, "page": 0, "Index": 884}, {"Word": "imparts", "Confidence": 0.992, "X1": 0.67455, "Y1": 0.9232, "X2": 0.7274, "Y2": 0.923, "X3": 0.72601, "Y3": 0.9358, "X4": 0.67316, "Y4": 0.9358, "page": 0, "Index": 885}, {"Word": "to", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.9232, "X2": 0.74687, "Y2": 0.923, "X3": 0.74548, "Y3": 0.9358, "X4": 0.72879, "Y4": 0.9358, "page": 0, "Index": 886}, {"Word": "the", "Confidence": 0.998, "X1": 0.75104, "Y1": 0.9232, "X2": 0.7733, "Y2": 0.923, "X3": 0.7733, "Y3": 0.9358, "X4": 0.74965, "Y4": 0.9358, "page": 0, "Index": 887}, {"Word": "deposited", "Confidence": 0.981, "X1": 0.77747, "Y1": 0.9232, "X2": 0.84423, "Y2": 0.923, "X3": 0.84423, "Y3": 0.9358, "X4": 0.77608, "Y4": 0.9358, "page": 0, "Index": 888}, {"Word": "metal", "Confidence": 0.955, "X1": 0.8484, "Y1": 0.9232, "X2": 0.89013, "Y2": 0.923, "X3": 0.89013, "Y3": 0.9358, "X4": 0.84701, "Y4": 0.9358, "page": 0, "Index": 889}, {"Word": "finish", "Confidence": 0.988, "X1": 0.11544, "Y1": 0.9362, "X2": 0.15438, "Y2": 0.936, "X3": 0.15438, "Y3": 0.9478, "X4": 0.11544, "Y4": 0.9478, "page": 0, "Index": 890}, {"Word": "d", "Confidence": 0.995, "X1": 0.52851, "Y1": 0.9372, "X2": 0.53686, "Y2": 0.937, "X3": 0.53547, "Y3": 0.9478, "X4": 0.52712, "Y4": 0.9468, "page": 0, "Index": 891}, {"Word": "achieved", "Confidence": 0.991, "X1": 0.15855, "Y1": 0.9362, "X2": 0.21697, "Y2": 0.936, "X3": 0.21558, "Y3": 0.9488, "X4": 0.15716, "Y4": 0.9478, "page": 0, "Index": 892}, {"Word": "with", "Confidence": 0.991, "X1": 0.21975, "Y1": 0.9362, "X2": 0.25174, "Y2": 0.936, "X3": 0.25174, "Y3": 0.9488, "X4": 0.21975, "Y4": 0.9488, "page": 0, "Index": 893}, {"Word": "this", "Confidence": 0.988, "X1": 0.25591, "Y1": 0.9372, "X2": 0.28234, "Y2": 0.937, "X3": 0.28234, "Y3": 0.9488, "X4": 0.25452, "Y4": 0.9488, "page": 0, "Index": 894}, {"Word": "paper", "Confidence": 0.997, "X1": 0.28651, "Y1": 0.9372, "X2": 0.32545, "Y2": 0.937, "X3": 0.32406, "Y3": 0.9488, "X4": 0.28512, "Y4": 0.9488, "page": 0, "Index": 895}, {"Word": "when", "Confidence": 0.984, "X1": 0.32823, "Y1": 0.9372, "X2": 0.36579, "Y2": 0.937, "X3": 0.36579, "Y3": 0.9488, "X4": 0.32823, "Y4": 0.9488, "page": 0, "Index": 896}, {"Word": "metallised", "Confidence": 0.934, "X1": 0.36996, "Y1": 0.9372, "X2": 0.4395, "Y2": 0.937, "X3": 0.4395, "Y3": 0.9488, "X4": 0.36857, "Y4": 0.9488, "page": 0, "Index": 897}, {"Word": "may", "Confidence": 0.998, "X1": 0.44367, "Y1": 0.9362, "X2": 0.47427, "Y2": 0.936, "X3": 0.47427, "Y3": 0.9488, "X4": 0.44367, "Y4": 0.9488, "page": 0, "Index": 898}, {"Word": "best", "Confidence": 0.986, "X1": 0.11544, "Y1": 0.9492, "X2": 0.14465, "Y2": 0.949, "X3": 0.14325, "Y3": 0.9618, "X4": 0.11405, "Y4": 0.9628, "page": 0, "Index": 899}, {"Word": "be", "Confidence": 0.998, "X1": 0.14743, "Y1": 0.9492, "X2": 0.16412, "Y2": 0.949, "X3": 0.16273, "Y3": 0.9618, "X4": 0.14604, "Y4": 0.9618, "page": 0, "Index": 900}, {"Word": "described", "Confidence": 0.861, "X1": 0.1669, "Y1": 0.9502, "X2": 0.23366, "Y2": 0.95, "X3": 0.23227, "Y3": 0.9618, "X4": 0.1669, "Y4": 0.9618, "page": 0, "Index": 901}, {"Word": "as", "Confidence": 0.904, "X1": 0.23783, "Y1": 0.9502, "X2": 0.25035, "Y2": 0.95, "X3": 0.24896, "Y3": 0.9618, "X4": 0.23644, "Y4": 0.9618, "page": 0, "Index": 902}, {"Word": "semi-matt,", "Confidence": 0.884, "X1": 0.25452, "Y1": 0.9502, "X2": 0.32823, "Y2": 0.95, "X3": 0.32684, "Y3": 0.9618, "X4": 0.25313, "Y4": 0.9618, "page": 0, "Index": 903}, {"Word": "being", "Confidence": 0.995, "X1": 0.33102, "Y1": 0.9502, "X2": 0.36857, "Y2": 0.95, "X3": 0.36718, "Y3": 0.9618, "X4": 0.32962, "Y4": 0.9618, "page": 0, "Index": 904}, {"Word": "influenced", "Confidence": 0.689, "X1": 0.37135, "Y1": 0.9502, "X2": 0.44506, "Y2": 0.95, "X3": 0.44506, "Y3": 0.9628, "X4": 0.37135, "Y4": 0.9628, "page": 0, "Index": 905}, {"Word": "not", "Confidence": 0.998, "X1": 0.44924, "Y1": 0.9502, "X2": 0.47705, "Y2": 0.95, "X3": 0.47705, "Y3": 0.9628, "X4": 0.44784, "Y4": 0.9628, "page": 0, "Index": 906}, {"Word": "store", "Confidence": 0.994, "X1": 0.52851, "Y1": 0.9512, "X2": 0.56328, "Y2": 0.951, "X3": 0.56189, "Y3": 0.9628, "X4": 0.52851, "Y4": 0.9628, "page": 0, "Index": 907}, {"Word": "and", "Confidence": 0.998, "X1": 0.56606, "Y1": 0.9502, "X2": 0.5911, "Y2": 0.95, "X3": 0.58971, "Y3": 0.9628, "X4": 0.56467, "Y4": 0.9628, "page": 0, "Index": 908}, {"Word": "handle", "Confidence": 0.991, "X1": 0.59388, "Y1": 0.9502, "X2": 0.64117, "Y2": 0.95, "X3": 0.63978, "Y3": 0.9618, "X4": 0.59388, "Y4": 0.9628, "page": 0, "Index": 909}, {"Word": "metallised", "Confidence": 0.965, "X1": 0.64534, "Y1": 0.9502, "X2": 0.71627, "Y2": 0.95, "X3": 0.71488, "Y3": 0.9618, "X4": 0.64395, "Y4": 0.9618, "page": 0, "Index": 910}, {"Word": "paper", "Confidence": 0.998, "X1": 0.71905, "Y1": 0.9502, "X2": 0.75939, "Y2": 0.95, "X3": 0.758, "Y3": 0.9628, "X4": 0.71766, "Y4": 0.9618, "page": 0, "Index": 911}, {"Word": "according", "Confidence": 0.971, "X1": 0.76356, "Y1": 0.9512, "X2": 0.83032, "Y2": 0.951, "X3": 0.82893, "Y3": 0.9628, "X4": 0.76217, "Y4": 0.9628, "page": 0, "Index": 912}, {"Word": "to", "Confidence": 0.997, "X1": 0.83449, "Y1": 0.9512, "X2": 0.85118, "Y2": 0.951, "X3": 0.84979, "Y3": 0.9628, "X4": 0.8331, "Y4": 0.9628, "page": 0, "Index": 913}, {"Word": "100491267", "Confidence": 0.994, "X1": 0.97914, "Y1": 0.9692, "X2": 0.98331, "Y2": 0.969, "X3": 0.94993, "Y3": 0.9678, "X4": 0.94715, "Y4": 0.8518, "page": 0, "Index": 914}, {"Word": "by", "Confidence": 0.996, "X1": 0.11544, "Y1": 0.9632, "X2": 0.13213, "Y2": 0.963, "X3": 0.13213, "Y3": 0.9768, "X4": 0.11405, "Y4": 0.9768, "page": 0, "Index": 915}, {"Word": "paper", "Confidence": 0.902, "X1": 0.1363, "Y1": 0.9632, "X2": 0.17524, "Y2": 0.963, "X3": 0.17385, "Y3": 0.9768, "X4": 0.1363, "Y4": 0.9768, "page": 0, "Index": 916}, {"Word": "absorbency", "Confidence": 0.992, "X1": 0.17942, "Y1": 0.9632, "X2": 0.2573, "Y2": 0.963, "X3": 0.25591, "Y3": 0.9768, "X4": 0.17803, "Y4": 0.9768, "page": 0, "Index": 917}, {"Word": "but", "Confidence": 0.994, "X1": 0.26147, "Y1": 0.9632, "X2": 0.28651, "Y2": 0.963, "X3": 0.28512, "Y3": 0.9768, "X4": 0.26008, "Y4": 0.9768, "page": 0, "Index": 918}, {"Word": "by", "Confidence": 0.998, "X1": 0.29068, "Y1": 0.9632, "X2": 0.30876, "Y2": 0.963, "X3": 0.30737, "Y3": 0.9768, "X4": 0.28929, "Y4": 0.9768, "page": 0, "Index": 919}, {"Word": "paper", "Confidence": 0.992, "X1": 0.31154, "Y1": 0.9642, "X2": 0.35049, "Y2": 0.964, "X3": 0.3491, "Y3": 0.9778, "X4": 0.31154, "Y4": 0.9768, "page": 0, "Index": 920}, {"Word": "accepted", "Confidence": 0.884, "X1": 0.5299, "Y1": 0.9642, "X2": 0.58832, "Y2": 0.964, "X3": 0.58693, "Y3": 0.9768, "X4": 0.5299, "Y4": 0.9778, "page": 0, "Index": 921}, {"Word": "practices,", "Confidence": 0.95, "X1": 0.5911, "Y1": 0.9642, "X2": 0.65786, "Y2": 0.964, "X3": 0.65647, "Y3": 0.9768, "X4": 0.5911, "Y4": 0.9768, "page": 0, "Index": 922}, {"Word": "with", "Confidence": 0.989, "X1": 0.66064, "Y1": 0.9632, "X2": 0.69263, "Y2": 0.963, "X3": 0.69124, "Y3": 0.9758, "X4": 0.66064, "Y4": 0.9768, "page": 0, "Index": 923}, {"Word": "normal", "Confidence": 0.991, "X1": 0.69541, "Y1": 0.9642, "X2": 0.74687, "Y2": 0.964, "X3": 0.74687, "Y3": 0.9758, "X4": 0.69541, "Y4": 0.9758, "page": 0, "Index": 924}, {"Word": "stock", "Confidence": 0.997, "X1": 0.75104, "Y1": 0.9642, "X2": 0.7872, "Y2": 0.964, "X3": 0.7872, "Y3": 0.9758, "X4": 0.74965, "Y4": 0.9758, "page": 0, "Index": 925}, {"Word": "rotation.", "Confidence": 0.993, "X1": 0.79138, "Y1": 0.9652, "X2": 0.85814, "Y2": 0.965, "X3": 0.85675, "Y3": 0.9768, "X4": 0.78999, "Y4": 0.9758, "page": 0, "Index": 926}, {"Word": "roughness.", "Confidence": 0.989, "X1": 0.35466, "Y1": 0.9642, "X2": 0.43255, "Y2": 0.964, "X3": 0.43115, "Y3": 0.9788, "X4": 0.35327, "Y4": 0.9778, "page": 0, "Index": 927}]}
"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"
ffwp0205
3
{"lines_data": [{"Word": "3. 1 Metallised papers and boards", "Confidence": 0.95133, "X1": 0.11405, "Y1": 0.0362, "X2": 0.34353, "Y2": 0.036, "X3": 0.34353, "Y3": 0.0498, "X4": 0.11405, "Y4": 0.0508, "page": 0}, {"Word": "The actual method of remoisturising employed", "Confidence": 0.84217, "X1": 0.52434, "Y1": 0.0352, "X2": 0.85535, "Y2": 0.035, "X3": 0.85535, "Y3": 0.0488, "X4": 0.52434, "Y4": 0.0498, "page": 0}, {"Word": "'Metallised' papers may be distinguished from", "Confidence": 0.9495, "X1": 0.11544, "Y1": 0.0502, "X2": 0.43115, "Y2": 0.05, "X3": 0.43115, "Y3": 0.0638, "X4": 0.11544, "Y4": 0.0638, "page": 0}, {"Word": "remains within the art of the commercial metalliser,", "Confidence": 0.90938, "X1": 0.52434, "Y1": 0.0502, "X2": 0.89152, "Y2": 0.05, "X3": 0.89152, "Y3": 0.0628, "X4": 0.52434, "Y4": 0.0648, "page": 0}, {"Word": "aluminium foil laminates principally by the fact that", "Confidence": 0.87763, "X1": 0.11683, "Y1": 0.0652, "X2": 0.47983, "Y2": 0.065, "X3": 0.47983, "Y3": 0.0778, "X4": 0.11683, "Y4": 0.0788, "page": 0}, {"Word": "but basically Involves the introduction of water or", "Confidence": 0.949, "X1": 0.52295, "Y1": 0.0642, "X2": 0.87761, "Y2": 0.064, "X3": 0.87761, "Y3": 0.0758, "X4": 0.52295, "Y4": 0.0778, "page": 0}, {"Word": "they are single-ply materials with the metallic surface", "Confidence": 0.82688, "X1": 0.11544, "Y1": 0.0792, "X2": 0.48401, "Y2": 0.079, "X3": 0.48401, "Y3": 0.0918, "X4": 0.11544, "Y4": 0.0928, "page": 0}, {"Word": "water vapour into the metallised stock via the", "Confidence": 0.896, "X1": 0.52434, "Y1": 0.0772, "X2": 0.84701, "Y2": 0.077, "X3": 0.84701, "Y3": 0.0898, "X4": 0.52434, "Y4": 0.0908, "page": 0}, {"Word": "as an integral part of the converted paper surface.", "Confidence": 0.88989, "X1": 0.11544, "Y1": 0.0932, "X2": 0.45758, "Y2": 0.093, "X3": 0.45758, "Y3": 0.1058, "X4": 0.11544, "Y4": 0.1068, "page": 0}, {"Word": "unmetallised surface.", "Confidence": 0.814, "X1": 0.52573, "Y1": 0.0922, "X2": 0.67316, "Y2": 0.092, "X3": 0.67316, "Y3": 0.1048, "X4": 0.52573, "Y4": 0.1048, "page": 0}, {"Word": "Almost without exception, all papers employed In the", "Confidence": 0.97625, "X1": 0.11544, "Y1": 0.1202, "X2": 0.49096, "Y2": 0.12, "X3": 0.49096, "Y3": 0.1338, "X4": 0.11544, "Y4": 0.1348, "page": 0}, {"Word": "Selection & Trial Of", "Confidence": 0.892, "X1": 0.67872, "Y1": 0.1242, "X2": 0.8025, "Y2": 0.124, "X3": 0.8025, "Y3": 0.1368, "X4": 0.67872, "Y4": 0.1368, "page": 0}, {"Word": "decorative and functional packaging field are coated", "Confidence": 0.88057, "X1": 0.11822, "Y1": 0.1352, "X2": 0.48122, "Y2": 0.135, "X3": 0.48122, "Y3": 0.1468, "X4": 0.11822, "Y4": 0.1468, "page": 0}, {"Word": "Papers & Lacquers", "Confidence": 0.948, "X1": 0.67594, "Y1": 0.1412, "X2": 0.81502, "Y2": 0.141, "X3": 0.81502, "Y3": 0.1548, "X4": 0.67455, "Y4": 0.1538, "page": 0}, {"Word": "prior to metallising with a 'prelacquer' system. The", "Confidence": 0.94612, "X1": 0.11683, "Y1": 0.1482, "X2": 0.4701, "Y2": 0.148, "X3": 0.4701, "Y3": 0.1608, "X4": 0.11683, "Y4": 0.1618, "page": 0}, {"Word": "primary purpose of this prelacquer is to provide for", "Confidence": 0.99211, "X1": 0.11683, "Y1": 0.1612, "X2": 0.47288, "Y2": 0.161, "X3": 0.47288, "Y3": 0.1738, "X4": 0.11683, "Y4": 0.1758, "page": 0}, {"Word": "good adhesion of the deposited aluminium metal, and", "Confidence": 0.91988, "X1": 0.11683, "Y1": 0.1752, "X2": 0.48957, "Y2": 0.175, "X3": 0.48957, "Y3": 0.1888, "X4": 0.11683, "Y4": 0.1888, "page": 0}, {"Word": "to improve even further the paper surface prior to", "Confidence": 0.98789, "X1": 0.11683, "Y1": 0.1892, "X2": 0.46453, "Y2": 0.189, "X3": 0.46453, "Y3": 0.2018, "X4": 0.11683, "Y4": 0.2018, "page": 0}, {"Word": "Q.C. Tests On Incoming", "Confidence": 0.8695, "X1": 0.67872, "Y1": 0.1942, "X2": 0.84145, "Y2": 0.194, "X3": 0.84145, "Y3": 0.2078, "X4": 0.67872, "Y4": 0.2068, "page": 0}, {"Word": "metallising.", "Confidence": 0.75, "X1": 0.11683, "Y1": 0.2042, "X2": 0.19889, "Y2": 0.204, "X3": 0.19889, "Y3": 0.2158, "X4": 0.11683, "Y4": 0.2158, "page": 0}, {"Word": "Materials", "Confidence": 0.637, "X1": 0.7121, "Y1": 0.2092, "X2": 0.78025, "Y2": 0.209, "X3": 0.78164, "Y3": 0.2238, "X4": 0.7121, "Y4": 0.2238, "page": 0}, {"Word": "A wide range of prelacquer systems are currently", "Confidence": 0.95425, "X1": 0.11822, "Y1": 0.2312, "X2": 0.4548, "Y2": 0.231, "X3": 0.4548, "Y3": 0.2448, "X4": 0.11822, "Y4": 0.2448, "page": 0}, {"Word": "employed, based on polyurethane, acrylic, polyamide", "Confidence": 0.87167, "X1": 0.11544, "Y1": 0.2442, "X2": 0.48957, "Y2": 0.244, "X3": 0.48957, "Y3": 0.2578, "X4": 0.11544, "Y4": 0.2578, "page": 0}, {"Word": "or nitrocellulose resin bases. The correct selection of", "Confidence": 0.92238, "X1": 0.11822, "Y1": 0.2582, "X2": 0.48401, "Y2": 0.258, "X3": 0.48401, "Y3": 0.2708, "X4": 0.11822, "Y4": 0.2708, "page": 0}, {"Word": "prelacquer and base paper is essential to ensure a", "Confidence": 0.91533, "X1": 0.11822, "Y1": 0.2712, "X2": 0.45758, "Y2": 0.271, "X3": 0.45758, "Y3": 0.2848, "X4": 0.11822, "Y4": 0.2848, "page": 0}, {"Word": "Prelacquering & Drying Of Papers By", "Confidence": 0.92783, "X1": 0.62448, "Y1": 0.2642, "X2": 0.85953, "Y2": 0.264, "X3": 0.85953, "Y3": 0.2788, "X4": 0.62448, "Y4": 0.2778, "page": 0}, {"Word": "given purpose, for, in addition to partially", "Confidence": 0.973, "X1": 0.11822, "Y1": 0.2852, "X2": 0.41029, "Y2": 0.285, "X3": 0.41029, "Y3": 0.2978, "X4": 0.11961, "Y4": 0.2988, "page": 0}, {"Word": "Gravure Or Meyer Bar Coater", "Confidence": 0.976, "X1": 0.62865, "Y1": 0.2792, "X2": 0.82754, "Y2": 0.279, "X3": 0.82754, "Y3": 0.2928, "X4": 0.62865, "Y4": 0.2938, "page": 0}, {"Word": "determining the level and standard of brilliance of", "Confidence": 0.98575, "X1": 0.11822, "Y1": 0.2992, "X2": 0.46732, "Y2": 0.299, "X3": 0.46732, "Y3": 0.3118, "X4": 0.11822, "Y4": 0.3118, "page": 0}, {"Word": "the finish, the prelacquer also influences the barrier", "Confidence": 0.91863, "X1": 0.11961, "Y1": 0.3122, "X2": 0.47705, "Y2": 0.312, "X3": 0.47705, "Y3": 0.3258, "X4": 0.11961, "Y4": 0.3248, "page": 0}, {"Word": "properties of the metallised substrate and Its reaction", "Confidence": 0.9045, "X1": 0.11683, "Y1": 0.3262, "X2": 0.48818, "Y2": 0.326, "X3": 0.48818, "Y3": 0.3388, "X4": 0.11683, "Y4": 0.3388, "page": 0}, {"Word": "Vacuum Metalisation", "Confidence": 0.911, "X1": 0.66203, "Y1": 0.3302, "X2": 0.80111, "Y2": 0.33, "X3": 0.80111, "Y3": 0.3428, "X4": 0.66203, "Y4": 0.3418, "page": 0}, {"Word": "to flexing, flaking and forming.", "Confidence": 0.9346, "X1": 0.11961, "Y1": 0.3392, "X2": 0.3338, "Y2": 0.339, "X3": 0.3338, "Y3": 0.3518, "X4": 0.11961, "Y4": 0.3518, "page": 0}, {"Word": "Pralacquer systems may be applied by any of the", "Confidence": 0.92567, "X1": 0.11822, "Y1": 0.3662, "X2": 0.45897, "Y2": 0.366, "X3": 0.45897, "Y3": 0.3788, "X4": 0.11822, "Y4": 0.3798, "page": 0}, {"Word": "conventional coating techniques but are principally", "Confidence": 0.971, "X1": 0.11961, "Y1": 0.3802, "X2": 0.47427, "Y2": 0.38, "X3": 0.47427, "Y3": 0.3928, "X4": 0.11961, "Y4": 0.3938, "page": 0}, {"Word": "Aiming / Conditioning", "Confidence": 0.54167, "X1": 0.54103, "Y1": 0.3812, "X2": 0.68289, "Y2": 0.381, "X3": 0.6815, "Y3": 0.3978, "X4": 0.54103, "Y4": 0.3958, "page": 0}, {"Word": "Conditioning", "Confidence": 0.935, "X1": 0.82058, "Y1": 0.3842, "X2": 0.90403, "Y2": 0.384, "X3": 0.90403, "Y3": 0.3978, "X4": 0.82058, "Y4": 0.3978, "page": 0}, {"Word": "applied employing reverse roll Meyer bar or gravure.", "Confidence": 0.949, "X1": 0.11822, "Y1": 0.3942, "X2": 0.47983, "Y2": 0.394, "X3": 0.47983, "Y3": 0.4078, "X4": 0.11822, "Y4": 0.4078, "page": 0}, {"Word": "The prelacquering operation serves a dual role, firstly", "Confidence": 0.87462, "X1": 0.11961, "Y1": 0.4072, "X2": 0.48957, "Y2": 0.407, "X3": 0.48957, "Y3": 0.4208, "X4": 0.11961, "Y4": 0.4218, "page": 0}, {"Word": "8-", "Confidence": 0.515, "X1": 0.63421, "Y1": 0.4192, "X2": 0.63978, "Y2": 0.419, "X3": 0.62448, "Y3": 0.4198, "X4": 0.62031, "Y4": 0.3848, "page": 0}, {"Word": "coating the paper, and secondly reducing the", "Confidence": 0.97371, "X1": 0.11683, "Y1": 0.4222, "X2": 0.43115, "Y2": 0.422, "X3": 0.43115, "Y3": 0.4348, "X4": 0.11683, "Y4": 0.4348, "page": 0}, {"Word": "moisture content of the paper stock to a level", "Confidence": 0.95633, "X1": 0.11683, "Y1": 0.4352, "X2": 0.43811, "Y2": 0.435, "X3": 0.43811, "Y3": 0.4478, "X4": 0.11683, "Y4": 0.4488, "page": 0}, {"Word": "Sitting/Sheeting/Trimming", "Confidence": 0.626, "X1": 0.53964, "Y1": 0.4402, "X2": 0.72184, "Y2": 0.44, "X3": 0.72045, "Y3": 0.4568, "X4": 0.53964, "Y4": 0.4568, "page": 0}, {"Word": "Slitting", "Confidence": 0.886, "X1": 0.83032, "Y1": 0.4442, "X2": 0.88178, "Y2": 0.444, "X3": 0.88178, "Y3": 0.4568, "X4": 0.83032, "Y4": 0.4548, "page": 0}, {"Word": "manageable within the high vacuum of the metalliser.", "Confidence": 0.9575, "X1": 0.11822, "Y1": 0.4492, "X2": 0.48818, "Y2": 0.449, "X3": 0.48818, "Y3": 0.4628, "X4": 0.11822, "Y4": 0.4638, "page": 0}, {"Word": "-", "Confidence": 0.789, "X1": 0.63839, "Y1": 0.4742, "X2": 0.63839, "Y2": 0.474, "X3": 0.62587, "Y3": 0.4748, "X4": 0.62587, "Y4": 0.4588, "page": 0}, {"Word": "Following prelacquering and drying, the paper stock", "Confidence": 0.95971, "X1": 0.11961, "Y1": 0.4772, "X2": 0.48261, "Y2": 0.477, "X3": 0.48261, "Y3": 0.4908, "X4": 0.11961, "Y4": 0.4908, "page": 0}, {"Word": "is then metallised on the coated side, normally", "Confidence": 0.94012, "X1": 0.11822, "Y1": 0.4912, "X2": 0.44367, "Y2": 0.491, "X3": 0.44367, "Y3": 0.5048, "X4": 0.11822, "Y4": 0.5048, "page": 0}, {"Word": "Packing & Despatch", "Confidence": 0.89233, "X1": 0.66759, "Y1": 0.4982, "X2": 0.80668, "Y2": 0.498, "X3": 0.80668, "Y3": 0.5128, "X4": 0.66759, "Y4": 0.5128, "page": 0}, {"Word": "employing an evaporation method.", "Confidence": 0.9735, "X1": 0.11683, "Y1": 0.5052, "X2": 0.363, "Y2": 0.505, "X3": 0.363, "Y3": 0.5188, "X4": 0.11683, "Y4": 0.5198, "page": 0}, {"Word": "Following metallising, and before it is of use to the", "Confidence": 0.9857, "X1": 0.11961, "Y1": 0.5322, "X2": 0.47566, "Y2": 0.532, "X3": 0.47566, "Y3": 0.5468, "X4": 0.11961, "Y4": 0.5468, "page": 0}, {"Word": "Fig 4", "Confidence": 0.8845, "X1": 0.53408, "Y1": 0.5352, "X2": 0.56745, "Y2": 0.535, "X3": 0.56606, "Y3": 0.5468, "X4": 0.53408, "Y4": 0.5458, "page": 0}, {"Word": "Production of matallised papers", "Confidence": 0.88775, "X1": 0.5299, "Y1": 0.5472, "X2": 0.72879, "Y2": 0.547, "X3": 0.72879, "Y3": 0.5578, "X4": 0.5299, "Y4": 0.5568, "page": 0}, {"Word": "printer, converter, or end user, the paper must be", "Confidence": 0.96844, "X1": 0.11961, "Y1": 0.5462, "X2": 0.46453, "Y2": 0.546, "X3": 0.46453, "Y3": 0.5588, "X4": 0.11961, "Y4": 0.5598, "page": 0}, {"Word": "restored to a moisture content compatible with their", "Confidence": 0.95675, "X1": 0.11961, "Y1": 0.5602, "X2": 0.48679, "Y2": 0.56, "X3": 0.48679, "Y3": 0.5728, "X4": 0.11961, "Y4": 0.5728, "page": 0}, {"Word": "needs. It does not necessarily follow that such a", "Confidence": 0.92289, "X1": 0.121, "Y1": 0.5732, "X2": 0.4548, "Y2": 0.573, "X3": 0.4548, "Y3": 0.5868, "X4": 0.121, "Y4": 0.5868, "page": 0}, {"Word": "The above sequence of operations outlined in fig 4,", "Confidence": 0.89789, "X1": 0.53129, "Y1": 0.5722, "X2": 0.88873, "Y2": 0.572, "X3": 0.88873, "Y3": 0.5868, "X4": 0.53129, "Y4": 0.5868, "page": 0}, {"Word": "moisture content can be equated to the moisture", "Confidence": 0.93837, "X1": 0.121, "Y1": 0.5872, "X2": 0.46314, "Y2": 0.587, "X3": 0.46314, "Y3": 0.6008, "X4": 0.121, "Y4": 0.6018, "page": 0}, {"Word": "after completion of which one has produced a", "Confidence": 0.95538, "X1": 0.53408, "Y1": 0.5872, "X2": 0.85118, "Y2": 0.587, "X3": 0.85118, "Y3": 0.6008, "X4": 0.53408, "Y4": 0.6008, "page": 0}, {"Word": "content of the original base paper, as it must be", "Confidence": 0.977, "X1": 0.12378, "Y1": 0.6002, "X2": 0.45202, "Y2": 0.6, "X3": 0.45202, "Y3": 0.6148, "X4": 0.12378, "Y4": 0.6148, "page": 0}, {"Word": "metallised substrate with a silver finish on the one", "Confidence": 0.95933, "X1": 0.53129, "Y1": 0.6012, "X2": 0.88178, "Y2": 0.601, "X3": 0.88178, "Y3": 0.6138, "X4": 0.53129, "Y4": 0.6138, "page": 0}, {"Word": "borne in mind that the paper has received a coating", "Confidence": 0.9416, "X1": 0.121, "Y1": 0.6142, "X2": 0.47705, "Y2": 0.614, "X3": 0.47566, "Y3": 0.6278, "X4": 0.121, "Y4": 0.6278, "page": 0}, {"Word": "side, such a finish being from highly reflective", "Confidence": 0.95163, "X1": 0.53129, "Y1": 0.6142, "X2": 0.85396, "Y2": 0.614, "X3": 0.85396, "Y3": 0.6278, "X4": 0.53129, "Y4": 0.6278, "page": 0}, {"Word": "of prelacquer, which may affect properties such as", "Confidence": 0.98787, "X1": 0.11683, "Y1": 0.6282, "X2": 0.47149, "Y2": 0.628, "X3": 0.47149, "Y3": 0.6418, "X4": 0.11683, "Y4": 0.6428, "page": 0}, {"Word": "through to matt, the level of brilliance being deter-", "Confidence": 0.94056, "X1": 0.53129, "Y1": 0.6272, "X2": 0.88734, "Y2": 0.627, "X3": 0.88734, "Y3": 0.6408, "X4": 0.53129, "Y4": 0.6408, "page": 0}, {"Word": "curl, tunnelling, flexibility, etc.", "Confidence": 0.76275, "X1": 0.121, "Y1": 0.6422, "X2": 0.33936, "Y2": 0.642, "X3": 0.34075, "Y3": 0.6548, "X4": 0.121, "Y4": 0.6568, "page": 0}, {"Word": "mined by paper surface characteristics and, in some", "Confidence": 0.95887, "X1": 0.53408, "Y1": 0.6412, "X2": 0.89013, "Y2": 0.641, "X3": 0.89152, "Y3": 0.6548, "X4": 0.53408, "Y4": 0.6548, "page": 0}, {"Word": "Primer", "Confidence": 0.997, "X1": 0.17246, "Y1": 0.7072, "X2": 0.23227, "Y2": 0.707, "X3": 0.23088, "Y3": 0.7218, "X4": 0.16968, "Y4": 0.7218, "page": 0}, {"Word": "0.75gsm", "Confidence": 0.996, "X1": 0.77051, "Y1": 0.7062, "X2": 0.85953, "Y2": 0.706, "X3": 0.85953, "Y3": 0.7238, "X4": 0.76912, "Y4": 0.7228, "page": 0}, {"Word": "Metal", "Confidence": 0.955, "X1": 0.16968, "Y1": 0.7352, "X2": 0.22114, "Y2": 0.735, "X3": 0.21975, "Y3": 0.7518, "X4": 0.16829, "Y4": 0.7508, "page": 0}, {"Word": "0.1 gsm", "Confidence": 0.967, "X1": 0.7733, "Y1": 0.7362, "X2": 0.8484, "Y2": 0.736, "X3": 0.84701, "Y3": 0.7538, "X4": 0.77191, "Y4": 0.7528, "page": 0}, {"Word": "Prelacquer", "Confidence": 0.994, "X1": 0.16412, "Y1": 0.7662, "X2": 0.26704, "Y2": 0.766, "X3": 0.26704, "Y3": 0.7828, "X4": 0.16273, "Y4": 0.7818, "page": 0}, {"Word": "2.5-3.0 gsm", "Confidence": 0.8775, "X1": 0.73574, "Y1": 0.7632, "X2": 0.89569, "Y2": 0.763, "X3": 0.89569, "Y3": 0.7838, "X4": 0.73574, "Y4": 0.7818, "page": 0}, {"Word": "Clay Coating-", "Confidence": 0.8975, "X1": 0.16551, "Y1": 0.7872, "X2": 0.28929, "Y2": 0.787, "X3": 0.28929, "Y3": 0.8048, "X4": 0.16551, "Y4": 0.8058, "page": 0}, {"Word": "-, 14 gsm", "Confidence": 0.908, "X1": 0.73435, "Y1": 0.7852, "X2": 0.84562, "Y2": 0.785, "X3": 0.84423, "Y3": 0.8038, "X4": 0.73435, "Y4": 0.7988, "page": 0}, {"Word": "Paper Stock", "Confidence": 0.969, "X1": 0.1516, "Y1": 0.8632, "X2": 0.26147, "Y2": 0.863, "X3": 0.26147, "Y3": 0.8798, "X4": 0.1516, "Y4": 0.8818, "page": 0}, {"Word": "-", "Confidence": 0.72, "X1": 0.31015, "Y1": 0.8642, "X2": 0.34353, "Y2": 0.864, "X3": 0.34214, "Y3": 0.8788, "X4": 0.31015, "Y4": 0.8788, "page": 0}, {"Word": "- 66 gsm", "Confidence": 0.89433, "X1": 0.73435, "Y1": 0.8632, "X2": 0.85257, "Y2": 0.863, "X3": 0.85257, "Y3": 0.8798, "X4": 0.73435, "Y4": 0.8778, "page": 0}, {"Word": "Fig 6", "Confidence": 0.8205, "X1": 0.12378, "Y1": 0.9522, "X2": 0.15994, "Y2": 0.952, "X3": 0.15855, "Y3": 0.9628, "X4": 0.12378, "Y4": 0.9628, "page": 0}, {"Word": "Construction of 80 g/m3 metallimd label stock", "Confidence": 0.72129, "X1": 0.12378, "Y1": 0.9612, "X2": 0.41029, "Y2": 0.961, "X3": 0.41029, "Y3": 0.9748, "X4": 0.12378, "Y4": 0.9748, "page": 0}, {"Word": "100491266", "Confidence": 0.995, "X1": 0.96662, "Y1": 0.9952, "X2": 0.9694, "Y2": 0.995, "X3": 0.93463, "Y3": 0.9948, "X4": 0.93463, "Y4": 0.8778, "page": 0}], "words_data": [{"Word": "3.", "Confidence": 0.798, "X1": 0.11544, "Y1": 0.0372, "X2": 0.12517, "Y2": 0.037, "X3": 0.12517, "Y3": 0.0508, "X4": 0.11544, "Y4": 0.0508, "page": 0, "Index": 0}, {"Word": "1", "Confidence": 0.994, "X1": 0.12796, "Y1": 0.0372, "X2": 0.1363, "Y2": 0.037, "X3": 0.1363, "Y3": 0.0508, "X4": 0.12796, "Y4": 0.0508, "page": 0, "Index": 1}, {"Word": "Metallised", "Confidence": 0.926, "X1": 0.13908, "Y1": 0.0372, "X2": 0.20862, "Y2": 0.037, "X3": 0.20862, "Y3": 0.0508, "X4": 0.13908, "Y4": 0.0508, "page": 0, "Index": 2}, {"Word": "papers", "Confidence": 0.996, "X1": 0.2128, "Y1": 0.0372, "X2": 0.25869, "Y2": 0.037, "X3": 0.25869, "Y3": 0.0498, "X4": 0.2128, "Y4": 0.0508, "page": 0, "Index": 3}, {"Word": "and", "Confidence": 0.998, "X1": 0.26287, "Y1": 0.0372, "X2": 0.2879, "Y2": 0.037, "X3": 0.28651, "Y3": 0.0498, "X4": 0.26147, "Y4": 0.0498, "page": 0, "Index": 4}, {"Word": "boards", "Confidence": 0.996, "X1": 0.29068, "Y1": 0.0372, "X2": 0.34353, "Y2": 0.037, "X3": 0.34353, "Y3": 0.0498, "X4": 0.29068, "Y4": 0.0498, "page": 0, "Index": 5}, {"Word": "The", "Confidence": 0.995, "X1": 0.52573, "Y1": 0.0352, "X2": 0.55216, "Y2": 0.035, "X3": 0.55216, "Y3": 0.0508, "X4": 0.52573, "Y4": 0.0508, "page": 0, "Index": 6}, {"Word": "actual", "Confidence": 0.604, "X1": 0.55633, "Y1": 0.0352, "X2": 0.59666, "Y2": 0.035, "X3": 0.59666, "Y3": 0.0508, "X4": 0.55633, "Y4": 0.0508, "page": 0, "Index": 7}, {"Word": "method", "Confidence": 0.608, "X1": 0.60083, "Y1": 0.0352, "X2": 0.65508, "Y2": 0.035, "X3": 0.65508, "Y3": 0.0498, "X4": 0.60083, "Y4": 0.0508, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.997, "X1": 0.65925, "Y1": 0.0352, "X2": 0.67455, "Y2": 0.035, "X3": 0.67455, "Y3": 0.0498, "X4": 0.65925, "Y4": 0.0498, "page": 0, "Index": 9}, {"Word": "remoisturising", "Confidence": 0.885, "X1": 0.67872, "Y1": 0.0352, "X2": 0.77747, "Y2": 0.035, "X3": 0.77608, "Y3": 0.0498, "X4": 0.67872, "Y4": 0.0498, "page": 0, "Index": 10}, {"Word": "employed", "Confidence": 0.964, "X1": 0.78025, "Y1": 0.0352, "X2": 0.85396, "Y2": 0.035, "X3": 0.85257, "Y3": 0.0488, "X4": 0.78025, "Y4": 0.0498, "page": 0, "Index": 11}, {"Word": "'Metallised'", "Confidence": 0.768, "X1": 0.11683, "Y1": 0.0512, "X2": 0.19332, "Y2": 0.051, "X3": 0.19332, "Y3": 0.0648, "X4": 0.11683, "Y4": 0.0648, "page": 0, "Index": 12}, {"Word": "papers", "Confidence": 0.996, "X1": 0.1975, "Y1": 0.0512, "X2": 0.24061, "Y2": 0.051, "X3": 0.24061, "Y3": 0.0648, "X4": 0.1975, "Y4": 0.0648, "page": 0, "Index": 13}, {"Word": "may", "Confidence": 0.998, "X1": 0.24478, "Y1": 0.0512, "X2": 0.27538, "Y2": 0.051, "X3": 0.27538, "Y3": 0.0648, "X4": 0.24478, "Y4": 0.0648, "page": 0, "Index": 14}, {"Word": "be", "Confidence": 0.998, "X1": 0.27955, "Y1": 0.0512, "X2": 0.29624, "Y2": 0.051, "X3": 0.29485, "Y3": 0.0648, "X4": 0.27816, "Y4": 0.0648, "page": 0, "Index": 15}, {"Word": "distinguished", "Confidence": 0.946, "X1": 0.29903, "Y1": 0.0512, "X2": 0.39082, "Y2": 0.051, "X3": 0.38943, "Y3": 0.0648, "X4": 0.29903, "Y4": 0.0648, "page": 0, "Index": 16}, {"Word": "from", "Confidence": 0.991, "X1": 0.39499, "Y1": 0.0512, "X2": 0.42559, "Y2": 0.051, "X3": 0.42559, "Y3": 0.0648, "X4": 0.3936, "Y4": 0.0648, "page": 0, "Index": 17}, {"Word": "remains", "Confidence": 0.823, "X1": 0.52573, "Y1": 0.0512, "X2": 0.57997, "Y2": 0.051, "X3": 0.57858, "Y3": 0.0648, "X4": 0.52573, "Y4": 0.0658, "page": 0, "Index": 18}, {"Word": "within", "Confidence": 0.996, "X1": 0.58275, "Y1": 0.0512, "X2": 0.62865, "Y2": 0.051, "X3": 0.62865, "Y3": 0.0638, "X4": 0.58275, "Y4": 0.0648, "page": 0, "Index": 19}, {"Word": "the", "Confidence": 0.994, "X1": 0.63282, "Y1": 0.0512, "X2": 0.65508, "Y2": 0.051, "X3": 0.65369, "Y3": 0.0638, "X4": 0.63143, "Y4": 0.0638, "page": 0, "Index": 20}, {"Word": "art", "Confidence": 0.998, "X1": 0.65786, "Y1": 0.0512, "X2": 0.67872, "Y2": 0.051, "X3": 0.67872, "Y3": 0.0638, "X4": 0.65786, "Y4": 0.0638, "page": 0, "Index": 21}, {"Word": "of", "Confidence": 0.998, "X1": 0.68289, "Y1": 0.0502, "X2": 0.69819, "Y2": 0.05, "X3": 0.6968, "Y3": 0.0638, "X4": 0.6815, "Y4": 0.0638, "page": 0, "Index": 22}, {"Word": "the", "Confidence": 0.958, "X1": 0.70097, "Y1": 0.0502, "X2": 0.72601, "Y2": 0.05, "X3": 0.72462, "Y3": 0.0628, "X4": 0.70097, "Y4": 0.0638, "page": 0, "Index": 23}, {"Word": "commercial", "Confidence": 0.786, "X1": 0.72879, "Y1": 0.0502, "X2": 0.80946, "Y2": 0.05, "X3": 0.80807, "Y3": 0.0628, "X4": 0.72879, "Y4": 0.0628, "page": 0, "Index": 24}, {"Word": "metalliser,", "Confidence": 0.722, "X1": 0.81224, "Y1": 0.0512, "X2": 0.89152, "Y2": 0.051, "X3": 0.89013, "Y3": 0.0628, "X4": 0.81224, "Y4": 0.0628, "page": 0, "Index": 25}, {"Word": "but", "Confidence": 0.998, "X1": 0.52573, "Y1": 0.0652, "X2": 0.55076, "Y2": 0.065, "X3": 0.54937, "Y3": 0.0778, "X4": 0.52434, "Y4": 0.0778, "page": 0, "Index": 26}, {"Word": "basically", "Confidence": 0.934, "X1": 0.55355, "Y1": 0.0652, "X2": 0.61335, "Y2": 0.065, "X3": 0.61196, "Y3": 0.0778, "X4": 0.55355, "Y4": 0.0778, "page": 0, "Index": 27}, {"Word": "Involves", "Confidence": 0.773, "X1": 0.61613, "Y1": 0.0642, "X2": 0.67316, "Y2": 0.064, "X3": 0.67316, "Y3": 0.0768, "X4": 0.61613, "Y4": 0.0778, "page": 0, "Index": 28}, {"Word": "the", "Confidence": 0.998, "X1": 0.67733, "Y1": 0.0642, "X2": 0.69958, "Y2": 0.064, "X3": 0.69819, "Y3": 0.0768, "X4": 0.67594, "Y4": 0.0768, "page": 0, "Index": 29}, {"Word": "introduction", "Confidence": 0.991, "X1": 0.70376, "Y1": 0.0642, "X2": 0.79277, "Y2": 0.064, "X3": 0.79138, "Y3": 0.0758, "X4": 0.70236, "Y4": 0.0768, "page": 0, "Index": 30}, {"Word": "of", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.0642, "X2": 0.81085, "Y2": 0.064, "X3": 0.80946, "Y3": 0.0758, "X4": 0.79416, "Y4": 0.0758, "page": 0, "Index": 31}, {"Word": "water", "Confidence": 0.945, "X1": 0.81363, "Y1": 0.0652, "X2": 0.85535, "Y2": 0.065, "X3": 0.85396, "Y3": 0.0758, "X4": 0.81224, "Y4": 0.0758, "page": 0, "Index": 32}, {"Word": "or", "Confidence": 0.955, "X1": 0.85814, "Y1": 0.0652, "X2": 0.87761, "Y2": 0.065, "X3": 0.87483, "Y3": 0.0758, "X4": 0.85675, "Y4": 0.0758, "page": 0, "Index": 33}, {"Word": "aluminium", "Confidence": 0.671, "X1": 0.11822, "Y1": 0.0662, "X2": 0.18637, "Y2": 0.066, "X3": 0.18637, "Y3": 0.0788, "X4": 0.11822, "Y4": 0.0788, "page": 0, "Index": 34}, {"Word": "foil", "Confidence": 0.959, "X1": 0.19193, "Y1": 0.0652, "X2": 0.21697, "Y2": 0.065, "X3": 0.21697, "Y3": 0.0788, "X4": 0.19193, "Y4": 0.0788, "page": 0, "Index": 35}, {"Word": "laminates", "Confidence": 0.623, "X1": 0.21975, "Y1": 0.0652, "X2": 0.28512, "Y2": 0.065, "X3": 0.28512, "Y3": 0.0788, "X4": 0.21975, "Y4": 0.0788, "page": 0, "Index": 36}, {"Word": "principally", "Confidence": 0.991, "X1": 0.28929, "Y1": 0.0652, "X2": 0.363, "Y2": 0.065, "X3": 0.36439, "Y3": 0.0788, "X4": 0.28929, "Y4": 0.0788, "page": 0, "Index": 37}, {"Word": "by", "Confidence": 0.998, "X1": 0.36718, "Y1": 0.0652, "X2": 0.38526, "Y2": 0.065, "X3": 0.38526, "Y3": 0.0788, "X4": 0.36718, "Y4": 0.0788, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.38943, "Y1": 0.0662, "X2": 0.41307, "Y2": 0.066, "X3": 0.41307, "Y3": 0.0788, "X4": 0.38943, "Y4": 0.0788, "page": 0, "Index": 39}, {"Word": "fact", "Confidence": 0.793, "X1": 0.41725, "Y1": 0.0662, "X2": 0.44367, "Y2": 0.066, "X3": 0.44367, "Y3": 0.0788, "X4": 0.41725, "Y4": 0.0788, "page": 0, "Index": 40}, {"Word": "that", "Confidence": 0.988, "X1": 0.44645, "Y1": 0.0662, "X2": 0.47983, "Y2": 0.066, "X3": 0.47983, "Y3": 0.0788, "X4": 0.44645, "Y4": 0.0788, "page": 0, "Index": 41}, {"Word": "they", "Confidence": 0.666, "X1": 0.11683, "Y1": 0.0802, "X2": 0.14604, "Y2": 0.08, "X3": 0.14604, "Y3": 0.0928, "X4": 0.11544, "Y4": 0.0938, "page": 0, "Index": 42}, {"Word": "are", "Confidence": 0.634, "X1": 0.15021, "Y1": 0.0802, "X2": 0.17107, "Y2": 0.08, "X3": 0.17107, "Y3": 0.0928, "X4": 0.14882, "Y4": 0.0928, "page": 0, "Index": 43}, {"Word": "single-ply", "Confidence": 0.932, "X1": 0.17385, "Y1": 0.0802, "X2": 0.24061, "Y2": 0.08, "X3": 0.24061, "Y3": 0.0928, "X4": 0.17385, "Y4": 0.0928, "page": 0, "Index": 44}, {"Word": "materials", "Confidence": 0.955, "X1": 0.24478, "Y1": 0.0802, "X2": 0.30737, "Y2": 0.08, "X3": 0.30737, "Y3": 0.0918, "X4": 0.24339, "Y4": 0.0928, "page": 0, "Index": 45}, {"Word": "with", "Confidence": 0.989, "X1": 0.31015, "Y1": 0.0802, "X2": 0.34214, "Y2": 0.08, "X3": 0.34214, "Y3": 0.0918, "X4": 0.31015, "Y4": 0.0918, "page": 0, "Index": 46}, {"Word": "the", "Confidence": 0.998, "X1": 0.34492, "Y1": 0.0802, "X2": 0.36718, "Y2": 0.08, "X3": 0.36718, "Y3": 0.0918, "X4": 0.34492, "Y4": 0.0918, "page": 0, "Index": 47}, {"Word": "metallic", "Confidence": 0.615, "X1": 0.37135, "Y1": 0.0802, "X2": 0.42698, "Y2": 0.08, "X3": 0.42698, "Y3": 0.0918, "X4": 0.37135, "Y4": 0.0918, "page": 0, "Index": 48}, {"Word": "surface", "Confidence": 0.826, "X1": 0.43115, "Y1": 0.0802, "X2": 0.48261, "Y2": 0.08, "X3": 0.48261, "Y3": 0.0918, "X4": 0.42976, "Y4": 0.0918, "page": 0, "Index": 49}, {"Word": "water", "Confidence": 0.991, "X1": 0.52573, "Y1": 0.0792, "X2": 0.56467, "Y2": 0.079, "X3": 0.56467, "Y3": 0.0918, "X4": 0.52573, "Y4": 0.0918, "page": 0, "Index": 50}, {"Word": "vapour", "Confidence": 0.96, "X1": 0.56885, "Y1": 0.0792, "X2": 0.61613, "Y2": 0.079, "X3": 0.61613, "Y3": 0.0918, "X4": 0.56745, "Y4": 0.0918, "page": 0, "Index": 51}, {"Word": "into", "Confidence": 0.991, "X1": 0.62031, "Y1": 0.0782, "X2": 0.6509, "Y2": 0.078, "X3": 0.64951, "Y3": 0.0908, "X4": 0.61892, "Y4": 0.0918, "page": 0, "Index": 52}, {"Word": "the", "Confidence": 0.993, "X1": 0.65369, "Y1": 0.0782, "X2": 0.67733, "Y2": 0.078, "X3": 0.67594, "Y3": 0.0908, "X4": 0.65369, "Y4": 0.0908, "page": 0, "Index": 53}, {"Word": "metallised", "Confidence": 0.621, "X1": 0.68011, "Y1": 0.0782, "X2": 0.75104, "Y2": 0.078, "X3": 0.74965, "Y3": 0.0908, "X4": 0.67872, "Y4": 0.0908, "page": 0, "Index": 54}, {"Word": "stock", "Confidence": 0.997, "X1": 0.75382, "Y1": 0.0782, "X2": 0.79138, "Y2": 0.078, "X3": 0.78999, "Y3": 0.0908, "X4": 0.75243, "Y4": 0.0908, "page": 0, "Index": 55}, {"Word": "via", "Confidence": 0.617, "X1": 0.79555, "Y1": 0.0782, "X2": 0.81641, "Y2": 0.078, "X3": 0.81502, "Y3": 0.0908, "X4": 0.79416, "Y4": 0.0908, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.998, "X1": 0.82058, "Y1": 0.0782, "X2": 0.84562, "Y2": 0.078, "X3": 0.84423, "Y3": 0.0898, "X4": 0.8178, "Y4": 0.0908, "page": 0, "Index": 57}, {"Word": "as", "Confidence": 0.833, "X1": 0.11683, "Y1": 0.0952, "X2": 0.12935, "Y2": 0.095, "X3": 0.12935, "Y3": 0.1068, "X4": 0.11683, "Y4": 0.1068, "page": 0, "Index": 58}, {"Word": "an", "Confidence": 0.971, "X1": 0.13352, "Y1": 0.0952, "X2": 0.15021, "Y2": 0.095, "X3": 0.14882, "Y3": 0.1068, "X4": 0.13352, "Y4": 0.1068, "page": 0, "Index": 59}, {"Word": "integral", "Confidence": 0.946, "X1": 0.15299, "Y1": 0.0942, "X2": 0.20584, "Y2": 0.094, "X3": 0.20445, "Y3": 0.1068, "X4": 0.15299, "Y4": 0.1068, "page": 0, "Index": 60}, {"Word": "part", "Confidence": 0.988, "X1": 0.21001, "Y1": 0.0942, "X2": 0.23922, "Y2": 0.094, "X3": 0.23783, "Y3": 0.1068, "X4": 0.20862, "Y4": 0.1068, "page": 0, "Index": 61}, {"Word": "of", "Confidence": 0.998, "X1": 0.242, "Y1": 0.0932, "X2": 0.2573, "Y2": 0.093, "X3": 0.2573, "Y3": 0.1068, "X4": 0.242, "Y4": 0.1068, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.961, "X1": 0.26147, "Y1": 0.0932, "X2": 0.28234, "Y2": 0.093, "X3": 0.28234, "Y3": 0.1068, "X4": 0.26008, "Y4": 0.1068, "page": 0, "Index": 63}, {"Word": "converted", "Confidence": 0.614, "X1": 0.28651, "Y1": 0.0932, "X2": 0.35605, "Y2": 0.093, "X3": 0.35466, "Y3": 0.1068, "X4": 0.28512, "Y4": 0.1068, "page": 0, "Index": 64}, {"Word": "paper", "Confidence": 0.849, "X1": 0.36022, "Y1": 0.0932, "X2": 0.39917, "Y2": 0.093, "X3": 0.39777, "Y3": 0.1068, "X4": 0.35883, "Y4": 0.1068, "page": 0, "Index": 65}, {"Word": "surface.", "Confidence": 0.849, "X1": 0.40195, "Y1": 0.0942, "X2": 0.45897, "Y2": 0.094, "X3": 0.45619, "Y3": 0.1068, "X4": 0.40056, "Y4": 0.1068, "page": 0, "Index": 66}, {"Word": "unmetallised", "Confidence": 0.637, "X1": 0.52712, "Y1": 0.0922, "X2": 0.61474, "Y2": 0.092, "X3": 0.61335, "Y3": 0.1048, "X4": 0.52712, "Y4": 0.1048, "page": 0, "Index": 67}, {"Word": "surface.", "Confidence": 0.991, "X1": 0.61752, "Y1": 0.0932, "X2": 0.67316, "Y2": 0.093, "X3": 0.67177, "Y3": 0.1048, "X4": 0.61613, "Y4": 0.1048, "page": 0, "Index": 68}, {"Word": "Almost", "Confidence": 0.991, "X1": 0.11822, "Y1": 0.1212, "X2": 0.16551, "Y2": 0.121, "X3": 0.16412, "Y3": 0.1338, "X4": 0.11683, "Y4": 0.1338, "page": 0, "Index": 69}, {"Word": "without", "Confidence": 0.994, "X1": 0.16968, "Y1": 0.1212, "X2": 0.22531, "Y2": 0.121, "X3": 0.22392, "Y3": 0.1338, "X4": 0.16829, "Y4": 0.1338, "page": 0, "Index": 70}, {"Word": "exception,", "Confidence": 0.908, "X1": 0.22949, "Y1": 0.1212, "X2": 0.30181, "Y2": 0.121, "X3": 0.30042, "Y3": 0.1338, "X4": 0.22809, "Y4": 0.1338, "page": 0, "Index": 71}, {"Word": "all", "Confidence": 0.998, "X1": 0.30598, "Y1": 0.1212, "X2": 0.32267, "Y2": 0.121, "X3": 0.32128, "Y3": 0.1338, "X4": 0.30459, "Y4": 0.1338, "page": 0, "Index": 72}, {"Word": "papers", "Confidence": 0.997, "X1": 0.32545, "Y1": 0.1212, "X2": 0.37135, "Y2": 0.121, "X3": 0.36996, "Y3": 0.1338, "X4": 0.32406, "Y4": 0.1338, "page": 0, "Index": 73}, {"Word": "employed", "Confidence": 0.963, "X1": 0.37552, "Y1": 0.1202, "X2": 0.44228, "Y2": 0.12, "X3": 0.44089, "Y3": 0.1348, "X4": 0.37413, "Y4": 0.1338, "page": 0, "Index": 74}, {"Word": "In", "Confidence": 0.961, "X1": 0.44645, "Y1": 0.1202, "X2": 0.46175, "Y2": 0.12, "X3": 0.46036, "Y3": 0.1348, "X4": 0.44506, "Y4": 0.1348, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.46592, "Y1": 0.1202, "X2": 0.49096, "Y2": 0.12, "X3": 0.48957, "Y3": 0.1348, "X4": 0.46453, "Y4": 0.1348, "page": 0, "Index": 76}, {"Word": "Selection", "Confidence": 0.992, "X1": 0.68011, "Y1": 0.1242, "X2": 0.73574, "Y2": 0.124, "X3": 0.73574, "Y3": 0.1368, "X4": 0.68011, "Y4": 0.1378, "page": 0, "Index": 77}, {"Word": "&", "Confidence": 0.998, "X1": 0.73992, "Y1": 0.1242, "X2": 0.74965, "Y2": 0.124, "X3": 0.74965, "Y3": 0.1368, "X4": 0.73853, "Y4": 0.1368, "page": 0, "Index": 78}, {"Word": "Trial", "Confidence": 0.955, "X1": 0.75522, "Y1": 0.1242, "X2": 0.77886, "Y2": 0.124, "X3": 0.77886, "Y3": 0.1368, "X4": 0.75522, "Y4": 0.1368, "page": 0, "Index": 79}, {"Word": "Of", "Confidence": 0.623, "X1": 0.78303, "Y1": 0.1242, "X2": 0.8025, "Y2": 0.124, "X3": 0.8025, "Y3": 0.1368, "X4": 0.78303, "Y4": 0.1368, "page": 0, "Index": 80}, {"Word": "decorative", "Confidence": 0.926, "X1": 0.11961, "Y1": 0.1352, "X2": 0.18776, "Y2": 0.135, "X3": 0.18776, "Y3": 0.1478, "X4": 0.11822, "Y4": 0.1478, "page": 0, "Index": 81}, {"Word": "and", "Confidence": 0.997, "X1": 0.19193, "Y1": 0.1352, "X2": 0.21836, "Y2": 0.135, "X3": 0.21697, "Y3": 0.1478, "X4": 0.19054, "Y4": 0.1478, "page": 0, "Index": 82}, {"Word": "functional", "Confidence": 0.931, "X1": 0.22114, "Y1": 0.1352, "X2": 0.29207, "Y2": 0.135, "X3": 0.29068, "Y3": 0.1478, "X4": 0.22114, "Y4": 0.1478, "page": 0, "Index": 83}, {"Word": "packaging", "Confidence": 0.993, "X1": 0.29485, "Y1": 0.1352, "X2": 0.36439, "Y2": 0.135, "X3": 0.363, "Y3": 0.1478, "X4": 0.29346, "Y4": 0.1478, "page": 0, "Index": 84}, {"Word": "field", "Confidence": 0.656, "X1": 0.36857, "Y1": 0.1352, "X2": 0.40056, "Y2": 0.135, "X3": 0.39777, "Y3": 0.1478, "X4": 0.36718, "Y4": 0.1478, "page": 0, "Index": 85}, {"Word": "are", "Confidence": 0.991, "X1": 0.40334, "Y1": 0.1352, "X2": 0.42559, "Y2": 0.135, "X3": 0.42281, "Y3": 0.1478, "X4": 0.40195, "Y4": 0.1478, "page": 0, "Index": 86}, {"Word": "coated", "Confidence": 0.67, "X1": 0.42837, "Y1": 0.1352, "X2": 0.47566, "Y2": 0.135, "X3": 0.47427, "Y3": 0.1478, "X4": 0.42698, "Y4": 0.1478, "page": 0, "Index": 87}, {"Word": "Papers", "Confidence": 0.995, "X1": 0.67872, "Y1": 0.1412, "X2": 0.72323, "Y2": 0.141, "X3": 0.72323, "Y3": 0.1538, "X4": 0.67733, "Y4": 0.1538, "page": 0, "Index": 88}, {"Word": "&", "Confidence": 0.856, "X1": 0.7274, "Y1": 0.1412, "X2": 0.73713, "Y2": 0.141, "X3": 0.73713, "Y3": 0.1538, "X4": 0.72601, "Y4": 0.1538, "page": 0, "Index": 89}, {"Word": "Lacquers", "Confidence": 0.993, "X1": 0.74965, "Y1": 0.1432, "X2": 0.81502, "Y2": 0.143, "X3": 0.81502, "Y3": 0.1558, "X4": 0.74965, "Y4": 0.1548, "page": 0, "Index": 90}, {"Word": "prior", "Confidence": 0.993, "X1": 0.11683, "Y1": 0.1502, "X2": 0.1516, "Y2": 0.15, "X3": 0.1516, "Y3": 0.1618, "X4": 0.11683, "Y4": 0.1618, "page": 0, "Index": 91}, {"Word": "to", "Confidence": 0.998, "X1": 0.15577, "Y1": 0.1502, "X2": 0.17107, "Y2": 0.15, "X3": 0.16968, "Y3": 0.1618, "X4": 0.15577, "Y4": 0.1618, "page": 0, "Index": 92}, {"Word": "metallising", "Confidence": 0.848, "X1": 0.17385, "Y1": 0.1492, "X2": 0.24757, "Y2": 0.149, "X3": 0.24757, "Y3": 0.1618, "X4": 0.17385, "Y4": 0.1618, "page": 0, "Index": 93}, {"Word": "with", "Confidence": 0.989, "X1": 0.25174, "Y1": 0.1492, "X2": 0.28373, "Y2": 0.149, "X3": 0.28373, "Y3": 0.1618, "X4": 0.25174, "Y4": 0.1618, "page": 0, "Index": 94}, {"Word": "a", "Confidence": 0.995, "X1": 0.28651, "Y1": 0.1492, "X2": 0.29485, "Y2": 0.149, "X3": 0.29485, "Y3": 0.1618, "X4": 0.28651, "Y4": 0.1618, "page": 0, "Index": 95}, {"Word": "'prelacquer'", "Confidence": 0.851, "X1": 0.29903, "Y1": 0.1492, "X2": 0.38108, "Y2": 0.149, "X3": 0.37969, "Y3": 0.1618, "X4": 0.29764, "Y4": 0.1618, "page": 0, "Index": 96}, {"Word": "system.", "Confidence": 0.897, "X1": 0.38387, "Y1": 0.1482, "X2": 0.43811, "Y2": 0.148, "X3": 0.43672, "Y3": 0.1618, "X4": 0.38387, "Y4": 0.1618, "page": 0, "Index": 97}, {"Word": "The", "Confidence": 0.998, "X1": 0.44089, "Y1": 0.1482, "X2": 0.4701, "Y2": 0.148, "X3": 0.46871, "Y3": 0.1618, "X4": 0.44089, "Y4": 0.1618, "page": 0, "Index": 98}, {"Word": "primary", "Confidence": 0.995, "X1": 0.11822, "Y1": 0.1632, "X2": 0.17246, "Y2": 0.163, "X3": 0.17107, "Y3": 0.1758, "X4": 0.11683, "Y4": 0.1758, "page": 0, "Index": 99}, {"Word": "purpose", "Confidence": 0.992, "X1": 0.17524, "Y1": 0.1632, "X2": 0.23088, "Y2": 0.163, "X3": 0.23088, "Y3": 0.1748, "X4": 0.17524, "Y4": 0.1758, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.998, "X1": 0.23505, "Y1": 0.1632, "X2": 0.25035, "Y2": 0.163, "X3": 0.24896, "Y3": 0.1748, "X4": 0.23366, "Y4": 0.1748, "page": 0, "Index": 101}, {"Word": "this", "Confidence": 0.988, "X1": 0.25313, "Y1": 0.1622, "X2": 0.27955, "Y2": 0.162, "X3": 0.27955, "Y3": 0.1748, "X4": 0.25313, "Y4": 0.1748, "page": 0, "Index": 102}, {"Word": "prelacquer", "Confidence": 0.968, "X1": 0.28373, "Y1": 0.1622, "X2": 0.35466, "Y2": 0.162, "X3": 0.35466, "Y3": 0.1748, "X4": 0.28234, "Y4": 0.1748, "page": 0, "Index": 103}, {"Word": "is", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.1622, "X2": 0.36996, "Y2": 0.162, "X3": 0.36996, "Y3": 0.1748, "X4": 0.35744, "Y4": 0.1748, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.998, "X1": 0.37413, "Y1": 0.1622, "X2": 0.38943, "Y2": 0.162, "X3": 0.38943, "Y3": 0.1748, "X4": 0.37274, "Y4": 0.1748, "page": 0, "Index": 105}, {"Word": "provide", "Confidence": 0.994, "X1": 0.3936, "Y1": 0.1612, "X2": 0.44645, "Y2": 0.161, "X3": 0.44506, "Y3": 0.1748, "X4": 0.39221, "Y4": 0.1748, "page": 0, "Index": 106}, {"Word": "for", "Confidence": 0.998, "X1": 0.44924, "Y1": 0.1612, "X2": 0.47288, "Y2": 0.161, "X3": 0.47149, "Y3": 0.1748, "X4": 0.44924, "Y4": 0.1748, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.23922, "Y1": 0.1752, "X2": 0.26147, "Y2": 0.175, "X3": 0.26147, "Y3": 0.1878, "X4": 0.23783, "Y4": 0.1888, "page": 0, "Index": 108}, {"Word": "deposited", "Confidence": 0.679, "X1": 0.26565, "Y1": 0.1752, "X2": 0.33241, "Y2": 0.175, "X3": 0.33102, "Y3": 0.1878, "X4": 0.26426, "Y4": 0.1878, "page": 0, "Index": 109}, {"Word": "good", "Confidence": 0.981, "X1": 0.11683, "Y1": 0.1762, "X2": 0.1516, "Y2": 0.176, "X3": 0.1516, "Y3": 0.1888, "X4": 0.11683, "Y4": 0.1898, "page": 0, "Index": 110}, {"Word": "adhesion", "Confidence": 0.991, "X1": 0.15577, "Y1": 0.1762, "X2": 0.21697, "Y2": 0.176, "X3": 0.21697, "Y3": 0.1888, "X4": 0.15577, "Y4": 0.1888, "page": 0, "Index": 111}, {"Word": "of", "Confidence": 0.998, "X1": 0.22114, "Y1": 0.1752, "X2": 0.23505, "Y2": 0.175, "X3": 0.23505, "Y3": 0.1888, "X4": 0.21975, "Y4": 0.1888, "page": 0, "Index": 112}, {"Word": "aluminium", "Confidence": 0.945, "X1": 0.33658, "Y1": 0.1752, "X2": 0.40751, "Y2": 0.175, "X3": 0.40612, "Y3": 0.1888, "X4": 0.33519, "Y4": 0.1878, "page": 0, "Index": 113}, {"Word": "metal,", "Confidence": 0.769, "X1": 0.41446, "Y1": 0.1762, "X2": 0.45758, "Y2": 0.176, "X3": 0.45619, "Y3": 0.1888, "X4": 0.41307, "Y4": 0.1888, "page": 0, "Index": 114}, {"Word": "and", "Confidence": 0.998, "X1": 0.46036, "Y1": 0.1762, "X2": 0.48818, "Y2": 0.176, "X3": 0.48679, "Y3": 0.1888, "X4": 0.45897, "Y4": 0.1888, "page": 0, "Index": 115}, {"Word": "to", "Confidence": 0.995, "X1": 0.11822, "Y1": 0.1902, "X2": 0.13213, "Y2": 0.19, "X3": 0.13213, "Y3": 0.2028, "X4": 0.11822, "Y4": 0.2018, "page": 0, "Index": 116}, {"Word": "improve", "Confidence": 0.994, "X1": 0.1363, "Y1": 0.1902, "X2": 0.19193, "Y2": 0.19, "X3": 0.19193, "Y3": 0.2028, "X4": 0.1363, "Y4": 0.2028, "page": 0, "Index": 117}, {"Word": "even", "Confidence": 0.986, "X1": 0.19611, "Y1": 0.1892, "X2": 0.22809, "Y2": 0.189, "X3": 0.22809, "Y3": 0.2028, "X4": 0.19611, "Y4": 0.2028, "page": 0, "Index": 118}, {"Word": "further", "Confidence": 0.995, "X1": 0.23227, "Y1": 0.1892, "X2": 0.28095, "Y2": 0.189, "X3": 0.28095, "Y3": 0.2028, "X4": 0.23088, "Y4": 0.2028, "page": 0, "Index": 119}, {"Word": "the", "Confidence": 0.998, "X1": 0.28512, "Y1": 0.1892, "X2": 0.30737, "Y2": 0.189, "X3": 0.30737, "Y3": 0.2028, "X4": 0.28373, "Y4": 0.2028, "page": 0, "Index": 120}, {"Word": "paper", "Confidence": 0.997, "X1": 0.31154, "Y1": 0.1892, "X2": 0.3491, "Y2": 0.189, "X3": 0.3491, "Y3": 0.2028, "X4": 0.31015, "Y4": 0.2028, "page": 0, "Index": 121}, {"Word": "surface", "Confidence": 0.933, "X1": 0.35327, "Y1": 0.1902, "X2": 0.40334, "Y2": 0.19, "X3": 0.40195, "Y3": 0.2028, "X4": 0.35188, "Y4": 0.2028, "page": 0, "Index": 122}, {"Word": "prior", "Confidence": 0.995, "X1": 0.40751, "Y1": 0.1902, "X2": 0.44228, "Y2": 0.19, "X3": 0.44089, "Y3": 0.2028, "X4": 0.40612, "Y4": 0.2028, "page": 0, "Index": 123}, {"Word": "to", "Confidence": 0.998, "X1": 0.44506, "Y1": 0.1902, "X2": 0.46314, "Y2": 0.19, "X3": 0.46175, "Y3": 0.2028, "X4": 0.44367, "Y4": 0.2028, "page": 0, "Index": 124}, {"Word": "Q.C.", "Confidence": 0.668, "X1": 0.6815, "Y1": 0.1942, "X2": 0.7121, "Y2": 0.194, "X3": 0.7121, "Y3": 0.2078, "X4": 0.68011, "Y4": 0.2068, "page": 0, "Index": 125}, {"Word": "Tests", "Confidence": 0.964, "X1": 0.71627, "Y1": 0.1942, "X2": 0.74826, "Y2": 0.194, "X3": 0.74826, "Y3": 0.2078, "X4": 0.71488, "Y4": 0.2078, "page": 0, "Index": 126}, {"Word": "On", "Confidence": 0.998, "X1": 0.75243, "Y1": 0.1942, "X2": 0.77469, "Y2": 0.194, "X3": 0.77469, "Y3": 0.2078, "X4": 0.75104, "Y4": 0.2078, "page": 0, "Index": 127}, {"Word": "metallising.", "Confidence": 0.75, "X1": 0.11822, "Y1": 0.2042, "X2": 0.1975, "Y2": 0.204, "X3": 0.19889, "Y3": 0.2158, "X4": 0.11822, "Y4": 0.2158, "page": 0, "Index": 128}, {"Word": "Incoming", "Confidence": 0.848, "X1": 0.77886, "Y1": 0.1952, "X2": 0.84006, "Y2": 0.195, "X3": 0.84006, "Y3": 0.2088, "X4": 0.77747, "Y4": 0.2078, "page": 0, "Index": 129}, {"Word": "Materials", "Confidence": 0.637, "X1": 0.71488, "Y1": 0.2102, "X2": 0.78025, "Y2": 0.21, "X3": 0.78025, "Y3": 0.2238, "X4": 0.71488, "Y4": 0.2238, "page": 0, "Index": 130}, {"Word": "A", "Confidence": 0.994, "X1": 0.11961, "Y1": 0.2312, "X2": 0.12935, "Y2": 0.231, "X3": 0.12935, "Y3": 0.2448, "X4": 0.11961, "Y4": 0.2448, "page": 0, "Index": 131}, {"Word": "wide", "Confidence": 0.964, "X1": 0.13352, "Y1": 0.2322, "X2": 0.1669, "Y2": 0.232, "X3": 0.1669, "Y3": 0.2448, "X4": 0.13352, "Y4": 0.2448, "page": 0, "Index": 132}, {"Word": "range", "Confidence": 0.997, "X1": 0.17107, "Y1": 0.2322, "X2": 0.20723, "Y2": 0.232, "X3": 0.20723, "Y3": 0.2448, "X4": 0.17107, "Y4": 0.2448, "page": 0, "Index": 133}, {"Word": "of", "Confidence": 0.996, "X1": 0.2114, "Y1": 0.2322, "X2": 0.22809, "Y2": 0.232, "X3": 0.2267, "Y3": 0.2448, "X4": 0.2114, "Y4": 0.2448, "page": 0, "Index": 134}, {"Word": "prelacquer", "Confidence": 0.991, "X1": 0.23088, "Y1": 0.2322, "X2": 0.3032, "Y2": 0.232, "X3": 0.30181, "Y3": 0.2448, "X4": 0.23088, "Y4": 0.2448, "page": 0, "Index": 135}, {"Word": "systems", "Confidence": 0.791, "X1": 0.30598, "Y1": 0.2322, "X2": 0.36161, "Y2": 0.232, "X3": 0.36022, "Y3": 0.2448, "X4": 0.30598, "Y4": 0.2448, "page": 0, "Index": 136}, {"Word": "are", "Confidence": 0.998, "X1": 0.36439, "Y1": 0.2322, "X2": 0.38526, "Y2": 0.232, "X3": 0.38526, "Y3": 0.2448, "X4": 0.36439, "Y4": 0.2448, "page": 0, "Index": 137}, {"Word": "currently", "Confidence": 0.903, "X1": 0.38943, "Y1": 0.2322, "X2": 0.4548, "Y2": 0.232, "X3": 0.4548, "Y3": 0.2448, "X4": 0.38804, "Y4": 0.2448, "page": 0, "Index": 138}, {"Word": "employed,", "Confidence": 0.604, "X1": 0.11822, "Y1": 0.2452, "X2": 0.19054, "Y2": 0.245, "X3": 0.19054, "Y3": 0.2578, "X4": 0.11683, "Y4": 0.2588, "page": 0, "Index": 139}, {"Word": "based", "Confidence": 0.995, "X1": 0.19471, "Y1": 0.2452, "X2": 0.23366, "Y2": 0.245, "X3": 0.23366, "Y3": 0.2578, "X4": 0.19332, "Y4": 0.2578, "page": 0, "Index": 140}, {"Word": "on", "Confidence": 0.998, "X1": 0.23783, "Y1": 0.2452, "X2": 0.25591, "Y2": 0.245, "X3": 0.25452, "Y3": 0.2578, "X4": 0.23644, "Y4": 0.2578, "page": 0, "Index": 141}, {"Word": "polyurethane,", "Confidence": 0.699, "X1": 0.25869, "Y1": 0.2452, "X2": 0.35605, "Y2": 0.245, "X3": 0.35466, "Y3": 0.2578, "X4": 0.25869, "Y4": 0.2578, "page": 0, "Index": 142}, {"Word": "acrylic,", "Confidence": 0.941, "X1": 0.35883, "Y1": 0.2452, "X2": 0.4089, "Y2": 0.245, "X3": 0.4089, "Y3": 0.2578, "X4": 0.35883, "Y4": 0.2578, "page": 0, "Index": 143}, {"Word": "polyamide", "Confidence": 0.993, "X1": 0.41307, "Y1": 0.2452, "X2": 0.48818, "Y2": 0.245, "X3": 0.48818, "Y3": 0.2578, "X4": 0.41307, "Y4": 0.2578, "page": 0, "Index": 144}, {"Word": "or", "Confidence": 0.991, "X1": 0.11822, "Y1": 0.2592, "X2": 0.13352, "Y2": 0.259, "X3": 0.13352, "Y3": 0.2718, "X4": 0.11961, "Y4": 0.2718, "page": 0, "Index": 145}, {"Word": "nitrocellulose", "Confidence": 0.557, "X1": 0.1363, "Y1": 0.2592, "X2": 0.22949, "Y2": 0.259, "X3": 0.22949, "Y3": 0.2718, "X4": 0.13769, "Y4": 0.2718, "page": 0, "Index": 146}, {"Word": "resin", "Confidence": 0.996, "X1": 0.23366, "Y1": 0.2592, "X2": 0.26704, "Y2": 0.259, "X3": 0.26704, "Y3": 0.2718, "X4": 0.23366, "Y4": 0.2718, "page": 0, "Index": 147}, {"Word": "bases.", "Confidence": 0.958, "X1": 0.26982, "Y1": 0.2592, "X2": 0.31293, "Y2": 0.259, "X3": 0.31293, "Y3": 0.2708, "X4": 0.26982, "Y4": 0.2708, "page": 0, "Index": 148}, {"Word": "The", "Confidence": 0.998, "X1": 0.31572, "Y1": 0.2592, "X2": 0.34214, "Y2": 0.259, "X3": 0.34075, "Y3": 0.2708, "X4": 0.31572, "Y4": 0.2708, "page": 0, "Index": 149}, {"Word": "correct", "Confidence": 0.9, "X1": 0.34492, "Y1": 0.2592, "X2": 0.39499, "Y2": 0.259, "X3": 0.39499, "Y3": 0.2708, "X4": 0.34492, "Y4": 0.2708, "page": 0, "Index": 150}, {"Word": "selection", "Confidence": 0.981, "X1": 0.39917, "Y1": 0.2592, "X2": 0.46036, "Y2": 0.259, "X3": 0.45897, "Y3": 0.2708, "X4": 0.39777, "Y4": 0.2708, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.46314, "Y1": 0.2592, "X2": 0.48261, "Y2": 0.259, "X3": 0.48122, "Y3": 0.2708, "X4": 0.46314, "Y4": 0.2708, "page": 0, "Index": 152}, {"Word": "Prelacquering", "Confidence": 0.653, "X1": 0.62587, "Y1": 0.2652, "X2": 0.70515, "Y2": 0.265, "X3": 0.70515, "Y3": 0.2778, "X4": 0.62587, "Y4": 0.2778, "page": 0, "Index": 153}, {"Word": "&", "Confidence": 0.994, "X1": 0.70932, "Y1": 0.2652, "X2": 0.71766, "Y2": 0.265, "X3": 0.71766, "Y3": 0.2778, "X4": 0.70932, "Y4": 0.2778, "page": 0, "Index": 154}, {"Word": "Drying", "Confidence": 0.994, "X1": 0.72184, "Y1": 0.2652, "X2": 0.76356, "Y2": 0.265, "X3": 0.76356, "Y3": 0.2778, "X4": 0.72184, "Y4": 0.2778, "page": 0, "Index": 155}, {"Word": "prelacquer", "Confidence": 0.944, "X1": 0.11822, "Y1": 0.2722, "X2": 0.19054, "Y2": 0.272, "X3": 0.19054, "Y3": 0.2858, "X4": 0.11961, "Y4": 0.2858, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.2722, "X2": 0.21975, "Y2": 0.272, "X3": 0.21975, "Y3": 0.2858, "X4": 0.19471, "Y4": 0.2858, "page": 0, "Index": 157}, {"Word": "base", "Confidence": 0.991, "X1": 0.22392, "Y1": 0.2722, "X2": 0.25313, "Y2": 0.272, "X3": 0.25313, "Y3": 0.2858, "X4": 0.22392, "Y4": 0.2858, "page": 0, "Index": 158}, {"Word": "paper", "Confidence": 0.995, "X1": 0.2573, "Y1": 0.2722, "X2": 0.29624, "Y2": 0.272, "X3": 0.29624, "Y3": 0.2858, "X4": 0.2573, "Y4": 0.2858, "page": 0, "Index": 159}, {"Word": "is", "Confidence": 0.854, "X1": 0.30042, "Y1": 0.2722, "X2": 0.31154, "Y2": 0.272, "X3": 0.31154, "Y3": 0.2858, "X4": 0.30042, "Y4": 0.2858, "page": 0, "Index": 160}, {"Word": "essential", "Confidence": 0.937, "X1": 0.31433, "Y1": 0.2722, "X2": 0.37274, "Y2": 0.272, "X3": 0.37274, "Y3": 0.2848, "X4": 0.31433, "Y4": 0.2858, "page": 0, "Index": 161}, {"Word": "to", "Confidence": 0.998, "X1": 0.37552, "Y1": 0.2722, "X2": 0.39221, "Y2": 0.272, "X3": 0.39221, "Y3": 0.2848, "X4": 0.37552, "Y4": 0.2848, "page": 0, "Index": 162}, {"Word": "ensure", "Confidence": 0.62, "X1": 0.39499, "Y1": 0.2722, "X2": 0.44089, "Y2": 0.272, "X3": 0.44089, "Y3": 0.2848, "X4": 0.39499, "Y4": 0.2848, "page": 0, "Index": 163}, {"Word": "a", "Confidence": 0.901, "X1": 0.44506, "Y1": 0.2722, "X2": 0.4548, "Y2": 0.272, "X3": 0.4548, "Y3": 0.2848, "X4": 0.44506, "Y4": 0.2848, "page": 0, "Index": 164}, {"Word": "Of", "Confidence": 0.991, "X1": 0.76773, "Y1": 0.2652, "X2": 0.7872, "Y2": 0.265, "X3": 0.7872, "Y3": 0.2788, "X4": 0.76773, "Y4": 0.2778, "page": 0, "Index": 165}, {"Word": "Papers", "Confidence": 0.941, "X1": 0.78999, "Y1": 0.2652, "X2": 0.8331, "Y2": 0.265, "X3": 0.8331, "Y3": 0.2788, "X4": 0.78999, "Y4": 0.2788, "page": 0, "Index": 166}, {"Word": "By", "Confidence": 0.994, "X1": 0.83727, "Y1": 0.2652, "X2": 0.85814, "Y2": 0.265, "X3": 0.85814, "Y3": 0.2788, "X4": 0.83727, "Y4": 0.2788, "page": 0, "Index": 167}, {"Word": "Gravure", "Confidence": 0.942, "X1": 0.62865, "Y1": 0.2812, "X2": 0.67872, "Y2": 0.281, "X3": 0.67872, "Y3": 0.2938, "X4": 0.62865, "Y4": 0.2938, "page": 0, "Index": 168}, {"Word": "Or", "Confidence": 0.994, "X1": 0.68289, "Y1": 0.2812, "X2": 0.70376, "Y2": 0.281, "X3": 0.70376, "Y3": 0.2938, "X4": 0.68289, "Y4": 0.2938, "page": 0, "Index": 169}, {"Word": "Meyer", "Confidence": 0.955, "X1": 0.70793, "Y1": 0.2802, "X2": 0.75243, "Y2": 0.28, "X3": 0.75104, "Y3": 0.2938, "X4": 0.70654, "Y4": 0.2938, "page": 0, "Index": 170}, {"Word": "Bar", "Confidence": 0.998, "X1": 0.75522, "Y1": 0.2802, "X2": 0.78164, "Y2": 0.28, "X3": 0.78025, "Y3": 0.2938, "X4": 0.75522, "Y4": 0.2938, "page": 0, "Index": 171}, {"Word": "Coater", "Confidence": 0.991, "X1": 0.78442, "Y1": 0.2802, "X2": 0.82893, "Y2": 0.28, "X3": 0.82754, "Y3": 0.2938, "X4": 0.78442, "Y4": 0.2938, "page": 0, "Index": 172}, {"Word": "given", "Confidence": 0.949, "X1": 0.11961, "Y1": 0.2862, "X2": 0.15438, "Y2": 0.286, "X3": 0.15438, "Y3": 0.2988, "X4": 0.11961, "Y4": 0.2998, "page": 0, "Index": 173}, {"Word": "purpose,", "Confidence": 0.948, "X1": 0.15716, "Y1": 0.2862, "X2": 0.21836, "Y2": 0.286, "X3": 0.21836, "Y3": 0.2988, "X4": 0.15716, "Y4": 0.2988, "page": 0, "Index": 174}, {"Word": "for,", "Confidence": 0.941, "X1": 0.22253, "Y1": 0.2862, "X2": 0.24757, "Y2": 0.286, "X3": 0.24618, "Y3": 0.2988, "X4": 0.22114, "Y4": 0.2988, "page": 0, "Index": 175}, {"Word": "in", "Confidence": 0.997, "X1": 0.25035, "Y1": 0.2862, "X2": 0.26426, "Y2": 0.286, "X3": 0.26426, "Y3": 0.2988, "X4": 0.25035, "Y4": 0.2988, "page": 0, "Index": 176}, {"Word": "addition", "Confidence": 0.988, "X1": 0.26843, "Y1": 0.2862, "X2": 0.32684, "Y2": 0.286, "X3": 0.32545, "Y3": 0.2988, "X4": 0.26843, "Y4": 0.2988, "page": 0, "Index": 177}, {"Word": "to", "Confidence": 0.997, "X1": 0.33102, "Y1": 0.2862, "X2": 0.34492, "Y2": 0.286, "X3": 0.34353, "Y3": 0.2988, "X4": 0.32962, "Y4": 0.2988, "page": 0, "Index": 178}, {"Word": "partially", "Confidence": 0.991, "X1": 0.3491, "Y1": 0.2862, "X2": 0.4089, "Y2": 0.286, "X3": 0.40751, "Y3": 0.2988, "X4": 0.34771, "Y4": 0.2988, "page": 0, "Index": 179}, {"Word": "determining", "Confidence": 0.991, "X1": 0.11961, "Y1": 0.2992, "X2": 0.20306, "Y2": 0.299, "X3": 0.20167, "Y3": 0.3118, "X4": 0.11961, "Y4": 0.3118, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.998, "X1": 0.20584, "Y1": 0.2992, "X2": 0.22809, "Y2": 0.299, "X3": 0.22809, "Y3": 0.3118, "X4": 0.20584, "Y4": 0.3118, "page": 0, "Index": 181}, {"Word": "level", "Confidence": 0.996, "X1": 0.23227, "Y1": 0.2992, "X2": 0.26287, "Y2": 0.299, "X3": 0.26287, "Y3": 0.3118, "X4": 0.23088, "Y4": 0.3118, "page": 0, "Index": 182}, {"Word": "and", "Confidence": 0.971, "X1": 0.26704, "Y1": 0.2992, "X2": 0.29207, "Y2": 0.299, "X3": 0.29207, "Y3": 0.3118, "X4": 0.26704, "Y4": 0.3118, "page": 0, "Index": 183}, {"Word": "standard", "Confidence": 0.941, "X1": 0.29624, "Y1": 0.2992, "X2": 0.35605, "Y2": 0.299, "X3": 0.35466, "Y3": 0.3118, "X4": 0.29624, "Y4": 0.3118, "page": 0, "Index": 184}, {"Word": "of", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.2992, "X2": 0.37552, "Y2": 0.299, "X3": 0.37552, "Y3": 0.3118, "X4": 0.35883, "Y4": 0.3118, "page": 0, "Index": 185}, {"Word": "brilliance", "Confidence": 0.993, "X1": 0.37969, "Y1": 0.2992, "X2": 0.44367, "Y2": 0.299, "X3": 0.44228, "Y3": 0.3118, "X4": 0.3783, "Y4": 0.3118, "page": 0, "Index": 186}, {"Word": "of", "Confidence": 0.998, "X1": 0.44645, "Y1": 0.2992, "X2": 0.46592, "Y2": 0.299, "X3": 0.46592, "Y3": 0.3118, "X4": 0.44645, "Y4": 0.3118, "page": 0, "Index": 187}, {"Word": "the", "Confidence": 0.996, "X1": 0.121, "Y1": 0.3132, "X2": 0.14186, "Y2": 0.313, "X3": 0.14186, "Y3": 0.3258, "X4": 0.121, "Y4": 0.3258, "page": 0, "Index": 188}, {"Word": "finish,", "Confidence": 0.955, "X1": 0.14465, "Y1": 0.3132, "X2": 0.18776, "Y2": 0.313, "X3": 0.18776, "Y3": 0.3258, "X4": 0.14465, "Y4": 0.3258, "page": 0, "Index": 189}, {"Word": "the", "Confidence": 0.998, "X1": 0.19193, "Y1": 0.3132, "X2": 0.21558, "Y2": 0.313, "X3": 0.21558, "Y3": 0.3258, "X4": 0.19193, "Y4": 0.3258, "page": 0, "Index": 190}, {"Word": "prelacquer", "Confidence": 0.918, "X1": 0.21836, "Y1": 0.3132, "X2": 0.29207, "Y2": 0.313, "X3": 0.29068, "Y3": 0.3258, "X4": 0.21836, "Y4": 0.3258, "page": 0, "Index": 191}, {"Word": "also", "Confidence": 0.981, "X1": 0.29485, "Y1": 0.3132, "X2": 0.32267, "Y2": 0.313, "X3": 0.32267, "Y3": 0.3258, "X4": 0.29485, "Y4": 0.3258, "page": 0, "Index": 192}, {"Word": "influences", "Confidence": 0.899, "X1": 0.32545, "Y1": 0.3132, "X2": 0.39638, "Y2": 0.313, "X3": 0.39499, "Y3": 0.3258, "X4": 0.32545, "Y4": 0.3258, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.998, "X1": 0.39917, "Y1": 0.3132, "X2": 0.42281, "Y2": 0.313, "X3": 0.42142, "Y3": 0.3258, "X4": 0.39917, "Y4": 0.3258, "page": 0, "Index": 194}, {"Word": "barrier", "Confidence": 0.604, "X1": 0.42559, "Y1": 0.3132, "X2": 0.47566, "Y2": 0.313, "X3": 0.47566, "Y3": 0.3258, "X4": 0.42559, "Y4": 0.3258, "page": 0, "Index": 195}, {"Word": "properties", "Confidence": 0.868, "X1": 0.11822, "Y1": 0.3272, "X2": 0.18915, "Y2": 0.327, "X3": 0.18915, "Y3": 0.3388, "X4": 0.11961, "Y4": 0.3398, "page": 0, "Index": 196}, {"Word": "of", "Confidence": 0.998, "X1": 0.19193, "Y1": 0.3272, "X2": 0.20862, "Y2": 0.327, "X3": 0.20862, "Y3": 0.3388, "X4": 0.19193, "Y4": 0.3388, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.994, "X1": 0.2114, "Y1": 0.3272, "X2": 0.23505, "Y2": 0.327, "X3": 0.23505, "Y3": 0.3388, "X4": 0.2114, "Y4": 0.3388, "page": 0, "Index": 198}, {"Word": "metallised", "Confidence": 0.627, "X1": 0.23783, "Y1": 0.3272, "X2": 0.30737, "Y2": 0.327, "X3": 0.30737, "Y3": 0.3388, "X4": 0.23783, "Y4": 0.3388, "page": 0, "Index": 199}, {"Word": "substrate", "Confidence": 0.971, "X1": 0.31154, "Y1": 0.3272, "X2": 0.37413, "Y2": 0.327, "X3": 0.37413, "Y3": 0.3388, "X4": 0.31154, "Y4": 0.3388, "page": 0, "Index": 200}, {"Word": "and", "Confidence": 0.998, "X1": 0.37691, "Y1": 0.3272, "X2": 0.40334, "Y2": 0.327, "X3": 0.40334, "Y3": 0.3388, "X4": 0.37691, "Y4": 0.3388, "page": 0, "Index": 201}, {"Word": "Its", "Confidence": 0.931, "X1": 0.40751, "Y1": 0.3272, "X2": 0.4242, "Y2": 0.327, "X3": 0.4242, "Y3": 0.3388, "X4": 0.40612, "Y4": 0.3388, "page": 0, "Index": 202}, {"Word": "reaction", "Confidence": 0.849, "X1": 0.42837, "Y1": 0.3272, "X2": 0.4854, "Y2": 0.327, "X3": 0.4854, "Y3": 0.3388, "X4": 0.42698, "Y4": 0.3388, "page": 0, "Index": 203}, {"Word": "Vacuum", "Confidence": 0.96, "X1": 0.66342, "Y1": 0.3312, "X2": 0.71071, "Y2": 0.331, "X3": 0.71071, "Y3": 0.3428, "X4": 0.66342, "Y4": 0.3428, "page": 0, "Index": 204}, {"Word": "Metalisation", "Confidence": 0.862, "X1": 0.72045, "Y1": 0.3312, "X2": 0.79694, "Y2": 0.331, "X3": 0.79694, "Y3": 0.3428, "X4": 0.72045, "Y4": 0.3428, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.995, "X1": 0.11961, "Y1": 0.3402, "X2": 0.13491, "Y2": 0.34, "X3": 0.13491, "Y3": 0.3528, "X4": 0.11961, "Y4": 0.3528, "page": 0, "Index": 206}, {"Word": "flexing,", "Confidence": 0.773, "X1": 0.13908, "Y1": 0.3402, "X2": 0.19054, "Y2": 0.34, "X3": 0.19054, "Y3": 0.3528, "X4": 0.13908, "Y4": 0.3528, "page": 0, "Index": 207}, {"Word": "flaking", "Confidence": 0.963, "X1": 0.19471, "Y1": 0.3402, "X2": 0.242, "Y2": 0.34, "X3": 0.242, "Y3": 0.3528, "X4": 0.19332, "Y4": 0.3528, "page": 0, "Index": 208}, {"Word": "and", "Confidence": 0.981, "X1": 0.24618, "Y1": 0.3402, "X2": 0.27121, "Y2": 0.34, "X3": 0.27121, "Y3": 0.3528, "X4": 0.24618, "Y4": 0.3528, "page": 0, "Index": 209}, {"Word": "forming.", "Confidence": 0.961, "X1": 0.27538, "Y1": 0.3402, "X2": 0.33519, "Y2": 0.34, "X3": 0.3338, "Y3": 0.3528, "X4": 0.27538, "Y4": 0.3528, "page": 0, "Index": 210}, {"Word": "Pralacquer", "Confidence": 0.929, "X1": 0.11961, "Y1": 0.3672, "X2": 0.19193, "Y2": 0.367, "X3": 0.19054, "Y3": 0.3798, "X4": 0.11961, "Y4": 0.3798, "page": 0, "Index": 211}, {"Word": "systems", "Confidence": 0.919, "X1": 0.19471, "Y1": 0.3672, "X2": 0.24896, "Y2": 0.367, "X3": 0.24896, "Y3": 0.3798, "X4": 0.19471, "Y4": 0.3798, "page": 0, "Index": 212}, {"Word": "may", "Confidence": 0.998, "X1": 0.25313, "Y1": 0.3672, "X2": 0.28373, "Y2": 0.367, "X3": 0.28234, "Y3": 0.3798, "X4": 0.25174, "Y4": 0.3798, "page": 0, "Index": 213}, {"Word": "be", "Confidence": 0.891, "X1": 0.2879, "Y1": 0.3672, "X2": 0.30459, "Y2": 0.367, "X3": 0.3032, "Y3": 0.3798, "X4": 0.28651, "Y4": 0.3798, "page": 0, "Index": 214}, {"Word": "applied", "Confidence": 0.604, "X1": 0.30876, "Y1": 0.3672, "X2": 0.35744, "Y2": 0.367, "X3": 0.35605, "Y3": 0.3798, "X4": 0.30737, "Y4": 0.3798, "page": 0, "Index": 215}, {"Word": "by", "Confidence": 0.997, "X1": 0.36022, "Y1": 0.3672, "X2": 0.38108, "Y2": 0.367, "X3": 0.37969, "Y3": 0.3798, "X4": 0.36022, "Y4": 0.3798, "page": 0, "Index": 216}, {"Word": "any", "Confidence": 0.998, "X1": 0.38387, "Y1": 0.3672, "X2": 0.41029, "Y2": 0.367, "X3": 0.4089, "Y3": 0.3798, "X4": 0.38387, "Y4": 0.3798, "page": 0, "Index": 217}, {"Word": "of", "Confidence": 0.997, "X1": 0.41307, "Y1": 0.3672, "X2": 0.42976, "Y2": 0.367, "X3": 0.42837, "Y3": 0.3798, "X4": 0.41307, "Y4": 0.3798, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.998, "X1": 0.43255, "Y1": 0.3662, "X2": 0.45897, "Y2": 0.366, "X3": 0.45758, "Y3": 0.3798, "X4": 0.43255, "Y4": 0.3798, "page": 0, "Index": 219}, {"Word": "conventional", "Confidence": 0.92, "X1": 0.121, "Y1": 0.3812, "X2": 0.20862, "Y2": 0.381, "X3": 0.20723, "Y3": 0.3938, "X4": 0.11961, "Y4": 0.3938, "page": 0, "Index": 220}, {"Word": "coating", "Confidence": 0.962, "X1": 0.2128, "Y1": 0.3812, "X2": 0.26426, "Y2": 0.381, "X3": 0.26287, "Y3": 0.3928, "X4": 0.2114, "Y4": 0.3938, "page": 0, "Index": 221}, {"Word": "techniques", "Confidence": 0.955, "X1": 0.26704, "Y1": 0.3812, "X2": 0.34075, "Y2": 0.381, "X3": 0.33936, "Y3": 0.3928, "X4": 0.26704, "Y4": 0.3928, "page": 0, "Index": 222}, {"Word": "but", "Confidence": 0.998, "X1": 0.34353, "Y1": 0.3812, "X2": 0.36996, "Y2": 0.381, "X3": 0.36857, "Y3": 0.3928, "X4": 0.34353, "Y4": 0.3928, "page": 0, "Index": 223}, {"Word": "are", "Confidence": 0.998, "X1": 0.37274, "Y1": 0.3812, "X2": 0.39499, "Y2": 0.381, "X3": 0.3936, "Y3": 0.3928, "X4": 0.37135, "Y4": 0.3928, "page": 0, "Index": 224}, {"Word": "principally", "Confidence": 0.993, "X1": 0.39777, "Y1": 0.3812, "X2": 0.47288, "Y2": 0.381, "X3": 0.47288, "Y3": 0.3938, "X4": 0.39777, "Y4": 0.3928, "page": 0, "Index": 225}, {"Word": "Aiming", "Confidence": 0.655, "X1": 0.54242, "Y1": 0.3812, "X2": 0.58414, "Y2": 0.381, "X3": 0.58414, "Y3": 0.3968, "X4": 0.54103, "Y4": 0.3958, "page": 0, "Index": 226}, {"Word": "/", "Confidence": 0.875, "X1": 0.58832, "Y1": 0.3812, "X2": 0.59388, "Y2": 0.381, "X3": 0.59249, "Y3": 0.3968, "X4": 0.58832, "Y4": 0.3968, "page": 0, "Index": 227}, {"Word": "applied", "Confidence": 0.993, "X1": 0.121, "Y1": 0.3942, "X2": 0.17107, "Y2": 0.394, "X3": 0.16968, "Y3": 0.4078, "X4": 0.11961, "Y4": 0.4078, "page": 0, "Index": 228}, {"Word": "employing", "Confidence": 0.636, "X1": 0.17524, "Y1": 0.3942, "X2": 0.24757, "Y2": 0.394, "X3": 0.24618, "Y3": 0.4078, "X4": 0.17385, "Y4": 0.4078, "page": 0, "Index": 229}, {"Word": "reverse", "Confidence": 0.994, "X1": 0.25035, "Y1": 0.3952, "X2": 0.29903, "Y2": 0.395, "X3": 0.29903, "Y3": 0.4078, "X4": 0.25035, "Y4": 0.4078, "page": 0, "Index": 230}, {"Word": "roll", "Confidence": 0.983, "X1": 0.3032, "Y1": 0.3952, "X2": 0.32684, "Y2": 0.395, "X3": 0.32684, "Y3": 0.4078, "X4": 0.30181, "Y4": 0.4078, "page": 0, "Index": 231}, {"Word": "Meyer", "Confidence": 0.997, "X1": 0.33102, "Y1": 0.3952, "X2": 0.37413, "Y2": 0.395, "X3": 0.37274, "Y3": 0.4078, "X4": 0.32962, "Y4": 0.4078, "page": 0, "Index": 232}, {"Word": "bar", "Confidence": 0.998, "X1": 0.37691, "Y1": 0.3952, "X2": 0.40056, "Y2": 0.395, "X3": 0.39917, "Y3": 0.4078, "X4": 0.37691, "Y4": 0.4078, "page": 0, "Index": 233}, {"Word": "or", "Confidence": 0.997, "X1": 0.40334, "Y1": 0.3952, "X2": 0.42003, "Y2": 0.395, "X3": 0.41864, "Y3": 0.4078, "X4": 0.40334, "Y4": 0.4078, "page": 0, "Index": 234}, {"Word": "gravure.", "Confidence": 0.994, "X1": 0.42281, "Y1": 0.3962, "X2": 0.47983, "Y2": 0.396, "X3": 0.47983, "Y3": 0.4078, "X4": 0.42281, "Y4": 0.4078, "page": 0, "Index": 235}, {"Word": "Conditioning", "Confidence": 0.095, "X1": 0.59805, "Y1": 0.3822, "X2": 0.6815, "Y2": 0.382, "X3": 0.6815, "Y3": 0.3988, "X4": 0.59805, "Y4": 0.3968, "page": 0, "Index": 236}, {"Word": "8-", "Confidence": 0.515, "X1": 0.63561, "Y1": 0.4082, "X2": 0.637, "Y2": 0.408, "X3": 0.62309, "Y3": 0.4078, "X4": 0.62031, "Y4": 0.3888, "page": 0, "Index": 237}, {"Word": "Conditioning", "Confidence": 0.935, "X1": 0.82197, "Y1": 0.3842, "X2": 0.90403, "Y2": 0.384, "X3": 0.90403, "Y3": 0.3988, "X4": 0.82197, "Y4": 0.3978, "page": 0, "Index": 238}, {"Word": "The", "Confidence": 0.994, "X1": 0.12239, "Y1": 0.4082, "X2": 0.14604, "Y2": 0.408, "X3": 0.14604, "Y3": 0.4218, "X4": 0.121, "Y4": 0.4218, "page": 0, "Index": 239}, {"Word": "prelacquering", "Confidence": 0.819, "X1": 0.15021, "Y1": 0.4092, "X2": 0.24478, "Y2": 0.409, "X3": 0.24339, "Y3": 0.4218, "X4": 0.15021, "Y4": 0.4218, "page": 0, "Index": 240}, {"Word": "operation", "Confidence": 0.948, "X1": 0.24757, "Y1": 0.4092, "X2": 0.31433, "Y2": 0.409, "X3": 0.31293, "Y3": 0.4218, "X4": 0.24757, "Y4": 0.4218, "page": 0, "Index": 241}, {"Word": "serves", "Confidence": 0.881, "X1": 0.3185, "Y1": 0.4092, "X2": 0.35883, "Y2": 0.409, "X3": 0.35744, "Y3": 0.4218, "X4": 0.31711, "Y4": 0.4218, "page": 0, "Index": 242}, {"Word": "a", "Confidence": 0.671, "X1": 0.36161, "Y1": 0.4092, "X2": 0.36996, "Y2": 0.409, "X3": 0.36996, "Y3": 0.4218, "X4": 0.36161, "Y4": 0.4218, "page": 0, "Index": 243}, {"Word": "dual", "Confidence": 0.988, "X1": 0.37413, "Y1": 0.4092, "X2": 0.40473, "Y2": 0.409, "X3": 0.40334, "Y3": 0.4218, "X4": 0.37274, "Y4": 0.4218, "page": 0, "Index": 244}, {"Word": "role,", "Confidence": 0.795, "X1": 0.4089, "Y1": 0.4082, "X2": 0.44089, "Y2": 0.408, "X3": 0.4395, "Y3": 0.4218, "X4": 0.40751, "Y4": 0.4218, "page": 0, "Index": 245}, {"Word": "firstly", "Confidence": 0.901, "X1": 0.44367, "Y1": 0.4082, "X2": 0.48818, "Y2": 0.408, "X3": 0.48818, "Y3": 0.4218, "X4": 0.44367, "Y4": 0.4218, "page": 0, "Index": 246}, {"Word": "coating", "Confidence": 0.994, "X1": 0.11961, "Y1": 0.4232, "X2": 0.17107, "Y2": 0.423, "X3": 0.17107, "Y3": 0.4358, "X4": 0.11822, "Y4": 0.4358, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.998, "X1": 0.17524, "Y1": 0.4232, "X2": 0.1975, "Y2": 0.423, "X3": 0.19611, "Y3": 0.4358, "X4": 0.17385, "Y4": 0.4358, "page": 0, "Index": 248}, {"Word": "paper,", "Confidence": 0.882, "X1": 0.20028, "Y1": 0.4232, "X2": 0.24478, "Y2": 0.423, "X3": 0.24478, "Y3": 0.4348, "X4": 0.19889, "Y4": 0.4358, "page": 0, "Index": 249}, {"Word": "and", "Confidence": 0.998, "X1": 0.24896, "Y1": 0.4232, "X2": 0.27399, "Y2": 0.423, "X3": 0.27399, "Y3": 0.4348, "X4": 0.24757, "Y4": 0.4348, "page": 0, "Index": 250}, {"Word": "secondly", "Confidence": 0.955, "X1": 0.27816, "Y1": 0.4232, "X2": 0.33936, "Y2": 0.423, "X3": 0.33797, "Y3": 0.4348, "X4": 0.27677, "Y4": 0.4348, "page": 0, "Index": 251}, {"Word": "reducing", "Confidence": 0.991, "X1": 0.34214, "Y1": 0.4232, "X2": 0.40195, "Y2": 0.423, "X3": 0.40195, "Y3": 0.4348, "X4": 0.34214, "Y4": 0.4348, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.998, "X1": 0.40612, "Y1": 0.4222, "X2": 0.43115, "Y2": 0.422, "X3": 0.43115, "Y3": 0.4348, "X4": 0.40473, "Y4": 0.4348, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.26147, "Y1": 0.4362, "X2": 0.28373, "Y2": 0.436, "X3": 0.28373, "Y3": 0.4478, "X4": 0.26147, "Y4": 0.4488, "page": 0, "Index": 254}, {"Word": "paper", "Confidence": 0.997, "X1": 0.2879, "Y1": 0.4362, "X2": 0.32684, "Y2": 0.436, "X3": 0.32545, "Y3": 0.4478, "X4": 0.28651, "Y4": 0.4478, "page": 0, "Index": 255}, {"Word": "stock", "Confidence": 0.997, "X1": 0.33102, "Y1": 0.4362, "X2": 0.36857, "Y2": 0.436, "X3": 0.36718, "Y3": 0.4478, "X4": 0.32962, "Y4": 0.4478, "page": 0, "Index": 256}, {"Word": "to", "Confidence": 0.998, "X1": 0.37135, "Y1": 0.4362, "X2": 0.38804, "Y2": 0.436, "X3": 0.38665, "Y3": 0.4478, "X4": 0.37135, "Y4": 0.4478, "page": 0, "Index": 257}, {"Word": "a", "Confidence": 0.995, "X1": 0.39082, "Y1": 0.4362, "X2": 0.39917, "Y2": 0.436, "X3": 0.39777, "Y3": 0.4478, "X4": 0.38943, "Y4": 0.4478, "page": 0, "Index": 258}, {"Word": "moisture", "Confidence": 0.96, "X1": 0.121, "Y1": 0.4372, "X2": 0.18081, "Y2": 0.437, "X3": 0.18081, "Y3": 0.4488, "X4": 0.11961, "Y4": 0.4498, "page": 0, "Index": 259}, {"Word": "content", "Confidence": 0.996, "X1": 0.18498, "Y1": 0.4372, "X2": 0.23922, "Y2": 0.437, "X3": 0.23922, "Y3": 0.4488, "X4": 0.18359, "Y4": 0.4488, "page": 0, "Index": 260}, {"Word": "of", "Confidence": 0.998, "X1": 0.24339, "Y1": 0.4372, "X2": 0.25869, "Y2": 0.437, "X3": 0.2573, "Y3": 0.4488, "X4": 0.242, "Y4": 0.4488, "page": 0, "Index": 261}, {"Word": "level", "Confidence": 0.668, "X1": 0.40195, "Y1": 0.4362, "X2": 0.43811, "Y2": 0.436, "X3": 0.43672, "Y3": 0.4488, "X4": 0.40056, "Y4": 0.4478, "page": 0, "Index": 262}, {"Word": "Sitting/Sheeting/Trimming", "Confidence": 0.626, "X1": 0.53964, "Y1": 0.4402, "X2": 0.72184, "Y2": 0.44, "X3": 0.72184, "Y3": 0.4568, "X4": 0.53964, "Y4": 0.4558, "page": 0, "Index": 263}, {"Word": "Slitting", "Confidence": 0.886, "X1": 0.83171, "Y1": 0.4452, "X2": 0.879, "Y2": 0.445, "X3": 0.879, "Y3": 0.4568, "X4": 0.83032, "Y4": 0.4548, "page": 0, "Index": 264}, {"Word": "manageable", "Confidence": 0.793, "X1": 0.11961, "Y1": 0.4502, "X2": 0.19889, "Y2": 0.45, "X3": 0.19889, "Y3": 0.4628, "X4": 0.11961, "Y4": 0.4638, "page": 0, "Index": 265}, {"Word": "within", "Confidence": 0.997, "X1": 0.20306, "Y1": 0.4502, "X2": 0.24896, "Y2": 0.45, "X3": 0.24896, "Y3": 0.4628, "X4": 0.20306, "Y4": 0.4628, "page": 0, "Index": 266}, {"Word": "the", "Confidence": 0.998, "X1": 0.25313, "Y1": 0.4502, "X2": 0.27538, "Y2": 0.45, "X3": 0.27538, "Y3": 0.4628, "X4": 0.25313, "Y4": 0.4628, "page": 0, "Index": 267}, {"Word": "high", "Confidence": 0.97, "X1": 0.27955, "Y1": 0.4502, "X2": 0.30876, "Y2": 0.45, "X3": 0.30876, "Y3": 0.4628, "X4": 0.27816, "Y4": 0.4628, "page": 0, "Index": 268}, {"Word": "vacuum", "Confidence": 0.929, "X1": 0.31154, "Y1": 0.4502, "X2": 0.36439, "Y2": 0.45, "X3": 0.36439, "Y3": 0.4628, "X4": 0.31154, "Y4": 0.4628, "page": 0, "Index": 269}, {"Word": "of", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.4502, "X2": 0.38526, "Y2": 0.45, "X3": 0.38526, "Y3": 0.4628, "X4": 0.36996, "Y4": 0.4628, "page": 0, "Index": 270}, {"Word": "the", "Confidence": 0.994, "X1": 0.38943, "Y1": 0.4502, "X2": 0.41168, "Y2": 0.45, "X3": 0.41168, "Y3": 0.4628, "X4": 0.38943, "Y4": 0.4628, "page": 0, "Index": 271}, {"Word": "metalliser.", "Confidence": 0.981, "X1": 0.41586, "Y1": 0.4502, "X2": 0.48957, "Y2": 0.45, "X3": 0.48957, "Y3": 0.4638, "X4": 0.41586, "Y4": 0.4628, "page": 0, "Index": 272}, {"Word": "-", "Confidence": 0.789, "X1": 0.63839, "Y1": 0.4652, "X2": 0.63839, "Y2": 0.465, "X3": 0.62587, "Y3": 0.4648, "X4": 0.62587, "Y4": 0.4588, "page": 0, "Index": 273}, {"Word": "Following", "Confidence": 0.991, "X1": 0.121, "Y1": 0.4772, "X2": 0.19054, "Y2": 0.477, "X3": 0.18915, "Y3": 0.4918, "X4": 0.121, "Y4": 0.4918, "page": 0, "Index": 274}, {"Word": "prelacquering", "Confidence": 0.923, "X1": 0.19332, "Y1": 0.4782, "X2": 0.28651, "Y2": 0.478, "X3": 0.28651, "Y3": 0.4918, "X4": 0.19332, "Y4": 0.4918, "page": 0, "Index": 275}, {"Word": "and", "Confidence": 0.998, "X1": 0.29068, "Y1": 0.4782, "X2": 0.31711, "Y2": 0.478, "X3": 0.31572, "Y3": 0.4918, "X4": 0.29068, "Y4": 0.4918, "page": 0, "Index": 276}, {"Word": "drying,", "Confidence": 0.814, "X1": 0.31989, "Y1": 0.4782, "X2": 0.36857, "Y2": 0.478, "X3": 0.36857, "Y3": 0.4918, "X4": 0.31989, "Y4": 0.4918, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 0.998, "X1": 0.37274, "Y1": 0.4782, "X2": 0.39499, "Y2": 0.478, "X3": 0.39499, "Y3": 0.4918, "X4": 0.37135, "Y4": 0.4918, "page": 0, "Index": 278}, {"Word": "paper", "Confidence": 0.997, "X1": 0.39917, "Y1": 0.4782, "X2": 0.43811, "Y2": 0.478, "X3": 0.43672, "Y3": 0.4918, "X4": 0.39917, "Y4": 0.4918, "page": 0, "Index": 279}, {"Word": "stock", "Confidence": 0.997, "X1": 0.44089, "Y1": 0.4782, "X2": 0.48261, "Y2": 0.478, "X3": 0.48122, "Y3": 0.4918, "X4": 0.44089, "Y4": 0.4918, "page": 0, "Index": 280}, {"Word": "is", "Confidence": 0.983, "X1": 0.121, "Y1": 0.4922, "X2": 0.13352, "Y2": 0.492, "X3": 0.13213, "Y3": 0.5058, "X4": 0.11961, "Y4": 0.5058, "page": 0, "Index": 281}, {"Word": "then", "Confidence": 0.814, "X1": 0.1363, "Y1": 0.4922, "X2": 0.1669, "Y2": 0.492, "X3": 0.16551, "Y3": 0.5048, "X4": 0.1363, "Y4": 0.5058, "page": 0, "Index": 282}, {"Word": "metallised", "Confidence": 0.939, "X1": 0.17107, "Y1": 0.4922, "X2": 0.24061, "Y2": 0.492, "X3": 0.24061, "Y3": 0.5048, "X4": 0.16968, "Y4": 0.5048, "page": 0, "Index": 283}, {"Word": "on", "Confidence": 0.998, "X1": 0.24478, "Y1": 0.4922, "X2": 0.26287, "Y2": 0.492, "X3": 0.26147, "Y3": 0.5038, "X4": 0.24339, "Y4": 0.5048, "page": 0, "Index": 284}, {"Word": "the", "Confidence": 0.994, "X1": 0.26704, "Y1": 0.4922, "X2": 0.2879, "Y2": 0.492, "X3": 0.2879, "Y3": 0.5038, "X4": 0.26565, "Y4": 0.5038, "page": 0, "Index": 285}, {"Word": "coated", "Confidence": 0.847, "X1": 0.29207, "Y1": 0.4922, "X2": 0.33936, "Y2": 0.492, "X3": 0.33797, "Y3": 0.5048, "X4": 0.29068, "Y4": 0.5038, "page": 0, "Index": 286}, {"Word": "side,", "Confidence": 0.991, "X1": 0.34214, "Y1": 0.4922, "X2": 0.37413, "Y2": 0.492, "X3": 0.37274, "Y3": 0.5048, "X4": 0.34214, "Y4": 0.5048, "page": 0, "Index": 287}, {"Word": "normally", "Confidence": 0.955, "X1": 0.3783, "Y1": 0.4922, "X2": 0.44367, "Y2": 0.492, "X3": 0.44228, "Y3": 0.5058, "X4": 0.37691, "Y4": 0.5048, "page": 0, "Index": 288}, {"Word": "evaporation", "Confidence": 0.989, "X1": 0.21836, "Y1": 0.5052, "X2": 0.29903, "Y2": 0.505, "X3": 0.29903, "Y3": 0.5178, "X4": 0.21836, "Y4": 0.5188, "page": 0, "Index": 289}, {"Word": "Packing", "Confidence": 0.991, "X1": 0.66759, "Y1": 0.4992, "X2": 0.72184, "Y2": 0.499, "X3": 0.72184, "Y3": 0.5128, "X4": 0.66759, "Y4": 0.5128, "page": 0, "Index": 290}, {"Word": "&", "Confidence": 0.691, "X1": 0.72601, "Y1": 0.4992, "X2": 0.73853, "Y2": 0.499, "X3": 0.73853, "Y3": 0.5128, "X4": 0.72601, "Y4": 0.5128, "page": 0, "Index": 291}, {"Word": "Despatch", "Confidence": 0.995, "X1": 0.7427, "Y1": 0.4982, "X2": 0.80668, "Y2": 0.498, "X3": 0.80668, "Y3": 0.5128, "X4": 0.7427, "Y4": 0.5128, "page": 0, "Index": 292}, {"Word": "employing", "Confidence": 0.962, "X1": 0.121, "Y1": 0.5052, "X2": 0.19471, "Y2": 0.505, "X3": 0.19332, "Y3": 0.5188, "X4": 0.11961, "Y4": 0.5208, "page": 0, "Index": 293}, {"Word": "an", "Confidence": 0.998, "X1": 0.1975, "Y1": 0.5052, "X2": 0.21558, "Y2": 0.505, "X3": 0.21419, "Y3": 0.5188, "X4": 0.1975, "Y4": 0.5188, "page": 0, "Index": 294}, {"Word": "method.", "Confidence": 0.945, "X1": 0.3032, "Y1": 0.5062, "X2": 0.36439, "Y2": 0.506, "X3": 0.363, "Y3": 0.5188, "X4": 0.30181, "Y4": 0.5178, "page": 0, "Index": 295}, {"Word": "Following", "Confidence": 0.995, "X1": 0.12239, "Y1": 0.5332, "X2": 0.19054, "Y2": 0.533, "X3": 0.18915, "Y3": 0.5468, "X4": 0.121, "Y4": 0.5468, "page": 0, "Index": 296}, {"Word": "metallising,", "Confidence": 0.937, "X1": 0.19471, "Y1": 0.5322, "X2": 0.27399, "Y2": 0.532, "X3": 0.2726, "Y3": 0.5458, "X4": 0.19332, "Y4": 0.5468, "page": 0, "Index": 297}, {"Word": "and", "Confidence": 0.955, "X1": 0.27677, "Y1": 0.5332, "X2": 0.30181, "Y2": 0.533, "X3": 0.30042, "Y3": 0.5458, "X4": 0.27538, "Y4": 0.5458, "page": 0, "Index": 298}, {"Word": "before", "Confidence": 0.985, "X1": 0.30598, "Y1": 0.5332, "X2": 0.35049, "Y2": 0.533, "X3": 0.3491, "Y3": 0.5458, "X4": 0.30459, "Y4": 0.5458, "page": 0, "Index": 299}, {"Word": "it", "Confidence": 0.998, "X1": 0.35466, "Y1": 0.5332, "X2": 0.36579, "Y2": 0.533, "X3": 0.36439, "Y3": 0.5458, "X4": 0.35188, "Y4": 0.5458, "page": 0, "Index": 300}, {"Word": "is", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.5332, "X2": 0.37969, "Y2": 0.533, "X3": 0.3783, "Y3": 0.5458, "X4": 0.36857, "Y4": 0.5458, "page": 0, "Index": 301}, {"Word": "of", "Confidence": 0.998, "X1": 0.38387, "Y1": 0.5332, "X2": 0.39917, "Y2": 0.533, "X3": 0.39777, "Y3": 0.5458, "X4": 0.38248, "Y4": 0.5458, "page": 0, "Index": 302}, {"Word": "use", "Confidence": 0.998, "X1": 0.40334, "Y1": 0.5332, "X2": 0.42559, "Y2": 0.533, "X3": 0.4242, "Y3": 0.5458, "X4": 0.40195, "Y4": 0.5458, "page": 0, "Index": 303}, {"Word": "to", "Confidence": 0.998, "X1": 0.42976, "Y1": 0.5332, "X2": 0.44506, "Y2": 0.533, "X3": 0.44367, "Y3": 0.5458, "X4": 0.42837, "Y4": 0.5458, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.995, "X1": 0.44924, "Y1": 0.5342, "X2": 0.47566, "Y2": 0.534, "X3": 0.47288, "Y3": 0.5468, "X4": 0.44784, "Y4": 0.5468, "page": 0, "Index": 305}, {"Word": "Fig", "Confidence": 0.773, "X1": 0.53408, "Y1": 0.5352, "X2": 0.55355, "Y2": 0.535, "X3": 0.55355, "Y3": 0.5468, "X4": 0.53408, "Y4": 0.5458, "page": 0, "Index": 306}, {"Word": "4", "Confidence": 0.996, "X1": 0.55772, "Y1": 0.5352, "X2": 0.56745, "Y2": 0.535, "X3": 0.56606, "Y3": 0.5468, "X4": 0.55633, "Y4": 0.5468, "page": 0, "Index": 307}, {"Word": "Production", "Confidence": 0.968, "X1": 0.53129, "Y1": 0.5472, "X2": 0.60083, "Y2": 0.547, "X3": 0.59944, "Y3": 0.5578, "X4": 0.53129, "Y4": 0.5578, "page": 0, "Index": 308}, {"Word": "of", "Confidence": 0.998, "X1": 0.60362, "Y1": 0.5472, "X2": 0.61752, "Y2": 0.547, "X3": 0.61613, "Y3": 0.5578, "X4": 0.60362, "Y4": 0.5578, "page": 0, "Index": 309}, {"Word": "matallised", "Confidence": 0.628, "X1": 0.62031, "Y1": 0.5472, "X2": 0.6815, "Y2": 0.547, "X3": 0.68011, "Y3": 0.5578, "X4": 0.61892, "Y4": 0.5578, "page": 0, "Index": 310}, {"Word": "printer,", "Confidence": 0.955, "X1": 0.121, "Y1": 0.5482, "X2": 0.17385, "Y2": 0.548, "X3": 0.17246, "Y3": 0.5598, "X4": 0.121, "Y4": 0.5598, "page": 0, "Index": 311}, {"Word": "converter,", "Confidence": 0.857, "X1": 0.17663, "Y1": 0.5472, "X2": 0.24757, "Y2": 0.547, "X3": 0.24757, "Y3": 0.5588, "X4": 0.17663, "Y4": 0.5598, "page": 0, "Index": 312}, {"Word": "or", "Confidence": 0.997, "X1": 0.25174, "Y1": 0.5472, "X2": 0.26565, "Y2": 0.547, "X3": 0.26565, "Y3": 0.5588, "X4": 0.25035, "Y4": 0.5588, "page": 0, "Index": 313}, {"Word": "end", "Confidence": 0.941, "X1": 0.26982, "Y1": 0.5472, "X2": 0.29624, "Y2": 0.547, "X3": 0.29485, "Y3": 0.5588, "X4": 0.26843, "Y4": 0.5588, "page": 0, "Index": 314}, {"Word": "user,", "Confidence": 0.991, "X1": 0.29903, "Y1": 0.5472, "X2": 0.33241, "Y2": 0.547, "X3": 0.33241, "Y3": 0.5588, "X4": 0.29903, "Y4": 0.5588, "page": 0, "Index": 315}, {"Word": "the", "Confidence": 0.993, "X1": 0.33658, "Y1": 0.5472, "X2": 0.36022, "Y2": 0.547, "X3": 0.35883, "Y3": 0.5588, "X4": 0.33519, "Y4": 0.5588, "page": 0, "Index": 316}, {"Word": "paper", "Confidence": 0.996, "X1": 0.363, "Y1": 0.5472, "X2": 0.40195, "Y2": 0.547, "X3": 0.40056, "Y3": 0.5588, "X4": 0.36161, "Y4": 0.5588, "page": 0, "Index": 317}, {"Word": "must", "Confidence": 0.988, "X1": 0.40612, "Y1": 0.5472, "X2": 0.4395, "Y2": 0.547, "X3": 0.4395, "Y3": 0.5588, "X4": 0.40473, "Y4": 0.5588, "page": 0, "Index": 318}, {"Word": "be", "Confidence": 0.998, "X1": 0.44367, "Y1": 0.5472, "X2": 0.46314, "Y2": 0.547, "X3": 0.46175, "Y3": 0.5588, "X4": 0.44228, "Y4": 0.5588, "page": 0, "Index": 319}, {"Word": "papers", "Confidence": 0.957, "X1": 0.68428, "Y1": 0.5472, "X2": 0.72879, "Y2": 0.547, "X3": 0.7274, "Y3": 0.5588, "X4": 0.68428, "Y4": 0.5578, "page": 0, "Index": 320}, {"Word": "restored", "Confidence": 0.95, "X1": 0.121, "Y1": 0.5612, "X2": 0.17803, "Y2": 0.561, "X3": 0.17803, "Y3": 0.5728, "X4": 0.121, "Y4": 0.5738, "page": 0, "Index": 321}, {"Word": "to", "Confidence": 0.998, "X1": 0.1822, "Y1": 0.5612, "X2": 0.1975, "Y2": 0.561, "X3": 0.1975, "Y3": 0.5728, "X4": 0.18081, "Y4": 0.5728, "page": 0, "Index": 322}, {"Word": "a", "Confidence": 0.986, "X1": 0.20028, "Y1": 0.5612, "X2": 0.20862, "Y2": 0.561, "X3": 0.20862, "Y3": 0.5728, "X4": 0.20028, "Y4": 0.5728, "page": 0, "Index": 323}, {"Word": "moisture", "Confidence": 0.977, "X1": 0.2128, "Y1": 0.5612, "X2": 0.27399, "Y2": 0.561, "X3": 0.2726, "Y3": 0.5728, "X4": 0.2114, "Y4": 0.5728, "page": 0, "Index": 324}, {"Word": "content", "Confidence": 0.785, "X1": 0.27677, "Y1": 0.5612, "X2": 0.33102, "Y2": 0.561, "X3": 0.32962, "Y3": 0.5728, "X4": 0.27677, "Y4": 0.5728, "page": 0, "Index": 325}, {"Word": "compatible", "Confidence": 0.98, "X1": 0.3338, "Y1": 0.5612, "X2": 0.41168, "Y2": 0.561, "X3": 0.41168, "Y3": 0.5728, "X4": 0.3338, "Y4": 0.5728, "page": 0, "Index": 326}, {"Word": "with", "Confidence": 0.981, "X1": 0.41586, "Y1": 0.5612, "X2": 0.44784, "Y2": 0.561, "X3": 0.44645, "Y3": 0.5728, "X4": 0.41446, "Y4": 0.5728, "page": 0, "Index": 327}, {"Word": "their", "Confidence": 0.997, "X1": 0.45063, "Y1": 0.5612, "X2": 0.48818, "Y2": 0.561, "X3": 0.48679, "Y3": 0.5728, "X4": 0.45063, "Y4": 0.5728, "page": 0, "Index": 328}, {"Word": "needs.", "Confidence": 0.454, "X1": 0.12239, "Y1": 0.5742, "X2": 0.16551, "Y2": 0.574, "X3": 0.16551, "Y3": 0.5878, "X4": 0.12239, "Y4": 0.5878, "page": 0, "Index": 329}, {"Word": "It", "Confidence": 0.926, "X1": 0.16829, "Y1": 0.5742, "X2": 0.17942, "Y2": 0.574, "X3": 0.17942, "Y3": 0.5878, "X4": 0.16829, "Y4": 0.5878, "page": 0, "Index": 330}, {"Word": "does", "Confidence": 0.981, "X1": 0.18359, "Y1": 0.5742, "X2": 0.21558, "Y2": 0.574, "X3": 0.21558, "Y3": 0.5868, "X4": 0.18359, "Y4": 0.5878, "page": 0, "Index": 331}, {"Word": "not", "Confidence": 0.998, "X1": 0.21975, "Y1": 0.5742, "X2": 0.24478, "Y2": 0.574, "X3": 0.24478, "Y3": 0.5868, "X4": 0.21975, "Y4": 0.5868, "page": 0, "Index": 332}, {"Word": "necessarily", "Confidence": 0.978, "X1": 0.24757, "Y1": 0.5742, "X2": 0.32267, "Y2": 0.574, "X3": 0.32267, "Y3": 0.5868, "X4": 0.24757, "Y4": 0.5868, "page": 0, "Index": 333}, {"Word": "follow", "Confidence": 0.995, "X1": 0.32545, "Y1": 0.5742, "X2": 0.36996, "Y2": 0.574, "X3": 0.36996, "Y3": 0.5868, "X4": 0.32545, "Y4": 0.5868, "page": 0, "Index": 334}, {"Word": "that", "Confidence": 0.985, "X1": 0.37413, "Y1": 0.5742, "X2": 0.40195, "Y2": 0.574, "X3": 0.40195, "Y3": 0.5868, "X4": 0.37413, "Y4": 0.5868, "page": 0, "Index": 335}, {"Word": "such", "Confidence": 0.991, "X1": 0.40612, "Y1": 0.5742, "X2": 0.43811, "Y2": 0.574, "X3": 0.43811, "Y3": 0.5868, "X4": 0.40612, "Y4": 0.5868, "page": 0, "Index": 336}, {"Word": "a", "Confidence": 0.998, "X1": 0.44228, "Y1": 0.5742, "X2": 0.45341, "Y2": 0.574, "X3": 0.45341, "Y3": 0.5868, "X4": 0.44228, "Y4": 0.5868, "page": 0, "Index": 337}, {"Word": "The", "Confidence": 0.996, "X1": 0.53408, "Y1": 0.5732, "X2": 0.5605, "Y2": 0.573, "X3": 0.55911, "Y3": 0.5868, "X4": 0.53408, "Y4": 0.5878, "page": 0, "Index": 338}, {"Word": "above", "Confidence": 0.838, "X1": 0.56328, "Y1": 0.5742, "X2": 0.60362, "Y2": 0.574, "X3": 0.60223, "Y3": 0.5868, "X4": 0.56328, "Y4": 0.5868, "page": 0, "Index": 339}, {"Word": "sequence", "Confidence": 0.872, "X1": 0.60779, "Y1": 0.5742, "X2": 0.67038, "Y2": 0.574, "X3": 0.67038, "Y3": 0.5868, "X4": 0.6064, "Y4": 0.5868, "page": 0, "Index": 340}, {"Word": "of", "Confidence": 0.994, "X1": 0.67455, "Y1": 0.5742, "X2": 0.68846, "Y2": 0.574, "X3": 0.68846, "Y3": 0.5868, "X4": 0.67316, "Y4": 0.5868, "page": 0, "Index": 341}, {"Word": "operations", "Confidence": 0.617, "X1": 0.69263, "Y1": 0.5742, "X2": 0.76634, "Y2": 0.574, "X3": 0.76634, "Y3": 0.5868, "X4": 0.69124, "Y4": 0.5868, "page": 0, "Index": 342}, {"Word": "outlined", "Confidence": 0.955, "X1": 0.77051, "Y1": 0.5742, "X2": 0.82893, "Y2": 0.574, "X3": 0.82754, "Y3": 0.5868, "X4": 0.76912, "Y4": 0.5868, "page": 0, "Index": 343}, {"Word": "in", "Confidence": 0.998, "X1": 0.83171, "Y1": 0.5742, "X2": 0.84701, "Y2": 0.574, "X3": 0.84562, "Y3": 0.5868, "X4": 0.83171, "Y4": 0.5868, "page": 0, "Index": 344}, {"Word": "fig", "Confidence": 0.998, "X1": 0.84979, "Y1": 0.5732, "X2": 0.86926, "Y2": 0.573, "X3": 0.86926, "Y3": 0.5878, "X4": 0.84979, "Y4": 0.5868, "page": 0, "Index": 345}, {"Word": "4,", "Confidence": 0.813, "X1": 0.87344, "Y1": 0.5732, "X2": 0.88873, "Y2": 0.573, "X3": 0.88873, "Y3": 0.5878, "X4": 0.87204, "Y4": 0.5878, "page": 0, "Index": 346}, {"Word": "moisture", "Confidence": 0.994, "X1": 0.12239, "Y1": 0.5882, "X2": 0.1822, "Y2": 0.588, "X3": 0.18081, "Y3": 0.6018, "X4": 0.121, "Y4": 0.6018, "page": 0, "Index": 347}, {"Word": "content", "Confidence": 0.669, "X1": 0.18637, "Y1": 0.5872, "X2": 0.23922, "Y2": 0.587, "X3": 0.23783, "Y3": 0.6008, "X4": 0.18498, "Y4": 0.6018, "page": 0, "Index": 348}, {"Word": "can", "Confidence": 0.994, "X1": 0.24339, "Y1": 0.5872, "X2": 0.26843, "Y2": 0.587, "X3": 0.26704, "Y3": 0.6008, "X4": 0.242, "Y4": 0.6008, "page": 0, "Index": 349}, {"Word": "be", "Confidence": 0.997, "X1": 0.27121, "Y1": 0.5872, "X2": 0.2879, "Y2": 0.587, "X3": 0.28651, "Y3": 0.6008, "X4": 0.27121, "Y4": 0.6008, "page": 0, "Index": 350}, {"Word": "equated", "Confidence": 0.863, "X1": 0.29207, "Y1": 0.5872, "X2": 0.34771, "Y2": 0.587, "X3": 0.34631, "Y3": 0.6008, "X4": 0.29068, "Y4": 0.6008, "page": 0, "Index": 351}, {"Word": "to", "Confidence": 0.998, "X1": 0.35188, "Y1": 0.5872, "X2": 0.36579, "Y2": 0.587, "X3": 0.36579, "Y3": 0.6008, "X4": 0.35049, "Y4": 0.6008, "page": 0, "Index": 352}, {"Word": "the", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.5882, "X2": 0.39221, "Y2": 0.588, "X3": 0.39082, "Y3": 0.6008, "X4": 0.36857, "Y4": 0.6008, "page": 0, "Index": 353}, {"Word": "moisture", "Confidence": 0.994, "X1": 0.39638, "Y1": 0.5882, "X2": 0.46175, "Y2": 0.588, "X3": 0.46036, "Y3": 0.6008, "X4": 0.39499, "Y4": 0.6008, "page": 0, "Index": 354}, {"Word": "after", "Confidence": 0.929, "X1": 0.53408, "Y1": 0.5872, "X2": 0.56467, "Y2": 0.587, "X3": 0.56467, "Y3": 0.6008, "X4": 0.53408, "Y4": 0.6008, "page": 0, "Index": 355}, {"Word": "completion", "Confidence": 0.994, "X1": 0.56885, "Y1": 0.5882, "X2": 0.64812, "Y2": 0.588, "X3": 0.64812, "Y3": 0.6008, "X4": 0.56745, "Y4": 0.6008, "page": 0, "Index": 356}, {"Word": "of", "Confidence": 0.998, "X1": 0.65229, "Y1": 0.5882, "X2": 0.66759, "Y2": 0.588, "X3": 0.66759, "Y3": 0.6008, "X4": 0.65229, "Y4": 0.6008, "page": 0, "Index": 357}, {"Word": "which", "Confidence": 0.998, "X1": 0.67038, "Y1": 0.5882, "X2": 0.71488, "Y2": 0.588, "X3": 0.71349, "Y3": 0.6008, "X4": 0.67038, "Y4": 0.6008, "page": 0, "Index": 358}, {"Word": "one", "Confidence": 0.955, "X1": 0.71766, "Y1": 0.5882, "X2": 0.7427, "Y2": 0.588, "X3": 0.7427, "Y3": 0.6008, "X4": 0.71766, "Y4": 0.6008, "page": 0, "Index": 359}, {"Word": "has", "Confidence": 0.998, "X1": 0.74687, "Y1": 0.5882, "X2": 0.77051, "Y2": 0.588, "X3": 0.76912, "Y3": 0.6008, "X4": 0.74548, "Y4": 0.6008, "page": 0, "Index": 360}, {"Word": "produced", "Confidence": 0.991, "X1": 0.7733, "Y1": 0.5882, "X2": 0.84006, "Y2": 0.588, "X3": 0.83866, "Y3": 0.6008, "X4": 0.7733, "Y4": 0.6008, "page": 0, "Index": 361}, {"Word": "a", "Confidence": 0.78, "X1": 0.84284, "Y1": 0.5882, "X2": 0.85257, "Y2": 0.588, "X3": 0.85118, "Y3": 0.6008, "X4": 0.84284, "Y4": 0.6008, "page": 0, "Index": 362}, {"Word": "content", "Confidence": 0.994, "X1": 0.12378, "Y1": 0.6012, "X2": 0.17524, "Y2": 0.601, "X3": 0.17524, "Y3": 0.6148, "X4": 0.12378, "Y4": 0.6148, "page": 0, "Index": 363}, {"Word": "of", "Confidence": 0.998, "X1": 0.17942, "Y1": 0.6012, "X2": 0.19471, "Y2": 0.601, "X3": 0.19471, "Y3": 0.6148, "X4": 0.17942, "Y4": 0.6148, "page": 0, "Index": 364}, {"Word": "the", "Confidence": 0.998, "X1": 0.19889, "Y1": 0.6012, "X2": 0.21975, "Y2": 0.601, "X3": 0.21975, "Y3": 0.6148, "X4": 0.19889, "Y4": 0.6148, "page": 0, "Index": 365}, {"Word": "original", "Confidence": 0.983, "X1": 0.22392, "Y1": 0.6012, "X2": 0.27677, "Y2": 0.601, "X3": 0.27538, "Y3": 0.6138, "X4": 0.22392, "Y4": 0.6148, "page": 0, "Index": 366}, {"Word": "base", "Confidence": 0.991, "X1": 0.27955, "Y1": 0.6012, "X2": 0.31015, "Y2": 0.601, "X3": 0.31015, "Y3": 0.6138, "X4": 0.27955, "Y4": 0.6138, "page": 0, "Index": 367}, {"Word": "paper,", "Confidence": 0.955, "X1": 0.31433, "Y1": 0.6012, "X2": 0.35744, "Y2": 0.601, "X3": 0.35744, "Y3": 0.6138, "X4": 0.31433, "Y4": 0.6138, "page": 0, "Index": 368}, {"Word": "as", "Confidence": 0.906, "X1": 0.36161, "Y1": 0.6012, "X2": 0.37552, "Y2": 0.601, "X3": 0.37413, "Y3": 0.6138, "X4": 0.36161, "Y4": 0.6138, "page": 0, "Index": 369}, {"Word": "it", "Confidence": 0.997, "X1": 0.3783, "Y1": 0.6012, "X2": 0.38943, "Y2": 0.601, "X3": 0.38943, "Y3": 0.6138, "X4": 0.3783, "Y4": 0.6138, "page": 0, "Index": 370}, {"Word": "must", "Confidence": 0.989, "X1": 0.3936, "Y1": 0.6022, "X2": 0.42698, "Y2": 0.602, "X3": 0.42698, "Y3": 0.6148, "X4": 0.39221, "Y4": 0.6138, "page": 0, "Index": 371}, {"Word": "be", "Confidence": 0.959, "X1": 0.43115, "Y1": 0.6022, "X2": 0.45063, "Y2": 0.602, "X3": 0.45063, "Y3": 0.6148, "X4": 0.43115, "Y4": 0.6148, "page": 0, "Index": 372}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.53268, "Y1": 0.6012, "X2": 0.60223, "Y2": 0.601, "X3": 0.60223, "Y3": 0.6138, "X4": 0.53268, "Y4": 0.6148, "page": 0, "Index": 373}, {"Word": "substrate", "Confidence": 0.971, "X1": 0.6064, "Y1": 0.6012, "X2": 0.66898, "Y2": 0.601, "X3": 0.66759, "Y3": 0.6138, "X4": 0.60501, "Y4": 0.6138, "page": 0, "Index": 374}, {"Word": "with", "Confidence": 0.981, "X1": 0.67177, "Y1": 0.6012, "X2": 0.70515, "Y2": 0.601, "X3": 0.70376, "Y3": 0.6138, "X4": 0.67177, "Y4": 0.6138, "page": 0, "Index": 375}, {"Word": "a", "Confidence": 0.922, "X1": 0.70793, "Y1": 0.6012, "X2": 0.71627, "Y2": 0.601, "X3": 0.71627, "Y3": 0.6138, "X4": 0.70793, "Y4": 0.6138, "page": 0, "Index": 376}, {"Word": "silver", "Confidence": 0.955, "X1": 0.72045, "Y1": 0.6012, "X2": 0.75661, "Y2": 0.601, "X3": 0.75522, "Y3": 0.6138, "X4": 0.71905, "Y4": 0.6138, "page": 0, "Index": 377}, {"Word": "finish", "Confidence": 0.996, "X1": 0.75939, "Y1": 0.6012, "X2": 0.79972, "Y2": 0.601, "X3": 0.79972, "Y3": 0.6138, "X4": 0.75939, "Y4": 0.6138, "page": 0, "Index": 378}, {"Word": "on", "Confidence": 0.998, "X1": 0.80389, "Y1": 0.6012, "X2": 0.82197, "Y2": 0.601, "X3": 0.82058, "Y3": 0.6138, "X4": 0.8025, "Y4": 0.6138, "page": 0, "Index": 379}, {"Word": "the", "Confidence": 0.966, "X1": 0.82476, "Y1": 0.6012, "X2": 0.8484, "Y2": 0.601, "X3": 0.84701, "Y3": 0.6138, "X4": 0.82337, "Y4": 0.6138, "page": 0, "Index": 380}, {"Word": "one", "Confidence": 0.89, "X1": 0.85118, "Y1": 0.6022, "X2": 0.88178, "Y2": 0.602, "X3": 0.88039, "Y3": 0.6138, "X4": 0.84979, "Y4": 0.6138, "page": 0, "Index": 381}, {"Word": "borne", "Confidence": 0.976, "X1": 0.12239, "Y1": 0.6152, "X2": 0.16134, "Y2": 0.615, "X3": 0.16134, "Y3": 0.6278, "X4": 0.121, "Y4": 0.6278, "page": 0, "Index": 382}, {"Word": "in", "Confidence": 0.998, "X1": 0.16551, "Y1": 0.6152, "X2": 0.17942, "Y2": 0.615, "X3": 0.17942, "Y3": 0.6278, "X4": 0.16412, "Y4": 0.6278, "page": 0, "Index": 383}, {"Word": "mind", "Confidence": 0.988, "X1": 0.1822, "Y1": 0.6152, "X2": 0.21975, "Y2": 0.615, "X3": 0.21836, "Y3": 0.6278, "X4": 0.1822, "Y4": 0.6278, "page": 0, "Index": 384}, {"Word": "that", "Confidence": 0.991, "X1": 0.22253, "Y1": 0.6152, "X2": 0.25174, "Y2": 0.615, "X3": 0.25174, "Y3": 0.6278, "X4": 0.22253, "Y4": 0.6278, "page": 0, "Index": 385}, {"Word": "the", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.6152, "X2": 0.27816, "Y2": 0.615, "X3": 0.27677, "Y3": 0.6278, "X4": 0.25452, "Y4": 0.6278, "page": 0, "Index": 386}, {"Word": "paper", "Confidence": 0.997, "X1": 0.28095, "Y1": 0.6152, "X2": 0.31989, "Y2": 0.615, "X3": 0.31989, "Y3": 0.6278, "X4": 0.28095, "Y4": 0.6278, "page": 0, "Index": 387}, {"Word": "has", "Confidence": 0.997, "X1": 0.32406, "Y1": 0.6152, "X2": 0.34771, "Y2": 0.615, "X3": 0.34631, "Y3": 0.6278, "X4": 0.32267, "Y4": 0.6278, "page": 0, "Index": 388}, {"Word": "received", "Confidence": 0.63, "X1": 0.35049, "Y1": 0.6152, "X2": 0.40751, "Y2": 0.615, "X3": 0.40612, "Y3": 0.6278, "X4": 0.35049, "Y4": 0.6278, "page": 0, "Index": 389}, {"Word": "a", "Confidence": 0.994, "X1": 0.41029, "Y1": 0.6152, "X2": 0.41864, "Y2": 0.615, "X3": 0.41725, "Y3": 0.6278, "X4": 0.41029, "Y4": 0.6278, "page": 0, "Index": 390}, {"Word": "coating", "Confidence": 0.847, "X1": 0.42281, "Y1": 0.6162, "X2": 0.47566, "Y2": 0.616, "X3": 0.47427, "Y3": 0.6278, "X4": 0.42142, "Y4": 0.6278, "page": 0, "Index": 391}, {"Word": "side,", "Confidence": 0.922, "X1": 0.53408, "Y1": 0.6152, "X2": 0.56467, "Y2": 0.615, "X3": 0.56189, "Y3": 0.6278, "X4": 0.53129, "Y4": 0.6288, "page": 0, "Index": 392}, {"Word": "such", "Confidence": 0.997, "X1": 0.56745, "Y1": 0.6152, "X2": 0.59944, "Y2": 0.615, "X3": 0.59805, "Y3": 0.6278, "X4": 0.56606, "Y4": 0.6278, "page": 0, "Index": 393}, {"Word": "a", "Confidence": 0.954, "X1": 0.60362, "Y1": 0.6152, "X2": 0.61196, "Y2": 0.615, "X3": 0.61057, "Y3": 0.6278, "X4": 0.60223, "Y4": 0.6278, "page": 0, "Index": 394}, {"Word": "finish", "Confidence": 0.963, "X1": 0.61613, "Y1": 0.6152, "X2": 0.65508, "Y2": 0.615, "X3": 0.65369, "Y3": 0.6278, "X4": 0.61335, "Y4": 0.6278, "page": 0, "Index": 395}, {"Word": "being", "Confidence": 0.996, "X1": 0.65786, "Y1": 0.6152, "X2": 0.6968, "Y2": 0.615, "X3": 0.69541, "Y3": 0.6278, "X4": 0.65647, "Y4": 0.6278, "page": 0, "Index": 396}, {"Word": "from", "Confidence": 0.985, "X1": 0.70097, "Y1": 0.6152, "X2": 0.73157, "Y2": 0.615, "X3": 0.73018, "Y3": 0.6278, "X4": 0.69958, "Y4": 0.6278, "page": 0, "Index": 397}, {"Word": "highly", "Confidence": 0.91, "X1": 0.73853, "Y1": 0.6152, "X2": 0.78303, "Y2": 0.615, "X3": 0.78164, "Y3": 0.6278, "X4": 0.73713, "Y4": 0.6278, "page": 0, "Index": 398}, {"Word": "reflective", "Confidence": 0.886, "X1": 0.78581, "Y1": 0.6152, "X2": 0.85396, "Y2": 0.615, "X3": 0.85257, "Y3": 0.6278, "X4": 0.78581, "Y4": 0.6278, "page": 0, "Index": 399}, {"Word": "of", "Confidence": 0.994, "X1": 0.12378, "Y1": 0.6282, "X2": 0.13769, "Y2": 0.628, "X3": 0.1363, "Y3": 0.6428, "X4": 0.121, "Y4": 0.6428, "page": 0, "Index": 400}, {"Word": "prelacquer,", "Confidence": 0.956, "X1": 0.14186, "Y1": 0.6282, "X2": 0.21836, "Y2": 0.628, "X3": 0.21697, "Y3": 0.6418, "X4": 0.13908, "Y4": 0.6428, "page": 0, "Index": 401}, {"Word": "which", "Confidence": 0.993, "X1": 0.22253, "Y1": 0.6282, "X2": 0.26426, "Y2": 0.628, "X3": 0.26287, "Y3": 0.6418, "X4": 0.22114, "Y4": 0.6418, "page": 0, "Index": 402}, {"Word": "may", "Confidence": 0.998, "X1": 0.26843, "Y1": 0.6282, "X2": 0.29764, "Y2": 0.628, "X3": 0.29624, "Y3": 0.6418, "X4": 0.26704, "Y4": 0.6418, "page": 0, "Index": 403}, {"Word": "affect", "Confidence": 0.991, "X1": 0.30181, "Y1": 0.6292, "X2": 0.34214, "Y2": 0.629, "X3": 0.34075, "Y3": 0.6418, "X4": 0.30042, "Y4": 0.6418, "page": 0, "Index": 404}, {"Word": "properties", "Confidence": 0.991, "X1": 0.34631, "Y1": 0.6292, "X2": 0.41446, "Y2": 0.629, "X3": 0.41446, "Y3": 0.6418, "X4": 0.34492, "Y4": 0.6418, "page": 0, "Index": 405}, {"Word": "such", "Confidence": 0.989, "X1": 0.41864, "Y1": 0.6292, "X2": 0.45063, "Y2": 0.629, "X3": 0.45063, "Y3": 0.6418, "X4": 0.41725, "Y4": 0.6418, "page": 0, "Index": 406}, {"Word": "as", "Confidence": 0.991, "X1": 0.4548, "Y1": 0.6292, "X2": 0.47149, "Y2": 0.629, "X3": 0.47149, "Y3": 0.6418, "X4": 0.45341, "Y4": 0.6418, "page": 0, "Index": 407}, {"Word": "through", "Confidence": 0.994, "X1": 0.53408, "Y1": 0.6282, "X2": 0.58832, "Y2": 0.628, "X3": 0.58693, "Y3": 0.6418, "X4": 0.53268, "Y4": 0.6418, "page": 0, "Index": 408}, {"Word": "to", "Confidence": 0.998, "X1": 0.5911, "Y1": 0.6282, "X2": 0.60779, "Y2": 0.628, "X3": 0.6064, "Y3": 0.6418, "X4": 0.58971, "Y4": 0.6418, "page": 0, "Index": 409}, {"Word": "matt,", "Confidence": 0.857, "X1": 0.61057, "Y1": 0.6282, "X2": 0.64812, "Y2": 0.628, "X3": 0.64673, "Y3": 0.6418, "X4": 0.60918, "Y4": 0.6418, "page": 0, "Index": 410}, {"Word": "the", "Confidence": 0.998, "X1": 0.65229, "Y1": 0.6282, "X2": 0.67594, "Y2": 0.628, "X3": 0.67316, "Y3": 0.6408, "X4": 0.6509, "Y4": 0.6418, "page": 0, "Index": 411}, {"Word": "level", "Confidence": 0.856, "X1": 0.67872, "Y1": 0.6282, "X2": 0.71071, "Y2": 0.628, "X3": 0.70932, "Y3": 0.6408, "X4": 0.67733, "Y4": 0.6408, "page": 0, "Index": 412}, {"Word": "of", "Confidence": 0.998, "X1": 0.71349, "Y1": 0.6282, "X2": 0.73018, "Y2": 0.628, "X3": 0.72879, "Y3": 0.6408, "X4": 0.7121, "Y4": 0.6408, "page": 0, "Index": 413}, {"Word": "brilliance", "Confidence": 0.786, "X1": 0.73296, "Y1": 0.6282, "X2": 0.79694, "Y2": 0.628, "X3": 0.79694, "Y3": 0.6408, "X4": 0.73157, "Y4": 0.6408, "page": 0, "Index": 414}, {"Word": "being", "Confidence": 0.996, "X1": 0.80111, "Y1": 0.6282, "X2": 0.84006, "Y2": 0.628, "X3": 0.83866, "Y3": 0.6408, "X4": 0.79972, "Y4": 0.6408, "page": 0, "Index": 415}, {"Word": "deter-", "Confidence": 0.982, "X1": 0.84423, "Y1": 0.6282, "X2": 0.88734, "Y2": 0.628, "X3": 0.88595, "Y3": 0.6408, "X4": 0.84284, "Y4": 0.6408, "page": 0, "Index": 416}, {"Word": "curl,", "Confidence": 0.846, "X1": 0.12239, "Y1": 0.6432, "X2": 0.15299, "Y2": 0.643, "X3": 0.15299, "Y3": 0.6568, "X4": 0.12239, "Y4": 0.6568, "page": 0, "Index": 417}, {"Word": "tunnelling,", "Confidence": 0.881, "X1": 0.15716, "Y1": 0.6422, "X2": 0.23088, "Y2": 0.642, "X3": 0.23088, "Y3": 0.6558, "X4": 0.15577, "Y4": 0.6568, "page": 0, "Index": 418}, {"Word": "flexibility,", "Confidence": 0.852, "X1": 0.23505, "Y1": 0.6432, "X2": 0.30876, "Y2": 0.643, "X3": 0.30737, "Y3": 0.6548, "X4": 0.23366, "Y4": 0.6558, "page": 0, "Index": 419}, {"Word": "etc.", "Confidence": 0.472, "X1": 0.31293, "Y1": 0.6432, "X2": 0.34075, "Y2": 0.643, "X3": 0.33936, "Y3": 0.6548, "X4": 0.31154, "Y4": 0.6548, "page": 0, "Index": 420}, {"Word": "mined", "Confidence": 0.994, "X1": 0.53547, "Y1": 0.6422, "X2": 0.5758, "Y2": 0.642, "X3": 0.5758, "Y3": 0.6558, "X4": 0.53408, "Y4": 0.6558, "page": 0, "Index": 421}, {"Word": "by", "Confidence": 0.998, "X1": 0.57997, "Y1": 0.6422, "X2": 0.59805, "Y2": 0.642, "X3": 0.59805, "Y3": 0.6558, "X4": 0.57858, "Y4": 0.6558, "page": 0, "Index": 422}, {"Word": "paper", "Confidence": 0.89, "X1": 0.60223, "Y1": 0.6422, "X2": 0.64117, "Y2": 0.642, "X3": 0.63978, "Y3": 0.6558, "X4": 0.60083, "Y4": 0.6558, "page": 0, "Index": 423}, {"Word": "surface", "Confidence": 0.962, "X1": 0.64534, "Y1": 0.6422, "X2": 0.69402, "Y2": 0.642, "X3": 0.69263, "Y3": 0.6558, "X4": 0.64395, "Y4": 0.6558, "page": 0, "Index": 424}, {"Word": "characteristics", "Confidence": 0.885, "X1": 0.69819, "Y1": 0.6422, "X2": 0.79694, "Y2": 0.642, "X3": 0.79555, "Y3": 0.6548, "X4": 0.6968, "Y4": 0.6558, "page": 0, "Index": 425}, {"Word": "and,", "Confidence": 0.963, "X1": 0.80111, "Y1": 0.6422, "X2": 0.83171, "Y2": 0.642, "X3": 0.83032, "Y3": 0.6548, "X4": 0.79972, "Y4": 0.6548, "page": 0, "Index": 426}, {"Word": "in", "Confidence": 0.991, "X1": 0.83449, "Y1": 0.6422, "X2": 0.8484, "Y2": 0.642, "X3": 0.84701, "Y3": 0.6548, "X4": 0.83449, "Y4": 0.6548, "page": 0, "Index": 427}, {"Word": "some", "Confidence": 0.988, "X1": 0.85257, "Y1": 0.6422, "X2": 0.89152, "Y2": 0.642, "X3": 0.89013, "Y3": 0.6548, "X4": 0.85118, "Y4": 0.6548, "page": 0, "Index": 428}, {"Word": "Primer", "Confidence": 0.997, "X1": 0.17107, "Y1": 0.7062, "X2": 0.23227, "Y2": 0.706, "X3": 0.23227, "Y3": 0.7218, "X4": 0.17107, "Y4": 0.7208, "page": 0, "Index": 429}, {"Word": "0.75gsm", "Confidence": 0.996, "X1": 0.7733, "Y1": 0.7062, "X2": 0.84979, "Y2": 0.706, "X3": 0.85118, "Y3": 0.7238, "X4": 0.77191, "Y4": 0.7238, "page": 0, "Index": 430}, {"Word": "Metal", "Confidence": 0.955, "X1": 0.16968, "Y1": 0.7352, "X2": 0.21975, "Y2": 0.735, "X3": 0.21975, "Y3": 0.7518, "X4": 0.16968, "Y4": 0.7508, "page": 0, "Index": 431}, {"Word": "0.1", "Confidence": 0.965, "X1": 0.7733, "Y1": 0.7362, "X2": 0.79694, "Y2": 0.736, "X3": 0.79694, "Y3": 0.7538, "X4": 0.7733, "Y4": 0.7528, "page": 0, "Index": 432}, {"Word": "gsm", "Confidence": 0.969, "X1": 0.8025, "Y1": 0.7362, "X2": 0.83727, "Y2": 0.736, "X3": 0.83866, "Y3": 0.7538, "X4": 0.8025, "Y4": 0.7538, "page": 0, "Index": 433}, {"Word": "Prelacquer", "Confidence": 0.994, "X1": 0.1669, "Y1": 0.7672, "X2": 0.26704, "Y2": 0.767, "X3": 0.26704, "Y3": 0.7828, "X4": 0.16551, "Y4": 0.7828, "page": 0, "Index": 434}, {"Word": "2.5-3.0", "Confidence": 0.757, "X1": 0.7733, "Y1": 0.7632, "X2": 0.84284, "Y2": 0.763, "X3": 0.84284, "Y3": 0.7818, "X4": 0.7733, "Y4": 0.7818, "page": 0, "Index": 435}, {"Word": "gsm", "Confidence": 0.998, "X1": 0.8484, "Y1": 0.7642, "X2": 0.88734, "Y2": 0.764, "X3": 0.88734, "Y3": 0.7828, "X4": 0.8484, "Y4": 0.7818, "page": 0, "Index": 436}, {"Word": "Clay", "Confidence": 0.993, "X1": 0.16551, "Y1": 0.7882, "X2": 0.20584, "Y2": 0.788, "X3": 0.20584, "Y3": 0.8058, "X4": 0.16551, "Y4": 0.8058, "page": 0, "Index": 437}, {"Word": "Coating-", "Confidence": 0.802, "X1": 0.2114, "Y1": 0.7872, "X2": 0.28929, "Y2": 0.787, "X3": 0.28929, "Y3": 0.8058, "X4": 0.2114, "Y4": 0.8058, "page": 0, "Index": 438}, {"Word": "-,", "Confidence": 0.732, "X1": 0.73574, "Y1": 0.7832, "X2": 0.76356, "Y2": 0.783, "X3": 0.76356, "Y3": 0.8008, "X4": 0.73574, "Y4": 0.7998, "page": 0, "Index": 439}, {"Word": "14", "Confidence": 0.995, "X1": 0.76912, "Y1": 0.7842, "X2": 0.79694, "Y2": 0.784, "X3": 0.79694, "Y3": 0.8018, "X4": 0.76912, "Y4": 0.8008, "page": 0, "Index": 440}, {"Word": "gsm", "Confidence": 0.997, "X1": 0.80111, "Y1": 0.7862, "X2": 0.83727, "Y2": 0.786, "X3": 0.83727, "Y3": 0.8038, "X4": 0.80111, "Y4": 0.8018, "page": 0, "Index": 441}, {"Word": "-", "Confidence": 0.709, "X1": 0.73853, "Y1": 0.8642, "X2": 0.75243, "Y2": 0.864, "X3": 0.75243, "Y3": 0.8778, "X4": 0.73853, "Y4": 0.8768, "page": 0, "Index": 442}, {"Word": "Paper", "Confidence": 0.997, "X1": 0.1516, "Y1": 0.8642, "X2": 0.20167, "Y2": 0.864, "X3": 0.20167, "Y3": 0.8808, "X4": 0.1516, "Y4": 0.8818, "page": 0, "Index": 443}, {"Word": "Stock", "Confidence": 0.941, "X1": 0.20723, "Y1": 0.8632, "X2": 0.26008, "Y2": 0.863, "X3": 0.26008, "Y3": 0.8808, "X4": 0.20723, "Y4": 0.8808, "page": 0, "Index": 444}, {"Word": "-", "Confidence": 0.72, "X1": 0.32962, "Y1": 0.8642, "X2": 0.34353, "Y2": 0.864, "X3": 0.34353, "Y3": 0.8788, "X4": 0.32962, "Y4": 0.8788, "page": 0, "Index": 445}, {"Word": "66", "Confidence": 0.979, "X1": 0.78025, "Y1": 0.8632, "X2": 0.80529, "Y2": 0.863, "X3": 0.80529, "Y3": 0.8788, "X4": 0.78025, "Y4": 0.8788, "page": 0, "Index": 446}, {"Word": "gsm", "Confidence": 0.995, "X1": 0.81363, "Y1": 0.8642, "X2": 0.84701, "Y2": 0.864, "X3": 0.84701, "Y3": 0.8808, "X4": 0.81363, "Y4": 0.8798, "page": 0, "Index": 447}, {"Word": "Fig", "Confidence": 0.927, "X1": 0.12378, "Y1": 0.9522, "X2": 0.14325, "Y2": 0.952, "X3": 0.14325, "Y3": 0.9628, "X4": 0.12378, "Y4": 0.9628, "page": 0, "Index": 448}, {"Word": "6", "Confidence": 0.714, "X1": 0.14604, "Y1": 0.9522, "X2": 0.15438, "Y2": 0.952, "X3": 0.15438, "Y3": 0.9628, "X4": 0.14604, "Y4": 0.9628, "page": 0, "Index": 449}, {"Word": "Construction", "Confidence": 0.614, "X1": 0.12517, "Y1": 0.9622, "X2": 0.20167, "Y2": 0.962, "X3": 0.20028, "Y3": 0.9748, "X4": 0.12378, "Y4": 0.9748, "page": 0, "Index": 450}, {"Word": "of", "Confidence": 0.996, "X1": 0.20584, "Y1": 0.9622, "X2": 0.21836, "Y2": 0.962, "X3": 0.21697, "Y3": 0.9748, "X4": 0.20445, "Y4": 0.9748, "page": 0, "Index": 451}, {"Word": "80", "Confidence": 0.994, "X1": 0.22114, "Y1": 0.9622, "X2": 0.23783, "Y2": 0.962, "X3": 0.23644, "Y3": 0.9748, "X4": 0.22114, "Y4": 0.9748, "page": 0, "Index": 452}, {"Word": "g/m3", "Confidence": 0.484, "X1": 0.24061, "Y1": 0.9622, "X2": 0.2726, "Y2": 0.962, "X3": 0.27121, "Y3": 0.9748, "X4": 0.24061, "Y4": 0.9748, "page": 0, "Index": 453}, {"Word": "metallimd", "Confidence": 0.643, "X1": 0.27538, "Y1": 0.9622, "X2": 0.33658, "Y2": 0.962, "X3": 0.33658, "Y3": 0.9748, "X4": 0.27538, "Y4": 0.9748, "page": 0, "Index": 454}, {"Word": "label", "Confidence": 0.363, "X1": 0.33936, "Y1": 0.9622, "X2": 0.36857, "Y2": 0.962, "X3": 0.36857, "Y3": 0.9748, "X4": 0.33936, "Y4": 0.9748, "page": 0, "Index": 455}, {"Word": "stock", "Confidence": 0.955, "X1": 0.37274, "Y1": 0.9622, "X2": 0.40751, "Y2": 0.962, "X3": 0.40751, "Y3": 0.9748, "X4": 0.37135, "Y4": 0.9748, "page": 0, "Index": 456}, {"Word": "100491266", "Confidence": 0.995, "X1": 0.96801, "Y1": 0.9922, "X2": 0.9694, "Y2": 0.992, "X3": 0.93463, "Y3": 0.9918, "X4": 0.93463, "Y4": 0.8778, "page": 0, "Index": 457}]}
"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"
ffwp0205
2
{"lines_data": [{"Word": "3 Vacuum metallised substrates", "Confidence": 0.76775, "X1": 0.50748, "Y1": 0.0532, "X2": 0.72925, "Y2": 0.053, "X3": 0.72925, "Y3": 0.0678, "X4": 0.50748, "Y4": 0.0668, "page": 0}, {"Word": "Pal Loading", "Confidence": 0.0915, "X1": 0.26939, "Y1": 0.0892, "X2": 0.32653, "Y2": 0.089, "X3": 0.32653, "Y3": 0.0968, "X4": 0.26803, "Y4": 0.0958, "page": 0}, {"Word": "Almost all commercially available plastics and cellu-", "Confidence": 0.93143, "X1": 0.51156, "Y1": 0.0812, "X2": 0.8585, "Y2": 0.081, "X3": 0.8585, "Y3": 0.0938, "X4": 0.51156, "Y4": 0.0938, "page": 0}, {"Word": "losic films and papers are available in a vacuum", "Confidence": 0.85644, "X1": 0.5102, "Y1": 0.0962, "X2": 0.82585, "Y2": 0.096, "X3": 0.82585, "Y3": 0.1078, "X4": 0.5102, "Y4": 0.1078, "page": 0}, {"Word": "metallised form. For purposes of brevity no reference", "Confidence": 0.92725, "X1": 0.5102, "Y1": 0.1092, "X2": 0.86803, "Y2": 0.109, "X3": 0.86803, "Y3": 0.1218, "X4": 0.5102, "Y4": 0.1208, "page": 0}, {"Word": "will be made to the production of metallised films", "Confidence": 0.94178, "X1": 0.5102, "Y1": 0.1222, "X2": 0.8449, "Y2": 0.122, "X3": 0.8449, "Y3": 0.1348, "X4": 0.5102, "Y4": 0.1348, "page": 0}, {"Word": "and papers for use in the electrical and electronics", "Confidence": 0.93633, "X1": 0.50884, "Y1": 0.1362, "X2": 0.8449, "Y2": 0.136, "X3": 0.8449, "Y3": 0.1498, "X4": 0.50884, "Y4": 0.1488, "page": 0}, {"Word": "8", "Confidence": 0.939, "X1": 0.22585, "Y1": 0.1522, "X2": 0.23946, "Y2": 0.152, "X3": 0.23946, "Y3": 0.1618, "X4": 0.22585, "Y4": 0.1618, "page": 0}, {"Word": "Industries, other than in the fact that many of the", "Confidence": 0.9741, "X1": 0.5102, "Y1": 0.1492, "X2": 0.8449, "Y2": 0.149, "X3": 0.8449, "Y3": 0.1618, "X4": 0.50884, "Y4": 0.1618, "page": 0}, {"Word": "manufacturing techniques are common. Nor will", "Confidence": 0.96967, "X1": 0.50884, "Y1": 0.1612, "X2": 0.83537, "Y2": 0.161, "X3": 0.83537, "Y3": 0.1738, "X4": 0.50884, "Y4": 0.1738, "page": 0}, {"Word": "reference be made to such specialist metallised", "Confidence": 0.89343, "X1": 0.50884, "Y1": 0.1752, "X2": 0.82449, "Y2": 0.175, "X3": 0.82449, "Y3": 0.1878, "X4": 0.50884, "Y4": 0.1868, "page": 0}, {"Word": "depositions as gold or silver, which again are primarily", "Confidence": 0.94422, "X1": 0.50748, "Y1": 0.1892, "X2": 0.86803, "Y2": 0.189, "X3": 0.86803, "Y3": 0.2018, "X4": 0.50748, "Y4": 0.2008, "page": 0}, {"Word": "used in the electronics and aerospace industries. For", "Confidence": 0.95363, "X1": 0.50748, "Y1": 0.2022, "X2": 0.86122, "Y2": 0.202, "X3": 0.86122, "Y3": 0.2138, "X4": 0.50748, "Y4": 0.2138, "page": 0}, {"Word": "--", "Confidence": 0.848, "X1": 0.21905, "Y1": 0.2262, "X2": 0.22041, "Y2": 0.226, "X3": 0.2068, "Y3": 0.2258, "X4": 0.2068, "Y4": 0.1698, "page": 0}, {"Word": "the purposes of this presentation the only metallic", "Confidence": 0.9725, "X1": 0.5102, "Y1": 0.2152, "X2": 0.85034, "Y2": 0.215, "X3": 0.85034, "Y3": 0.2278, "X4": 0.5102, "Y4": 0.2278, "page": 0}, {"Word": "8", "Confidence": 0.994, "X1": 0.22721, "Y1": 0.2192, "X2": 0.2381, "Y2": 0.219, "X3": 0.2381, "Y3": 0.2308, "X4": 0.22721, "Y4": 0.2308, "page": 0}, {"Word": "deposition considered is aluminium, and the only", "Confidence": 0.85529, "X1": 0.50884, "Y1": 0.2282, "X2": 0.8381, "Y2": 0.228, "X3": 0.8381, "Y3": 0.2408, "X4": 0.50884, "Y4": 0.2408, "page": 0}, {"Word": "metallised complexes considered are employed", "Confidence": 0.9458, "X1": 0.51156, "Y1": 0.2412, "X2": 0.82585, "Y2": 0.241, "X3": 0.82585, "Y3": 0.2558, "X4": 0.51156, "Y4": 0.2558, "page": 0}, {"Word": "for decorative and flexible packaging purposes,", "Confidence": 0.94533, "X1": 0.51293, "Y1": 0.2562, "X2": 0.82313, "Y2": 0.256, "X3": 0.82313, "Y3": 0.2698, "X4": 0.51293, "Y4": 0.2678, "page": 0}, {"Word": "Source Cool Down", "Confidence": 0.38167, "X1": 0.23537, "Y1": 0.2702, "X2": 0.33333, "Y2": 0.27, "X3": 0.33333, "Y3": 0.2818, "X4": 0.23537, "Y4": 0.2808, "page": 0}, {"Word": "with occasional reference to certain related", "Confidence": 0.93183, "X1": 0.5102, "Y1": 0.2692, "X2": 0.79864, "Y2": 0.269, "X3": 0.79864, "Y3": 0.2818, "X4": 0.5102, "Y4": 0.2818, "page": 0}, {"Word": "30 40 50 60 70 80", "Confidence": 0.44083, "X1": 0.23946, "Y1": 0.2902, "X2": 0.24354, "Y2": 0.29, "X3": 0.22857, "Y3": 0.2908, "X4": 0.22721, "Y4": 0.1458, "page": 0}, {"Word": "applications.", "Confidence": 0.879, "X1": 0.5102, "Y1": 0.2832, "X2": 0.59592, "Y2": 0.283, "X3": 0.59728, "Y3": 0.2948, "X4": 0.5102, "Y4": 0.2958, "page": 0}, {"Word": "Throughout the paper metal deposition is expressed", "Confidence": 0.84271, "X1": 0.51429, "Y1": 0.3182, "X2": 0.85986, "Y2": 0.318, "X3": 0.85986, "Y3": 0.3338, "X4": 0.51429, "Y4": 0.3318, "page": 0}, {"Word": "in terms of electrical resistivity of the metallised", "Confidence": 0.918, "X1": 0.51293, "Y1": 0.3342, "X2": 0.83537, "Y2": 0.334, "X3": 0.83537, "Y3": 0.3468, "X4": 0.51293, "Y4": 0.3458, "page": 0}, {"Word": "Fig 2", "Confidence": 0.995, "X1": 0.12245, "Y1": 0.3442, "X2": 0.1551, "Y2": 0.344, "X3": 0.15374, "Y3": 0.3558, "X4": 0.12109, "Y4": 0.3558, "page": 0}, {"Word": "Typical metallising cycle", "Confidence": 0.79433, "X1": 0.11973, "Y1": 0.3552, "X2": 0.26667, "Y2": 0.355, "X3": 0.26667, "Y3": 0.3668, "X4": 0.11973, "Y4": 0.3658, "page": 0}, {"Word": "surface in units of 'ohms per square'. It should be", "Confidence": 0.9016, "X1": 0.51293, "Y1": 0.3472, "X2": 0.84218, "Y2": 0.347, "X3": 0.84218, "Y3": 0.3588, "X4": 0.51293, "Y4": 0.3588, "page": 0}, {"Word": "noted that theoretically the size of the square is", "Confidence": 0.965, "X1": 0.51293, "Y1": 0.3612, "X2": 0.83265, "Y2": 0.361, "X3": 0.83265, "Y3": 0.3738, "X4": 0.51293, "Y4": 0.3718, "page": 0}, {"Word": "immaterial, for a given thickness of homogeneous", "Confidence": 0.90786, "X1": 0.5102, "Y1": 0.3752, "X2": 0.84218, "Y2": 0.375, "X3": 0.84218, "Y3": 0.3868, "X4": 0.5102, "Y4": 0.3848, "page": 0}, {"Word": "Continuous, or 'air to air' metallisers have been", "Confidence": 0.91163, "X1": 0.11973, "Y1": 0.3942, "X2": 0.43401, "Y2": 0.394, "X3": 0.43401, "Y3": 0.4078, "X4": 0.11973, "Y4": 0.4058, "page": 0}, {"Word": "substance the resistance per square is constant.", "Confidence": 0.97386, "X1": 0.51156, "Y1": 0.3872, "X2": 0.82585, "Y2": 0.387, "X3": 0.82449, "Y3": 0.3998, "X4": 0.51156, "Y4": 0.3978, "page": 0}, {"Word": "Comprehensive details have been published on the", "Confidence": 0.821, "X1": 0.51156, "Y1": 0.4002, "X2": 0.84898, "Y2": 0.4, "X3": 0.84898, "Y3": 0.4128, "X4": 0.51156, "Y4": 0.4118, "page": 0}, {"Word": "designed and constructed. Complete with flying", "Confidence": 0.91617, "X1": 0.11973, "Y1": 0.4072, "X2": 0.43673, "Y2": 0.407, "X3": 0.43673, "Y3": 0.4208, "X4": 0.11973, "Y4": 0.4188, "page": 0}, {"Word": "relationship between resistivity and thickness, and", "Confidence": 0.964, "X1": 0.51429, "Y1": 0.4142, "X2": 0.85034, "Y2": 0.414, "X3": 0.85034, "Y3": 0.4268, "X4": 0.51429, "Y4": 0.4248, "page": 0}, {"Word": "splice equipment at reel unwind and rewind stations", "Confidence": 0.96962, "X1": 0.11837, "Y1": 0.4212, "X2": 0.46667, "Y2": 0.421, "X3": 0.46667, "Y3": 0.4338, "X4": 0.11837, "Y4": 0.4328, "page": 0}, {"Word": "outside the actual metallising chamber, they provide,", "Confidence": 0.898, "X1": 0.11837, "Y1": 0.4352, "X2": 0.47347, "Y2": 0.435, "X3": 0.47347, "Y3": 0.4478, "X4": 0.11837, "Y4": 0.4468, "page": 0}, {"Word": "this relationship is presented in fig 3.", "Confidence": 0.92386, "X1": 0.51293, "Y1": 0.4272, "X2": 0.75646, "Y2": 0.427, "X3": 0.75646, "Y3": 0.4398, "X4": 0.51293, "Y4": 0.4378, "page": 0}, {"Word": "via a system of air locks, a means of successively", "Confidence": 0.8988, "X1": 0.12109, "Y1": 0.4472, "X2": 0.44218, "Y2": 0.447, "X3": 0.44218, "Y3": 0.4598, "X4": 0.12109, "Y4": 0.4598, "page": 0}, {"Word": "metallising reels without the need for breaking", "Confidence": 0.97829, "X1": 0.12109, "Y1": 0.4612, "X2": 0.43401, "Y2": 0.461, "X3": 0.43401, "Y3": 0.4738, "X4": 0.12109, "Y4": 0.4728, "page": 0}, {"Word": "In practical terms the range of normal metallising Is", "Confidence": 0.91389, "X1": 0.51293, "Y1": 0.4632, "X2": 0.85986, "Y2": 0.463, "X3": 0.85986, "Y3": 0.4768, "X4": 0.51293, "Y4": 0.4748, "page": 0}, {"Word": "vacuum during reel changes. However, it must be", "Confidence": 0.93712, "X1": 0.11973, "Y1": 0.4752, "X2": 0.44762, "Y2": 0.475, "X3": 0.44762, "Y3": 0.4878, "X4": 0.11973, "Y4": 0.4868, "page": 0}, {"Word": "1 to 2 ohms per square, corresponding to a metal", "Confidence": 0.9547, "X1": 0.51429, "Y1": 0.4772, "X2": 0.84354, "Y2": 0.477, "X3": 0.84354, "Y3": 0.4908, "X4": 0.51429, "Y4": 0.4888, "page": 0}, {"Word": "borne in mind that the evaporation sources do", "Confidence": 0.9615, "X1": 0.11837, "Y1": 0.4892, "X2": 0.42721, "Y2": 0.489, "X3": 0.42721, "Y3": 0.5008, "X4": 0.11837, "Y4": 0.4998, "page": 0}, {"Word": "thickness of 300 to 150 Angstroms, up to approxi-", "Confidence": 0.94422, "X1": 0.51293, "Y1": 0.4902, "X2": 0.85442, "Y2": 0.49, "X3": 0.85306, "Y3": 0.5028, "X4": 0.51293, "Y4": 0.5008, "page": 0}, {"Word": "possess a given life, and that periodically vacuum", "Confidence": 0.898, "X1": 0.12109, "Y1": 0.5022, "X2": 0.4517, "Y2": 0.502, "X3": 0.4517, "Y3": 0.5148, "X4": 0.12109, "Y4": 0.5138, "page": 0}, {"Word": "mately 5 ohms per square. Relevant properties of the", "Confidence": 0.94511, "X1": 0.51156, "Y1": 0.5042, "X2": 0.86803, "Y2": 0.504, "X3": 0.86803, "Y3": 0.5168, "X4": 0.51156, "Y4": 0.5158, "page": 0}, {"Word": "must be broken to maintain and change such sources.", "Confidence": 0.97889, "X1": 0.11973, "Y1": 0.5152, "X2": 0.47347, "Y2": 0.515, "X3": 0.47347, "Y3": 0.5288, "X4": 0.11973, "Y4": 0.5268, "page": 0}, {"Word": "metallised substrate are considered in the appropriate", "Confidence": 0.98343, "X1": 0.51429, "Y1": 0.5172, "X2": 0.87075, "Y2": 0.517, "X3": 0.87075, "Y3": 0.5298, "X4": 0.51429, "Y4": 0.5278, "page": 0}, {"Word": "These latest machines however do signify the", "Confidence": 0.98629, "X1": 0.12245, "Y1": 0.5292, "X2": 0.41905, "Y2": 0.529, "X3": 0.41905, "Y3": 0.5418, "X4": 0.12245, "Y4": 0.5408, "page": 0}, {"Word": "section, materials being classified into two broad", "Confidence": 0.92729, "X1": 0.51429, "Y1": 0.5292, "X2": 0.8381, "Y2": 0.529, "X3": 0.8381, "Y3": 0.5428, "X4": 0.51429, "Y4": 0.5428, "page": 0}, {"Word": "tremendous advances that have occurred in vacuum", "Confidence": 0.96686, "X1": 0.12109, "Y1": 0.5422, "X2": 0.46395, "Y2": 0.542, "X3": 0.46395, "Y3": 0.5548, "X4": 0.12109, "Y4": 0.5548, "page": 0}, {"Word": "groups, namely \"Metallised papers and boards' and", "Confidence": 0.94957, "X1": 0.51293, "Y1": 0.5432, "X2": 0.84898, "Y2": 0.543, "X3": 0.84898, "Y3": 0.5568, "X4": 0.51293, "Y4": 0.5568, "page": 0}, {"Word": "metallising technology in the past four years.", "Confidence": 0.96, "X1": 0.11837, "Y1": 0.5552, "X2": 0.41905, "Y2": 0.555, "X3": 0.41905, "Y3": 0.5678, "X4": 0.11837, "Y4": 0.5678, "page": 0}, {"Word": "\"Metallised flexible plastic films.\"", "Confidence": 0.8695, "X1": 0.51293, "Y1": 0.5552, "X2": 0.74014, "Y2": 0.555, "X3": 0.74014, "Y3": 0.5688, "X4": 0.51293, "Y4": 0.5678, "page": 0}, {"Word": "30", "Confidence": 0.998, "X1": 0.20136, "Y1": 0.6282, "X2": 0.23129, "Y2": 0.628, "X3": 0.23129, "Y3": 0.6438, "X4": 0.20136, "Y4": 0.6438, "page": 0}, {"Word": "Resistivity vs. Deposition", "Confidence": 0.86833, "X1": 0.46667, "Y1": 0.6392, "X2": 0.65442, "Y2": 0.639, "X3": 0.65442, "Y3": 0.6548, "X4": 0.46667, "Y4": 0.6548, "page": 0}, {"Word": "-", "Confidence": 0.93, "X1": 0.18095, "Y1": 0.7162, "X2": 0.17959, "Y2": 0.716, "X3": 0.16463, "Y3": 0.7158, "X4": 0.16463, "Y4": 0.6708, "page": 0}, {"Word": "Ohms/square", "Confidence": 0.903, "X1": 0.15918, "Y1": 0.7452, "X2": 0.15918, "Y2": 0.745, "X3": 0.18095, "Y3": 0.7448, "X4": 0.17959, "Y4": 0.8218, "page": 0}, {"Word": "20", "Confidence": 0.932, "X1": 0.19864, "Y1": 0.7312, "X2": 0.22313, "Y2": 0.731, "X3": 0.22177, "Y3": 0.7438, "X4": 0.19728, "Y4": 0.7428, "page": 0}, {"Word": "1.0", "Confidence": 0.343, "X1": 0.20272, "Y1": 0.8332, "X2": 0.22449, "Y2": 0.833, "X3": 0.22449, "Y3": 0.8468, "X4": 0.20272, "Y4": 0.8458, "page": 0}, {"Word": "400", "Confidence": 0.994, "X1": 0.76871, "Y1": 0.8872, "X2": 0.80272, "Y2": 0.887, "X3": 0.80272, "Y3": 0.8978, "X4": 0.76735, "Y4": 0.8988, "page": 0}, {"Word": "100", "Confidence": 0.998, "X1": 0.36054, "Y1": 0.8852, "X2": 0.3932, "Y2": 0.885, "X3": 0.3932, "Y3": 0.8988, "X4": 0.35918, "Y4": 0.8998, "page": 0}, {"Word": "200", "Confidence": 0.998, "X1": 0.49252, "Y1": 0.8852, "X2": 0.52925, "Y2": 0.885, "X3": 0.52925, "Y3": 0.8988, "X4": 0.49252, "Y4": 0.8988, "page": 0}, {"Word": "300", "Confidence": 0.998, "X1": 0.62993, "Y1": 0.8872, "X2": 0.66395, "Y2": 0.887, "X3": 0.66259, "Y3": 0.8988, "X4": 0.62857, "Y4": 0.8988, "page": 0}, {"Word": "Angstroms", "Confidence": 0.994, "X1": 0.42857, "Y1": 0.9052, "X2": 0.51565, "Y2": 0.905, "X3": 0.51565, "Y3": 0.9188, "X4": 0.42857, "Y4": 0.9188, "page": 0}, {"Word": "100491265", "Confidence": 0.992, "X1": 0.96054, "Y1": 0.9332, "X2": 0.9619, "Y2": 0.933, "X3": 0.92925, "Y3": 0.9328, "X4": 0.92789, "Y4": 0.8178, "page": 0}, {"Word": "Fig 3", "Confidence": 0.678, "X1": 0.12109, "Y1": 0.9442, "X2": 0.15646, "Y2": 0.944, "X3": 0.15646, "Y3": 0.9548, "X4": 0.12109, "Y4": 0.9558, "page": 0}, {"Word": "Resistivity versus deposition", "Confidence": 0.743, "X1": 0.12109, "Y1": 0.9542, "X2": 0.2898, "Y2": 0.954, "X3": 0.2898, "Y3": 0.9668, "X4": 0.12109, "Y4": 0.9658, "page": 0}], "words_data": [{"Word": "3", "Confidence": 0.995, "X1": 0.51156, "Y1": 0.0532, "X2": 0.52109, "Y2": 0.053, "X3": 0.52109, "Y3": 0.0678, "X4": 0.5102, "Y4": 0.0678, "page": 0, "Index": 0}, {"Word": "Vacuum", "Confidence": 0.644, "X1": 0.52517, "Y1": 0.0532, "X2": 0.58095, "Y2": 0.053, "X3": 0.58095, "Y3": 0.0678, "X4": 0.52517, "Y4": 0.0678, "page": 0, "Index": 1}, {"Word": "metallised", "Confidence": 0.616, "X1": 0.58503, "Y1": 0.0542, "X2": 0.65306, "Y2": 0.054, "X3": 0.6517, "Y3": 0.0678, "X4": 0.58503, "Y4": 0.0678, "page": 0, "Index": 2}, {"Word": "substrates", "Confidence": 0.816, "X1": 0.65714, "Y1": 0.0552, "X2": 0.72789, "Y2": 0.055, "X3": 0.72653, "Y3": 0.0688, "X4": 0.65578, "Y4": 0.0678, "page": 0, "Index": 3}, {"Word": "Pal", "Confidence": 0.001, "X1": 0.26939, "Y1": 0.0892, "X2": 0.28707, "Y2": 0.089, "X3": 0.28707, "Y3": 0.0968, "X4": 0.26939, "Y4": 0.0968, "page": 0, "Index": 4}, {"Word": "Loading", "Confidence": 0.182, "X1": 0.2898, "Y1": 0.0902, "X2": 0.32517, "Y2": 0.09, "X3": 0.32517, "Y3": 0.0978, "X4": 0.2898, "Y4": 0.0968, "page": 0, "Index": 5}, {"Word": "Almost", "Confidence": 0.991, "X1": 0.51293, "Y1": 0.0822, "X2": 0.55918, "Y2": 0.082, "X3": 0.55782, "Y3": 0.0948, "X4": 0.51293, "Y4": 0.0948, "page": 0, "Index": 6}, {"Word": "all", "Confidence": 0.963, "X1": 0.5619, "Y1": 0.0822, "X2": 0.57823, "Y2": 0.082, "X3": 0.57823, "Y3": 0.0948, "X4": 0.5619, "Y4": 0.0948, "page": 0, "Index": 7}, {"Word": "commercially", "Confidence": 0.991, "X1": 0.58231, "Y1": 0.0822, "X2": 0.67347, "Y2": 0.082, "X3": 0.67211, "Y3": 0.0948, "X4": 0.58095, "Y4": 0.0948, "page": 0, "Index": 8}, {"Word": "available", "Confidence": 0.955, "X1": 0.67619, "Y1": 0.0822, "X2": 0.73333, "Y2": 0.082, "X3": 0.73197, "Y3": 0.0948, "X4": 0.67619, "Y4": 0.0948, "page": 0, "Index": 9}, {"Word": "plastics", "Confidence": 0.944, "X1": 0.73741, "Y1": 0.0822, "X2": 0.78503, "Y2": 0.082, "X3": 0.78503, "Y3": 0.0948, "X4": 0.73605, "Y4": 0.0948, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.991, "X1": 0.78912, "Y1": 0.0822, "X2": 0.81361, "Y2": 0.082, "X3": 0.81224, "Y3": 0.0948, "X4": 0.78776, "Y4": 0.0948, "page": 0, "Index": 11}, {"Word": "cellu-", "Confidence": 0.685, "X1": 0.81633, "Y1": 0.0822, "X2": 0.8585, "Y2": 0.082, "X3": 0.85714, "Y3": 0.0948, "X4": 0.81497, "Y4": 0.0948, "page": 0, "Index": 12}, {"Word": "losic", "Confidence": 0.813, "X1": 0.5102, "Y1": 0.0962, "X2": 0.5415, "Y2": 0.096, "X3": 0.5415, "Y3": 0.1088, "X4": 0.51156, "Y4": 0.1088, "page": 0, "Index": 13}, {"Word": "films", "Confidence": 0.991, "X1": 0.54422, "Y1": 0.0962, "X2": 0.57823, "Y2": 0.096, "X3": 0.57823, "Y3": 0.1088, "X4": 0.54422, "Y4": 0.1088, "page": 0, "Index": 14}, {"Word": "and", "Confidence": 0.998, "X1": 0.58095, "Y1": 0.0962, "X2": 0.60544, "Y2": 0.096, "X3": 0.60544, "Y3": 0.1088, "X4": 0.58095, "Y4": 0.1088, "page": 0, "Index": 15}, {"Word": "papers", "Confidence": 0.996, "X1": 0.60816, "Y1": 0.0962, "X2": 0.65306, "Y2": 0.096, "X3": 0.6517, "Y3": 0.1088, "X4": 0.60816, "Y4": 0.1088, "page": 0, "Index": 16}, {"Word": "are", "Confidence": 0.998, "X1": 0.65578, "Y1": 0.0962, "X2": 0.67619, "Y2": 0.096, "X3": 0.67619, "Y3": 0.1088, "X4": 0.65578, "Y4": 0.1088, "page": 0, "Index": 17}, {"Word": "available", "Confidence": 0.848, "X1": 0.68027, "Y1": 0.0972, "X2": 0.73741, "Y2": 0.097, "X3": 0.73605, "Y3": 0.1088, "X4": 0.67891, "Y4": 0.1088, "page": 0, "Index": 18}, {"Word": "in", "Confidence": 0.998, "X1": 0.74014, "Y1": 0.0972, "X2": 0.7551, "Y2": 0.097, "X3": 0.75374, "Y3": 0.1088, "X4": 0.74014, "Y4": 0.1088, "page": 0, "Index": 19}, {"Word": "a", "Confidence": 0.104, "X1": 0.75782, "Y1": 0.0972, "X2": 0.76599, "Y2": 0.097, "X3": 0.76463, "Y3": 0.1088, "X4": 0.75782, "Y4": 0.1088, "page": 0, "Index": 20}, {"Word": "vacuum", "Confidence": 0.962, "X1": 0.76871, "Y1": 0.0972, "X2": 0.81905, "Y2": 0.097, "X3": 0.81769, "Y3": 0.1088, "X4": 0.76871, "Y4": 0.1088, "page": 0, "Index": 21}, {"Word": "metallised", "Confidence": 0.667, "X1": 0.51156, "Y1": 0.1092, "X2": 0.57687, "Y2": 0.109, "X3": 0.57687, "Y3": 0.1208, "X4": 0.51156, "Y4": 0.1218, "page": 0, "Index": 22}, {"Word": "form.", "Confidence": 0.941, "X1": 0.58095, "Y1": 0.1092, "X2": 0.61905, "Y2": 0.109, "X3": 0.61905, "Y3": 0.1208, "X4": 0.58095, "Y4": 0.1208, "page": 0, "Index": 23}, {"Word": "For", "Confidence": 0.998, "X1": 0.62313, "Y1": 0.1092, "X2": 0.64762, "Y2": 0.109, "X3": 0.64626, "Y3": 0.1208, "X4": 0.62313, "Y4": 0.1208, "page": 0, "Index": 24}, {"Word": "purposes", "Confidence": 0.97, "X1": 0.65034, "Y1": 0.1092, "X2": 0.7102, "Y2": 0.109, "X3": 0.7102, "Y3": 0.1218, "X4": 0.65034, "Y4": 0.1208, "page": 0, "Index": 25}, {"Word": "of", "Confidence": 0.996, "X1": 0.71293, "Y1": 0.1092, "X2": 0.72789, "Y2": 0.109, "X3": 0.72789, "Y3": 0.1218, "X4": 0.71293, "Y4": 0.1218, "page": 0, "Index": 26}, {"Word": "brevity", "Confidence": 0.962, "X1": 0.73061, "Y1": 0.1102, "X2": 0.77823, "Y2": 0.11, "X3": 0.77823, "Y3": 0.1218, "X4": 0.73061, "Y4": 0.1218, "page": 0, "Index": 27}, {"Word": "no", "Confidence": 0.997, "X1": 0.78231, "Y1": 0.1102, "X2": 0.8, "Y2": 0.11, "X3": 0.8, "Y3": 0.1218, "X4": 0.78231, "Y4": 0.1218, "page": 0, "Index": 28}, {"Word": "reference", "Confidence": 0.887, "X1": 0.80272, "Y1": 0.1102, "X2": 0.86803, "Y2": 0.11, "X3": 0.86803, "Y3": 0.1228, "X4": 0.80272, "Y4": 0.1218, "page": 0, "Index": 29}, {"Word": "will", "Confidence": 0.995, "X1": 0.51156, "Y1": 0.1222, "X2": 0.53469, "Y2": 0.122, "X3": 0.53469, "Y3": 0.1348, "X4": 0.51156, "Y4": 0.1348, "page": 0, "Index": 30}, {"Word": "be", "Confidence": 0.97, "X1": 0.53878, "Y1": 0.1222, "X2": 0.5551, "Y2": 0.122, "X3": 0.5551, "Y3": 0.1348, "X4": 0.53878, "Y4": 0.1348, "page": 0, "Index": 31}, {"Word": "made", "Confidence": 0.985, "X1": 0.55782, "Y1": 0.1222, "X2": 0.59456, "Y2": 0.122, "X3": 0.59456, "Y3": 0.1348, "X4": 0.55782, "Y4": 0.1348, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.955, "X1": 0.59728, "Y1": 0.1232, "X2": 0.61224, "Y2": 0.123, "X3": 0.61224, "Y3": 0.1348, "X4": 0.59728, "Y4": 0.1348, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.61633, "Y1": 0.1232, "X2": 0.63673, "Y2": 0.123, "X3": 0.63673, "Y3": 0.1358, "X4": 0.61633, "Y4": 0.1348, "page": 0, "Index": 34}, {"Word": "production", "Confidence": 0.991, "X1": 0.64082, "Y1": 0.1232, "X2": 0.71701, "Y2": 0.123, "X3": 0.71565, "Y3": 0.1358, "X4": 0.64082, "Y4": 0.1358, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.998, "X1": 0.71973, "Y1": 0.1232, "X2": 0.73333, "Y2": 0.123, "X3": 0.73333, "Y3": 0.1358, "X4": 0.71973, "Y4": 0.1358, "page": 0, "Index": 36}, {"Word": "metallised", "Confidence": 0.629, "X1": 0.73741, "Y1": 0.1232, "X2": 0.80544, "Y2": 0.123, "X3": 0.80544, "Y3": 0.1358, "X4": 0.73605, "Y4": 0.1358, "page": 0, "Index": 37}, {"Word": "films", "Confidence": 0.955, "X1": 0.80952, "Y1": 0.1232, "X2": 0.8449, "Y2": 0.123, "X3": 0.84354, "Y3": 0.1358, "X4": 0.80816, "Y4": 0.1358, "page": 0, "Index": 38}, {"Word": "and", "Confidence": 0.966, "X1": 0.51156, "Y1": 0.1362, "X2": 0.53469, "Y2": 0.136, "X3": 0.53469, "Y3": 0.1488, "X4": 0.51156, "Y4": 0.1488, "page": 0, "Index": 39}, {"Word": "papers", "Confidence": 0.993, "X1": 0.53878, "Y1": 0.1362, "X2": 0.58095, "Y2": 0.136, "X3": 0.58095, "Y3": 0.1488, "X4": 0.53878, "Y4": 0.1488, "page": 0, "Index": 40}, {"Word": "for", "Confidence": 0.998, "X1": 0.58503, "Y1": 0.1362, "X2": 0.6068, "Y2": 0.136, "X3": 0.60544, "Y3": 0.1488, "X4": 0.58503, "Y4": 0.1488, "page": 0, "Index": 41}, {"Word": "use", "Confidence": 0.989, "X1": 0.60952, "Y1": 0.1362, "X2": 0.63129, "Y2": 0.136, "X3": 0.62993, "Y3": 0.1488, "X4": 0.60952, "Y4": 0.1488, "page": 0, "Index": 42}, {"Word": "in", "Confidence": 0.998, "X1": 0.63537, "Y1": 0.1362, "X2": 0.64762, "Y2": 0.136, "X3": 0.64762, "Y3": 0.1488, "X4": 0.63401, "Y4": 0.1488, "page": 0, "Index": 43}, {"Word": "the", "Confidence": 0.992, "X1": 0.6517, "Y1": 0.1362, "X2": 0.67347, "Y2": 0.136, "X3": 0.67347, "Y3": 0.1488, "X4": 0.65034, "Y4": 0.1488, "page": 0, "Index": 44}, {"Word": "electrical", "Confidence": 0.938, "X1": 0.67755, "Y1": 0.1362, "X2": 0.73741, "Y2": 0.136, "X3": 0.73741, "Y3": 0.1488, "X4": 0.67619, "Y4": 0.1488, "page": 0, "Index": 45}, {"Word": "and", "Confidence": 0.998, "X1": 0.7415, "Y1": 0.1362, "X2": 0.76599, "Y2": 0.136, "X3": 0.76599, "Y3": 0.1498, "X4": 0.74014, "Y4": 0.1488, "page": 0, "Index": 46}, {"Word": "electronics", "Confidence": 0.555, "X1": 0.77007, "Y1": 0.1362, "X2": 0.8449, "Y2": 0.136, "X3": 0.84354, "Y3": 0.1498, "X4": 0.76871, "Y4": 0.1498, "page": 0, "Index": 47}, {"Word": "8", "Confidence": 0.939, "X1": 0.22585, "Y1": 0.1522, "X2": 0.23401, "Y2": 0.152, "X3": 0.23401, "Y3": 0.1618, "X4": 0.22585, "Y4": 0.1618, "page": 0, "Index": 48}, {"Word": "30", "Confidence": 0.045, "X1": 0.2381, "Y1": 0.1612, "X2": 0.2381, "Y2": 0.161, "X3": 0.22721, "Y3": 0.1598, "X4": 0.22857, "Y4": 0.1508, "page": 0, "Index": 49}, {"Word": "Industries,", "Confidence": 0.903, "X1": 0.51156, "Y1": 0.1492, "X2": 0.57959, "Y2": 0.149, "X3": 0.57823, "Y3": 0.1618, "X4": 0.5102, "Y4": 0.1618, "page": 0, "Index": 50}, {"Word": "other", "Confidence": 0.994, "X1": 0.58231, "Y1": 0.1492, "X2": 0.61905, "Y2": 0.149, "X3": 0.61769, "Y3": 0.1618, "X4": 0.58095, "Y4": 0.1618, "page": 0, "Index": 51}, {"Word": "than", "Confidence": 0.988, "X1": 0.62177, "Y1": 0.1492, "X2": 0.65306, "Y2": 0.149, "X3": 0.6517, "Y3": 0.1618, "X4": 0.62041, "Y4": 0.1618, "page": 0, "Index": 52}, {"Word": "in", "Confidence": 0.998, "X1": 0.65578, "Y1": 0.1492, "X2": 0.66939, "Y2": 0.149, "X3": 0.66803, "Y3": 0.1618, "X4": 0.65442, "Y4": 0.1618, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.995, "X1": 0.67347, "Y1": 0.1492, "X2": 0.6966, "Y2": 0.149, "X3": 0.69524, "Y3": 0.1618, "X4": 0.67211, "Y4": 0.1618, "page": 0, "Index": 54}, {"Word": "fact", "Confidence": 0.985, "X1": 0.69932, "Y1": 0.1492, "X2": 0.72517, "Y2": 0.149, "X3": 0.72381, "Y3": 0.1618, "X4": 0.69796, "Y4": 0.1618, "page": 0, "Index": 55}, {"Word": "that", "Confidence": 0.931, "X1": 0.72925, "Y1": 0.1492, "X2": 0.7551, "Y2": 0.149, "X3": 0.75374, "Y3": 0.1618, "X4": 0.72789, "Y4": 0.1618, "page": 0, "Index": 56}, {"Word": "many", "Confidence": 0.988, "X1": 0.75918, "Y1": 0.1492, "X2": 0.79728, "Y2": 0.149, "X3": 0.79592, "Y3": 0.1618, "X4": 0.75646, "Y4": 0.1618, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.998, "X1": 0.80136, "Y1": 0.1492, "X2": 0.81497, "Y2": 0.149, "X3": 0.81361, "Y3": 0.1618, "X4": 0.79864, "Y4": 0.1618, "page": 0, "Index": 58}, {"Word": "the", "Confidence": 0.961, "X1": 0.81905, "Y1": 0.1502, "X2": 0.84354, "Y2": 0.15, "X3": 0.84218, "Y3": 0.1628, "X4": 0.81769, "Y4": 0.1628, "page": 0, "Index": 59}, {"Word": "manufacturing", "Confidence": 0.881, "X1": 0.51156, "Y1": 0.1632, "X2": 0.60816, "Y2": 0.163, "X3": 0.6068, "Y3": 0.1748, "X4": 0.51156, "Y4": 0.1738, "page": 0, "Index": 60}, {"Word": "techniques", "Confidence": 0.991, "X1": 0.61088, "Y1": 0.1632, "X2": 0.68299, "Y2": 0.163, "X3": 0.68163, "Y3": 0.1748, "X4": 0.60952, "Y4": 0.1748, "page": 0, "Index": 61}, {"Word": "are", "Confidence": 0.998, "X1": 0.68707, "Y1": 0.1632, "X2": 0.70612, "Y2": 0.163, "X3": 0.70612, "Y3": 0.1748, "X4": 0.68571, "Y4": 0.1748, "page": 0, "Index": 62}, {"Word": "common.", "Confidence": 0.991, "X1": 0.7102, "Y1": 0.1622, "X2": 0.77279, "Y2": 0.162, "X3": 0.77279, "Y3": 0.1748, "X4": 0.70884, "Y4": 0.1748, "page": 0, "Index": 63}, {"Word": "Nor", "Confidence": 0.998, "X1": 0.77687, "Y1": 0.1622, "X2": 0.80272, "Y2": 0.162, "X3": 0.80136, "Y3": 0.1748, "X4": 0.77551, "Y4": 0.1748, "page": 0, "Index": 64}, {"Word": "will", "Confidence": 0.959, "X1": 0.80544, "Y1": 0.1612, "X2": 0.83537, "Y2": 0.161, "X3": 0.83401, "Y3": 0.1738, "X4": 0.80408, "Y4": 0.1748, "page": 0, "Index": 65}, {"Word": "40", "Confidence": 0.807, "X1": 0.2381, "Y1": 0.1822, "X2": 0.23946, "Y2": 0.182, "X3": 0.22721, "Y3": 0.1818, "X4": 0.22721, "Y4": 0.1718, "page": 0, "Index": 66}, {"Word": "reference", "Confidence": 0.878, "X1": 0.5102, "Y1": 0.1752, "X2": 0.57143, "Y2": 0.175, "X3": 0.57007, "Y3": 0.1878, "X4": 0.5102, "Y4": 0.1868, "page": 0, "Index": 67}, {"Word": "be", "Confidence": 0.886, "X1": 0.57415, "Y1": 0.1752, "X2": 0.59184, "Y2": 0.175, "X3": 0.59048, "Y3": 0.1878, "X4": 0.57415, "Y4": 0.1878, "page": 0, "Index": 68}, {"Word": "made", "Confidence": 0.663, "X1": 0.59456, "Y1": 0.1752, "X2": 0.63129, "Y2": 0.175, "X3": 0.63129, "Y3": 0.1878, "X4": 0.59456, "Y4": 0.1878, "page": 0, "Index": 69}, {"Word": "to", "Confidence": 0.998, "X1": 0.63537, "Y1": 0.1752, "X2": 0.64898, "Y2": 0.175, "X3": 0.64762, "Y3": 0.1878, "X4": 0.63401, "Y4": 0.1878, "page": 0, "Index": 70}, {"Word": "such", "Confidence": 0.885, "X1": 0.6517, "Y1": 0.1762, "X2": 0.68299, "Y2": 0.176, "X3": 0.68163, "Y3": 0.1878, "X4": 0.6517, "Y4": 0.1878, "page": 0, "Index": 71}, {"Word": "specialist", "Confidence": 0.991, "X1": 0.68707, "Y1": 0.1762, "X2": 0.74694, "Y2": 0.176, "X3": 0.74558, "Y3": 0.1878, "X4": 0.68571, "Y4": 0.1878, "page": 0, "Index": 72}, {"Word": "metallised", "Confidence": 0.953, "X1": 0.75102, "Y1": 0.1762, "X2": 0.82041, "Y2": 0.176, "X3": 0.81905, "Y3": 0.1878, "X4": 0.74966, "Y4": 0.1878, "page": 0, "Index": 73}, {"Word": "--", "Confidence": 0.848, "X1": 0.21905, "Y1": 0.2012, "X2": 0.21905, "Y2": 0.201, "X3": 0.2068, "Y3": 0.2008, "X4": 0.20816, "Y4": 0.1698, "page": 0, "Index": 74}, {"Word": "50", "Confidence": 0.887, "X1": 0.23946, "Y1": 0.2052, "X2": 0.23946, "Y2": 0.205, "X3": 0.22721, "Y3": 0.2048, "X4": 0.22721, "Y4": 0.1948, "page": 0, "Index": 75}, {"Word": "depositions", "Confidence": 0.991, "X1": 0.5102, "Y1": 0.1882, "X2": 0.58639, "Y2": 0.188, "X3": 0.58639, "Y3": 0.2008, "X4": 0.5102, "Y4": 0.2008, "page": 0, "Index": 76}, {"Word": "as", "Confidence": 0.993, "X1": 0.59048, "Y1": 0.1882, "X2": 0.60272, "Y2": 0.188, "X3": 0.60272, "Y3": 0.2008, "X4": 0.58912, "Y4": 0.2008, "page": 0, "Index": 77}, {"Word": "gold", "Confidence": 0.611, "X1": 0.60544, "Y1": 0.1882, "X2": 0.63537, "Y2": 0.188, "X3": 0.63537, "Y3": 0.2008, "X4": 0.60544, "Y4": 0.2008, "page": 0, "Index": 78}, {"Word": "or", "Confidence": 0.996, "X1": 0.63946, "Y1": 0.1892, "X2": 0.65442, "Y2": 0.189, "X3": 0.65306, "Y3": 0.2008, "X4": 0.6381, "Y4": 0.2008, "page": 0, "Index": 79}, {"Word": "silver,", "Confidence": 0.966, "X1": 0.65714, "Y1": 0.1892, "X2": 0.6966, "Y2": 0.189, "X3": 0.69524, "Y3": 0.2008, "X4": 0.65714, "Y4": 0.2008, "page": 0, "Index": 80}, {"Word": "which", "Confidence": 0.997, "X1": 0.69932, "Y1": 0.1892, "X2": 0.74014, "Y2": 0.189, "X3": 0.74014, "Y3": 0.2018, "X4": 0.69932, "Y4": 0.2008, "page": 0, "Index": 81}, {"Word": "again", "Confidence": 0.955, "X1": 0.74422, "Y1": 0.1892, "X2": 0.77959, "Y2": 0.189, "X3": 0.77823, "Y3": 0.2018, "X4": 0.74286, "Y4": 0.2018, "page": 0, "Index": 82}, {"Word": "are", "Confidence": 0.998, "X1": 0.78231, "Y1": 0.1892, "X2": 0.80136, "Y2": 0.189, "X3": 0.80136, "Y3": 0.2018, "X4": 0.78095, "Y4": 0.2018, "page": 0, "Index": 83}, {"Word": "primarily", "Confidence": 0.991, "X1": 0.80544, "Y1": 0.1902, "X2": 0.86803, "Y2": 0.19, "X3": 0.86667, "Y3": 0.2018, "X4": 0.80408, "Y4": 0.2018, "page": 0, "Index": 84}, {"Word": "used", "Confidence": 0.985, "X1": 0.51156, "Y1": 0.2022, "X2": 0.54014, "Y2": 0.202, "X3": 0.5415, "Y3": 0.2148, "X4": 0.51156, "Y4": 0.2148, "page": 0, "Index": 85}, {"Word": "in", "Confidence": 0.997, "X1": 0.54422, "Y1": 0.2022, "X2": 0.55782, "Y2": 0.202, "X3": 0.55782, "Y3": 0.2148, "X4": 0.54422, "Y4": 0.2148, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.5619, "Y1": 0.2022, "X2": 0.58367, "Y2": 0.202, "X3": 0.58231, "Y3": 0.2148, "X4": 0.5619, "Y4": 0.2148, "page": 0, "Index": 87}, {"Word": "electronics", "Confidence": 0.962, "X1": 0.58639, "Y1": 0.2022, "X2": 0.65986, "Y2": 0.202, "X3": 0.6585, "Y3": 0.2148, "X4": 0.58639, "Y4": 0.2148, "page": 0, "Index": 88}, {"Word": "and", "Confidence": 0.998, "X1": 0.66259, "Y1": 0.2022, "X2": 0.68707, "Y2": 0.202, "X3": 0.68571, "Y3": 0.2148, "X4": 0.66259, "Y4": 0.2148, "page": 0, "Index": 89}, {"Word": "aerospace", "Confidence": 0.736, "X1": 0.69116, "Y1": 0.2022, "X2": 0.7551, "Y2": 0.202, "X3": 0.75238, "Y3": 0.2148, "X4": 0.6898, "Y4": 0.2148, "page": 0, "Index": 90}, {"Word": "industries.", "Confidence": 0.955, "X1": 0.75782, "Y1": 0.2022, "X2": 0.82857, "Y2": 0.202, "X3": 0.82721, "Y3": 0.2148, "X4": 0.75646, "Y4": 0.2148, "page": 0, "Index": 91}, {"Word": "For", "Confidence": 0.998, "X1": 0.83265, "Y1": 0.2022, "X2": 0.86122, "Y2": 0.202, "X3": 0.8585, "Y3": 0.2148, "X4": 0.82993, "Y4": 0.2148, "page": 0, "Index": 92}, {"Word": "60", "Confidence": 0.64, "X1": 0.23946, "Y1": 0.2282, "X2": 0.24082, "Y2": 0.228, "X3": 0.22721, "Y3": 0.2278, "X4": 0.22721, "Y4": 0.2188, "page": 0, "Index": 93}, {"Word": "the", "Confidence": 0.998, "X1": 0.51156, "Y1": 0.2162, "X2": 0.53197, "Y2": 0.216, "X3": 0.53197, "Y3": 0.2278, "X4": 0.51156, "Y4": 0.2278, "page": 0, "Index": 94}, {"Word": "purposes", "Confidence": 0.964, "X1": 0.53605, "Y1": 0.2152, "X2": 0.59456, "Y2": 0.215, "X3": 0.59456, "Y3": 0.2278, "X4": 0.53605, "Y4": 0.2278, "page": 0, "Index": 95}, {"Word": "of", "Confidence": 0.998, "X1": 0.59864, "Y1": 0.2152, "X2": 0.61361, "Y2": 0.215, "X3": 0.61224, "Y3": 0.2278, "X4": 0.59864, "Y4": 0.2278, "page": 0, "Index": 96}, {"Word": "this", "Confidence": 0.941, "X1": 0.61633, "Y1": 0.2152, "X2": 0.64218, "Y2": 0.215, "X3": 0.64082, "Y3": 0.2278, "X4": 0.61633, "Y4": 0.2278, "page": 0, "Index": 97}, {"Word": "presentation", "Confidence": 0.991, "X1": 0.6449, "Y1": 0.2152, "X2": 0.72789, "Y2": 0.215, "X3": 0.72789, "Y3": 0.2278, "X4": 0.6449, "Y4": 0.2278, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.998, "X1": 0.73197, "Y1": 0.2152, "X2": 0.75374, "Y2": 0.215, "X3": 0.75238, "Y3": 0.2278, "X4": 0.73061, "Y4": 0.2278, "page": 0, "Index": 99}, {"Word": "only", "Confidence": 0.986, "X1": 0.75782, "Y1": 0.2162, "X2": 0.78639, "Y2": 0.216, "X3": 0.78503, "Y3": 0.2278, "X4": 0.75646, "Y4": 0.2278, "page": 0, "Index": 100}, {"Word": "8", "Confidence": 0.994, "X1": 0.22721, "Y1": 0.2192, "X2": 0.23673, "Y2": 0.219, "X3": 0.23673, "Y3": 0.2308, "X4": 0.22721, "Y4": 0.2308, "page": 0, "Index": 101}, {"Word": "metallic", "Confidence": 0.904, "X1": 0.79048, "Y1": 0.2162, "X2": 0.84762, "Y2": 0.216, "X3": 0.84626, "Y3": 0.2288, "X4": 0.78912, "Y4": 0.2278, "page": 0, "Index": 102}, {"Word": "deposition", "Confidence": 0.6, "X1": 0.51156, "Y1": 0.2282, "X2": 0.57959, "Y2": 0.228, "X3": 0.57959, "Y3": 0.2408, "X4": 0.51156, "Y4": 0.2408, "page": 0, "Index": 103}, {"Word": "considered", "Confidence": 0.87, "X1": 0.58367, "Y1": 0.2282, "X2": 0.65578, "Y2": 0.228, "X3": 0.65578, "Y3": 0.2408, "X4": 0.58231, "Y4": 0.2408, "page": 0, "Index": 104}, {"Word": "is", "Confidence": 0.998, "X1": 0.65986, "Y1": 0.2282, "X2": 0.66939, "Y2": 0.228, "X3": 0.66939, "Y3": 0.2408, "X4": 0.6585, "Y4": 0.2408, "page": 0, "Index": 105}, {"Word": "aluminium,", "Confidence": 0.602, "X1": 0.67347, "Y1": 0.2282, "X2": 0.74966, "Y2": 0.228, "X3": 0.7483, "Y3": 0.2418, "X4": 0.67211, "Y4": 0.2408, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.941, "X1": 0.75374, "Y1": 0.2282, "X2": 0.77823, "Y2": 0.228, "X3": 0.77687, "Y3": 0.2418, "X4": 0.75238, "Y4": 0.2418, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.997, "X1": 0.78231, "Y1": 0.2292, "X2": 0.80408, "Y2": 0.229, "X3": 0.80272, "Y3": 0.2418, "X4": 0.78095, "Y4": 0.2418, "page": 0, "Index": 108}, {"Word": "only", "Confidence": 0.979, "X1": 0.80816, "Y1": 0.2292, "X2": 0.83946, "Y2": 0.229, "X3": 0.83673, "Y3": 0.2418, "X4": 0.80544, "Y4": 0.2418, "page": 0, "Index": 109}, {"Word": "70", "Confidence": 0.199, "X1": 0.24082, "Y1": 0.2502, "X2": 0.24218, "Y2": 0.25, "X3": 0.22857, "Y3": 0.2498, "X4": 0.22721, "Y4": 0.2408, "page": 0, "Index": 110}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.51156, "Y1": 0.2422, "X2": 0.57823, "Y2": 0.242, "X3": 0.57687, "Y3": 0.2558, "X4": 0.51156, "Y4": 0.2558, "page": 0, "Index": 111}, {"Word": "complexes", "Confidence": 0.963, "X1": 0.58095, "Y1": 0.2422, "X2": 0.6517, "Y2": 0.242, "X3": 0.6517, "Y3": 0.2558, "X4": 0.58095, "Y4": 0.2558, "page": 0, "Index": 112}, {"Word": "considered", "Confidence": 0.994, "X1": 0.65578, "Y1": 0.2422, "X2": 0.72653, "Y2": 0.242, "X3": 0.72517, "Y3": 0.2558, "X4": 0.65442, "Y4": 0.2558, "page": 0, "Index": 113}, {"Word": "are", "Confidence": 0.84, "X1": 0.73061, "Y1": 0.2422, "X2": 0.75102, "Y2": 0.242, "X3": 0.74966, "Y3": 0.2558, "X4": 0.72925, "Y4": 0.2558, "page": 0, "Index": 114}, {"Word": "employed", "Confidence": 0.941, "X1": 0.7551, "Y1": 0.2432, "X2": 0.82313, "Y2": 0.243, "X3": 0.82041, "Y3": 0.2568, "X4": 0.75374, "Y4": 0.2558, "page": 0, "Index": 115}, {"Word": "80", "Confidence": 0.067, "X1": 0.24218, "Y1": 0.2752, "X2": 0.24354, "Y2": 0.275, "X3": 0.22993, "Y3": 0.2748, "X4": 0.22857, "Y4": 0.2638, "page": 0, "Index": 116}, {"Word": "for", "Confidence": 0.994, "X1": 0.51293, "Y1": 0.2562, "X2": 0.53197, "Y2": 0.256, "X3": 0.53197, "Y3": 0.2688, "X4": 0.51293, "Y4": 0.2688, "page": 0, "Index": 117}, {"Word": "decorative", "Confidence": 0.937, "X1": 0.53469, "Y1": 0.2552, "X2": 0.60272, "Y2": 0.255, "X3": 0.60272, "Y3": 0.2688, "X4": 0.53605, "Y4": 0.2688, "page": 0, "Index": 118}, {"Word": "and", "Confidence": 0.998, "X1": 0.6068, "Y1": 0.2552, "X2": 0.63129, "Y2": 0.255, "X3": 0.63129, "Y3": 0.2688, "X4": 0.60544, "Y4": 0.2688, "page": 0, "Index": 119}, {"Word": "flexible", "Confidence": 0.961, "X1": 0.63537, "Y1": 0.2552, "X2": 0.68571, "Y2": 0.255, "X3": 0.68435, "Y3": 0.2688, "X4": 0.63401, "Y4": 0.2688, "page": 0, "Index": 120}, {"Word": "packaging", "Confidence": 0.897, "X1": 0.6898, "Y1": 0.2562, "X2": 0.7551, "Y2": 0.256, "X3": 0.75374, "Y3": 0.2698, "X4": 0.68844, "Y4": 0.2688, "page": 0, "Index": 121}, {"Word": "purposes,", "Confidence": 0.885, "X1": 0.75918, "Y1": 0.2582, "X2": 0.82313, "Y2": 0.258, "X3": 0.82177, "Y3": 0.2698, "X4": 0.75782, "Y4": 0.2698, "page": 0, "Index": 122}, {"Word": "Source", "Confidence": 0.1, "X1": 0.25306, "Y1": 0.2712, "X2": 0.28163, "Y2": 0.271, "X3": 0.28299, "Y3": 0.2818, "X4": 0.25306, "Y4": 0.2818, "page": 0, "Index": 123}, {"Word": "Cool", "Confidence": 0.388, "X1": 0.28571, "Y1": 0.2712, "X2": 0.3034, "Y2": 0.271, "X3": 0.3034, "Y3": 0.2808, "X4": 0.28571, "Y4": 0.2818, "page": 0, "Index": 124}, {"Word": "Down", "Confidence": 0.657, "X1": 0.30612, "Y1": 0.2712, "X2": 0.33333, "Y2": 0.271, "X3": 0.33333, "Y3": 0.2808, "X4": 0.30612, "Y4": 0.2808, "page": 0, "Index": 125}, {"Word": "with", "Confidence": 0.994, "X1": 0.51156, "Y1": 0.2692, "X2": 0.5415, "Y2": 0.269, "X3": 0.5415, "Y3": 0.2818, "X4": 0.51156, "Y4": 0.2828, "page": 0, "Index": 126}, {"Word": "occasional", "Confidence": 0.687, "X1": 0.54558, "Y1": 0.2692, "X2": 0.61361, "Y2": 0.269, "X3": 0.61361, "Y3": 0.2818, "X4": 0.54558, "Y4": 0.2818, "page": 0, "Index": 127}, {"Word": "reference", "Confidence": 0.929, "X1": 0.61769, "Y1": 0.2692, "X2": 0.67891, "Y2": 0.269, "X3": 0.67755, "Y3": 0.2818, "X4": 0.61633, "Y4": 0.2818, "page": 0, "Index": 128}, {"Word": "to", "Confidence": 0.997, "X1": 0.68163, "Y1": 0.2692, "X2": 0.6966, "Y2": 0.269, "X3": 0.69524, "Y3": 0.2818, "X4": 0.68027, "Y4": 0.2818, "page": 0, "Index": 129}, {"Word": "certain", "Confidence": 0.991, "X1": 0.70068, "Y1": 0.2702, "X2": 0.74694, "Y2": 0.27, "X3": 0.74558, "Y3": 0.2818, "X4": 0.69932, "Y4": 0.2818, "page": 0, "Index": 130}, {"Word": "related", "Confidence": 0.993, "X1": 0.75102, "Y1": 0.2702, "X2": 0.79728, "Y2": 0.27, "X3": 0.79592, "Y3": 0.2828, "X4": 0.7483, "Y4": 0.2818, "page": 0, "Index": 131}, {"Word": "applications.", "Confidence": 0.879, "X1": 0.51293, "Y1": 0.2842, "X2": 0.59728, "Y2": 0.284, "X3": 0.59592, "Y3": 0.2958, "X4": 0.51293, "Y4": 0.2958, "page": 0, "Index": 132}, {"Word": "Throughout", "Confidence": 0.991, "X1": 0.51565, "Y1": 0.3172, "X2": 0.59184, "Y2": 0.317, "X3": 0.59184, "Y3": 0.3328, "X4": 0.51565, "Y4": 0.3328, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.991, "X1": 0.59592, "Y1": 0.3182, "X2": 0.61769, "Y2": 0.318, "X3": 0.61633, "Y3": 0.3328, "X4": 0.59592, "Y4": 0.3328, "page": 0, "Index": 134}, {"Word": "paper", "Confidence": 0.997, "X1": 0.62177, "Y1": 0.3182, "X2": 0.6585, "Y2": 0.318, "X3": 0.65714, "Y3": 0.3328, "X4": 0.62041, "Y4": 0.3328, "page": 0, "Index": 135}, {"Word": "metal", "Confidence": 0.958, "X1": 0.66259, "Y1": 0.3192, "X2": 0.70068, "Y2": 0.319, "X3": 0.69932, "Y3": 0.3338, "X4": 0.66122, "Y4": 0.3328, "page": 0, "Index": 136}, {"Word": "deposition", "Confidence": 0.881, "X1": 0.70476, "Y1": 0.3202, "X2": 0.77415, "Y2": 0.32, "X3": 0.77279, "Y3": 0.3338, "X4": 0.7034, "Y4": 0.3338, "page": 0, "Index": 137}, {"Word": "is", "Confidence": 0.998, "X1": 0.77823, "Y1": 0.3202, "X2": 0.78776, "Y2": 0.32, "X3": 0.78639, "Y3": 0.3338, "X4": 0.77687, "Y4": 0.3338, "page": 0, "Index": 138}, {"Word": "expressed", "Confidence": 0.083, "X1": 0.79184, "Y1": 0.3202, "X2": 0.85986, "Y2": 0.32, "X3": 0.8585, "Y3": 0.3338, "X4": 0.79048, "Y4": 0.3338, "page": 0, "Index": 139}, {"Word": "in", "Confidence": 0.997, "X1": 0.51429, "Y1": 0.3332, "X2": 0.52653, "Y2": 0.333, "X3": 0.52653, "Y3": 0.3458, "X4": 0.51429, "Y4": 0.3448, "page": 0, "Index": 140}, {"Word": "terms", "Confidence": 0.922, "X1": 0.53061, "Y1": 0.3332, "X2": 0.56871, "Y2": 0.333, "X3": 0.56735, "Y3": 0.3458, "X4": 0.52925, "Y4": 0.3458, "page": 0, "Index": 141}, {"Word": "of", "Confidence": 0.997, "X1": 0.57143, "Y1": 0.3332, "X2": 0.58503, "Y2": 0.333, "X3": 0.58503, "Y3": 0.3458, "X4": 0.57007, "Y4": 0.3458, "page": 0, "Index": 142}, {"Word": "electrical", "Confidence": 0.878, "X1": 0.58912, "Y1": 0.3332, "X2": 0.64898, "Y2": 0.333, "X3": 0.64762, "Y3": 0.3468, "X4": 0.58776, "Y4": 0.3458, "page": 0, "Index": 143}, {"Word": "resistivity", "Confidence": 0.955, "X1": 0.6517, "Y1": 0.3342, "X2": 0.71701, "Y2": 0.334, "X3": 0.71701, "Y3": 0.3468, "X4": 0.6517, "Y4": 0.3468, "page": 0, "Index": 144}, {"Word": "of", "Confidence": 0.998, "X1": 0.72109, "Y1": 0.3342, "X2": 0.73469, "Y2": 0.334, "X3": 0.73469, "Y3": 0.3468, "X4": 0.72109, "Y4": 0.3468, "page": 0, "Index": 145}, {"Word": "the", "Confidence": 0.995, "X1": 0.73878, "Y1": 0.3342, "X2": 0.76054, "Y2": 0.334, "X3": 0.76054, "Y3": 0.3468, "X4": 0.73741, "Y4": 0.3468, "page": 0, "Index": 146}, {"Word": "metallised", "Confidence": 0.602, "X1": 0.76463, "Y1": 0.3342, "X2": 0.83401, "Y2": 0.334, "X3": 0.83401, "Y3": 0.3468, "X4": 0.76327, "Y4": 0.3468, "page": 0, "Index": 147}, {"Word": "Fig", "Confidence": 0.994, "X1": 0.12109, "Y1": 0.3442, "X2": 0.14014, "Y2": 0.344, "X3": 0.14014, "Y3": 0.3558, "X4": 0.12109, "Y4": 0.3558, "page": 0, "Index": 148}, {"Word": "2", "Confidence": 0.996, "X1": 0.14422, "Y1": 0.3442, "X2": 0.15374, "Y2": 0.344, "X3": 0.15374, "Y3": 0.3558, "X4": 0.14422, "Y4": 0.3558, "page": 0, "Index": 149}, {"Word": "Typical", "Confidence": 0.992, "X1": 0.12109, "Y1": 0.3552, "X2": 0.16327, "Y2": 0.355, "X3": 0.16327, "Y3": 0.3658, "X4": 0.12109, "Y4": 0.3658, "page": 0, "Index": 150}, {"Word": "metallising", "Confidence": 0.764, "X1": 0.16599, "Y1": 0.3552, "X2": 0.22857, "Y2": 0.355, "X3": 0.22857, "Y3": 0.3668, "X4": 0.16599, "Y4": 0.3658, "page": 0, "Index": 151}, {"Word": "cycle", "Confidence": 0.627, "X1": 0.23129, "Y1": 0.3562, "X2": 0.26531, "Y2": 0.356, "X3": 0.26531, "Y3": 0.3668, "X4": 0.23129, "Y4": 0.3668, "page": 0, "Index": 152}, {"Word": "surface", "Confidence": 0.926, "X1": 0.51429, "Y1": 0.3472, "X2": 0.56054, "Y2": 0.347, "X3": 0.55918, "Y3": 0.3598, "X4": 0.51293, "Y4": 0.3598, "page": 0, "Index": 153}, {"Word": "in", "Confidence": 0.998, "X1": 0.56327, "Y1": 0.3472, "X2": 0.57687, "Y2": 0.347, "X3": 0.57687, "Y3": 0.3598, "X4": 0.56327, "Y4": 0.3598, "page": 0, "Index": 154}, {"Word": "units", "Confidence": 0.995, "X1": 0.58095, "Y1": 0.3472, "X2": 0.61497, "Y2": 0.347, "X3": 0.61361, "Y3": 0.3598, "X4": 0.57959, "Y4": 0.3598, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.998, "X1": 0.61769, "Y1": 0.3472, "X2": 0.63265, "Y2": 0.347, "X3": 0.63129, "Y3": 0.3598, "X4": 0.61769, "Y4": 0.3598, "page": 0, "Index": 156}, {"Word": "'ohms", "Confidence": 0.633, "X1": 0.63673, "Y1": 0.3472, "X2": 0.67755, "Y2": 0.347, "X3": 0.67619, "Y3": 0.3598, "X4": 0.63537, "Y4": 0.3598, "page": 0, "Index": 157}, {"Word": "per", "Confidence": 0.994, "X1": 0.68027, "Y1": 0.3472, "X2": 0.70204, "Y2": 0.347, "X3": 0.70068, "Y3": 0.3598, "X4": 0.67891, "Y4": 0.3598, "page": 0, "Index": 158}, {"Word": "square'.", "Confidence": 0.787, "X1": 0.70612, "Y1": 0.3472, "X2": 0.75782, "Y2": 0.347, "X3": 0.75646, "Y3": 0.3598, "X4": 0.70476, "Y4": 0.3598, "page": 0, "Index": 159}, {"Word": "It", "Confidence": 0.941, "X1": 0.7619, "Y1": 0.3472, "X2": 0.77279, "Y2": 0.347, "X3": 0.77143, "Y3": 0.3598, "X4": 0.76054, "Y4": 0.3598, "page": 0, "Index": 160}, {"Word": "should", "Confidence": 0.97, "X1": 0.77687, "Y1": 0.3472, "X2": 0.82177, "Y2": 0.347, "X3": 0.82041, "Y3": 0.3598, "X4": 0.77415, "Y4": 0.3598, "page": 0, "Index": 161}, {"Word": "be", "Confidence": 0.774, "X1": 0.82585, "Y1": 0.3472, "X2": 0.84218, "Y2": 0.347, "X3": 0.84082, "Y3": 0.3598, "X4": 0.82313, "Y4": 0.3598, "page": 0, "Index": 162}, {"Word": "noted", "Confidence": 0.994, "X1": 0.51429, "Y1": 0.3602, "X2": 0.55238, "Y2": 0.36, "X3": 0.55102, "Y3": 0.3728, "X4": 0.51429, "Y4": 0.3728, "page": 0, "Index": 163}, {"Word": "that", "Confidence": 0.987, "X1": 0.5551, "Y1": 0.3602, "X2": 0.58367, "Y2": 0.36, "X3": 0.58231, "Y3": 0.3728, "X4": 0.55374, "Y4": 0.3728, "page": 0, "Index": 164}, {"Word": "theoretically", "Confidence": 0.738, "X1": 0.58639, "Y1": 0.3602, "X2": 0.67075, "Y2": 0.36, "X3": 0.66939, "Y3": 0.3728, "X4": 0.58503, "Y4": 0.3728, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.67483, "Y1": 0.3602, "X2": 0.6966, "Y2": 0.36, "X3": 0.69524, "Y3": 0.3738, "X4": 0.67347, "Y4": 0.3728, "page": 0, "Index": 166}, {"Word": "size", "Confidence": 0.984, "X1": 0.70068, "Y1": 0.3612, "X2": 0.72517, "Y2": 0.361, "X3": 0.72381, "Y3": 0.3738, "X4": 0.69932, "Y4": 0.3738, "page": 0, "Index": 167}, {"Word": "of", "Confidence": 0.998, "X1": 0.72925, "Y1": 0.3612, "X2": 0.74286, "Y2": 0.361, "X3": 0.7415, "Y3": 0.3738, "X4": 0.72789, "Y4": 0.3738, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.994, "X1": 0.74694, "Y1": 0.3612, "X2": 0.76871, "Y2": 0.361, "X3": 0.76735, "Y3": 0.3738, "X4": 0.74558, "Y4": 0.3738, "page": 0, "Index": 169}, {"Word": "square", "Confidence": 0.994, "X1": 0.77143, "Y1": 0.3622, "X2": 0.81633, "Y2": 0.362, "X3": 0.81497, "Y3": 0.3738, "X4": 0.77007, "Y4": 0.3738, "page": 0, "Index": 170}, {"Word": "is", "Confidence": 0.998, "X1": 0.81905, "Y1": 0.3622, "X2": 0.83401, "Y2": 0.362, "X3": 0.83265, "Y3": 0.3748, "X4": 0.81769, "Y4": 0.3738, "page": 0, "Index": 171}, {"Word": "immaterial,", "Confidence": 0.85, "X1": 0.51429, "Y1": 0.3732, "X2": 0.58912, "Y2": 0.373, "X3": 0.58912, "Y3": 0.3858, "X4": 0.51429, "Y4": 0.3848, "page": 0, "Index": 172}, {"Word": "for", "Confidence": 0.998, "X1": 0.5932, "Y1": 0.3742, "X2": 0.61361, "Y2": 0.374, "X3": 0.61224, "Y3": 0.3858, "X4": 0.59184, "Y4": 0.3858, "page": 0, "Index": 173}, {"Word": "a", "Confidence": 0.969, "X1": 0.61633, "Y1": 0.3742, "X2": 0.62449, "Y2": 0.374, "X3": 0.62449, "Y3": 0.3858, "X4": 0.61633, "Y4": 0.3858, "page": 0, "Index": 174}, {"Word": "given", "Confidence": 0.997, "X1": 0.62721, "Y1": 0.3742, "X2": 0.66259, "Y2": 0.374, "X3": 0.66259, "Y3": 0.3858, "X4": 0.62721, "Y4": 0.3858, "page": 0, "Index": 175}, {"Word": "thickness", "Confidence": 0.993, "X1": 0.66667, "Y1": 0.3752, "X2": 0.72925, "Y2": 0.375, "X3": 0.72789, "Y3": 0.3868, "X4": 0.66531, "Y4": 0.3858, "page": 0, "Index": 176}, {"Word": "of", "Confidence": 0.997, "X1": 0.73197, "Y1": 0.3752, "X2": 0.74558, "Y2": 0.375, "X3": 0.74558, "Y3": 0.3868, "X4": 0.73061, "Y4": 0.3868, "page": 0, "Index": 177}, {"Word": "homogeneous", "Confidence": 0.551, "X1": 0.74966, "Y1": 0.3762, "X2": 0.84354, "Y2": 0.376, "X3": 0.84218, "Y3": 0.3878, "X4": 0.7483, "Y4": 0.3868, "page": 0, "Index": 178}, {"Word": "Continuous,", "Confidence": 0.942, "X1": 0.12109, "Y1": 0.3942, "X2": 0.20136, "Y2": 0.394, "X3": 0.2, "Y3": 0.4058, "X4": 0.11973, "Y4": 0.4058, "page": 0, "Index": 179}, {"Word": "or", "Confidence": 0.99, "X1": 0.20544, "Y1": 0.3942, "X2": 0.21905, "Y2": 0.394, "X3": 0.21769, "Y3": 0.4058, "X4": 0.20408, "Y4": 0.4058, "page": 0, "Index": 180}, {"Word": "'air", "Confidence": 0.628, "X1": 0.22313, "Y1": 0.3942, "X2": 0.2449, "Y2": 0.394, "X3": 0.24354, "Y3": 0.4068, "X4": 0.22177, "Y4": 0.4058, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.997, "X1": 0.24762, "Y1": 0.3942, "X2": 0.26395, "Y2": 0.394, "X3": 0.26259, "Y3": 0.4068, "X4": 0.24626, "Y4": 0.4068, "page": 0, "Index": 182}, {"Word": "air'", "Confidence": 0.778, "X1": 0.26667, "Y1": 0.3942, "X2": 0.28844, "Y2": 0.394, "X3": 0.28707, "Y3": 0.4068, "X4": 0.26667, "Y4": 0.4068, "page": 0, "Index": 183}, {"Word": "metallisers", "Confidence": 0.987, "X1": 0.29252, "Y1": 0.3942, "X2": 0.3619, "Y2": 0.394, "X3": 0.36054, "Y3": 0.4078, "X4": 0.29116, "Y4": 0.4068, "page": 0, "Index": 184}, {"Word": "have", "Confidence": 0.984, "X1": 0.36463, "Y1": 0.3942, "X2": 0.39456, "Y2": 0.394, "X3": 0.39456, "Y3": 0.4078, "X4": 0.36463, "Y4": 0.4078, "page": 0, "Index": 185}, {"Word": "substance", "Confidence": 0.955, "X1": 0.51429, "Y1": 0.3872, "X2": 0.57823, "Y2": 0.387, "X3": 0.57687, "Y3": 0.3988, "X4": 0.51293, "Y4": 0.3978, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.58095, "Y1": 0.3872, "X2": 0.60408, "Y2": 0.387, "X3": 0.60272, "Y3": 0.3988, "X4": 0.58095, "Y4": 0.3988, "page": 0, "Index": 187}, {"Word": "resistance", "Confidence": 0.991, "X1": 0.6068, "Y1": 0.3872, "X2": 0.67075, "Y2": 0.387, "X3": 0.66939, "Y3": 0.3998, "X4": 0.60544, "Y4": 0.3988, "page": 0, "Index": 188}, {"Word": "per", "Confidence": 0.998, "X1": 0.67347, "Y1": 0.3872, "X2": 0.6966, "Y2": 0.387, "X3": 0.6966, "Y3": 0.3998, "X4": 0.67347, "Y4": 0.3998, "page": 0, "Index": 189}, {"Word": "square", "Confidence": 0.943, "X1": 0.70068, "Y1": 0.3882, "X2": 0.74286, "Y2": 0.388, "X3": 0.74286, "Y3": 0.3998, "X4": 0.69932, "Y4": 0.3998, "page": 0, "Index": 190}, {"Word": "is", "Confidence": 0.998, "X1": 0.74694, "Y1": 0.3882, "X2": 0.75646, "Y2": 0.388, "X3": 0.7551, "Y3": 0.3998, "X4": 0.74558, "Y4": 0.3998, "page": 0, "Index": 191}, {"Word": "constant.", "Confidence": 0.934, "X1": 0.76054, "Y1": 0.3882, "X2": 0.82585, "Y2": 0.388, "X3": 0.82449, "Y3": 0.3998, "X4": 0.75918, "Y4": 0.3998, "page": 0, "Index": 192}, {"Word": "been", "Confidence": 0.987, "X1": 0.39864, "Y1": 0.3942, "X2": 0.43265, "Y2": 0.394, "X3": 0.43265, "Y3": 0.4088, "X4": 0.39864, "Y4": 0.4088, "page": 0, "Index": 193}, {"Word": "Comprehensive", "Confidence": 0.548, "X1": 0.51429, "Y1": 0.4002, "X2": 0.61361, "Y2": 0.4, "X3": 0.61361, "Y3": 0.4118, "X4": 0.51293, "Y4": 0.4118, "page": 0, "Index": 194}, {"Word": "details", "Confidence": 0.628, "X1": 0.61769, "Y1": 0.4002, "X2": 0.66122, "Y2": 0.4, "X3": 0.65986, "Y3": 0.4118, "X4": 0.61633, "Y4": 0.4118, "page": 0, "Index": 195}, {"Word": "have", "Confidence": 0.985, "X1": 0.66395, "Y1": 0.4002, "X2": 0.69524, "Y2": 0.4, "X3": 0.69388, "Y3": 0.4128, "X4": 0.66395, "Y4": 0.4118, "page": 0, "Index": 196}, {"Word": "been", "Confidence": 0.982, "X1": 0.69796, "Y1": 0.4012, "X2": 0.73061, "Y2": 0.401, "X3": 0.72925, "Y3": 0.4128, "X4": 0.6966, "Y4": 0.4128, "page": 0, "Index": 197}, {"Word": "published", "Confidence": 0.611, "X1": 0.73469, "Y1": 0.4012, "X2": 0.79864, "Y2": 0.401, "X3": 0.79864, "Y3": 0.4128, "X4": 0.73333, "Y4": 0.4128, "page": 0, "Index": 198}, {"Word": "on", "Confidence": 0.998, "X1": 0.80272, "Y1": 0.4012, "X2": 0.82041, "Y2": 0.401, "X3": 0.81905, "Y3": 0.4128, "X4": 0.80136, "Y4": 0.4128, "page": 0, "Index": 199}, {"Word": "the", "Confidence": 0.995, "X1": 0.82449, "Y1": 0.4012, "X2": 0.84898, "Y2": 0.401, "X3": 0.84762, "Y3": 0.4138, "X4": 0.82313, "Y4": 0.4128, "page": 0, "Index": 200}, {"Word": "designed", "Confidence": 0.936, "X1": 0.12109, "Y1": 0.4072, "X2": 0.17687, "Y2": 0.407, "X3": 0.17687, "Y3": 0.4198, "X4": 0.12109, "Y4": 0.4198, "page": 0, "Index": 201}, {"Word": "and", "Confidence": 0.998, "X1": 0.18095, "Y1": 0.4072, "X2": 0.20408, "Y2": 0.407, "X3": 0.20408, "Y3": 0.4198, "X4": 0.18095, "Y4": 0.4198, "page": 0, "Index": 202}, {"Word": "constructed.", "Confidence": 0.974, "X1": 0.20816, "Y1": 0.4072, "X2": 0.29116, "Y2": 0.407, "X3": 0.29116, "Y3": 0.4198, "X4": 0.20816, "Y4": 0.4198, "page": 0, "Index": 203}, {"Word": "Complete", "Confidence": 0.797, "X1": 0.29524, "Y1": 0.4072, "X2": 0.35918, "Y2": 0.407, "X3": 0.35782, "Y3": 0.4198, "X4": 0.29388, "Y4": 0.4198, "page": 0, "Index": 204}, {"Word": "with", "Confidence": 0.981, "X1": 0.3619, "Y1": 0.4082, "X2": 0.3932, "Y2": 0.408, "X3": 0.39184, "Y3": 0.4208, "X4": 0.3619, "Y4": 0.4198, "page": 0, "Index": 205}, {"Word": "flying", "Confidence": 0.811, "X1": 0.39592, "Y1": 0.4082, "X2": 0.4381, "Y2": 0.408, "X3": 0.43673, "Y3": 0.4208, "X4": 0.39592, "Y4": 0.4208, "page": 0, "Index": 206}, {"Word": "relationship", "Confidence": 0.917, "X1": 0.51565, "Y1": 0.4132, "X2": 0.59184, "Y2": 0.413, "X3": 0.59184, "Y3": 0.4258, "X4": 0.51565, "Y4": 0.4248, "page": 0, "Index": 207}, {"Word": "between", "Confidence": 0.932, "X1": 0.59592, "Y1": 0.4142, "X2": 0.6517, "Y2": 0.414, "X3": 0.65034, "Y3": 0.4258, "X4": 0.59456, "Y4": 0.4258, "page": 0, "Index": 208}, {"Word": "resistivity", "Confidence": 0.992, "X1": 0.65442, "Y1": 0.4142, "X2": 0.71973, "Y2": 0.414, "X3": 0.71837, "Y3": 0.4268, "X4": 0.65442, "Y4": 0.4258, "page": 0, "Index": 209}, {"Word": "and", "Confidence": 0.998, "X1": 0.72245, "Y1": 0.4142, "X2": 0.7483, "Y2": 0.414, "X3": 0.74694, "Y3": 0.4268, "X4": 0.72245, "Y4": 0.4268, "page": 0, "Index": 210}, {"Word": "thickness,", "Confidence": 0.95, "X1": 0.75102, "Y1": 0.4142, "X2": 0.81769, "Y2": 0.414, "X3": 0.81633, "Y3": 0.4268, "X4": 0.74966, "Y4": 0.4268, "page": 0, "Index": 211}, {"Word": "and", "Confidence": 0.995, "X1": 0.82177, "Y1": 0.4152, "X2": 0.84762, "Y2": 0.415, "X3": 0.84626, "Y3": 0.4278, "X4": 0.82041, "Y4": 0.4268, "page": 0, "Index": 212}, {"Word": "splice", "Confidence": 0.955, "X1": 0.12109, "Y1": 0.4212, "X2": 0.15918, "Y2": 0.421, "X3": 0.15782, "Y3": 0.4338, "X4": 0.12109, "Y4": 0.4338, "page": 0, "Index": 213}, {"Word": "equipment", "Confidence": 0.945, "X1": 0.1619, "Y1": 0.4212, "X2": 0.23265, "Y2": 0.421, "X3": 0.23129, "Y3": 0.4328, "X4": 0.16054, "Y4": 0.4338, "page": 0, "Index": 214}, {"Word": "at", "Confidence": 0.998, "X1": 0.23537, "Y1": 0.4212, "X2": 0.24898, "Y2": 0.421, "X3": 0.24898, "Y3": 0.4328, "X4": 0.23537, "Y4": 0.4328, "page": 0, "Index": 215}, {"Word": "reel", "Confidence": 0.975, "X1": 0.25306, "Y1": 0.4212, "X2": 0.27755, "Y2": 0.421, "X3": 0.27619, "Y3": 0.4328, "X4": 0.2517, "Y4": 0.4328, "page": 0, "Index": 216}, {"Word": "unwind", "Confidence": 0.996, "X1": 0.28163, "Y1": 0.4212, "X2": 0.33197, "Y2": 0.421, "X3": 0.33061, "Y3": 0.4338, "X4": 0.28027, "Y4": 0.4328, "page": 0, "Index": 217}, {"Word": "and", "Confidence": 0.998, "X1": 0.33469, "Y1": 0.4212, "X2": 0.35918, "Y2": 0.421, "X3": 0.35782, "Y3": 0.4338, "X4": 0.33333, "Y4": 0.4338, "page": 0, "Index": 218}, {"Word": "rewind", "Confidence": 0.949, "X1": 0.36327, "Y1": 0.4222, "X2": 0.40952, "Y2": 0.422, "X3": 0.40816, "Y3": 0.4338, "X4": 0.3619, "Y4": 0.4338, "page": 0, "Index": 219}, {"Word": "stations", "Confidence": 0.941, "X1": 0.41224, "Y1": 0.4222, "X2": 0.46803, "Y2": 0.422, "X3": 0.46667, "Y3": 0.4338, "X4": 0.41088, "Y4": 0.4338, "page": 0, "Index": 220}, {"Word": "outside", "Confidence": 0.989, "X1": 0.12109, "Y1": 0.4342, "X2": 0.17007, "Y2": 0.434, "X3": 0.16871, "Y3": 0.4468, "X4": 0.11973, "Y4": 0.4468, "page": 0, "Index": 221}, {"Word": "the", "Confidence": 0.998, "X1": 0.17279, "Y1": 0.4342, "X2": 0.19456, "Y2": 0.434, "X3": 0.1932, "Y3": 0.4468, "X4": 0.17279, "Y4": 0.4468, "page": 0, "Index": 222}, {"Word": "actual", "Confidence": 0.606, "X1": 0.19728, "Y1": 0.4342, "X2": 0.2381, "Y2": 0.434, "X3": 0.23673, "Y3": 0.4458, "X4": 0.19728, "Y4": 0.4468, "page": 0, "Index": 223}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.24082, "Y1": 0.4352, "X2": 0.31293, "Y2": 0.435, "X3": 0.31293, "Y3": 0.4468, "X4": 0.24082, "Y4": 0.4458, "page": 0, "Index": 224}, {"Word": "chamber,", "Confidence": 0.901, "X1": 0.31701, "Y1": 0.4352, "X2": 0.37823, "Y2": 0.435, "X3": 0.37687, "Y3": 0.4468, "X4": 0.31565, "Y4": 0.4468, "page": 0, "Index": 225}, {"Word": "they", "Confidence": 0.991, "X1": 0.38095, "Y1": 0.4352, "X2": 0.41088, "Y2": 0.435, "X3": 0.40952, "Y3": 0.4478, "X4": 0.37959, "Y4": 0.4468, "page": 0, "Index": 226}, {"Word": "this", "Confidence": 0.988, "X1": 0.51429, "Y1": 0.4262, "X2": 0.53878, "Y2": 0.426, "X3": 0.53878, "Y3": 0.4388, "X4": 0.51429, "Y4": 0.4378, "page": 0, "Index": 227}, {"Word": "relationship", "Confidence": 0.809, "X1": 0.5415, "Y1": 0.4272, "X2": 0.62041, "Y2": 0.427, "X3": 0.62041, "Y3": 0.4398, "X4": 0.5415, "Y4": 0.4388, "page": 0, "Index": 228}, {"Word": "is", "Confidence": 0.994, "X1": 0.62449, "Y1": 0.4272, "X2": 0.63401, "Y2": 0.427, "X3": 0.63401, "Y3": 0.4398, "X4": 0.62313, "Y4": 0.4398, "page": 0, "Index": 229}, {"Word": "presented", "Confidence": 0.882, "X1": 0.63673, "Y1": 0.4272, "X2": 0.70204, "Y2": 0.427, "X3": 0.70204, "Y3": 0.4398, "X4": 0.63673, "Y4": 0.4398, "page": 0, "Index": 230}, {"Word": "in", "Confidence": 0.998, "X1": 0.70612, "Y1": 0.4272, "X2": 0.71973, "Y2": 0.427, "X3": 0.71837, "Y3": 0.4398, "X4": 0.70476, "Y4": 0.4398, "page": 0, "Index": 231}, {"Word": "fig", "Confidence": 0.948, "X1": 0.72245, "Y1": 0.4272, "X2": 0.7415, "Y2": 0.427, "X3": 0.74014, "Y3": 0.4398, "X4": 0.72245, "Y4": 0.4398, "page": 0, "Index": 232}, {"Word": "3.", "Confidence": 0.848, "X1": 0.74422, "Y1": 0.4272, "X2": 0.75782, "Y2": 0.427, "X3": 0.75646, "Y3": 0.4398, "X4": 0.74422, "Y4": 0.4398, "page": 0, "Index": 233}, {"Word": "provide,", "Confidence": 0.81, "X1": 0.41497, "Y1": 0.4362, "X2": 0.47483, "Y2": 0.436, "X3": 0.47347, "Y3": 0.4488, "X4": 0.41361, "Y4": 0.4478, "page": 0, "Index": 234}, {"Word": "via", "Confidence": 0.837, "X1": 0.12245, "Y1": 0.4472, "X2": 0.14014, "Y2": 0.447, "X3": 0.13878, "Y3": 0.4608, "X4": 0.12109, "Y4": 0.4608, "page": 0, "Index": 235}, {"Word": "a", "Confidence": 0.991, "X1": 0.14286, "Y1": 0.4472, "X2": 0.15102, "Y2": 0.447, "X3": 0.14966, "Y3": 0.4598, "X4": 0.14286, "Y4": 0.4608, "page": 0, "Index": 236}, {"Word": "system", "Confidence": 0.952, "X1": 0.15374, "Y1": 0.4472, "X2": 0.19728, "Y2": 0.447, "X3": 0.19592, "Y3": 0.4608, "X4": 0.15374, "Y4": 0.4598, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.997, "X1": 0.20408, "Y1": 0.4472, "X2": 0.21769, "Y2": 0.447, "X3": 0.21633, "Y3": 0.4608, "X4": 0.20272, "Y4": 0.4608, "page": 0, "Index": 238}, {"Word": "air", "Confidence": 0.629, "X1": 0.22177, "Y1": 0.4472, "X2": 0.2381, "Y2": 0.447, "X3": 0.23673, "Y3": 0.4608, "X4": 0.22041, "Y4": 0.4608, "page": 0, "Index": 239}, {"Word": "locks,", "Confidence": 0.707, "X1": 0.24218, "Y1": 0.4472, "X2": 0.28163, "Y2": 0.447, "X3": 0.28027, "Y3": 0.4608, "X4": 0.24082, "Y4": 0.4608, "page": 0, "Index": 240}, {"Word": "a", "Confidence": 0.994, "X1": 0.28571, "Y1": 0.4482, "X2": 0.29252, "Y2": 0.448, "X3": 0.29116, "Y3": 0.4608, "X4": 0.28435, "Y4": 0.4608, "page": 0, "Index": 241}, {"Word": "means", "Confidence": 0.995, "X1": 0.2966, "Y1": 0.4482, "X2": 0.33741, "Y2": 0.448, "X3": 0.33605, "Y3": 0.4608, "X4": 0.29524, "Y4": 0.4608, "page": 0, "Index": 242}, {"Word": "of", "Confidence": 0.998, "X1": 0.3415, "Y1": 0.4482, "X2": 0.3551, "Y2": 0.448, "X3": 0.35374, "Y3": 0.4608, "X4": 0.34014, "Y4": 0.4608, "page": 0, "Index": 243}, {"Word": "successively", "Confidence": 0.888, "X1": 0.35918, "Y1": 0.4482, "X2": 0.44082, "Y2": 0.448, "X3": 0.4381, "Y3": 0.4608, "X4": 0.35782, "Y4": 0.4608, "page": 0, "Index": 244}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.12245, "Y1": 0.4612, "X2": 0.19184, "Y2": 0.461, "X3": 0.19184, "Y3": 0.4728, "X4": 0.12245, "Y4": 0.4738, "page": 0, "Index": 245}, {"Word": "reels", "Confidence": 0.945, "X1": 0.19592, "Y1": 0.4612, "X2": 0.22585, "Y2": 0.461, "X3": 0.22585, "Y3": 0.4728, "X4": 0.19592, "Y4": 0.4728, "page": 0, "Index": 246}, {"Word": "without", "Confidence": 0.994, "X1": 0.22857, "Y1": 0.4612, "X2": 0.28163, "Y2": 0.461, "X3": 0.28163, "Y3": 0.4728, "X4": 0.22857, "Y4": 0.4728, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.998, "X1": 0.28571, "Y1": 0.4612, "X2": 0.30748, "Y2": 0.461, "X3": 0.30612, "Y3": 0.4728, "X4": 0.28435, "Y4": 0.4728, "page": 0, "Index": 248}, {"Word": "need", "Confidence": 0.958, "X1": 0.31156, "Y1": 0.4612, "X2": 0.34286, "Y2": 0.461, "X3": 0.3415, "Y3": 0.4738, "X4": 0.3102, "Y4": 0.4728, "page": 0, "Index": 249}, {"Word": "for", "Confidence": 0.998, "X1": 0.34558, "Y1": 0.4612, "X2": 0.36599, "Y2": 0.461, "X3": 0.36463, "Y3": 0.4738, "X4": 0.34422, "Y4": 0.4738, "page": 0, "Index": 250}, {"Word": "breaking", "Confidence": 0.964, "X1": 0.36871, "Y1": 0.4622, "X2": 0.42993, "Y2": 0.462, "X3": 0.42721, "Y3": 0.4748, "X4": 0.36735, "Y4": 0.4738, "page": 0, "Index": 251}, {"Word": "In", "Confidence": 0.971, "X1": 0.51429, "Y1": 0.4622, "X2": 0.52789, "Y2": 0.462, "X3": 0.52653, "Y3": 0.4748, "X4": 0.51429, "Y4": 0.4748, "page": 0, "Index": 252}, {"Word": "practical", "Confidence": 0.969, "X1": 0.53061, "Y1": 0.4632, "X2": 0.58912, "Y2": 0.463, "X3": 0.58912, "Y3": 0.4758, "X4": 0.53061, "Y4": 0.4748, "page": 0, "Index": 253}, {"Word": "terms", "Confidence": 0.991, "X1": 0.5932, "Y1": 0.4632, "X2": 0.62993, "Y2": 0.463, "X3": 0.62857, "Y3": 0.4758, "X4": 0.59184, "Y4": 0.4758, "page": 0, "Index": 254}, {"Word": "the", "Confidence": 0.995, "X1": 0.63265, "Y1": 0.4632, "X2": 0.65578, "Y2": 0.463, "X3": 0.65442, "Y3": 0.4758, "X4": 0.63265, "Y4": 0.4758, "page": 0, "Index": 255}, {"Word": "range", "Confidence": 0.867, "X1": 0.6585, "Y1": 0.4632, "X2": 0.69524, "Y2": 0.463, "X3": 0.69388, "Y3": 0.4758, "X4": 0.6585, "Y4": 0.4758, "page": 0, "Index": 256}, {"Word": "of", "Confidence": 0.994, "X1": 0.69932, "Y1": 0.4642, "X2": 0.71429, "Y2": 0.464, "X3": 0.71293, "Y3": 0.4768, "X4": 0.69796, "Y4": 0.4758, "page": 0, "Index": 257}, {"Word": "normal", "Confidence": 0.609, "X1": 0.71701, "Y1": 0.4642, "X2": 0.76463, "Y2": 0.464, "X3": 0.76327, "Y3": 0.4768, "X4": 0.71701, "Y4": 0.4768, "page": 0, "Index": 258}, {"Word": "metallising", "Confidence": 0.957, "X1": 0.76735, "Y1": 0.4632, "X2": 0.84082, "Y2": 0.463, "X3": 0.83946, "Y3": 0.4778, "X4": 0.76735, "Y4": 0.4768, "page": 0, "Index": 259}, {"Word": "Is", "Confidence": 0.872, "X1": 0.84354, "Y1": 0.4632, "X2": 0.8585, "Y2": 0.463, "X3": 0.8585, "Y3": 0.4778, "X4": 0.84354, "Y4": 0.4778, "page": 0, "Index": 260}, {"Word": "vacuum", "Confidence": 0.955, "X1": 0.12109, "Y1": 0.4752, "X2": 0.16871, "Y2": 0.475, "X3": 0.16871, "Y3": 0.4868, "X4": 0.12109, "Y4": 0.4868, "page": 0, "Index": 261}, {"Word": "during", "Confidence": 0.991, "X1": 0.17551, "Y1": 0.4752, "X2": 0.21905, "Y2": 0.475, "X3": 0.21769, "Y3": 0.4868, "X4": 0.17551, "Y4": 0.4868, "page": 0, "Index": 262}, {"Word": "reel", "Confidence": 0.982, "X1": 0.22177, "Y1": 0.4752, "X2": 0.24626, "Y2": 0.475, "X3": 0.24626, "Y3": 0.4868, "X4": 0.22177, "Y4": 0.4868, "page": 0, "Index": 263}, {"Word": "changes.", "Confidence": 0.955, "X1": 0.24898, "Y1": 0.4752, "X2": 0.30612, "Y2": 0.475, "X3": 0.30476, "Y3": 0.4868, "X4": 0.24898, "Y4": 0.4868, "page": 0, "Index": 264}, {"Word": "However,", "Confidence": 0.746, "X1": 0.30884, "Y1": 0.4752, "X2": 0.37279, "Y2": 0.475, "X3": 0.37143, "Y3": 0.4878, "X4": 0.30884, "Y4": 0.4868, "page": 0, "Index": 265}, {"Word": "it", "Confidence": 0.933, "X1": 0.37551, "Y1": 0.4752, "X2": 0.38639, "Y2": 0.475, "X3": 0.38503, "Y3": 0.4878, "X4": 0.37415, "Y4": 0.4878, "page": 0, "Index": 266}, {"Word": "must", "Confidence": 0.941, "X1": 0.38912, "Y1": 0.4762, "X2": 0.42313, "Y2": 0.476, "X3": 0.42041, "Y3": 0.4888, "X4": 0.38776, "Y4": 0.4878, "page": 0, "Index": 267}, {"Word": "be", "Confidence": 0.994, "X1": 0.42585, "Y1": 0.4762, "X2": 0.4449, "Y2": 0.476, "X3": 0.44218, "Y3": 0.4888, "X4": 0.42449, "Y4": 0.4888, "page": 0, "Index": 268}, {"Word": "1", "Confidence": 0.995, "X1": 0.51565, "Y1": 0.4762, "X2": 0.52245, "Y2": 0.476, "X3": 0.52245, "Y3": 0.4888, "X4": 0.51565, "Y4": 0.4888, "page": 0, "Index": 269}, {"Word": "to", "Confidence": 0.998, "X1": 0.52653, "Y1": 0.4762, "X2": 0.54286, "Y2": 0.476, "X3": 0.5415, "Y3": 0.4888, "X4": 0.52517, "Y4": 0.4888, "page": 0, "Index": 270}, {"Word": "2", "Confidence": 0.995, "X1": 0.54558, "Y1": 0.4762, "X2": 0.55374, "Y2": 0.476, "X3": 0.55238, "Y3": 0.4888, "X4": 0.54422, "Y4": 0.4888, "page": 0, "Index": 271}, {"Word": "ohms", "Confidence": 0.974, "X1": 0.55646, "Y1": 0.4772, "X2": 0.5932, "Y2": 0.477, "X3": 0.59184, "Y3": 0.4888, "X4": 0.55646, "Y4": 0.4888, "page": 0, "Index": 272}, {"Word": "per", "Confidence": 0.899, "X1": 0.59592, "Y1": 0.4772, "X2": 0.61905, "Y2": 0.477, "X3": 0.61769, "Y3": 0.4888, "X4": 0.59592, "Y4": 0.4888, "page": 0, "Index": 273}, {"Word": "square,", "Confidence": 0.972, "X1": 0.62177, "Y1": 0.4772, "X2": 0.66939, "Y2": 0.477, "X3": 0.66803, "Y3": 0.4888, "X4": 0.62177, "Y4": 0.4888, "page": 0, "Index": 274}, {"Word": "corresponding", "Confidence": 0.991, "X1": 0.67347, "Y1": 0.4782, "X2": 0.76735, "Y2": 0.478, "X3": 0.76599, "Y3": 0.4898, "X4": 0.67211, "Y4": 0.4888, "page": 0, "Index": 275}, {"Word": "to", "Confidence": 0.997, "X1": 0.77143, "Y1": 0.4782, "X2": 0.78639, "Y2": 0.478, "X3": 0.78503, "Y3": 0.4898, "X4": 0.77007, "Y4": 0.4898, "page": 0, "Index": 276}, {"Word": "a", "Confidence": 0.895, "X1": 0.78912, "Y1": 0.4782, "X2": 0.79728, "Y2": 0.478, "X3": 0.79592, "Y3": 0.4908, "X4": 0.78776, "Y4": 0.4898, "page": 0, "Index": 277}, {"Word": "metal", "Confidence": 0.831, "X1": 0.8, "Y1": 0.4782, "X2": 0.84354, "Y2": 0.478, "X3": 0.84218, "Y3": 0.4908, "X4": 0.79864, "Y4": 0.4908, "page": 0, "Index": 278}, {"Word": "borne", "Confidence": 0.872, "X1": 0.12109, "Y1": 0.4882, "X2": 0.15918, "Y2": 0.488, "X3": 0.15918, "Y3": 0.4998, "X4": 0.12109, "Y4": 0.4998, "page": 0, "Index": 279}, {"Word": "in", "Confidence": 0.998, "X1": 0.16327, "Y1": 0.4882, "X2": 0.17551, "Y2": 0.488, "X3": 0.17551, "Y3": 0.5008, "X4": 0.1619, "Y4": 0.4998, "page": 0, "Index": 280}, {"Word": "mind", "Confidence": 0.984, "X1": 0.17959, "Y1": 0.4882, "X2": 0.21497, "Y2": 0.488, "X3": 0.21361, "Y3": 0.5008, "X4": 0.17823, "Y4": 0.5008, "page": 0, "Index": 281}, {"Word": "that", "Confidence": 0.987, "X1": 0.21769, "Y1": 0.4882, "X2": 0.24626, "Y2": 0.488, "X3": 0.2449, "Y3": 0.5008, "X4": 0.21633, "Y4": 0.5008, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.993, "X1": 0.24898, "Y1": 0.4892, "X2": 0.27075, "Y2": 0.489, "X3": 0.26939, "Y3": 0.5008, "X4": 0.24898, "Y4": 0.5008, "page": 0, "Index": 283}, {"Word": "evaporation", "Confidence": 0.869, "X1": 0.27347, "Y1": 0.4892, "X2": 0.35238, "Y2": 0.489, "X3": 0.35102, "Y3": 0.5008, "X4": 0.27211, "Y4": 0.5008, "page": 0, "Index": 284}, {"Word": "sources", "Confidence": 0.993, "X1": 0.3551, "Y1": 0.4892, "X2": 0.40544, "Y2": 0.489, "X3": 0.40272, "Y3": 0.5008, "X4": 0.35374, "Y4": 0.5008, "page": 0, "Index": 285}, {"Word": "do", "Confidence": 0.996, "X1": 0.40816, "Y1": 0.4892, "X2": 0.42721, "Y2": 0.489, "X3": 0.42585, "Y3": 0.5018, "X4": 0.4068, "Y4": 0.5008, "page": 0, "Index": 286}, {"Word": "thickness", "Confidence": 0.992, "X1": 0.51429, "Y1": 0.4892, "X2": 0.57415, "Y2": 0.489, "X3": 0.57279, "Y3": 0.5018, "X4": 0.51429, "Y4": 0.5018, "page": 0, "Index": 287}, {"Word": "of", "Confidence": 0.998, "X1": 0.57687, "Y1": 0.4902, "X2": 0.59456, "Y2": 0.49, "X3": 0.5932, "Y3": 0.5018, "X4": 0.57687, "Y4": 0.5018, "page": 0, "Index": 288}, {"Word": "300", "Confidence": 0.998, "X1": 0.59728, "Y1": 0.4902, "X2": 0.62313, "Y2": 0.49, "X3": 0.62313, "Y3": 0.5018, "X4": 0.59728, "Y4": 0.5018, "page": 0, "Index": 289}, {"Word": "to", "Confidence": 0.998, "X1": 0.62721, "Y1": 0.4902, "X2": 0.64218, "Y2": 0.49, "X3": 0.64082, "Y3": 0.5028, "X4": 0.62585, "Y4": 0.5018, "page": 0, "Index": 290}, {"Word": "150", "Confidence": 0.64, "X1": 0.64626, "Y1": 0.4902, "X2": 0.67211, "Y2": 0.49, "X3": 0.67075, "Y3": 0.5028, "X4": 0.6449, "Y4": 0.5028, "page": 0, "Index": 291}, {"Word": "Angstroms,", "Confidence": 0.943, "X1": 0.67483, "Y1": 0.4912, "X2": 0.75102, "Y2": 0.491, "X3": 0.74966, "Y3": 0.5028, "X4": 0.67347, "Y4": 0.5028, "page": 0, "Index": 292}, {"Word": "up", "Confidence": 0.998, "X1": 0.75374, "Y1": 0.4912, "X2": 0.77279, "Y2": 0.491, "X3": 0.77007, "Y3": 0.5028, "X4": 0.75238, "Y4": 0.5028, "page": 0, "Index": 293}, {"Word": "to", "Confidence": 0.997, "X1": 0.77551, "Y1": 0.4912, "X2": 0.79048, "Y2": 0.491, "X3": 0.78776, "Y3": 0.5028, "X4": 0.77415, "Y4": 0.5028, "page": 0, "Index": 294}, {"Word": "approxi-", "Confidence": 0.934, "X1": 0.7932, "Y1": 0.4912, "X2": 0.85306, "Y2": 0.491, "X3": 0.8517, "Y3": 0.5038, "X4": 0.79184, "Y4": 0.5028, "page": 0, "Index": 295}, {"Word": "possess", "Confidence": 0.991, "X1": 0.12245, "Y1": 0.5022, "X2": 0.16871, "Y2": 0.502, "X3": 0.16871, "Y3": 0.5138, "X4": 0.12245, "Y4": 0.5138, "page": 0, "Index": 296}, {"Word": "a", "Confidence": 0.923, "X1": 0.17143, "Y1": 0.5022, "X2": 0.17959, "Y2": 0.502, "X3": 0.17959, "Y3": 0.5138, "X4": 0.17143, "Y4": 0.5138, "page": 0, "Index": 297}, {"Word": "given", "Confidence": 0.991, "X1": 0.18231, "Y1": 0.5022, "X2": 0.21769, "Y2": 0.502, "X3": 0.21633, "Y3": 0.5138, "X4": 0.18231, "Y4": 0.5138, "page": 0, "Index": 298}, {"Word": "life,", "Confidence": 0.79, "X1": 0.22041, "Y1": 0.5022, "X2": 0.24626, "Y2": 0.502, "X3": 0.2449, "Y3": 0.5138, "X4": 0.22041, "Y4": 0.5138, "page": 0, "Index": 299}, {"Word": "and", "Confidence": 0.998, "X1": 0.24898, "Y1": 0.5022, "X2": 0.27483, "Y2": 0.502, "X3": 0.27483, "Y3": 0.5138, "X4": 0.24898, "Y4": 0.5138, "page": 0, "Index": 300}, {"Word": "that", "Confidence": 0.672, "X1": 0.27891, "Y1": 0.5022, "X2": 0.30612, "Y2": 0.502, "X3": 0.30476, "Y3": 0.5138, "X4": 0.27755, "Y4": 0.5138, "page": 0, "Index": 301}, {"Word": "periodically", "Confidence": 0.864, "X1": 0.3102, "Y1": 0.5032, "X2": 0.38776, "Y2": 0.503, "X3": 0.38639, "Y3": 0.5148, "X4": 0.30884, "Y4": 0.5138, "page": 0, "Index": 302}, {"Word": "vacuum", "Confidence": 0.955, "X1": 0.39048, "Y1": 0.5032, "X2": 0.43946, "Y2": 0.503, "X3": 0.4381, "Y3": 0.5148, "X4": 0.38912, "Y4": 0.5148, "page": 0, "Index": 303}, {"Word": "mately", "Confidence": 0.996, "X1": 0.51293, "Y1": 0.5042, "X2": 0.55782, "Y2": 0.504, "X3": 0.55782, "Y3": 0.5158, "X4": 0.51429, "Y4": 0.5158, "page": 0, "Index": 304}, {"Word": "5", "Confidence": 0.996, "X1": 0.5619, "Y1": 0.5042, "X2": 0.57143, "Y2": 0.504, "X3": 0.57143, "Y3": 0.5158, "X4": 0.5619, "Y4": 0.5158, "page": 0, "Index": 305}, {"Word": "ohms", "Confidence": 0.981, "X1": 0.57415, "Y1": 0.5042, "X2": 0.61088, "Y2": 0.504, "X3": 0.61088, "Y3": 0.5158, "X4": 0.57415, "Y4": 0.5158, "page": 0, "Index": 306}, {"Word": "per", "Confidence": 0.998, "X1": 0.61497, "Y1": 0.5042, "X2": 0.63673, "Y2": 0.504, "X3": 0.63537, "Y3": 0.5158, "X4": 0.61497, "Y4": 0.5158, "page": 0, "Index": 307}, {"Word": "square.", "Confidence": 0.914, "X1": 0.63946, "Y1": 0.5042, "X2": 0.68844, "Y2": 0.504, "X3": 0.68707, "Y3": 0.5168, "X4": 0.63946, "Y4": 0.5158, "page": 0, "Index": 308}, {"Word": "Relevant", "Confidence": 0.994, "X1": 0.69116, "Y1": 0.5042, "X2": 0.74966, "Y2": 0.504, "X3": 0.74966, "Y3": 0.5168, "X4": 0.69116, "Y4": 0.5168, "page": 0, "Index": 309}, {"Word": "properties", "Confidence": 0.631, "X1": 0.75374, "Y1": 0.5042, "X2": 0.82177, "Y2": 0.504, "X3": 0.82041, "Y3": 0.5168, "X4": 0.75238, "Y4": 0.5168, "page": 0, "Index": 310}, {"Word": "of", "Confidence": 0.998, "X1": 0.82449, "Y1": 0.5042, "X2": 0.83946, "Y2": 0.504, "X3": 0.8381, "Y3": 0.5168, "X4": 0.82313, "Y4": 0.5168, "page": 0, "Index": 311}, {"Word": "the", "Confidence": 0.998, "X1": 0.84354, "Y1": 0.5042, "X2": 0.86803, "Y2": 0.504, "X3": 0.86531, "Y3": 0.5168, "X4": 0.84218, "Y4": 0.5168, "page": 0, "Index": 312}, {"Word": "must", "Confidence": 0.988, "X1": 0.12109, "Y1": 0.5152, "X2": 0.1551, "Y2": 0.515, "X3": 0.1551, "Y3": 0.5268, "X4": 0.12109, "Y4": 0.5268, "page": 0, "Index": 313}, {"Word": "be", "Confidence": 0.997, "X1": 0.15782, "Y1": 0.5152, "X2": 0.17415, "Y2": 0.515, "X3": 0.17415, "Y3": 0.5268, "X4": 0.15782, "Y4": 0.5268, "page": 0, "Index": 314}, {"Word": "broken", "Confidence": 0.954, "X1": 0.17687, "Y1": 0.5152, "X2": 0.22449, "Y2": 0.515, "X3": 0.22449, "Y3": 0.5278, "X4": 0.17687, "Y4": 0.5268, "page": 0, "Index": 315}, {"Word": "to", "Confidence": 0.997, "X1": 0.22721, "Y1": 0.5152, "X2": 0.24218, "Y2": 0.515, "X3": 0.24218, "Y3": 0.5278, "X4": 0.22721, "Y4": 0.5278, "page": 0, "Index": 316}, {"Word": "maintain", "Confidence": 0.982, "X1": 0.2449, "Y1": 0.5152, "X2": 0.30476, "Y2": 0.515, "X3": 0.30476, "Y3": 0.5278, "X4": 0.2449, "Y4": 0.5278, "page": 0, "Index": 317}, {"Word": "and", "Confidence": 0.941, "X1": 0.30884, "Y1": 0.5152, "X2": 0.33333, "Y2": 0.515, "X3": 0.33197, "Y3": 0.5288, "X4": 0.30748, "Y4": 0.5278, "page": 0, "Index": 318}, {"Word": "change", "Confidence": 0.997, "X1": 0.33605, "Y1": 0.5162, "X2": 0.38231, "Y2": 0.516, "X3": 0.38231, "Y3": 0.5288, "X4": 0.33605, "Y4": 0.5288, "page": 0, "Index": 319}, {"Word": "such", "Confidence": 0.988, "X1": 0.38639, "Y1": 0.5162, "X2": 0.41633, "Y2": 0.516, "X3": 0.41497, "Y3": 0.5288, "X4": 0.38503, "Y4": 0.5288, "page": 0, "Index": 320}, {"Word": "sources.", "Confidence": 0.966, "X1": 0.41905, "Y1": 0.5182, "X2": 0.47483, "Y2": 0.518, "X3": 0.47347, "Y3": 0.5288, "X4": 0.41905, "Y4": 0.5288, "page": 0, "Index": 321}, {"Word": "metallised", "Confidence": 0.981, "X1": 0.51429, "Y1": 0.5172, "X2": 0.58095, "Y2": 0.517, "X3": 0.58095, "Y3": 0.5288, "X4": 0.51429, "Y4": 0.5288, "page": 0, "Index": 322}, {"Word": "substrate", "Confidence": 0.97, "X1": 0.58367, "Y1": 0.5172, "X2": 0.6449, "Y2": 0.517, "X3": 0.6449, "Y3": 0.5288, "X4": 0.58367, "Y4": 0.5288, "page": 0, "Index": 323}, {"Word": "are", "Confidence": 0.998, "X1": 0.64762, "Y1": 0.5172, "X2": 0.66803, "Y2": 0.517, "X3": 0.66803, "Y3": 0.5298, "X4": 0.64762, "Y4": 0.5298, "page": 0, "Index": 324}, {"Word": "considered", "Confidence": 0.948, "X1": 0.67075, "Y1": 0.5172, "X2": 0.74286, "Y2": 0.517, "X3": 0.74286, "Y3": 0.5298, "X4": 0.67075, "Y4": 0.5298, "page": 0, "Index": 325}, {"Word": "in", "Confidence": 0.998, "X1": 0.74694, "Y1": 0.5172, "X2": 0.76054, "Y2": 0.517, "X3": 0.76054, "Y3": 0.5298, "X4": 0.74558, "Y4": 0.5298, "page": 0, "Index": 326}, {"Word": "the", "Confidence": 0.998, "X1": 0.76463, "Y1": 0.5182, "X2": 0.78639, "Y2": 0.518, "X3": 0.78639, "Y3": 0.5298, "X4": 0.76327, "Y4": 0.5298, "page": 0, "Index": 327}, {"Word": "appropriate", "Confidence": 0.991, "X1": 0.78912, "Y1": 0.5192, "X2": 0.86939, "Y2": 0.519, "X3": 0.86939, "Y3": 0.5308, "X4": 0.78912, "Y4": 0.5298, "page": 0, "Index": 328}, {"Word": "These", "Confidence": 0.997, "X1": 0.12381, "Y1": 0.5282, "X2": 0.15782, "Y2": 0.528, "X3": 0.15782, "Y3": 0.5408, "X4": 0.12381, "Y4": 0.5408, "page": 0, "Index": 329}, {"Word": "latest", "Confidence": 0.947, "X1": 0.1619, "Y1": 0.5282, "X2": 0.19864, "Y2": 0.528, "X3": 0.19864, "Y3": 0.5408, "X4": 0.1619, "Y4": 0.5408, "page": 0, "Index": 330}, {"Word": "machines", "Confidence": 0.994, "X1": 0.20136, "Y1": 0.5282, "X2": 0.26259, "Y2": 0.528, "X3": 0.26259, "Y3": 0.5408, "X4": 0.20136, "Y4": 0.5408, "page": 0, "Index": 331}, {"Word": "however", "Confidence": 0.977, "X1": 0.26667, "Y1": 0.5292, "X2": 0.32245, "Y2": 0.529, "X3": 0.32109, "Y3": 0.5418, "X4": 0.26667, "Y4": 0.5418, "page": 0, "Index": 332}, {"Word": "do", "Confidence": 0.997, "X1": 0.32517, "Y1": 0.5292, "X2": 0.34286, "Y2": 0.529, "X3": 0.34286, "Y3": 0.5418, "X4": 0.32517, "Y4": 0.5418, "page": 0, "Index": 333}, {"Word": "signify", "Confidence": 0.994, "X1": 0.34694, "Y1": 0.5292, "X2": 0.39184, "Y2": 0.529, "X3": 0.39048, "Y3": 0.5418, "X4": 0.34558, "Y4": 0.5418, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.998, "X1": 0.39456, "Y1": 0.5292, "X2": 0.41905, "Y2": 0.529, "X3": 0.41769, "Y3": 0.5428, "X4": 0.39456, "Y4": 0.5418, "page": 0, "Index": 335}, {"Word": "section,", "Confidence": 0.852, "X1": 0.51565, "Y1": 0.5302, "X2": 0.56463, "Y2": 0.53, "X3": 0.56327, "Y3": 0.5428, "X4": 0.51429, "Y4": 0.5428, "page": 0, "Index": 336}, {"Word": "materials", "Confidence": 0.991, "X1": 0.56735, "Y1": 0.5302, "X2": 0.62857, "Y2": 0.53, "X3": 0.62721, "Y3": 0.5438, "X4": 0.56735, "Y4": 0.5428, "page": 0, "Index": 337}, {"Word": "being", "Confidence": 0.997, "X1": 0.63129, "Y1": 0.5302, "X2": 0.66803, "Y2": 0.53, "X3": 0.66667, "Y3": 0.5438, "X4": 0.63129, "Y4": 0.5438, "page": 0, "Index": 338}, {"Word": "classified", "Confidence": 0.67, "X1": 0.67211, "Y1": 0.5302, "X2": 0.73197, "Y2": 0.53, "X3": 0.73197, "Y3": 0.5428, "X4": 0.67075, "Y4": 0.5438, "page": 0, "Index": 339}, {"Word": "into", "Confidence": 0.989, "X1": 0.73605, "Y1": 0.5302, "X2": 0.76327, "Y2": 0.53, "X3": 0.76327, "Y3": 0.5428, "X4": 0.73469, "Y4": 0.5428, "page": 0, "Index": 340}, {"Word": "two", "Confidence": 0.998, "X1": 0.76735, "Y1": 0.5302, "X2": 0.7932, "Y2": 0.53, "X3": 0.79184, "Y3": 0.5428, "X4": 0.76599, "Y4": 0.5428, "page": 0, "Index": 341}, {"Word": "broad", "Confidence": 0.994, "X1": 0.79592, "Y1": 0.5312, "X2": 0.8381, "Y2": 0.531, "X3": 0.83673, "Y3": 0.5428, "X4": 0.79592, "Y4": 0.5428, "page": 0, "Index": 342}, {"Word": "tremendous", "Confidence": 0.947, "X1": 0.12245, "Y1": 0.5422, "X2": 0.19864, "Y2": 0.542, "X3": 0.19864, "Y3": 0.5548, "X4": 0.12245, "Y4": 0.5548, "page": 0, "Index": 343}, {"Word": "advances", "Confidence": 0.899, "X1": 0.20136, "Y1": 0.5422, "X2": 0.25986, "Y2": 0.542, "X3": 0.25986, "Y3": 0.5548, "X4": 0.20136, "Y4": 0.5548, "page": 0, "Index": 344}, {"Word": "that", "Confidence": 0.987, "X1": 0.26395, "Y1": 0.5422, "X2": 0.29252, "Y2": 0.542, "X3": 0.29116, "Y3": 0.5548, "X4": 0.26259, "Y4": 0.5548, "page": 0, "Index": 345}, {"Word": "have", "Confidence": 0.988, "X1": 0.29524, "Y1": 0.5422, "X2": 0.32517, "Y2": 0.542, "X3": 0.32517, "Y3": 0.5548, "X4": 0.29388, "Y4": 0.5548, "page": 0, "Index": 346}, {"Word": "occurred", "Confidence": 0.955, "X1": 0.32925, "Y1": 0.5432, "X2": 0.38776, "Y2": 0.543, "X3": 0.38639, "Y3": 0.5548, "X4": 0.32789, "Y4": 0.5548, "page": 0, "Index": 347}, {"Word": "in", "Confidence": 0.998, "X1": 0.39048, "Y1": 0.5432, "X2": 0.40408, "Y2": 0.543, "X3": 0.40272, "Y3": 0.5548, "X4": 0.38912, "Y4": 0.5548, "page": 0, "Index": 348}, {"Word": "vacuum", "Confidence": 0.994, "X1": 0.40816, "Y1": 0.5442, "X2": 0.45714, "Y2": 0.544, "X3": 0.45442, "Y3": 0.5548, "X4": 0.4068, "Y4": 0.5548, "page": 0, "Index": 349}, {"Word": "groups,", "Confidence": 0.966, "X1": 0.51429, "Y1": 0.5442, "X2": 0.5619, "Y2": 0.544, "X3": 0.56054, "Y3": 0.5558, "X4": 0.51293, "Y4": 0.5568, "page": 0, "Index": 350}, {"Word": "namely", "Confidence": 0.91, "X1": 0.56463, "Y1": 0.5442, "X2": 0.61361, "Y2": 0.544, "X3": 0.61361, "Y3": 0.5558, "X4": 0.56463, "Y4": 0.5558, "page": 0, "Index": 351}, {"Word": "\"Metallised", "Confidence": 0.829, "X1": 0.61769, "Y1": 0.5432, "X2": 0.6898, "Y2": 0.543, "X3": 0.68844, "Y3": 0.5558, "X4": 0.61633, "Y4": 0.5558, "page": 0, "Index": 352}, {"Word": "papers", "Confidence": 0.993, "X1": 0.69388, "Y1": 0.5432, "X2": 0.73605, "Y2": 0.543, "X3": 0.73469, "Y3": 0.5558, "X4": 0.69252, "Y4": 0.5558, "page": 0, "Index": 353}, {"Word": "and", "Confidence": 0.998, "X1": 0.74014, "Y1": 0.5432, "X2": 0.76463, "Y2": 0.543, "X3": 0.76327, "Y3": 0.5558, "X4": 0.73878, "Y4": 0.5558, "page": 0, "Index": 354}, {"Word": "boards'", "Confidence": 0.953, "X1": 0.76871, "Y1": 0.5442, "X2": 0.81769, "Y2": 0.544, "X3": 0.81633, "Y3": 0.5568, "X4": 0.76735, "Y4": 0.5558, "page": 0, "Index": 355}, {"Word": "and", "Confidence": 0.998, "X1": 0.82041, "Y1": 0.5442, "X2": 0.84762, "Y2": 0.544, "X3": 0.84626, "Y3": 0.5568, "X4": 0.81905, "Y4": 0.5568, "page": 0, "Index": 356}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.12109, "Y1": 0.5552, "X2": 0.19184, "Y2": 0.555, "X3": 0.19184, "Y3": 0.5678, "X4": 0.11973, "Y4": 0.5688, "page": 0, "Index": 357}, {"Word": "technology", "Confidence": 0.841, "X1": 0.19592, "Y1": 0.5552, "X2": 0.26939, "Y2": 0.555, "X3": 0.26803, "Y3": 0.5678, "X4": 0.19456, "Y4": 0.5678, "page": 0, "Index": 358}, {"Word": "in", "Confidence": 0.998, "X1": 0.27211, "Y1": 0.5552, "X2": 0.28571, "Y2": 0.555, "X3": 0.28571, "Y3": 0.5678, "X4": 0.27211, "Y4": 0.5678, "page": 0, "Index": 359}, {"Word": "the", "Confidence": 0.998, "X1": 0.2898, "Y1": 0.5552, "X2": 0.31156, "Y2": 0.555, "X3": 0.31156, "Y3": 0.5678, "X4": 0.2898, "Y4": 0.5678, "page": 0, "Index": 360}, {"Word": "past", "Confidence": 0.986, "X1": 0.31429, "Y1": 0.5552, "X2": 0.34286, "Y2": 0.555, "X3": 0.34286, "Y3": 0.5678, "X4": 0.31429, "Y4": 0.5678, "page": 0, "Index": 361}, {"Word": "four", "Confidence": 0.987, "X1": 0.34558, "Y1": 0.5562, "X2": 0.37415, "Y2": 0.556, "X3": 0.37415, "Y3": 0.5678, "X4": 0.34558, "Y4": 0.5678, "page": 0, "Index": 362}, {"Word": "films.\"", "Confidence": 0.842, "X1": 0.6898, "Y1": 0.5562, "X2": 0.73741, "Y2": 0.556, "X3": 0.73605, "Y3": 0.5678, "X4": 0.68844, "Y4": 0.5688, "page": 0, "Index": 363}, {"Word": "years.", "Confidence": 0.919, "X1": 0.37823, "Y1": 0.5562, "X2": 0.41905, "Y2": 0.556, "X3": 0.41905, "Y3": 0.5688, "X4": 0.37823, "Y4": 0.5678, "page": 0, "Index": 364}, {"Word": "\"Metallised", "Confidence": 0.796, "X1": 0.51429, "Y1": 0.5562, "X2": 0.58503, "Y2": 0.556, "X3": 0.58503, "Y3": 0.5688, "X4": 0.51429, "Y4": 0.5678, "page": 0, "Index": 365}, {"Word": "flexible", "Confidence": 0.849, "X1": 0.58912, "Y1": 0.5562, "X2": 0.6381, "Y2": 0.556, "X3": 0.63673, "Y3": 0.5688, "X4": 0.58776, "Y4": 0.5688, "page": 0, "Index": 366}, {"Word": "plastic", "Confidence": 0.991, "X1": 0.64218, "Y1": 0.5562, "X2": 0.68571, "Y2": 0.556, "X3": 0.68435, "Y3": 0.5688, "X4": 0.64082, "Y4": 0.5688, "page": 0, "Index": 367}, {"Word": "30", "Confidence": 0.998, "X1": 0.20272, "Y1": 0.6282, "X2": 0.22585, "Y2": 0.628, "X3": 0.22585, "Y3": 0.6438, "X4": 0.20272, "Y4": 0.6438, "page": 0, "Index": 368}, {"Word": "Resistivity", "Confidence": 0.802, "X1": 0.46803, "Y1": 0.6402, "X2": 0.54014, "Y2": 0.64, "X3": 0.53878, "Y3": 0.6548, "X4": 0.46803, "Y4": 0.6558, "page": 0, "Index": 369}, {"Word": "vs.", "Confidence": 0.812, "X1": 0.54694, "Y1": 0.6402, "X2": 0.56871, "Y2": 0.64, "X3": 0.56871, "Y3": 0.6548, "X4": 0.54694, "Y4": 0.6548, "page": 0, "Index": 370}, {"Word": "Deposition", "Confidence": 0.991, "X1": 0.57279, "Y1": 0.6402, "X2": 0.65442, "Y2": 0.64, "X3": 0.65442, "Y3": 0.6558, "X4": 0.57279, "Y4": 0.6548, "page": 0, "Index": 371}, {"Word": "-", "Confidence": 0.93, "X1": 0.18095, "Y1": 0.6882, "X2": 0.18095, "Y2": 0.688, "X3": 0.16463, "Y3": 0.6878, "X4": 0.16463, "Y4": 0.6788, "page": 0, "Index": 372}, {"Word": "Ohms/square", "Confidence": 0.903, "X1": 0.15918, "Y1": 0.7462, "X2": 0.16054, "Y2": 0.746, "X3": 0.18095, "Y3": 0.7458, "X4": 0.18095, "Y4": 0.8218, "page": 0, "Index": 373}, {"Word": "20", "Confidence": 0.932, "X1": 0.19864, "Y1": 0.7312, "X2": 0.21905, "Y2": 0.731, "X3": 0.21769, "Y3": 0.7438, "X4": 0.19728, "Y4": 0.7428, "page": 0, "Index": 374}, {"Word": "1.0", "Confidence": 0.343, "X1": 0.20272, "Y1": 0.8332, "X2": 0.22177, "Y2": 0.833, "X3": 0.22177, "Y3": 0.8468, "X4": 0.20272, "Y4": 0.8458, "page": 0, "Index": 375}, {"Word": "100", "Confidence": 0.998, "X1": 0.35918, "Y1": 0.8852, "X2": 0.38912, "Y2": 0.885, "X3": 0.38912, "Y3": 0.8998, "X4": 0.36054, "Y4": 0.8998, "page": 0, "Index": 376}, {"Word": "200", "Confidence": 0.998, "X1": 0.49524, "Y1": 0.8852, "X2": 0.52381, "Y2": 0.885, "X3": 0.52381, "Y3": 0.8988, "X4": 0.49524, "Y4": 0.8988, "page": 0, "Index": 377}, {"Word": "300", "Confidence": 0.998, "X1": 0.62993, "Y1": 0.8872, "X2": 0.6585, "Y2": 0.887, "X3": 0.6585, "Y3": 0.8988, "X4": 0.62993, "Y4": 0.8988, "page": 0, "Index": 378}, {"Word": "400", "Confidence": 0.994, "X1": 0.76735, "Y1": 0.8872, "X2": 0.79728, "Y2": 0.887, "X3": 0.79728, "Y3": 0.8988, "X4": 0.76735, "Y4": 0.8988, "page": 0, "Index": 379}, {"Word": "Angstroms", "Confidence": 0.994, "X1": 0.42993, "Y1": 0.9062, "X2": 0.51565, "Y2": 0.906, "X3": 0.51429, "Y3": 0.9198, "X4": 0.42993, "Y4": 0.9188, "page": 0, "Index": 380}, {"Word": "100491265", "Confidence": 0.992, "X1": 0.96054, "Y1": 0.9332, "X2": 0.96327, "Y2": 0.933, "X3": 0.92925, "Y3": 0.9328, "X4": 0.92789, "Y4": 0.8188, "page": 0, "Index": 381}, {"Word": "Fig", "Confidence": 0.374, "X1": 0.12109, "Y1": 0.9442, "X2": 0.14014, "Y2": 0.944, "X3": 0.14014, "Y3": 0.9558, "X4": 0.12109, "Y4": 0.9558, "page": 0, "Index": 382}, {"Word": "3", "Confidence": 0.982, "X1": 0.14286, "Y1": 0.9442, "X2": 0.15238, "Y2": 0.944, "X3": 0.15374, "Y3": 0.9558, "X4": 0.14422, "Y4": 0.9558, "page": 0, "Index": 383}, {"Word": "Resistivity", "Confidence": 0.608, "X1": 0.12245, "Y1": 0.9542, "X2": 0.18095, "Y2": 0.954, "X3": 0.17959, "Y3": 0.9658, "X4": 0.12245, "Y4": 0.9658, "page": 0, "Index": 384}, {"Word": "versus", "Confidence": 0.857, "X1": 0.18367, "Y1": 0.9542, "X2": 0.21905, "Y2": 0.954, "X3": 0.21769, "Y3": 0.9668, "X4": 0.18367, "Y4": 0.9658, "page": 0, "Index": 385}, {"Word": "deposition", "Confidence": 0.764, "X1": 0.22177, "Y1": 0.9552, "X2": 0.28571, "Y2": 0.955, "X3": 0.28435, "Y3": 0.9668, "X4": 0.22041, "Y4": 0.9668, "page": 0, "Index": 386}]}
"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"
ffwp0205
1
{"lines_data": [{"Word": "packaging. Initially employed by Scandinavian", "Confidence": 0.8842, "X1": 0.12378, "Y1": 0.0312, "X2": 0.44784, "Y2": 0.031, "X3": 0.44784, "Y3": 0.0438, "X4": 0.12378, "Y4": 0.0458, "page": 0}, {"Word": "Rolls are loaded into the large diameter chamber,", "Confidence": 0.8485, "X1": 0.53547, "Y1": 0.0312, "X2": 0.879, "Y2": 0.031, "X3": 0.88039, "Y3": 0.0448, "X4": 0.53547, "Y4": 0.0458, "page": 0}, {"Word": "and North American converters as substitutes for", "Confidence": 0.96086, "X1": 0.12517, "Y1": 0.0462, "X2": 0.46592, "Y2": 0.046, "X3": 0.46592, "Y3": 0.0578, "X4": 0.12517, "Y4": 0.0588, "page": 0}, {"Word": "one at a time, and unwound in a vacuum of 10\" to", "Confidence": 0.90925, "X1": 0.53547, "Y1": 0.0442, "X2": 0.89569, "Y2": 0.044, "X3": 0.89569, "Y3": 0.0578, "X4": 0.53547, "Y4": 0.0598, "page": 0}, {"Word": "aluminium foil, their use has grown dramatically.", "Confidence": 0.87514, "X1": 0.12239, "Y1": 0.0602, "X2": 0.46314, "Y2": 0.06, "X3": 0.46314, "Y3": 0.0728, "X4": 0.12239, "Y4": 0.0728, "page": 0}, {"Word": "10\" Torr (approximately the same as that found on", "Confidence": 0.90211, "X1": 0.53825, "Y1": 0.0592, "X2": 0.90125, "Y2": 0.059, "X3": 0.90125, "Y3": 0.0718, "X4": 0.53825, "Y4": 0.0728, "page": 0}, {"Word": "especially in the USA, as materials in their own", "Confidence": 0.92456, "X1": 0.12378, "Y1": 0.0742, "X2": 0.45202, "Y2": 0.074, "X3": 0.45202, "Y3": 0.0868, "X4": 0.12378, "Y4": 0.0868, "page": 0}, {"Word": "the surface of the moon). Aluminium is made to", "Confidence": 0.96522, "X1": 0.53547, "Y1": 0.0732, "X2": 0.87344, "Y2": 0.073, "X3": 0.87344, "Y3": 0.0858, "X4": 0.53547, "Y4": 0.0868, "page": 0}, {"Word": "right. The supply of vacuum metallised plastics films", "Confidence": 0.94075, "X1": 0.12239, "Y1": 0.0872, "X2": 0.48957, "Y2": 0.087, "X3": 0.48957, "Y3": 0.0998, "X4": 0.12239, "Y4": 0.1008, "page": 0}, {"Word": "vapourise under temperature, and in this vapour", "Confidence": 0.95143, "X1": 0.53547, "Y1": 0.0872, "X2": 0.87065, "Y2": 0.087, "X3": 0.87065, "Y3": 0.0998, "X4": 0.53547, "Y4": 0.1018, "page": 0}, {"Word": "to flexible packaging converters now represents one", "Confidence": 0.88057, "X1": 0.12517, "Y1": 0.1012, "X2": 0.48401, "Y2": 0.101, "X3": 0.48401, "Y3": 0.1138, "X4": 0.12517, "Y4": 0.1138, "page": 0}, {"Word": "state, hits the underside of the moving web as it", "Confidence": 0.9685, "X1": 0.53408, "Y1": 0.1012, "X2": 0.86926, "Y2": 0.101, "X3": 0.86926, "Y3": 0.1148, "X4": 0.53408, "Y4": 0.1148, "page": 0}, {"Word": "of the major markets for metallised materials.", "Confidence": 0.92614, "X1": 0.12378, "Y1": 0.1152, "X2": 0.44228, "Y2": 0.115, "X3": 0.44228, "Y3": 0.1278, "X4": 0.12378, "Y4": 0.1278, "page": 0}, {"Word": "passes over the chilled roller, thus condensing to give", "Confidence": 0.95111, "X1": 0.53547, "Y1": 0.1152, "X2": 0.90403, "Y2": 0.115, "X3": 0.90403, "Y3": 0.1288, "X4": 0.53547, "Y4": 0.1288, "page": 0}, {"Word": "a metallic deposition usually 250-300 Angstroms", "Confidence": 0.885, "X1": 0.53686, "Y1": 0.1292, "X2": 0.88039, "Y2": 0.129, "X3": 0.88039, "Y3": 0.1408, "X4": 0.53686, "Y4": 0.1418, "page": 0}, {"Word": "Before concluding this brief history of the manufac-", "Confidence": 0.95637, "X1": 0.12378, "Y1": 0.1412, "X2": 0.48401, "Y2": 0.141, "X3": 0.48401, "Y3": 0.1538, "X4": 0.12378, "Y4": 0.1538, "page": 0}, {"Word": "thick, after which the now metallised material is", "Confidence": 0.94563, "X1": 0.53547, "Y1": 0.1432, "X2": 0.87344, "Y2": 0.143, "X3": 0.87344, "Y3": 0.1558, "X4": 0.53547, "Y4": 0.1558, "page": 0}, {"Word": "ture and use of vacuum metallised substrates, it is of", "Confidence": 0.9562, "X1": 0.12517, "Y1": 0.1542, "X2": 0.48818, "Y2": 0.154, "X3": 0.48818, "Y3": 0.1668, "X4": 0.12517, "Y4": 0.1688, "page": 0}, {"Word": "rewound onto the take-up reel.", "Confidence": 0.9546, "X1": 0.53408, "Y1": 0.1572, "X2": 0.75522, "Y2": 0.157, "X3": 0.75522, "Y3": 0.1698, "X4": 0.53408, "Y4": 0.1708, "page": 0}, {"Word": "interest to compare the development and growth of", "Confidence": 0.99087, "X1": 0.12378, "Y1": 0.1682, "X2": 0.48401, "Y2": 0.168, "X3": 0.48401, "Y3": 0.1818, "X4": 0.12378, "Y4": 0.1818, "page": 0}, {"Word": "both the industry and its products with the use of", "Confidence": 0.9577, "X1": 0.12517, "Y1": 0.1822, "X2": 0.47149, "Y2": 0.182, "X3": 0.47149, "Y3": 0.1938, "X4": 0.12517, "Y4": 0.1948, "page": 0}, {"Word": "As stated, aluminium is the more common evaporant.", "Confidence": 0.91025, "X1": 0.53547, "Y1": 0.1822, "X2": 0.9096, "Y2": 0.182, "X3": 0.9096, "Y3": 0.1968, "X4": 0.53547, "Y4": 0.1968, "page": 0}, {"Word": "vacuum metallised papers, for the paralleis are of", "Confidence": 0.90738, "X1": 0.12517, "Y1": 0.1962, "X2": 0.46732, "Y2": 0.196, "X3": 0.46732, "Y3": 0.2088, "X4": 0.12517, "Y4": 0.2088, "page": 0}, {"Word": "The metal is relatively cheap, gives a reasonably", "Confidence": 0.90225, "X1": 0.53964, "Y1": 0.1962, "X2": 0.87065, "Y2": 0.196, "X3": 0.87065, "Y3": 0.2098, "X4": 0.53964, "Y4": 0.2098, "page": 0}, {"Word": "significance. The first of all materials to be commer-", "Confidence": 0.93456, "X1": 0.12517, "Y1": 0.2092, "X2": 0.48679, "Y2": 0.209, "X3": 0.48679, "Y3": 0.2228, "X4": 0.12517, "Y4": 0.2228, "page": 0}, {"Word": "durable surface, has good adhesion to most materials,", "Confidence": 0.933, "X1": 0.53825, "Y1": 0.2102, "X2": 0.90821, "Y2": 0.21, "X3": 0.90821, "Y3": 0.2228, "X4": 0.53825, "Y4": 0.2238, "page": 0}, {"Word": "cially available in a metallised form, albeit for use in", "Confidence": 0.8729, "X1": 0.12378, "Y1": 0.2232, "X2": 0.48818, "Y2": 0.223, "X3": 0.48818, "Y3": 0.2358, "X4": 0.12378, "Y4": 0.2368, "page": 0}, {"Word": "and has good reflectance and brilliance. There are", "Confidence": 0.9435, "X1": 0.53825, "Y1": 0.2242, "X2": 0.88178, "Y2": 0.224, "X3": 0.88178, "Y3": 0.2368, "X4": 0.53825, "Y4": 0.2378, "page": 0}, {"Word": "capacitors, paper fell in use within the metallising", "Confidence": 0.92988, "X1": 0.12378, "Y1": 0.2372, "X2": 0.46871, "Y2": 0.237, "X3": 0.46871, "Y3": 0.2488, "X4": 0.12378, "Y4": 0.2498, "page": 0}, {"Word": "three main types of evaporation source suitable for", "Confidence": 0.956, "X1": 0.53825, "Y1": 0.2382, "X2": 0.8943, "Y2": 0.238, "X3": 0.8943, "Y3": 0.2508, "X4": 0.53825, "Y4": 0.2518, "page": 0}, {"Word": "Industry both because of the competition from", "Confidence": 0.92229, "X1": 0.12517, "Y1": 0.2502, "X2": 0.45202, "Y2": 0.25, "X3": 0.45202, "Y3": 0.2628, "X4": 0.12517, "Y4": 0.2628, "page": 0}, {"Word": "aluminium in commercial use:", "Confidence": 0.8905, "X1": 0.54103, "Y1": 0.2522, "X2": 0.74826, "Y2": 0.252, "X3": 0.74826, "Y3": 0.2648, "X4": 0.54103, "Y4": 0.2648, "page": 0}, {"Word": "plastics, and because of the severe economic disad-", "Confidence": 0.94638, "X1": 0.12656, "Y1": 0.2642, "X2": 0.47844, "Y2": 0.264, "X3": 0.47844, "Y3": 0.2768, "X4": 0.12656, "Y4": 0.2778, "page": 0}, {"Word": ".", "Confidence": 0.672, "X1": 0.54937, "Y1": 0.2782, "X2": 0.54798, "Y2": 0.278, "X3": 0.53686, "Y3": 0.2778, "X4": 0.53825, "Y4": 0.2658, "page": 0}, {"Word": "vantages of metallising paper in the 1950's and", "Confidence": 0.97538, "X1": 0.12656, "Y1": 0.2772, "X2": 0.44924, "Y2": 0.277, "X3": 0.44924, "Y3": 0.2898, "X4": 0.12656, "Y4": 0.2908, "page": 0}, {"Word": "electron beam evaporation system", "Confidence": 0.897, "X1": 0.53825, "Y1": 0.2782, "X2": 0.77747, "Y2": 0.278, "X3": 0.77747, "Y3": 0.2928, "X4": 0.53825, "Y4": 0.2908, "page": 0}, {"Word": "1960's. With the development of the larger metallisers", "Confidence": 0.96112, "X1": 0.12796, "Y1": 0.2912, "X2": 0.50209, "Y2": 0.291, "X3": 0.50209, "Y3": 0.3048, "X4": 0.12796, "Y4": 0.3038, "page": 0}, {"Word": "b", "Confidence": 0.909, "X1": 0.53686, "Y1": 0.2932, "X2": 0.55494, "Y2": 0.293, "X3": 0.55355, "Y3": 0.3068, "X4": 0.53686, "Y4": 0.3058, "page": 0}, {"Word": "in the mid 1970's the metallising process as applied", "Confidence": 0.89556, "X1": 0.12796, "Y1": 0.3052, "X2": 0.48261, "Y2": 0.305, "X3": 0.48261, "Y3": 0.3178, "X4": 0.12796, "Y4": 0.3178, "page": 0}, {"Word": "\"high frequency induction heated system", "Confidence": 0.8412, "X1": 0.53408, "Y1": 0.3042, "X2": 0.82197, "Y2": 0.304, "X3": 0.82058, "Y3": 0.3198, "X4": 0.53268, "Y4": 0.3178, "page": 0}, {"Word": "to paper became more and more competitive, and the", "Confidence": 0.95367, "X1": 0.12796, "Y1": 0.3182, "X2": 0.49791, "Y2": 0.318, "X3": 0.49791, "Y3": 0.3308, "X4": 0.12796, "Y4": 0.3318, "page": 0}, {"Word": "\u20ac", "Confidence": 0.017, "X1": 0.53964, "Y1": 0.3212, "X2": 0.55494, "Y2": 0.321, "X3": 0.55494, "Y3": 0.3328, "X4": 0.53825, "Y4": 0.3328, "page": 0}, {"Word": "range of vacuum metallised papers since developed", "Confidence": 0.98057, "X1": 0.12796, "Y1": 0.3322, "X2": 0.47983, "Y2": 0.332, "X3": 0.47983, "Y3": 0.3448, "X4": 0.12796, "Y4": 0.3458, "page": 0}, {"Word": "resistance hesced evaporation boats.", "Confidence": 0.75725, "X1": 0.53825, "Y1": 0.3322, "X2": 0.78999, "Y2": 0.332, "X3": 0.78999, "Y3": 0.3458, "X4": 0.53825, "Y4": 0.3448, "page": 0}, {"Word": "cover almost the whole spectrum of papers available.", "Confidence": 0.86838, "X1": 0.12656, "Y1": 0.3462, "X2": 0.49652, "Y2": 0.346, "X3": 0.49652, "Y3": 0.3598, "X4": 0.12656, "Y4": 0.3598, "page": 0}, {"Word": "Modern metallisers are now designed at web widths of", "Confidence": 0.98089, "X1": 0.12935, "Y1": 0.3592, "X2": 0.5007, "Y2": 0.359, "X3": 0.5007, "Y3": 0.3728, "X4": 0.12935, "Y4": 0.3728, "page": 0}, {"Word": "The latter two systems are the more common types,", "Confidence": 0.95211, "X1": 0.53964, "Y1": 0.3602, "X2": 0.90125, "Y2": 0.36, "X3": 0.90125, "Y3": 0.3738, "X4": 0.53964, "Y4": 0.3728, "page": 0}, {"Word": "upwards of 2 m, and for reel diameters in excess of", "Confidence": 0.97018, "X1": 0.12796, "Y1": 0.3732, "X2": 0.48401, "Y2": 0.373, "X3": 0.48401, "Y3": 0.3868, "X4": 0.12796, "Y4": 0.3878, "page": 0}, {"Word": "and ultimate selection of the evaporation method is", "Confidence": 0.94437, "X1": 0.54103, "Y1": 0.3742, "X2": 0.90125, "Y2": 0.374, "X3": 0.90125, "Y3": 0.3868, "X4": 0.54103, "Y4": 0.3868, "page": 0}, {"Word": "1 m with pumping groups to handle outgassing", "Confidence": 0.99163, "X1": 0.13074, "Y1": 0.3872, "X2": 0.45202, "Y2": 0.387, "X3": 0.45202, "Y3": 0.3998, "X4": 0.13074, "Y4": 0.4008, "page": 0}, {"Word": "often dictated by the familiarity with either method.", "Confidence": 0.98287, "X1": 0.54103, "Y1": 0.3872, "X2": 0.90821, "Y2": 0.387, "X3": 0.90821, "Y3": 0.3998, "X4": 0.54103, "Y4": 0.3998, "page": 0}, {"Word": "mediums. Such machines are obviously designed", "Confidence": 0.96483, "X1": 0.12935, "Y1": 0.4002, "X2": 0.46314, "Y2": 0.4, "X3": 0.46314, "Y3": 0.4148, "X4": 0.12935, "Y4": 0.4158, "page": 0}, {"Word": "In the USA there is more of a tendency to advocate", "Confidence": 0.98445, "X1": 0.53964, "Y1": 0.4012, "X2": 0.90125, "Y2": 0.401, "X3": 0.90125, "Y3": 0.4148, "X4": 0.53964, "Y4": 0.4138, "page": 0}, {"Word": "and constructed for the primary purpose of", "Confidence": 0.98857, "X1": 0.12935, "Y1": 0.4152, "X2": 0.43115, "Y2": 0.415, "X3": 0.43115, "Y3": 0.4288, "X4": 0.12935, "Y4": 0.4298, "page": 0}, {"Word": "the Induction heated crucible; within Europe the", "Confidence": 0.92457, "X1": 0.53964, "Y1": 0.4152, "X2": 0.88317, "Y2": 0.415, "X3": 0.88317, "Y3": 0.4288, "X4": 0.53964, "Y4": 0.4278, "page": 0}, {"Word": "metallising papers in a mill reel size and so the full", "Confidence": 0.98018, "X1": 0.12796, "Y1": 0.4292, "X2": 0.47427, "Y2": 0.429, "X3": 0.47427, "Y3": 0.4428, "X4": 0.12796, "Y4": 0.4438, "page": 0}, {"Word": "resistance heated evaporation boat seems to be preferred.", "Confidence": 0.98013, "X1": 0.53964, "Y1": 0.4292, "X2": 0.9249, "Y2": 0.429, "X3": 0.9249, "Y3": 0.4428, "X4": 0.53964, "Y4": 0.4428, "page": 0}, {"Word": "circle is made, whereby papers are again of such", "Confidence": 0.89733, "X1": 0.12796, "Y1": 0.4432, "X2": 0.45897, "Y2": 0.443, "X3": 0.45897, "Y3": 0.4558, "X4": 0.12796, "Y4": 0.4568, "page": 0}, {"Word": "The evaporation boat method Involves the feeding of", "Confidence": 0.901, "X1": 0.54242, "Y1": 0.4532, "X2": 0.9096, "Y2": 0.453, "X3": 0.9096, "Y3": 0.4678, "X4": 0.54242, "Y4": 0.4688, "page": 0}, {"Word": "significance that they strongly influence equipment", "Confidence": 0.95617, "X1": 0.12656, "Y1": 0.4572, "X2": 0.48679, "Y2": 0.457, "X3": 0.48679, "Y3": 0.4718, "X4": 0.12656, "Y4": 0.4718, "page": 0}, {"Word": "design and development.", "Confidence": 0.85, "X1": 0.12656, "Y1": 0.4712, "X2": 0.30181, "Y2": 0.471, "X3": 0.30181, "Y3": 0.4848, "X4": 0.12656, "Y4": 0.4848, "page": 0}, {"Word": "very high purity aluminium wire onto specially", "Confidence": 0.95771, "X1": 0.53964, "Y1": 0.4692, "X2": 0.86648, "Y2": 0.469, "X3": 0.86648, "Y3": 0.4818, "X4": 0.53964, "Y4": 0.4818, "page": 0}, {"Word": "compounded machine bars of intermetallic", "Confidence": 0.909, "X1": 0.54103, "Y1": 0.4822, "X2": 0.83866, "Y2": 0.482, "X3": 0.83866, "Y3": 0.4948, "X4": 0.54103, "Y4": 0.4948, "page": 0}, {"Word": "compound of a known resistivity, such bars being", "Confidence": 0.95425, "X1": 0.53964, "Y1": 0.4962, "X2": 0.88595, "Y2": 0.496, "X3": 0.88595, "Y3": 0.5088, "X4": 0.53964, "Y4": 0.5088, "page": 0}, {"Word": "2 The metallising process", "Confidence": 0.82875, "X1": 0.12656, "Y1": 0.5122, "X2": 0.31154, "Y2": 0.512, "X3": 0.31154, "Y3": 0.5258, "X4": 0.12656, "Y4": 0.5248, "page": 0}, {"Word": "electrically heated by a controlled low voltage supply", "Confidence": 0.92338, "X1": 0.54242, "Y1": 0.5102, "X2": 0.91099, "Y2": 0.51, "X3": 0.91099, "Y3": 0.5228, "X4": 0.54242, "Y4": 0.5218, "page": 0}, {"Word": "and placed at regular intervals across the machine", "Confidence": 0.97137, "X1": 0.53825, "Y1": 0.5232, "X2": 0.88734, "Y2": 0.523, "X3": 0.88734, "Y3": 0.5358, "X4": 0.53825, "Y4": 0.5358, "page": 0}, {"Word": "Vacuum metallising was one of the first vacuum", "Confidence": 0.91888, "X1": 0.12935, "Y1": 0.5402, "X2": 0.46175, "Y2": 0.54, "X3": 0.46175, "Y3": 0.5528, "X4": 0.12935, "Y4": 0.5528, "page": 0}, {"Word": "directly underneath the chilled roller.", "Confidence": 0.9194, "X1": 0.54103, "Y1": 0.5372, "X2": 0.80389, "Y2": 0.537, "X3": 0.80389, "Y3": 0.5498, "X4": 0.54103, "Y4": 0.5498, "page": 0}, {"Word": "metallurgical processes to be made commercially", "Confidence": 0.945, "X1": 0.12656, "Y1": 0.5522, "X2": 0.46592, "Y2": 0.552, "X3": 0.46592, "Y3": 0.5648, "X4": 0.12656, "Y4": 0.5658, "page": 0}, {"Word": "The induction heated system involves the heating of", "Confidence": 0.933, "X1": 0.54242, "Y1": 0.5612, "X2": 0.90542, "Y2": 0.561, "X3": 0.90542, "Y3": 0.5748, "X4": 0.54242, "Y4": 0.5738, "page": 0}, {"Word": "viable, and basically involves the evaporation of a", "Confidence": 0.96987, "X1": 0.12935, "Y1": 0.5662, "X2": 0.47288, "Y2": 0.566, "X3": 0.47288, "Y3": 0.5788, "X4": 0.12935, "Y4": 0.5788, "page": 0}, {"Word": "metal or non metal, most commonly aluminium or", "Confidence": 0.97125, "X1": 0.12935, "Y1": 0.5792, "X2": 0.48261, "Y2": 0.579, "X3": 0.48261, "Y3": 0.5918, "X4": 0.12935, "Y4": 0.5928, "page": 0}, {"Word": "crucibles, lined in the case of aluminium evaporation,", "Confidence": 0.88813, "X1": 0.54103, "Y1": 0.5762, "X2": 0.91377, "Y2": 0.576, "X3": 0.91377, "Y3": 0.5888, "X4": 0.54103, "Y4": 0.5878, "page": 0}, {"Word": "zinc, onto a continuously moving web of paper or", "Confidence": 0.94756, "X1": 0.12935, "Y1": 0.5932, "X2": 0.47705, "Y2": 0.593, "X3": 0.47705, "Y3": 0.6058, "X4": 0.12935, "Y4": 0.6058, "page": 0}, {"Word": "by induction current, such crucibles being filled with", "Confidence": 0.84375, "X1": 0.54103, "Y1": 0.5892, "X2": 0.91099, "Y2": 0.589, "X3": 0.9096, "Y3": 0.6018, "X4": 0.54103, "Y4": 0.6018, "page": 0}, {"Word": "solid evaporant. The crucibles are again placed as for", "Confidence": 0.94867, "X1": 0.54103, "Y1": 0.6022, "X2": 0.90682, "Y2": 0.602, "X3": 0.90682, "Y3": 0.6158, "X4": 0.54103, "Y4": 0.6158, "page": 0}, {"Word": "plastics film.", "Confidence": 0.902, "X1": 0.12935, "Y1": 0.6062, "X2": 0.21975, "Y2": 0.606, "X3": 0.21975, "Y3": 0.6198, "X4": 0.12935, "Y4": 0.6198, "page": 0}, {"Word": "the evaporation boats.", "Confidence": 0.933, "X1": 0.54103, "Y1": 0.6162, "X2": 0.69819, "Y2": 0.616, "X3": 0.69819, "Y3": 0.6288, "X4": 0.54103, "Y4": 0.6298, "page": 0}, {"Word": "Vacuum metallising is generally undertaken on a", "Confidence": 0.93386, "X1": 0.12935, "Y1": 0.6332, "X2": 0.46453, "Y2": 0.633, "X3": 0.46453, "Y3": 0.6468, "X4": 0.12935, "Y4": 0.6468, "page": 0}, {"Word": "Evaporation sources are contained within a water", "Confidence": 0.97886, "X1": 0.54242, "Y1": 0.6432, "X2": 0.88595, "Y2": 0.643, "X3": 0.88595, "Y3": 0.6578, "X4": 0.54242, "Y4": 0.6568, "page": 0}, {"Word": "serni-continuous basis, at the present moment vary", "Confidence": 0.86486, "X1": 0.12935, "Y1": 0.6472, "X2": 0.47844, "Y2": 0.647, "X3": 0.47844, "Y3": 0.6618, "X4": 0.12935, "Y4": 0.6608, "page": 0}, {"Word": "few machines having been built to operate con-", "Confidence": 0.90987, "X1": 0.13074, "Y1": 0.6612, "X2": 0.45758, "Y2": 0.661, "X3": 0.45758, "Y3": 0.6748, "X4": 0.13074, "Y4": 0.6748, "page": 0}, {"Word": "cooled trough to contain stray evaporation and to", "Confidence": 0.89, "X1": 0.54103, "Y1": 0.6572, "X2": 0.89013, "Y2": 0.657, "X3": 0.89013, "Y3": 0.6708, "X4": 0.54103, "Y4": 0.6708, "page": 0}, {"Word": "tinuously, and the general arrangement of a typical", "Confidence": 0.91075, "X1": 0.13074, "Y1": 0.6752, "X2": 0.4854, "Y2": 0.675, "X3": 0.4854, "Y3": 0.6878, "X4": 0.13074, "Y4": 0.6888, "page": 0}, {"Word": "remove heat radiated from the sources, and such", "Confidence": 0.93137, "X1": 0.53964, "Y1": 0.6712, "X2": 0.879, "Y2": 0.671, "X3": 0.879, "Y3": 0.6838, "X4": 0.53964, "Y4": 0.6838, "page": 0}, {"Word": "single source evaporation metalliser is illustrated", "Confidence": 0.91733, "X1": 0.12935, "Y1": 0.6892, "X2": 0.46453, "Y2": 0.689, "X3": 0.46453, "Y3": 0.7028, "X4": 0.12935, "Y4": 0.7038, "page": 0}, {"Word": "sources may generally be considered to have a finite", "Confidence": 0.95778, "X1": 0.54103, "Y1": 0.6852, "X2": 0.90403, "Y2": 0.685, "X3": 0.90403, "Y3": 0.6988, "X4": 0.54103, "Y4": 0.6988, "page": 0}, {"Word": "schematically in fig 1.", "Confidence": 0.95425, "X1": 0.13074, "Y1": 0.7032, "X2": 0.28234, "Y2": 0.703, "X3": 0.28234, "Y3": 0.7168, "X4": 0.13074, "Y4": 0.7178, "page": 0}, {"Word": "life of about 15-20 hours of actual evaporation.", "Confidence": 0.86638, "X1": 0.54242, "Y1": 0.6992, "X2": 0.87483, "Y2": 0.699, "X3": 0.87483, "Y3": 0.7128, "X4": 0.54242, "Y4": 0.7118, "page": 0}, {"Word": "Vacuum metallisers in current use are semi-automatic", "Confidence": 0.88571, "X1": 0.54103, "Y1": 0.7262, "X2": 0.91377, "Y2": 0.726, "X3": 0.91377, "Y3": 0.7398, "X4": 0.54103, "Y4": 0.7388, "page": 0}, {"Word": "Unred", "Confidence": 0.51, "X1": 0.37135, "Y1": 0.7482, "X2": 0.4089, "Y2": 0.748, "X3": 0.4089, "Y3": 0.7568, "X4": 0.37135, "Y4": 0.7558, "page": 0}, {"Word": "machines, the operator being relieved of the duty to", "Confidence": 0.92622, "X1": 0.54103, "Y1": 0.7412, "X2": 0.90542, "Y2": 0.741, "X3": 0.90542, "Y3": 0.7538, "X4": 0.54103, "Y4": 0.7538, "page": 0}, {"Word": "operate vacuum valve assemblies in strict sequence,", "Confidence": 0.91543, "X1": 0.54103, "Y1": 0.7552, "X2": 0.89708, "Y2": 0.755, "X3": 0.89708, "Y3": 0.7678, "X4": 0.54103, "Y4": 0.7678, "page": 0}, {"Word": "and to monitor deposition rate and substrate", "Confidence": 0.949, "X1": 0.54103, "Y1": 0.7692, "X2": 0.85535, "Y2": 0.769, "X3": 0.85535, "Y3": 0.7818, "X4": 0.54103, "Y4": 0.7818, "page": 0}, {"Word": "temperature. The entire cycle, as illustrated in fig 2,", "Confidence": 0.87533, "X1": 0.54242, "Y1": 0.7832, "X2": 0.90542, "Y2": 0.783, "X3": 0.90542, "Y3": 0.7958, "X4": 0.54242, "Y4": 0.7958, "page": 0}, {"Word": "from the time the chamber is closed through the", "Confidence": 0.99522, "X1": 0.54381, "Y1": 0.7972, "X2": 0.879, "Y2": 0.797, "X3": 0.87761, "Y3": 0.8088, "X4": 0.54381, "Y4": 0.8078, "page": 0}, {"Word": "pump down, evaporation and venting may be made", "Confidence": 0.9395, "X1": 0.54242, "Y1": 0.8102, "X2": 0.90125, "Y2": 0.81, "X3": 0.90125, "Y3": 0.8228, "X4": 0.54242, "Y4": 0.8228, "page": 0}, {"Word": "Viewing PortK", "Confidence": 0.643, "X1": 0.14465, "Y1": 0.8222, "X2": 0.23088, "Y2": 0.822, "X3": 0.23088, "Y3": 0.8328, "X4": 0.14465, "Y4": 0.8338, "page": 0}, {"Word": "completely automatic, the operator being involved", "Confidence": 0.9095, "X1": 0.54242, "Y1": 0.8232, "X2": 0.89569, "Y2": 0.823, "X3": 0.89569, "Y3": 0.8358, "X4": 0.54242, "Y4": 0.8368, "page": 0}, {"Word": "only to set up, load and maintain the machine. The", "Confidence": 0.9447, "X1": 0.54242, "Y1": 0.8372, "X2": 0.90125, "Y2": 0.837, "X3": 0.90125, "Y3": 0.8488, "X4": 0.54242, "Y4": 0.8498, "page": 0}, {"Word": "relevance of this automation applies to the real", "Confidence": 0.972, "X1": 0.54242, "Y1": 0.8502, "X2": 0.87065, "Y2": 0.85, "X3": 0.87065, "Y3": 0.8638, "X4": 0.54242, "Y4": 0.8638, "page": 0}, {"Word": "Ford", "Confidence": 0.076, "X1": 0.47844, "Y1": 0.8592, "X2": 0.50904, "Y2": 0.859, "X3": 0.50904, "Y3": 0.8688, "X4": 0.47844, "Y4": 0.8698, "page": 0}, {"Word": "economics of the process, for as can be appreciated,", "Confidence": 0.96189, "X1": 0.54242, "Y1": 0.8642, "X2": 0.90542, "Y2": 0.864, "X3": 0.90542, "Y3": 0.8768, "X4": 0.54242, "Y4": 0.8768, "page": 0}, {"Word": "Chilled Drum-", "Confidence": 0.515, "X1": 0.14047, "Y1": 0.8872, "X2": 0.21697, "Y2": 0.887, "X3": 0.21697, "Y3": 0.8978, "X4": 0.14047, "Y4": 0.8988, "page": 0}, {"Word": "It is imperative to minimise those periods when the", "Confidence": 0.97478, "X1": 0.54242, "Y1": 0.8782, "X2": 0.89986, "Y2": 0.878, "X3": 0.89986, "Y3": 0.8898, "X4": 0.54242, "Y4": 0.8908, "page": 0}, {"Word": "raporata", "Confidence": 0.23, "X1": 0.45619, "Y1": 0.8872, "X2": 0.49513, "Y2": 0.887, "X3": 0.49513, "Y3": 0.8998, "X4": 0.45619, "Y4": 0.9008, "page": 0}, {"Word": "actual evaporation process is not taking place.", "Confidence": 0.83957, "X1": 0.54381, "Y1": 0.8922, "X2": 0.86231, "Y2": 0.892, "X3": 0.86231, "Y3": 0.9038, "X4": 0.54381, "Y4": 0.9048, "page": 0}, {"Word": "Additionally, in this context, metalliser design is", "Confidence": 0.95329, "X1": 0.54242, "Y1": 0.9152, "X2": 0.88317, "Y2": 0.915, "X3": 0.88317, "Y3": 0.9298, "X4": 0.54242, "Y4": 0.9298, "page": 0}, {"Word": "Important to ensure good accessibility, excellent", "Confidence": 0.8525, "X1": 0.54242, "Y1": 0.9302, "X2": 0.88456, "Y2": 0.93, "X3": 0.88456, "Y3": 0.9438, "X4": 0.54242, "Y4": 0.9438, "page": 0}, {"Word": "Fig 1", "Confidence": 0.63, "X1": 0.13352, "Y1": 0.9472, "X2": 0.16134, "Y2": 0.947, "X3": 0.16134, "Y3": 0.9578, "X4": 0.13213, "Y4": 0.9568, "page": 0}, {"Word": "operator viewing facilities, and well designed pump", "Confidence": 0.882, "X1": 0.54381, "Y1": 0.9442, "X2": 0.90125, "Y2": 0.944, "X3": 0.89986, "Y3": 0.9578, "X4": 0.54381, "Y4": 0.9568, "page": 0}, {"Word": "Schematic section of vacuum metalliser", "Confidence": 0.7736, "X1": 0.13074, "Y1": 0.9582, "X2": 0.37413, "Y2": 0.958, "X3": 0.37413, "Y3": 0.9698, "X4": 0.13074, "Y4": 0.9698, "page": 0}, {"Word": "and evaporation source assemblies.", "Confidence": 0.96875, "X1": 0.54381, "Y1": 0.9572, "X2": 0.78581, "Y2": 0.957, "X3": 0.78581, "Y3": 0.9708, "X4": 0.54381, "Y4": 0.9718, "page": 0}, {"Word": "100491264", "Confidence": 0.993, "X1": 0.9694, "Y1": 0.9782, "X2": 0.96245, "Y2": 0.978, "X3": 0.93046, "Y3": 0.9768, "X4": 0.93602, "Y4": 0.8598, "page": 0}], "words_data": [{"Word": "packaging.", "Confidence": 0.855, "X1": 0.12517, "Y1": 0.0332, "X2": 0.19611, "Y2": 0.033, "X3": 0.19611, "Y3": 0.0458, "X4": 0.12378, "Y4": 0.0468, "page": 0, "Index": 0}, {"Word": "Initially", "Confidence": 0.943, "X1": 0.20028, "Y1": 0.0322, "X2": 0.25452, "Y2": 0.032, "X3": 0.25452, "Y3": 0.0458, "X4": 0.19889, "Y4": 0.0458, "page": 0, "Index": 1}, {"Word": "employed", "Confidence": 0.943, "X1": 0.25869, "Y1": 0.0322, "X2": 0.32684, "Y2": 0.032, "X3": 0.32545, "Y3": 0.0448, "X4": 0.2573, "Y4": 0.0458, "page": 0, "Index": 2}, {"Word": "by", "Confidence": 0.998, "X1": 0.32962, "Y1": 0.0322, "X2": 0.3491, "Y2": 0.032, "X3": 0.34771, "Y3": 0.0448, "X4": 0.32962, "Y4": 0.0448, "page": 0, "Index": 3}, {"Word": "Scandinavian", "Confidence": 0.682, "X1": 0.35327, "Y1": 0.0322, "X2": 0.44506, "Y2": 0.032, "X3": 0.44367, "Y3": 0.0448, "X4": 0.35188, "Y4": 0.0448, "page": 0, "Index": 4}, {"Word": "Rolls", "Confidence": 0.644, "X1": 0.53686, "Y1": 0.0322, "X2": 0.57163, "Y2": 0.032, "X3": 0.57163, "Y3": 0.0458, "X4": 0.53686, "Y4": 0.0458, "page": 0, "Index": 5}, {"Word": "are", "Confidence": 0.885, "X1": 0.5758, "Y1": 0.0322, "X2": 0.59527, "Y2": 0.032, "X3": 0.59527, "Y3": 0.0448, "X4": 0.57441, "Y4": 0.0458, "page": 0, "Index": 6}, {"Word": "loaded", "Confidence": 0.856, "X1": 0.59944, "Y1": 0.0322, "X2": 0.64673, "Y2": 0.032, "X3": 0.64673, "Y3": 0.0448, "X4": 0.59805, "Y4": 0.0448, "page": 0, "Index": 7}, {"Word": "into", "Confidence": 0.988, "X1": 0.6509, "Y1": 0.0312, "X2": 0.67872, "Y2": 0.031, "X3": 0.67872, "Y3": 0.0448, "X4": 0.64951, "Y4": 0.0448, "page": 0, "Index": 8}, {"Word": "the", "Confidence": 0.96, "X1": 0.68289, "Y1": 0.0312, "X2": 0.70515, "Y2": 0.031, "X3": 0.70515, "Y3": 0.0448, "X4": 0.68289, "Y4": 0.0448, "page": 0, "Index": 9}, {"Word": "large", "Confidence": 0.995, "X1": 0.70932, "Y1": 0.0312, "X2": 0.7427, "Y2": 0.031, "X3": 0.7427, "Y3": 0.0448, "X4": 0.70932, "Y4": 0.0448, "page": 0, "Index": 10}, {"Word": "diameter", "Confidence": 0.66, "X1": 0.74687, "Y1": 0.0312, "X2": 0.80668, "Y2": 0.031, "X3": 0.80668, "Y3": 0.0448, "X4": 0.74548, "Y4": 0.0448, "page": 0, "Index": 11}, {"Word": "chamber,", "Confidence": 0.8, "X1": 0.81085, "Y1": 0.0312, "X2": 0.88039, "Y2": 0.031, "X3": 0.879, "Y3": 0.0458, "X4": 0.80946, "Y4": 0.0448, "page": 0, "Index": 12}, {"Word": "of", "Confidence": 0.992, "X1": 0.82197, "Y1": 0.0452, "X2": 0.83727, "Y2": 0.045, "X3": 0.83866, "Y3": 0.0578, "X4": 0.82197, "Y4": 0.0588, "page": 0, "Index": 13}, {"Word": "10\"", "Confidence": 0.653, "X1": 0.84145, "Y1": 0.0452, "X2": 0.87065, "Y2": 0.045, "X3": 0.87065, "Y3": 0.0578, "X4": 0.84145, "Y4": 0.0578, "page": 0, "Index": 14}, {"Word": "to", "Confidence": 0.998, "X1": 0.87622, "Y1": 0.0442, "X2": 0.89291, "Y2": 0.044, "X3": 0.89291, "Y3": 0.0578, "X4": 0.87622, "Y4": 0.0578, "page": 0, "Index": 15}, {"Word": "and", "Confidence": 0.958, "X1": 0.12517, "Y1": 0.0472, "X2": 0.15021, "Y2": 0.047, "X3": 0.15021, "Y3": 0.0588, "X4": 0.12517, "Y4": 0.0598, "page": 0, "Index": 16}, {"Word": "North", "Confidence": 0.997, "X1": 0.15299, "Y1": 0.0472, "X2": 0.19611, "Y2": 0.047, "X3": 0.19471, "Y3": 0.0588, "X4": 0.15299, "Y4": 0.0588, "page": 0, "Index": 17}, {"Word": "American", "Confidence": 0.944, "X1": 0.20028, "Y1": 0.0472, "X2": 0.26704, "Y2": 0.047, "X3": 0.26565, "Y3": 0.0588, "X4": 0.20028, "Y4": 0.0588, "page": 0, "Index": 18}, {"Word": "converters", "Confidence": 0.931, "X1": 0.26982, "Y1": 0.0472, "X2": 0.34214, "Y2": 0.047, "X3": 0.34075, "Y3": 0.0588, "X4": 0.26982, "Y4": 0.0588, "page": 0, "Index": 19}, {"Word": "as", "Confidence": 0.906, "X1": 0.34492, "Y1": 0.0472, "X2": 0.35883, "Y2": 0.047, "X3": 0.35883, "Y3": 0.0588, "X4": 0.34353, "Y4": 0.0588, "page": 0, "Index": 20}, {"Word": "substitutes", "Confidence": 0.992, "X1": 0.36161, "Y1": 0.0472, "X2": 0.43811, "Y2": 0.047, "X3": 0.43811, "Y3": 0.0588, "X4": 0.36161, "Y4": 0.0588, "page": 0, "Index": 21}, {"Word": "for", "Confidence": 0.998, "X1": 0.44228, "Y1": 0.0472, "X2": 0.46453, "Y2": 0.047, "X3": 0.46453, "Y3": 0.0588, "X4": 0.44089, "Y4": 0.0588, "page": 0, "Index": 22}, {"Word": "one", "Confidence": 0.723, "X1": 0.53547, "Y1": 0.0482, "X2": 0.56189, "Y2": 0.048, "X3": 0.56189, "Y3": 0.0598, "X4": 0.53547, "Y4": 0.0598, "page": 0, "Index": 23}, {"Word": "at", "Confidence": 0.994, "X1": 0.56467, "Y1": 0.0482, "X2": 0.57997, "Y2": 0.048, "X3": 0.57858, "Y3": 0.0598, "X4": 0.56467, "Y4": 0.0598, "page": 0, "Index": 24}, {"Word": "a", "Confidence": 0.937, "X1": 0.58275, "Y1": 0.0472, "X2": 0.5911, "Y2": 0.047, "X3": 0.5911, "Y3": 0.0598, "X4": 0.58275, "Y4": 0.0598, "page": 0, "Index": 25}, {"Word": "time,", "Confidence": 0.637, "X1": 0.59527, "Y1": 0.0472, "X2": 0.63004, "Y2": 0.047, "X3": 0.63004, "Y3": 0.0588, "X4": 0.59388, "Y4": 0.0598, "page": 0, "Index": 26}, {"Word": "and", "Confidence": 0.998, "X1": 0.63421, "Y1": 0.0472, "X2": 0.65925, "Y2": 0.047, "X3": 0.65925, "Y3": 0.0588, "X4": 0.63282, "Y4": 0.0588, "page": 0, "Index": 27}, {"Word": "unwound", "Confidence": 0.996, "X1": 0.66342, "Y1": 0.0462, "X2": 0.72879, "Y2": 0.046, "X3": 0.72879, "Y3": 0.0588, "X4": 0.66342, "Y4": 0.0588, "page": 0, "Index": 28}, {"Word": "in", "Confidence": 0.998, "X1": 0.73296, "Y1": 0.0462, "X2": 0.74826, "Y2": 0.046, "X3": 0.74826, "Y3": 0.0588, "X4": 0.73296, "Y4": 0.0588, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.994, "X1": 0.75243, "Y1": 0.0462, "X2": 0.75939, "Y2": 0.046, "X3": 0.75939, "Y3": 0.0588, "X4": 0.75243, "Y4": 0.0588, "page": 0, "Index": 30}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.76217, "Y1": 0.0452, "X2": 0.81363, "Y2": 0.045, "X3": 0.81363, "Y3": 0.0588, "X4": 0.76217, "Y4": 0.0588, "page": 0, "Index": 31}, {"Word": "aluminium", "Confidence": 0.775, "X1": 0.12378, "Y1": 0.0602, "X2": 0.19471, "Y2": 0.06, "X3": 0.19471, "Y3": 0.0728, "X4": 0.12378, "Y4": 0.0728, "page": 0, "Index": 32}, {"Word": "foil,", "Confidence": 0.668, "X1": 0.20167, "Y1": 0.0602, "X2": 0.23088, "Y2": 0.06, "X3": 0.23088, "Y3": 0.0728, "X4": 0.20167, "Y4": 0.0728, "page": 0, "Index": 33}, {"Word": "their", "Confidence": 0.997, "X1": 0.23505, "Y1": 0.0602, "X2": 0.26704, "Y2": 0.06, "X3": 0.26843, "Y3": 0.0728, "X4": 0.23505, "Y4": 0.0728, "page": 0, "Index": 34}, {"Word": "use", "Confidence": 0.998, "X1": 0.27121, "Y1": 0.0612, "X2": 0.29346, "Y2": 0.061, "X3": 0.29346, "Y3": 0.0728, "X4": 0.27121, "Y4": 0.0728, "page": 0, "Index": 35}, {"Word": "has", "Confidence": 0.998, "X1": 0.29764, "Y1": 0.0612, "X2": 0.31989, "Y2": 0.061, "X3": 0.31989, "Y3": 0.0728, "X4": 0.29764, "Y4": 0.0728, "page": 0, "Index": 36}, {"Word": "grown", "Confidence": 0.997, "X1": 0.32267, "Y1": 0.0612, "X2": 0.36718, "Y2": 0.061, "X3": 0.36857, "Y3": 0.0728, "X4": 0.32406, "Y4": 0.0728, "page": 0, "Index": 37}, {"Word": "dramatically.", "Confidence": 0.693, "X1": 0.37135, "Y1": 0.0612, "X2": 0.46453, "Y2": 0.061, "X3": 0.46453, "Y3": 0.0728, "X4": 0.37135, "Y4": 0.0728, "page": 0, "Index": 38}, {"Word": "10\"", "Confidence": 0.279, "X1": 0.53825, "Y1": 0.0602, "X2": 0.56328, "Y2": 0.06, "X3": 0.56328, "Y3": 0.0728, "X4": 0.53825, "Y4": 0.0728, "page": 0, "Index": 39}, {"Word": "Torr", "Confidence": 0.981, "X1": 0.57163, "Y1": 0.0602, "X2": 0.60223, "Y2": 0.06, "X3": 0.60223, "Y3": 0.0728, "X4": 0.57163, "Y4": 0.0728, "page": 0, "Index": 40}, {"Word": "(approximately", "Confidence": 0.918, "X1": 0.6064, "Y1": 0.0602, "X2": 0.71349, "Y2": 0.06, "X3": 0.71349, "Y3": 0.0728, "X4": 0.6064, "Y4": 0.0728, "page": 0, "Index": 41}, {"Word": "the", "Confidence": 0.998, "X1": 0.71766, "Y1": 0.0602, "X2": 0.73992, "Y2": 0.06, "X3": 0.73992, "Y3": 0.0728, "X4": 0.71766, "Y4": 0.0728, "page": 0, "Index": 42}, {"Word": "same", "Confidence": 0.981, "X1": 0.7427, "Y1": 0.0602, "X2": 0.77886, "Y2": 0.06, "X3": 0.77886, "Y3": 0.0728, "X4": 0.7427, "Y4": 0.0728, "page": 0, "Index": 43}, {"Word": "as", "Confidence": 0.998, "X1": 0.78303, "Y1": 0.0602, "X2": 0.79555, "Y2": 0.06, "X3": 0.79555, "Y3": 0.0728, "X4": 0.78303, "Y4": 0.0728, "page": 0, "Index": 44}, {"Word": "that", "Confidence": 0.972, "X1": 0.79972, "Y1": 0.0602, "X2": 0.83032, "Y2": 0.06, "X3": 0.83032, "Y3": 0.0728, "X4": 0.79972, "Y4": 0.0728, "page": 0, "Index": 45}, {"Word": "found", "Confidence": 0.994, "X1": 0.83449, "Y1": 0.0602, "X2": 0.87622, "Y2": 0.06, "X3": 0.87622, "Y3": 0.0728, "X4": 0.83449, "Y4": 0.0728, "page": 0, "Index": 46}, {"Word": "on", "Confidence": 0.998, "X1": 0.879, "Y1": 0.0602, "X2": 0.89986, "Y2": 0.06, "X3": 0.89986, "Y3": 0.0728, "X4": 0.879, "Y4": 0.0728, "page": 0, "Index": 47}, {"Word": "especially", "Confidence": 0.798, "X1": 0.12517, "Y1": 0.0742, "X2": 0.19054, "Y2": 0.074, "X3": 0.19054, "Y3": 0.0868, "X4": 0.12378, "Y4": 0.0878, "page": 0, "Index": 48}, {"Word": "in", "Confidence": 0.998, "X1": 0.19471, "Y1": 0.0742, "X2": 0.20862, "Y2": 0.074, "X3": 0.20862, "Y3": 0.0868, "X4": 0.19332, "Y4": 0.0868, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.2128, "Y1": 0.0742, "X2": 0.23505, "Y2": 0.074, "X3": 0.23366, "Y3": 0.0868, "X4": 0.2114, "Y4": 0.0868, "page": 0, "Index": 50}, {"Word": "USA,", "Confidence": 0.807, "X1": 0.23783, "Y1": 0.0742, "X2": 0.27677, "Y2": 0.074, "X3": 0.27677, "Y3": 0.0868, "X4": 0.23783, "Y4": 0.0868, "page": 0, "Index": 51}, {"Word": "as", "Confidence": 0.932, "X1": 0.28095, "Y1": 0.0742, "X2": 0.29346, "Y2": 0.074, "X3": 0.29346, "Y3": 0.0868, "X4": 0.27955, "Y4": 0.0868, "page": 0, "Index": 52}, {"Word": "materials", "Confidence": 0.797, "X1": 0.29764, "Y1": 0.0742, "X2": 0.36022, "Y2": 0.074, "X3": 0.35883, "Y3": 0.0868, "X4": 0.29624, "Y4": 0.0868, "page": 0, "Index": 53}, {"Word": "in", "Confidence": 0.997, "X1": 0.36439, "Y1": 0.0742, "X2": 0.3783, "Y2": 0.074, "X3": 0.37691, "Y3": 0.0868, "X4": 0.363, "Y4": 0.0868, "page": 0, "Index": 54}, {"Word": "their", "Confidence": 0.996, "X1": 0.38108, "Y1": 0.0742, "X2": 0.41586, "Y2": 0.074, "X3": 0.41446, "Y3": 0.0868, "X4": 0.38108, "Y4": 0.0868, "page": 0, "Index": 55}, {"Word": "own", "Confidence": 0.998, "X1": 0.41864, "Y1": 0.0752, "X2": 0.45063, "Y2": 0.075, "X3": 0.45063, "Y3": 0.0868, "X4": 0.41864, "Y4": 0.0868, "page": 0, "Index": 56}, {"Word": "the", "Confidence": 0.995, "X1": 0.53686, "Y1": 0.0752, "X2": 0.55772, "Y2": 0.075, "X3": 0.55772, "Y3": 0.0878, "X4": 0.53547, "Y4": 0.0878, "page": 0, "Index": 57}, {"Word": "surface", "Confidence": 0.941, "X1": 0.56189, "Y1": 0.0752, "X2": 0.61196, "Y2": 0.075, "X3": 0.61196, "Y3": 0.0868, "X4": 0.5605, "Y4": 0.0878, "page": 0, "Index": 58}, {"Word": "of", "Confidence": 0.998, "X1": 0.61613, "Y1": 0.0752, "X2": 0.63143, "Y2": 0.075, "X3": 0.63143, "Y3": 0.0868, "X4": 0.61474, "Y4": 0.0868, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.992, "X1": 0.63561, "Y1": 0.0742, "X2": 0.65786, "Y2": 0.074, "X3": 0.65647, "Y3": 0.0868, "X4": 0.63421, "Y4": 0.0868, "page": 0, "Index": 60}, {"Word": "moon).", "Confidence": 0.934, "X1": 0.66064, "Y1": 0.0742, "X2": 0.71349, "Y2": 0.074, "X3": 0.71349, "Y3": 0.0868, "X4": 0.66064, "Y4": 0.0868, "page": 0, "Index": 61}, {"Word": "Aluminium", "Confidence": 0.85, "X1": 0.71766, "Y1": 0.0742, "X2": 0.79277, "Y2": 0.074, "X3": 0.79138, "Y3": 0.0868, "X4": 0.71627, "Y4": 0.0868, "page": 0, "Index": 62}, {"Word": "is", "Confidence": 0.998, "X1": 0.79972, "Y1": 0.0742, "X2": 0.80946, "Y2": 0.074, "X3": 0.80946, "Y3": 0.0868, "X4": 0.79833, "Y4": 0.0868, "page": 0, "Index": 63}, {"Word": "made", "Confidence": 0.981, "X1": 0.81363, "Y1": 0.0742, "X2": 0.85118, "Y2": 0.074, "X3": 0.85118, "Y3": 0.0868, "X4": 0.81224, "Y4": 0.0868, "page": 0, "Index": 64}, {"Word": "to", "Confidence": 0.998, "X1": 0.85535, "Y1": 0.0742, "X2": 0.87204, "Y2": 0.074, "X3": 0.87204, "Y3": 0.0868, "X4": 0.85396, "Y4": 0.0868, "page": 0, "Index": 65}, {"Word": "right.", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.0882, "X2": 0.16273, "Y2": 0.088, "X3": 0.16273, "Y3": 0.1008, "X4": 0.12239, "Y4": 0.1008, "page": 0, "Index": 66}, {"Word": "The", "Confidence": 0.998, "X1": 0.1669, "Y1": 0.0882, "X2": 0.19193, "Y2": 0.088, "X3": 0.19054, "Y3": 0.1008, "X4": 0.16551, "Y4": 0.1008, "page": 0, "Index": 67}, {"Word": "supply", "Confidence": 0.998, "X1": 0.19611, "Y1": 0.0882, "X2": 0.242, "Y2": 0.088, "X3": 0.24061, "Y3": 0.1008, "X4": 0.19471, "Y4": 0.1008, "page": 0, "Index": 68}, {"Word": "of", "Confidence": 0.998, "X1": 0.24618, "Y1": 0.0872, "X2": 0.26147, "Y2": 0.087, "X3": 0.26147, "Y3": 0.1008, "X4": 0.24478, "Y4": 0.1008, "page": 0, "Index": 69}, {"Word": "vacuum", "Confidence": 0.958, "X1": 0.26565, "Y1": 0.0872, "X2": 0.31711, "Y2": 0.087, "X3": 0.31572, "Y3": 0.1008, "X4": 0.26426, "Y4": 0.1008, "page": 0, "Index": 70}, {"Word": "metallised", "Confidence": 0.817, "X1": 0.32267, "Y1": 0.0872, "X2": 0.39221, "Y2": 0.087, "X3": 0.39221, "Y3": 0.1008, "X4": 0.32128, "Y4": 0.1008, "page": 0, "Index": 71}, {"Word": "plastics", "Confidence": 0.882, "X1": 0.39638, "Y1": 0.0882, "X2": 0.44784, "Y2": 0.088, "X3": 0.44784, "Y3": 0.1008, "X4": 0.39638, "Y4": 0.1008, "page": 0, "Index": 72}, {"Word": "films", "Confidence": 0.884, "X1": 0.45202, "Y1": 0.0882, "X2": 0.48957, "Y2": 0.088, "X3": 0.48957, "Y3": 0.1008, "X4": 0.45202, "Y4": 0.1008, "page": 0, "Index": 73}, {"Word": "vapourise", "Confidence": 0.992, "X1": 0.53825, "Y1": 0.0892, "X2": 0.60083, "Y2": 0.089, "X3": 0.59944, "Y3": 0.1018, "X4": 0.53686, "Y4": 0.1018, "page": 0, "Index": 74}, {"Word": "under", "Confidence": 0.993, "X1": 0.60362, "Y1": 0.0882, "X2": 0.64673, "Y2": 0.088, "X3": 0.64534, "Y3": 0.1018, "X4": 0.60362, "Y4": 0.1018, "page": 0, "Index": 75}, {"Word": "temperature,", "Confidence": 0.796, "X1": 0.64951, "Y1": 0.0882, "X2": 0.73992, "Y2": 0.088, "X3": 0.73853, "Y3": 0.1018, "X4": 0.64812, "Y4": 0.1018, "page": 0, "Index": 76}, {"Word": "and", "Confidence": 0.901, "X1": 0.7427, "Y1": 0.0882, "X2": 0.76912, "Y2": 0.088, "X3": 0.76773, "Y3": 0.1018, "X4": 0.74131, "Y4": 0.1018, "page": 0, "Index": 77}, {"Word": "in", "Confidence": 0.998, "X1": 0.7733, "Y1": 0.0882, "X2": 0.78581, "Y2": 0.088, "X3": 0.78442, "Y3": 0.1008, "X4": 0.77191, "Y4": 0.1018, "page": 0, "Index": 78}, {"Word": "this", "Confidence": 0.983, "X1": 0.78999, "Y1": 0.0882, "X2": 0.81641, "Y2": 0.088, "X3": 0.81502, "Y3": 0.1008, "X4": 0.7886, "Y4": 0.1008, "page": 0, "Index": 79}, {"Word": "vapour", "Confidence": 0.997, "X1": 0.81919, "Y1": 0.0892, "X2": 0.87065, "Y2": 0.089, "X3": 0.86926, "Y3": 0.1008, "X4": 0.8178, "Y4": 0.1008, "page": 0, "Index": 80}, {"Word": "to", "Confidence": 0.995, "X1": 0.12656, "Y1": 0.1022, "X2": 0.14047, "Y2": 0.102, "X3": 0.13908, "Y3": 0.1148, "X4": 0.12517, "Y4": 0.1148, "page": 0, "Index": 81}, {"Word": "flexible", "Confidence": 0.797, "X1": 0.14465, "Y1": 0.1022, "X2": 0.19611, "Y2": 0.102, "X3": 0.19611, "Y3": 0.1148, "X4": 0.14325, "Y4": 0.1148, "page": 0, "Index": 82}, {"Word": "packaging", "Confidence": 0.853, "X1": 0.20028, "Y1": 0.1022, "X2": 0.26843, "Y2": 0.102, "X3": 0.26704, "Y3": 0.1138, "X4": 0.19889, "Y4": 0.1138, "page": 0, "Index": 83}, {"Word": "converters", "Confidence": 0.961, "X1": 0.27121, "Y1": 0.1022, "X2": 0.34353, "Y2": 0.102, "X3": 0.34214, "Y3": 0.1138, "X4": 0.27121, "Y4": 0.1138, "page": 0, "Index": 84}, {"Word": "now", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.1022, "X2": 0.37552, "Y2": 0.102, "X3": 0.37413, "Y3": 0.1138, "X4": 0.34631, "Y4": 0.1138, "page": 0, "Index": 85}, {"Word": "represents", "Confidence": 0.945, "X1": 0.38108, "Y1": 0.1022, "X2": 0.45202, "Y2": 0.102, "X3": 0.45063, "Y3": 0.1138, "X4": 0.37969, "Y4": 0.1138, "page": 0, "Index": 86}, {"Word": "one", "Confidence": 0.615, "X1": 0.45619, "Y1": 0.1032, "X2": 0.48261, "Y2": 0.103, "X3": 0.48122, "Y3": 0.1138, "X4": 0.4548, "Y4": 0.1138, "page": 0, "Index": 87}, {"Word": "state,", "Confidence": 0.798, "X1": 0.53686, "Y1": 0.1022, "X2": 0.57441, "Y2": 0.102, "X3": 0.57302, "Y3": 0.1148, "X4": 0.53547, "Y4": 0.1148, "page": 0, "Index": 88}, {"Word": "hits", "Confidence": 0.991, "X1": 0.57719, "Y1": 0.1022, "X2": 0.60362, "Y2": 0.102, "X3": 0.60223, "Y3": 0.1148, "X4": 0.5758, "Y4": 0.1148, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.998, "X1": 0.6064, "Y1": 0.1022, "X2": 0.62865, "Y2": 0.102, "X3": 0.62726, "Y3": 0.1148, "X4": 0.60501, "Y4": 0.1148, "page": 0, "Index": 90}, {"Word": "underside", "Confidence": 0.975, "X1": 0.63282, "Y1": 0.1022, "X2": 0.70097, "Y2": 0.102, "X3": 0.69958, "Y3": 0.1148, "X4": 0.63143, "Y4": 0.1148, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.70376, "Y1": 0.1022, "X2": 0.72045, "Y2": 0.102, "X3": 0.71905, "Y3": 0.1148, "X4": 0.70236, "Y4": 0.1148, "page": 0, "Index": 92}, {"Word": "the", "Confidence": 0.998, "X1": 0.72462, "Y1": 0.1022, "X2": 0.74687, "Y2": 0.102, "X3": 0.74548, "Y3": 0.1148, "X4": 0.72184, "Y4": 0.1148, "page": 0, "Index": 93}, {"Word": "moving", "Confidence": 0.996, "X1": 0.75104, "Y1": 0.1022, "X2": 0.8025, "Y2": 0.102, "X3": 0.80111, "Y3": 0.1148, "X4": 0.74965, "Y4": 0.1148, "page": 0, "Index": 94}, {"Word": "web", "Confidence": 0.935, "X1": 0.80529, "Y1": 0.1022, "X2": 0.83449, "Y2": 0.102, "X3": 0.8331, "Y3": 0.1148, "X4": 0.80389, "Y4": 0.1148, "page": 0, "Index": 95}, {"Word": "as", "Confidence": 0.998, "X1": 0.83866, "Y1": 0.1032, "X2": 0.85257, "Y2": 0.103, "X3": 0.85118, "Y3": 0.1148, "X4": 0.83727, "Y4": 0.1148, "page": 0, "Index": 96}, {"Word": "it", "Confidence": 0.998, "X1": 0.85675, "Y1": 0.1032, "X2": 0.86926, "Y2": 0.103, "X3": 0.86787, "Y3": 0.1158, "X4": 0.85396, "Y4": 0.1148, "page": 0, "Index": 97}, {"Word": "of", "Confidence": 0.998, "X1": 0.12517, "Y1": 0.1162, "X2": 0.14186, "Y2": 0.116, "X3": 0.14047, "Y3": 0.1278, "X4": 0.12517, "Y4": 0.1278, "page": 0, "Index": 98}, {"Word": "the", "Confidence": 0.991, "X1": 0.14465, "Y1": 0.1162, "X2": 0.16829, "Y2": 0.116, "X3": 0.1669, "Y3": 0.1278, "X4": 0.14465, "Y4": 0.1278, "page": 0, "Index": 99}, {"Word": "major", "Confidence": 0.941, "X1": 0.17107, "Y1": 0.1152, "X2": 0.2114, "Y2": 0.115, "X3": 0.2114, "Y3": 0.1278, "X4": 0.17107, "Y4": 0.1278, "page": 0, "Index": 100}, {"Word": "markets", "Confidence": 0.991, "X1": 0.21558, "Y1": 0.1152, "X2": 0.27121, "Y2": 0.115, "X3": 0.26982, "Y3": 0.1278, "X4": 0.21419, "Y4": 0.1278, "page": 0, "Index": 101}, {"Word": "for", "Confidence": 0.998, "X1": 0.27399, "Y1": 0.1152, "X2": 0.29485, "Y2": 0.115, "X3": 0.29485, "Y3": 0.1278, "X4": 0.27399, "Y4": 0.1278, "page": 0, "Index": 102}, {"Word": "metallised", "Confidence": 0.902, "X1": 0.29903, "Y1": 0.1162, "X2": 0.36857, "Y2": 0.116, "X3": 0.36718, "Y3": 0.1278, "X4": 0.29764, "Y4": 0.1278, "page": 0, "Index": 103}, {"Word": "chilled", "Confidence": 0.993, "X1": 0.64256, "Y1": 0.1162, "X2": 0.68985, "Y2": 0.116, "X3": 0.68846, "Y3": 0.1278, "X4": 0.64117, "Y4": 0.1278, "page": 0, "Index": 104}, {"Word": "roller,", "Confidence": 0.955, "X1": 0.69402, "Y1": 0.1162, "X2": 0.73574, "Y2": 0.116, "X3": 0.73435, "Y3": 0.1278, "X4": 0.69263, "Y4": 0.1278, "page": 0, "Index": 105}, {"Word": "thus", "Confidence": 0.989, "X1": 0.73992, "Y1": 0.1162, "X2": 0.76912, "Y2": 0.116, "X3": 0.76773, "Y3": 0.1278, "X4": 0.73853, "Y4": 0.1278, "page": 0, "Index": 106}, {"Word": "materials.", "Confidence": 0.662, "X1": 0.37135, "Y1": 0.1162, "X2": 0.44367, "Y2": 0.116, "X3": 0.44228, "Y3": 0.1288, "X4": 0.37135, "Y4": 0.1278, "page": 0, "Index": 107}, {"Word": "passes", "Confidence": 0.994, "X1": 0.53825, "Y1": 0.1162, "X2": 0.57858, "Y2": 0.116, "X3": 0.57719, "Y3": 0.1288, "X4": 0.53686, "Y4": 0.1298, "page": 0, "Index": 108}, {"Word": "over", "Confidence": 0.795, "X1": 0.58275, "Y1": 0.1162, "X2": 0.61335, "Y2": 0.116, "X3": 0.61196, "Y3": 0.1288, "X4": 0.58136, "Y4": 0.1288, "page": 0, "Index": 109}, {"Word": "the", "Confidence": 0.991, "X1": 0.61613, "Y1": 0.1162, "X2": 0.63839, "Y2": 0.116, "X3": 0.637, "Y3": 0.1288, "X4": 0.61613, "Y4": 0.1288, "page": 0, "Index": 110}, {"Word": "condensing", "Confidence": 0.858, "X1": 0.7733, "Y1": 0.1162, "X2": 0.85257, "Y2": 0.116, "X3": 0.85118, "Y3": 0.1288, "X4": 0.77191, "Y4": 0.1278, "page": 0, "Index": 111}, {"Word": "to", "Confidence": 0.998, "X1": 0.85535, "Y1": 0.1162, "X2": 0.87065, "Y2": 0.116, "X3": 0.86926, "Y3": 0.1288, "X4": 0.85396, "Y4": 0.1288, "page": 0, "Index": 112}, {"Word": "give", "Confidence": 0.987, "X1": 0.87344, "Y1": 0.1172, "X2": 0.90542, "Y2": 0.117, "X3": 0.90403, "Y3": 0.1288, "X4": 0.87344, "Y4": 0.1288, "page": 0, "Index": 113}, {"Word": "a", "Confidence": 0.783, "X1": 0.53964, "Y1": 0.1312, "X2": 0.5452, "Y2": 0.131, "X3": 0.54381, "Y3": 0.1428, "X4": 0.53825, "Y4": 0.1428, "page": 0, "Index": 114}, {"Word": "metallic", "Confidence": 0.96, "X1": 0.54798, "Y1": 0.1302, "X2": 0.60362, "Y2": 0.13, "X3": 0.60223, "Y3": 0.1418, "X4": 0.54659, "Y4": 0.1428, "page": 0, "Index": 115}, {"Word": "deposition", "Confidence": 0.944, "X1": 0.6064, "Y1": 0.1292, "X2": 0.68011, "Y2": 0.129, "X3": 0.67872, "Y3": 0.1418, "X4": 0.60501, "Y4": 0.1418, "page": 0, "Index": 116}, {"Word": "usually", "Confidence": 0.664, "X1": 0.68428, "Y1": 0.1292, "X2": 0.73435, "Y2": 0.129, "X3": 0.73296, "Y3": 0.1418, "X4": 0.68289, "Y4": 0.1418, "page": 0, "Index": 117}, {"Word": "250-300", "Confidence": 0.965, "X1": 0.73713, "Y1": 0.1292, "X2": 0.79694, "Y2": 0.129, "X3": 0.79555, "Y3": 0.1418, "X4": 0.73574, "Y4": 0.1418, "page": 0, "Index": 118}, {"Word": "Angstroms", "Confidence": 0.994, "X1": 0.80111, "Y1": 0.1302, "X2": 0.879, "Y2": 0.13, "X3": 0.87761, "Y3": 0.1418, "X4": 0.79972, "Y4": 0.1418, "page": 0, "Index": 119}, {"Word": "Before", "Confidence": 0.923, "X1": 0.12517, "Y1": 0.1422, "X2": 0.16968, "Y2": 0.142, "X3": 0.16968, "Y3": 0.1548, "X4": 0.12517, "Y4": 0.1548, "page": 0, "Index": 120}, {"Word": "concluding", "Confidence": 0.95, "X1": 0.17385, "Y1": 0.1412, "X2": 0.25035, "Y2": 0.141, "X3": 0.25035, "Y3": 0.1538, "X4": 0.17385, "Y4": 0.1548, "page": 0, "Index": 121}, {"Word": "this", "Confidence": 0.988, "X1": 0.25452, "Y1": 0.1412, "X2": 0.27955, "Y2": 0.141, "X3": 0.27816, "Y3": 0.1538, "X4": 0.25452, "Y4": 0.1538, "page": 0, "Index": 122}, {"Word": "brief", "Confidence": 0.955, "X1": 0.28234, "Y1": 0.1412, "X2": 0.31572, "Y2": 0.141, "X3": 0.31433, "Y3": 0.1538, "X4": 0.28234, "Y4": 0.1538, "page": 0, "Index": 123}, {"Word": "history", "Confidence": 0.994, "X1": 0.3185, "Y1": 0.1412, "X2": 0.36857, "Y2": 0.141, "X3": 0.36857, "Y3": 0.1538, "X4": 0.3185, "Y4": 0.1538, "page": 0, "Index": 124}, {"Word": "of", "Confidence": 0.992, "X1": 0.37274, "Y1": 0.1412, "X2": 0.38804, "Y2": 0.141, "X3": 0.38665, "Y3": 0.1538, "X4": 0.37135, "Y4": 0.1538, "page": 0, "Index": 125}, {"Word": "the", "Confidence": 0.998, "X1": 0.39082, "Y1": 0.1422, "X2": 0.41446, "Y2": 0.142, "X3": 0.41446, "Y3": 0.1538, "X4": 0.39082, "Y4": 0.1538, "page": 0, "Index": 126}, {"Word": "manufac-", "Confidence": 0.851, "X1": 0.41864, "Y1": 0.1422, "X2": 0.4854, "Y2": 0.142, "X3": 0.48401, "Y3": 0.1538, "X4": 0.41725, "Y4": 0.1538, "page": 0, "Index": 127}, {"Word": "thick,", "Confidence": 0.922, "X1": 0.53825, "Y1": 0.1432, "X2": 0.57719, "Y2": 0.143, "X3": 0.57719, "Y3": 0.1568, "X4": 0.53686, "Y4": 0.1568, "page": 0, "Index": 128}, {"Word": "after", "Confidence": 0.9, "X1": 0.58136, "Y1": 0.1432, "X2": 0.61335, "Y2": 0.143, "X3": 0.61335, "Y3": 0.1568, "X4": 0.57997, "Y4": 0.1568, "page": 0, "Index": 129}, {"Word": "which", "Confidence": 0.994, "X1": 0.61752, "Y1": 0.1432, "X2": 0.65925, "Y2": 0.143, "X3": 0.65786, "Y3": 0.1558, "X4": 0.61613, "Y4": 0.1568, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.66342, "Y1": 0.1432, "X2": 0.68567, "Y2": 0.143, "X3": 0.68428, "Y3": 0.1558, "X4": 0.66203, "Y4": 0.1558, "page": 0, "Index": 131}, {"Word": "now", "Confidence": 0.998, "X1": 0.68985, "Y1": 0.1432, "X2": 0.71905, "Y2": 0.143, "X3": 0.71766, "Y3": 0.1558, "X4": 0.68846, "Y4": 0.1558, "page": 0, "Index": 132}, {"Word": "metallised", "Confidence": 0.968, "X1": 0.72462, "Y1": 0.1432, "X2": 0.79277, "Y2": 0.143, "X3": 0.79277, "Y3": 0.1558, "X4": 0.72323, "Y4": 0.1558, "page": 0, "Index": 133}, {"Word": "material", "Confidence": 0.787, "X1": 0.79694, "Y1": 0.1432, "X2": 0.85396, "Y2": 0.143, "X3": 0.85396, "Y3": 0.1558, "X4": 0.79555, "Y4": 0.1558, "page": 0, "Index": 134}, {"Word": "is", "Confidence": 0.998, "X1": 0.85814, "Y1": 0.1432, "X2": 0.87344, "Y2": 0.143, "X3": 0.87204, "Y3": 0.1558, "X4": 0.85675, "Y4": 0.1558, "page": 0, "Index": 135}, {"Word": "and", "Confidence": 0.718, "X1": 0.15716, "Y1": 0.1562, "X2": 0.1822, "Y2": 0.156, "X3": 0.1822, "Y3": 0.1678, "X4": 0.15716, "Y4": 0.1688, "page": 0, "Index": 136}, {"Word": "use", "Confidence": 0.998, "X1": 0.18637, "Y1": 0.1562, "X2": 0.21001, "Y2": 0.156, "X3": 0.21001, "Y3": 0.1678, "X4": 0.18637, "Y4": 0.1678, "page": 0, "Index": 137}, {"Word": "of", "Confidence": 0.997, "X1": 0.2128, "Y1": 0.1562, "X2": 0.22809, "Y2": 0.156, "X3": 0.22809, "Y3": 0.1678, "X4": 0.2128, "Y4": 0.1678, "page": 0, "Index": 138}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.23227, "Y1": 0.1552, "X2": 0.28234, "Y2": 0.155, "X3": 0.28234, "Y3": 0.1678, "X4": 0.23227, "Y4": 0.1678, "page": 0, "Index": 139}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.28929, "Y1": 0.1552, "X2": 0.35883, "Y2": 0.155, "X3": 0.35883, "Y3": 0.1678, "X4": 0.2879, "Y4": 0.1678, "page": 0, "Index": 140}, {"Word": "substrates,", "Confidence": 0.989, "X1": 0.363, "Y1": 0.1552, "X2": 0.43533, "Y2": 0.155, "X3": 0.43394, "Y3": 0.1678, "X4": 0.36161, "Y4": 0.1678, "page": 0, "Index": 141}, {"Word": "it", "Confidence": 0.998, "X1": 0.4395, "Y1": 0.1552, "X2": 0.44924, "Y2": 0.155, "X3": 0.44784, "Y3": 0.1678, "X4": 0.43811, "Y4": 0.1678, "page": 0, "Index": 142}, {"Word": "is", "Confidence": 0.899, "X1": 0.45341, "Y1": 0.1552, "X2": 0.46453, "Y2": 0.155, "X3": 0.46314, "Y3": 0.1678, "X4": 0.45202, "Y4": 0.1678, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.998, "X1": 0.46871, "Y1": 0.1552, "X2": 0.48818, "Y2": 0.155, "X3": 0.48679, "Y3": 0.1678, "X4": 0.46732, "Y4": 0.1678, "page": 0, "Index": 144}, {"Word": "ture", "Confidence": 0.983, "X1": 0.12517, "Y1": 0.1562, "X2": 0.15299, "Y2": 0.156, "X3": 0.15299, "Y3": 0.1688, "X4": 0.12517, "Y4": 0.1688, "page": 0, "Index": 145}, {"Word": "rewound", "Confidence": 0.932, "X1": 0.53686, "Y1": 0.1572, "X2": 0.59666, "Y2": 0.157, "X3": 0.59666, "Y3": 0.1698, "X4": 0.53547, "Y4": 0.1708, "page": 0, "Index": 146}, {"Word": "onto", "Confidence": 0.968, "X1": 0.60083, "Y1": 0.1572, "X2": 0.63421, "Y2": 0.157, "X3": 0.63421, "Y3": 0.1698, "X4": 0.59944, "Y4": 0.1698, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.998, "X1": 0.63839, "Y1": 0.1572, "X2": 0.66203, "Y2": 0.157, "X3": 0.66064, "Y3": 0.1698, "X4": 0.637, "Y4": 0.1698, "page": 0, "Index": 148}, {"Word": "take-up", "Confidence": 0.941, "X1": 0.66481, "Y1": 0.1572, "X2": 0.71766, "Y2": 0.157, "X3": 0.71627, "Y3": 0.1698, "X4": 0.66481, "Y4": 0.1698, "page": 0, "Index": 149}, {"Word": "reel.", "Confidence": 0.934, "X1": 0.72045, "Y1": 0.1572, "X2": 0.75522, "Y2": 0.157, "X3": 0.75382, "Y3": 0.1698, "X4": 0.72045, "Y4": 0.1698, "page": 0, "Index": 150}, {"Word": "interest", "Confidence": 0.992, "X1": 0.12517, "Y1": 0.1692, "X2": 0.17803, "Y2": 0.169, "X3": 0.17663, "Y3": 0.1818, "X4": 0.12517, "Y4": 0.1818, "page": 0, "Index": 151}, {"Word": "to", "Confidence": 0.998, "X1": 0.18081, "Y1": 0.1692, "X2": 0.19611, "Y2": 0.169, "X3": 0.19471, "Y3": 0.1818, "X4": 0.18081, "Y4": 0.1818, "page": 0, "Index": 152}, {"Word": "compare", "Confidence": 0.991, "X1": 0.19889, "Y1": 0.1692, "X2": 0.25869, "Y2": 0.169, "X3": 0.25869, "Y3": 0.1828, "X4": 0.19889, "Y4": 0.1818, "page": 0, "Index": 153}, {"Word": "the", "Confidence": 0.998, "X1": 0.26287, "Y1": 0.1692, "X2": 0.28512, "Y2": 0.169, "X3": 0.28373, "Y3": 0.1828, "X4": 0.26147, "Y4": 0.1828, "page": 0, "Index": 154}, {"Word": "development", "Confidence": 0.962, "X1": 0.2879, "Y1": 0.1692, "X2": 0.3783, "Y2": 0.169, "X3": 0.37691, "Y3": 0.1818, "X4": 0.2879, "Y4": 0.1828, "page": 0, "Index": 155}, {"Word": "and", "Confidence": 0.998, "X1": 0.38248, "Y1": 0.1692, "X2": 0.40612, "Y2": 0.169, "X3": 0.40473, "Y3": 0.1818, "X4": 0.38108, "Y4": 0.1818, "page": 0, "Index": 156}, {"Word": "growth", "Confidence": 0.991, "X1": 0.41029, "Y1": 0.1682, "X2": 0.46036, "Y2": 0.168, "X3": 0.45897, "Y3": 0.1808, "X4": 0.4089, "Y4": 0.1818, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.997, "X1": 0.46453, "Y1": 0.1682, "X2": 0.48401, "Y2": 0.168, "X3": 0.48122, "Y3": 0.1808, "X4": 0.46175, "Y4": 0.1808, "page": 0, "Index": 158}, {"Word": "both", "Confidence": 0.624, "X1": 0.12656, "Y1": 0.1832, "X2": 0.15855, "Y2": 0.183, "X3": 0.15855, "Y3": 0.1958, "X4": 0.12656, "Y4": 0.1958, "page": 0, "Index": 159}, {"Word": "the", "Confidence": 0.998, "X1": 0.16273, "Y1": 0.1832, "X2": 0.18498, "Y2": 0.183, "X3": 0.18359, "Y3": 0.1958, "X4": 0.16273, "Y4": 0.1958, "page": 0, "Index": 160}, {"Word": "industry", "Confidence": 0.995, "X1": 0.18776, "Y1": 0.1832, "X2": 0.24757, "Y2": 0.183, "X3": 0.24618, "Y3": 0.1948, "X4": 0.18776, "Y4": 0.1948, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.25035, "Y1": 0.1832, "X2": 0.27538, "Y2": 0.183, "X3": 0.27538, "Y3": 0.1948, "X4": 0.25035, "Y4": 0.1948, "page": 0, "Index": 162}, {"Word": "its", "Confidence": 0.998, "X1": 0.27955, "Y1": 0.1832, "X2": 0.29485, "Y2": 0.183, "X3": 0.29485, "Y3": 0.1948, "X4": 0.27816, "Y4": 0.1948, "page": 0, "Index": 163}, {"Word": "products", "Confidence": 0.981, "X1": 0.29903, "Y1": 0.1832, "X2": 0.36161, "Y2": 0.183, "X3": 0.36022, "Y3": 0.1948, "X4": 0.29764, "Y4": 0.1948, "page": 0, "Index": 164}, {"Word": "with", "Confidence": 0.994, "X1": 0.36439, "Y1": 0.1822, "X2": 0.39638, "Y2": 0.182, "X3": 0.39499, "Y3": 0.1948, "X4": 0.363, "Y4": 0.1948, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.39917, "Y1": 0.1822, "X2": 0.42281, "Y2": 0.182, "X3": 0.42142, "Y3": 0.1948, "X4": 0.39777, "Y4": 0.1948, "page": 0, "Index": 166}, {"Word": "use", "Confidence": 0.993, "X1": 0.42559, "Y1": 0.1832, "X2": 0.44924, "Y2": 0.183, "X3": 0.44784, "Y3": 0.1948, "X4": 0.4242, "Y4": 0.1948, "page": 0, "Index": 167}, {"Word": "of", "Confidence": 0.998, "X1": 0.45202, "Y1": 0.1832, "X2": 0.47288, "Y2": 0.183, "X3": 0.4701, "Y3": 0.1948, "X4": 0.45063, "Y4": 0.1948, "page": 0, "Index": 168}, {"Word": "As", "Confidence": 0.998, "X1": 0.53825, "Y1": 0.1832, "X2": 0.55633, "Y2": 0.183, "X3": 0.55494, "Y3": 0.1978, "X4": 0.53686, "Y4": 0.1978, "page": 0, "Index": 169}, {"Word": "stated,", "Confidence": 0.876, "X1": 0.55911, "Y1": 0.1832, "X2": 0.6064, "Y2": 0.183, "X3": 0.60501, "Y3": 0.1968, "X4": 0.55772, "Y4": 0.1978, "page": 0, "Index": 170}, {"Word": "aluminium", "Confidence": 0.623, "X1": 0.60918, "Y1": 0.1832, "X2": 0.6815, "Y2": 0.183, "X3": 0.68011, "Y3": 0.1968, "X4": 0.60918, "Y4": 0.1968, "page": 0, "Index": 171}, {"Word": "is", "Confidence": 0.998, "X1": 0.68846, "Y1": 0.1832, "X2": 0.69958, "Y2": 0.183, "X3": 0.69819, "Y3": 0.1958, "X4": 0.68707, "Y4": 0.1968, "page": 0, "Index": 172}, {"Word": "the", "Confidence": 0.998, "X1": 0.70236, "Y1": 0.1832, "X2": 0.72462, "Y2": 0.183, "X3": 0.72462, "Y3": 0.1958, "X4": 0.70236, "Y4": 0.1958, "page": 0, "Index": 173}, {"Word": "more", "Confidence": 0.988, "X1": 0.72879, "Y1": 0.1832, "X2": 0.76495, "Y2": 0.183, "X3": 0.76495, "Y3": 0.1958, "X4": 0.7274, "Y4": 0.1958, "page": 0, "Index": 174}, {"Word": "common", "Confidence": 0.997, "X1": 0.76912, "Y1": 0.1832, "X2": 0.83032, "Y2": 0.183, "X3": 0.83032, "Y3": 0.1958, "X4": 0.76773, "Y4": 0.1958, "page": 0, "Index": 175}, {"Word": "evaporant.", "Confidence": 0.804, "X1": 0.83449, "Y1": 0.1842, "X2": 0.91099, "Y2": 0.184, "X3": 0.9096, "Y3": 0.1958, "X4": 0.8331, "Y4": 0.1958, "page": 0, "Index": 176}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.12656, "Y1": 0.1962, "X2": 0.17663, "Y2": 0.196, "X3": 0.17663, "Y3": 0.2088, "X4": 0.12656, "Y4": 0.2088, "page": 0, "Index": 177}, {"Word": "metallised", "Confidence": 0.851, "X1": 0.1822, "Y1": 0.1962, "X2": 0.25174, "Y2": 0.196, "X3": 0.25174, "Y3": 0.2088, "X4": 0.1822, "Y4": 0.2088, "page": 0, "Index": 178}, {"Word": "papers,", "Confidence": 0.883, "X1": 0.25591, "Y1": 0.1962, "X2": 0.30459, "Y2": 0.196, "X3": 0.30459, "Y3": 0.2088, "X4": 0.25591, "Y4": 0.2088, "page": 0, "Index": 179}, {"Word": "for", "Confidence": 0.997, "X1": 0.30876, "Y1": 0.1962, "X2": 0.32962, "Y2": 0.196, "X3": 0.32962, "Y3": 0.2088, "X4": 0.30876, "Y4": 0.2088, "page": 0, "Index": 180}, {"Word": "the", "Confidence": 0.959, "X1": 0.3338, "Y1": 0.1962, "X2": 0.35605, "Y2": 0.196, "X3": 0.35605, "Y3": 0.2088, "X4": 0.3338, "Y4": 0.2088, "page": 0, "Index": 181}, {"Word": "paralleis", "Confidence": 0.892, "X1": 0.35883, "Y1": 0.1962, "X2": 0.41586, "Y2": 0.196, "X3": 0.41586, "Y3": 0.2088, "X4": 0.35883, "Y4": 0.2088, "page": 0, "Index": 182}, {"Word": "are", "Confidence": 0.694, "X1": 0.42003, "Y1": 0.1962, "X2": 0.44089, "Y2": 0.196, "X3": 0.44089, "Y3": 0.2088, "X4": 0.41864, "Y4": 0.2088, "page": 0, "Index": 183}, {"Word": "of", "Confidence": 0.992, "X1": 0.44367, "Y1": 0.1962, "X2": 0.46592, "Y2": 0.196, "X3": 0.46453, "Y3": 0.2098, "X4": 0.44367, "Y4": 0.2088, "page": 0, "Index": 184}, {"Word": "The", "Confidence": 0.998, "X1": 0.54103, "Y1": 0.1972, "X2": 0.56467, "Y2": 0.197, "X3": 0.56467, "Y3": 0.2098, "X4": 0.53964, "Y4": 0.2098, "page": 0, "Index": 185}, {"Word": "metal", "Confidence": 0.626, "X1": 0.56885, "Y1": 0.1972, "X2": 0.60779, "Y2": 0.197, "X3": 0.6064, "Y3": 0.2098, "X4": 0.56745, "Y4": 0.2098, "page": 0, "Index": 186}, {"Word": "is", "Confidence": 0.998, "X1": 0.61196, "Y1": 0.1972, "X2": 0.6217, "Y2": 0.197, "X3": 0.6217, "Y3": 0.2098, "X4": 0.61057, "Y4": 0.2098, "page": 0, "Index": 187}, {"Word": "relatively", "Confidence": 0.669, "X1": 0.62587, "Y1": 0.1972, "X2": 0.68985, "Y2": 0.197, "X3": 0.68846, "Y3": 0.2098, "X4": 0.62448, "Y4": 0.2098, "page": 0, "Index": 188}, {"Word": "cheap,", "Confidence": 0.993, "X1": 0.69263, "Y1": 0.1972, "X2": 0.73992, "Y2": 0.197, "X3": 0.73853, "Y3": 0.2098, "X4": 0.69263, "Y4": 0.2098, "page": 0, "Index": 189}, {"Word": "gives", "Confidence": 0.958, "X1": 0.7427, "Y1": 0.1972, "X2": 0.77608, "Y2": 0.197, "X3": 0.77469, "Y3": 0.2098, "X4": 0.74131, "Y4": 0.2098, "page": 0, "Index": 190}, {"Word": "a", "Confidence": 0.995, "X1": 0.78025, "Y1": 0.1972, "X2": 0.7886, "Y2": 0.197, "X3": 0.7872, "Y3": 0.2098, "X4": 0.77886, "Y4": 0.2098, "page": 0, "Index": 191}, {"Word": "reasonably", "Confidence": 0.981, "X1": 0.79138, "Y1": 0.1972, "X2": 0.86926, "Y2": 0.197, "X3": 0.86648, "Y3": 0.2098, "X4": 0.78999, "Y4": 0.2098, "page": 0, "Index": 192}, {"Word": "significance.", "Confidence": 0.951, "X1": 0.12517, "Y1": 0.2092, "X2": 0.21001, "Y2": 0.209, "X3": 0.21001, "Y3": 0.2228, "X4": 0.12517, "Y4": 0.2228, "page": 0, "Index": 193}, {"Word": "The", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.2092, "X2": 0.24061, "Y2": 0.209, "X3": 0.24061, "Y3": 0.2228, "X4": 0.21419, "Y4": 0.2228, "page": 0, "Index": 194}, {"Word": "first", "Confidence": 0.815, "X1": 0.24339, "Y1": 0.2092, "X2": 0.2726, "Y2": 0.209, "X3": 0.2726, "Y3": 0.2228, "X4": 0.24339, "Y4": 0.2228, "page": 0, "Index": 195}, {"Word": "of", "Confidence": 0.998, "X1": 0.27538, "Y1": 0.2102, "X2": 0.29207, "Y2": 0.21, "X3": 0.29207, "Y3": 0.2228, "X4": 0.27538, "Y4": 0.2228, "page": 0, "Index": 196}, {"Word": "all", "Confidence": 0.998, "X1": 0.29624, "Y1": 0.2102, "X2": 0.31154, "Y2": 0.21, "X3": 0.31154, "Y3": 0.2228, "X4": 0.29485, "Y4": 0.2228, "page": 0, "Index": 197}, {"Word": "materials", "Confidence": 0.795, "X1": 0.31572, "Y1": 0.2102, "X2": 0.37691, "Y2": 0.21, "X3": 0.37691, "Y3": 0.2228, "X4": 0.31572, "Y4": 0.2228, "page": 0, "Index": 198}, {"Word": "to", "Confidence": 0.998, "X1": 0.38108, "Y1": 0.2102, "X2": 0.39638, "Y2": 0.21, "X3": 0.39499, "Y3": 0.2228, "X4": 0.37969, "Y4": 0.2228, "page": 0, "Index": 199}, {"Word": "be", "Confidence": 0.998, "X1": 0.39917, "Y1": 0.2102, "X2": 0.41725, "Y2": 0.21, "X3": 0.41586, "Y3": 0.2228, "X4": 0.39917, "Y4": 0.2228, "page": 0, "Index": 200}, {"Word": "commer-", "Confidence": 0.86, "X1": 0.42003, "Y1": 0.2102, "X2": 0.48679, "Y2": 0.21, "X3": 0.4854, "Y3": 0.2228, "X4": 0.42003, "Y4": 0.2228, "page": 0, "Index": 201}, {"Word": "durable", "Confidence": 0.994, "X1": 0.53964, "Y1": 0.2112, "X2": 0.58971, "Y2": 0.211, "X3": 0.58832, "Y3": 0.2238, "X4": 0.53825, "Y4": 0.2248, "page": 0, "Index": 202}, {"Word": "surface,", "Confidence": 0.627, "X1": 0.59249, "Y1": 0.2112, "X2": 0.64812, "Y2": 0.211, "X3": 0.64673, "Y3": 0.2238, "X4": 0.59249, "Y4": 0.2238, "page": 0, "Index": 203}, {"Word": "has", "Confidence": 0.998, "X1": 0.6509, "Y1": 0.2112, "X2": 0.67455, "Y2": 0.211, "X3": 0.67316, "Y3": 0.2238, "X4": 0.6509, "Y4": 0.2238, "page": 0, "Index": 204}, {"Word": "good", "Confidence": 0.987, "X1": 0.67733, "Y1": 0.2112, "X2": 0.71349, "Y2": 0.211, "X3": 0.7121, "Y3": 0.2238, "X4": 0.67733, "Y4": 0.2238, "page": 0, "Index": 205}, {"Word": "adhesion", "Confidence": 0.991, "X1": 0.71627, "Y1": 0.2112, "X2": 0.77747, "Y2": 0.211, "X3": 0.77747, "Y3": 0.2238, "X4": 0.71627, "Y4": 0.2238, "page": 0, "Index": 206}, {"Word": "to", "Confidence": 0.998, "X1": 0.78164, "Y1": 0.2112, "X2": 0.79555, "Y2": 0.211, "X3": 0.79555, "Y3": 0.2238, "X4": 0.78025, "Y4": 0.2238, "page": 0, "Index": 207}, {"Word": "most", "Confidence": 0.988, "X1": 0.79972, "Y1": 0.2112, "X2": 0.83449, "Y2": 0.211, "X3": 0.83449, "Y3": 0.2238, "X4": 0.79833, "Y4": 0.2238, "page": 0, "Index": 208}, {"Word": "materials,", "Confidence": 0.881, "X1": 0.83866, "Y1": 0.2112, "X2": 0.9096, "Y2": 0.211, "X3": 0.90821, "Y3": 0.2238, "X4": 0.83727, "Y4": 0.2238, "page": 0, "Index": 209}, {"Word": "cially", "Confidence": 0.869, "X1": 0.12656, "Y1": 0.2242, "X2": 0.16412, "Y2": 0.224, "X3": 0.16412, "Y3": 0.2368, "X4": 0.12656, "Y4": 0.2378, "page": 0, "Index": 210}, {"Word": "available", "Confidence": 0.682, "X1": 0.16829, "Y1": 0.2242, "X2": 0.2267, "Y2": 0.224, "X3": 0.22531, "Y3": 0.2368, "X4": 0.1669, "Y4": 0.2368, "page": 0, "Index": 211}, {"Word": "in", "Confidence": 0.998, "X1": 0.22949, "Y1": 0.2242, "X2": 0.24339, "Y2": 0.224, "X3": 0.24339, "Y3": 0.2368, "X4": 0.22949, "Y4": 0.2368, "page": 0, "Index": 212}, {"Word": "a", "Confidence": 0.513, "X1": 0.24757, "Y1": 0.2242, "X2": 0.25452, "Y2": 0.224, "X3": 0.25452, "Y3": 0.2358, "X4": 0.24757, "Y4": 0.2358, "page": 0, "Index": 213}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.25869, "Y1": 0.2232, "X2": 0.32962, "Y2": 0.223, "X3": 0.32962, "Y3": 0.2358, "X4": 0.2573, "Y4": 0.2358, "page": 0, "Index": 214}, {"Word": "form,", "Confidence": 0.916, "X1": 0.3338, "Y1": 0.2232, "X2": 0.37274, "Y2": 0.223, "X3": 0.37135, "Y3": 0.2358, "X4": 0.33241, "Y4": 0.2358, "page": 0, "Index": 215}, {"Word": "albeit", "Confidence": 0.969, "X1": 0.37552, "Y1": 0.2232, "X2": 0.41446, "Y2": 0.223, "X3": 0.41307, "Y3": 0.2358, "X4": 0.37552, "Y4": 0.2358, "page": 0, "Index": 216}, {"Word": "for", "Confidence": 0.799, "X1": 0.41725, "Y1": 0.2232, "X2": 0.4395, "Y2": 0.223, "X3": 0.43811, "Y3": 0.2358, "X4": 0.41725, "Y4": 0.2358, "page": 0, "Index": 217}, {"Word": "use", "Confidence": 0.994, "X1": 0.44228, "Y1": 0.2232, "X2": 0.46592, "Y2": 0.223, "X3": 0.46453, "Y3": 0.2358, "X4": 0.44228, "Y4": 0.2358, "page": 0, "Index": 218}, {"Word": "in", "Confidence": 0.998, "X1": 0.46871, "Y1": 0.2232, "X2": 0.4854, "Y2": 0.223, "X3": 0.48401, "Y3": 0.2368, "X4": 0.46732, "Y4": 0.2358, "page": 0, "Index": 219}, {"Word": "good", "Confidence": 0.982, "X1": 0.59388, "Y1": 0.2242, "X2": 0.62726, "Y2": 0.224, "X3": 0.62726, "Y3": 0.2378, "X4": 0.59388, "Y4": 0.2388, "page": 0, "Index": 220}, {"Word": "reflectance", "Confidence": 0.916, "X1": 0.63143, "Y1": 0.2242, "X2": 0.70793, "Y2": 0.224, "X3": 0.70793, "Y3": 0.2378, "X4": 0.63004, "Y4": 0.2378, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.7121, "Y1": 0.2242, "X2": 0.73713, "Y2": 0.224, "X3": 0.73574, "Y3": 0.2378, "X4": 0.71071, "Y4": 0.2378, "page": 0, "Index": 222}, {"Word": "brilliance.", "Confidence": 0.856, "X1": 0.74131, "Y1": 0.2242, "X2": 0.81224, "Y2": 0.224, "X3": 0.81085, "Y3": 0.2378, "X4": 0.73992, "Y4": 0.2378, "page": 0, "Index": 223}, {"Word": "There", "Confidence": 0.997, "X1": 0.81502, "Y1": 0.2242, "X2": 0.85535, "Y2": 0.224, "X3": 0.85396, "Y3": 0.2378, "X4": 0.81363, "Y4": 0.2378, "page": 0, "Index": 224}, {"Word": "are", "Confidence": 0.81, "X1": 0.85953, "Y1": 0.2252, "X2": 0.88317, "Y2": 0.225, "X3": 0.88178, "Y3": 0.2378, "X4": 0.85814, "Y4": 0.2378, "page": 0, "Index": 225}, {"Word": "and", "Confidence": 0.998, "X1": 0.53964, "Y1": 0.2252, "X2": 0.56328, "Y2": 0.225, "X3": 0.56189, "Y3": 0.2388, "X4": 0.53825, "Y4": 0.2388, "page": 0, "Index": 226}, {"Word": "has", "Confidence": 0.991, "X1": 0.56606, "Y1": 0.2252, "X2": 0.58971, "Y2": 0.225, "X3": 0.58971, "Y3": 0.2388, "X4": 0.56606, "Y4": 0.2388, "page": 0, "Index": 227}, {"Word": "capacitors,", "Confidence": 0.941, "X1": 0.12656, "Y1": 0.2382, "X2": 0.20028, "Y2": 0.238, "X3": 0.19889, "Y3": 0.2498, "X4": 0.12517, "Y4": 0.2498, "page": 0, "Index": 228}, {"Word": "paper", "Confidence": 0.997, "X1": 0.20306, "Y1": 0.2372, "X2": 0.24339, "Y2": 0.237, "X3": 0.242, "Y3": 0.2498, "X4": 0.20306, "Y4": 0.2498, "page": 0, "Index": 229}, {"Word": "fell", "Confidence": 0.854, "X1": 0.24618, "Y1": 0.2372, "X2": 0.26843, "Y2": 0.237, "X3": 0.26843, "Y3": 0.2498, "X4": 0.24618, "Y4": 0.2498, "page": 0, "Index": 230}, {"Word": "in", "Confidence": 0.998, "X1": 0.2726, "Y1": 0.2372, "X2": 0.2879, "Y2": 0.237, "X3": 0.28651, "Y3": 0.2498, "X4": 0.27121, "Y4": 0.2498, "page": 0, "Index": 231}, {"Word": "use", "Confidence": 0.955, "X1": 0.29068, "Y1": 0.2372, "X2": 0.31154, "Y2": 0.237, "X3": 0.31154, "Y3": 0.2498, "X4": 0.28929, "Y4": 0.2498, "page": 0, "Index": 232}, {"Word": "within", "Confidence": 0.955, "X1": 0.31572, "Y1": 0.2372, "X2": 0.36161, "Y2": 0.237, "X3": 0.36022, "Y3": 0.2498, "X4": 0.31433, "Y4": 0.2498, "page": 0, "Index": 233}, {"Word": "the", "Confidence": 0.998, "X1": 0.36439, "Y1": 0.2372, "X2": 0.38665, "Y2": 0.237, "X3": 0.38665, "Y3": 0.2498, "X4": 0.36439, "Y4": 0.2498, "page": 0, "Index": 234}, {"Word": "metallising", "Confidence": 0.741, "X1": 0.39082, "Y1": 0.2372, "X2": 0.46871, "Y2": 0.237, "X3": 0.46871, "Y3": 0.2498, "X4": 0.38943, "Y4": 0.2498, "page": 0, "Index": 235}, {"Word": "three", "Confidence": 0.994, "X1": 0.53964, "Y1": 0.2392, "X2": 0.57441, "Y2": 0.239, "X3": 0.57302, "Y3": 0.2518, "X4": 0.53825, "Y4": 0.2528, "page": 0, "Index": 236}, {"Word": "main", "Confidence": 0.988, "X1": 0.57719, "Y1": 0.2392, "X2": 0.61335, "Y2": 0.239, "X3": 0.61196, "Y3": 0.2518, "X4": 0.5758, "Y4": 0.2518, "page": 0, "Index": 237}, {"Word": "types", "Confidence": 0.993, "X1": 0.61613, "Y1": 0.2382, "X2": 0.65369, "Y2": 0.238, "X3": 0.65229, "Y3": 0.2518, "X4": 0.61613, "Y4": 0.2518, "page": 0, "Index": 238}, {"Word": "of", "Confidence": 0.997, "X1": 0.65647, "Y1": 0.2382, "X2": 0.67316, "Y2": 0.238, "X3": 0.67177, "Y3": 0.2518, "X4": 0.65647, "Y4": 0.2518, "page": 0, "Index": 239}, {"Word": "evaporation", "Confidence": 0.728, "X1": 0.67594, "Y1": 0.2382, "X2": 0.758, "Y2": 0.238, "X3": 0.75661, "Y3": 0.2508, "X4": 0.67455, "Y4": 0.2518, "page": 0, "Index": 240}, {"Word": "source", "Confidence": 0.995, "X1": 0.76217, "Y1": 0.2382, "X2": 0.80807, "Y2": 0.238, "X3": 0.80668, "Y3": 0.2508, "X4": 0.76078, "Y4": 0.2508, "page": 0, "Index": 241}, {"Word": "suitable", "Confidence": 0.955, "X1": 0.81224, "Y1": 0.2382, "X2": 0.86648, "Y2": 0.238, "X3": 0.86509, "Y3": 0.2508, "X4": 0.81085, "Y4": 0.2508, "page": 0, "Index": 242}, {"Word": "for", "Confidence": 0.998, "X1": 0.87065, "Y1": 0.2382, "X2": 0.8943, "Y2": 0.238, "X3": 0.89291, "Y3": 0.2508, "X4": 0.86926, "Y4": 0.2508, "page": 0, "Index": 243}, {"Word": "Industry", "Confidence": 0.963, "X1": 0.12656, "Y1": 0.2512, "X2": 0.18498, "Y2": 0.251, "X3": 0.18359, "Y3": 0.2638, "X4": 0.12656, "Y4": 0.2638, "page": 0, "Index": 244}, {"Word": "both", "Confidence": 0.988, "X1": 0.18776, "Y1": 0.2512, "X2": 0.22114, "Y2": 0.251, "X3": 0.21975, "Y3": 0.2638, "X4": 0.18776, "Y4": 0.2638, "page": 0, "Index": 245}, {"Word": "because", "Confidence": 0.621, "X1": 0.22392, "Y1": 0.2512, "X2": 0.27816, "Y2": 0.251, "X3": 0.27816, "Y3": 0.2638, "X4": 0.22392, "Y4": 0.2638, "page": 0, "Index": 246}, {"Word": "of", "Confidence": 0.998, "X1": 0.28234, "Y1": 0.2512, "X2": 0.29764, "Y2": 0.251, "X3": 0.29624, "Y3": 0.2638, "X4": 0.28095, "Y4": 0.2638, "page": 0, "Index": 247}, {"Word": "the", "Confidence": 0.998, "X1": 0.30181, "Y1": 0.2512, "X2": 0.32267, "Y2": 0.251, "X3": 0.32267, "Y3": 0.2638, "X4": 0.30042, "Y4": 0.2638, "page": 0, "Index": 248}, {"Word": "competition", "Confidence": 0.901, "X1": 0.32684, "Y1": 0.2512, "X2": 0.41168, "Y2": 0.251, "X3": 0.41029, "Y3": 0.2638, "X4": 0.32545, "Y4": 0.2638, "page": 0, "Index": 249}, {"Word": "from", "Confidence": 0.987, "X1": 0.41586, "Y1": 0.2512, "X2": 0.44645, "Y2": 0.251, "X3": 0.44506, "Y3": 0.2638, "X4": 0.41446, "Y4": 0.2638, "page": 0, "Index": 250}, {"Word": "aluminium", "Confidence": 0.817, "X1": 0.54242, "Y1": 0.2522, "X2": 0.60918, "Y2": 0.252, "X3": 0.60779, "Y3": 0.2648, "X4": 0.54103, "Y4": 0.2648, "page": 0, "Index": 251}, {"Word": "in", "Confidence": 0.966, "X1": 0.61613, "Y1": 0.2522, "X2": 0.63004, "Y2": 0.252, "X3": 0.62865, "Y3": 0.2648, "X4": 0.61474, "Y4": 0.2648, "page": 0, "Index": 252}, {"Word": "commercial", "Confidence": 0.821, "X1": 0.63282, "Y1": 0.2522, "X2": 0.71488, "Y2": 0.252, "X3": 0.71488, "Y3": 0.2648, "X4": 0.63282, "Y4": 0.2648, "page": 0, "Index": 253}, {"Word": "use:", "Confidence": 0.958, "X1": 0.71905, "Y1": 0.2532, "X2": 0.74965, "Y2": 0.253, "X3": 0.74826, "Y3": 0.2648, "X4": 0.71905, "Y4": 0.2648, "page": 0, "Index": 254}, {"Word": "plastics,", "Confidence": 0.977, "X1": 0.12796, "Y1": 0.2652, "X2": 0.18081, "Y2": 0.265, "X3": 0.18081, "Y3": 0.2778, "X4": 0.12796, "Y4": 0.2778, "page": 0, "Index": 255}, {"Word": "and", "Confidence": 0.998, "X1": 0.18498, "Y1": 0.2652, "X2": 0.21001, "Y2": 0.265, "X3": 0.21001, "Y3": 0.2778, "X4": 0.18498, "Y4": 0.2778, "page": 0, "Index": 256}, {"Word": "because", "Confidence": 0.975, "X1": 0.21419, "Y1": 0.2642, "X2": 0.26843, "Y2": 0.264, "X3": 0.26704, "Y3": 0.2778, "X4": 0.21419, "Y4": 0.2778, "page": 0, "Index": 257}, {"Word": "of", "Confidence": 0.998, "X1": 0.27121, "Y1": 0.2642, "X2": 0.2879, "Y2": 0.264, "X3": 0.28651, "Y3": 0.2778, "X4": 0.27121, "Y4": 0.2778, "page": 0, "Index": 258}, {"Word": "the", "Confidence": 0.993, "X1": 0.29207, "Y1": 0.2642, "X2": 0.31293, "Y2": 0.264, "X3": 0.31293, "Y3": 0.2778, "X4": 0.29068, "Y4": 0.2778, "page": 0, "Index": 259}, {"Word": "severe", "Confidence": 0.919, "X1": 0.31711, "Y1": 0.2642, "X2": 0.35883, "Y2": 0.264, "X3": 0.35744, "Y3": 0.2778, "X4": 0.31572, "Y4": 0.2778, "page": 0, "Index": 260}, {"Word": "economic", "Confidence": 0.904, "X1": 0.363, "Y1": 0.2642, "X2": 0.42976, "Y2": 0.264, "X3": 0.42837, "Y3": 0.2768, "X4": 0.36161, "Y4": 0.2778, "page": 0, "Index": 261}, {"Word": "disad-", "Confidence": 0.807, "X1": 0.43394, "Y1": 0.2642, "X2": 0.47983, "Y2": 0.264, "X3": 0.47705, "Y3": 0.2768, "X4": 0.43255, "Y4": 0.2768, "page": 0, "Index": 262}, {"Word": ".", "Confidence": 0.672, "X1": 0.54937, "Y1": 0.2732, "X2": 0.54937, "Y2": 0.273, "X3": 0.53825, "Y3": 0.2718, "X4": 0.53825, "Y4": 0.2668, "page": 0, "Index": 263}, {"Word": "vantages", "Confidence": 0.932, "X1": 0.12796, "Y1": 0.2792, "X2": 0.18498, "Y2": 0.279, "X3": 0.18498, "Y3": 0.2908, "X4": 0.12796, "Y4": 0.2908, "page": 0, "Index": 264}, {"Word": "of", "Confidence": 0.955, "X1": 0.18776, "Y1": 0.2782, "X2": 0.20445, "Y2": 0.278, "X3": 0.20445, "Y3": 0.2908, "X4": 0.18776, "Y4": 0.2908, "page": 0, "Index": 265}, {"Word": "metallising", "Confidence": 0.992, "X1": 0.20723, "Y1": 0.2782, "X2": 0.28234, "Y2": 0.278, "X3": 0.28095, "Y3": 0.2908, "X4": 0.20723, "Y4": 0.2908, "page": 0, "Index": 266}, {"Word": "paper", "Confidence": 0.991, "X1": 0.28512, "Y1": 0.2782, "X2": 0.32406, "Y2": 0.278, "X3": 0.32267, "Y3": 0.2908, "X4": 0.28512, "Y4": 0.2908, "page": 0, "Index": 267}, {"Word": "in", "Confidence": 0.998, "X1": 0.32684, "Y1": 0.2782, "X2": 0.34075, "Y2": 0.278, "X3": 0.34075, "Y3": 0.2908, "X4": 0.32684, "Y4": 0.2908, "page": 0, "Index": 268}, {"Word": "the", "Confidence": 0.944, "X1": 0.34492, "Y1": 0.2782, "X2": 0.36857, "Y2": 0.278, "X3": 0.36857, "Y3": 0.2908, "X4": 0.34353, "Y4": 0.2908, "page": 0, "Index": 269}, {"Word": "1950's", "Confidence": 0.993, "X1": 0.37274, "Y1": 0.2782, "X2": 0.41864, "Y2": 0.278, "X3": 0.41725, "Y3": 0.2908, "X4": 0.37135, "Y4": 0.2908, "page": 0, "Index": 270}, {"Word": "and", "Confidence": 0.998, "X1": 0.42142, "Y1": 0.2782, "X2": 0.44924, "Y2": 0.278, "X3": 0.44784, "Y3": 0.2898, "X4": 0.42003, "Y4": 0.2908, "page": 0, "Index": 271}, {"Word": "electron", "Confidence": 0.664, "X1": 0.53964, "Y1": 0.2782, "X2": 0.59527, "Y2": 0.278, "X3": 0.59388, "Y3": 0.2918, "X4": 0.53964, "Y4": 0.2918, "page": 0, "Index": 272}, {"Word": "beam", "Confidence": 0.97, "X1": 0.59805, "Y1": 0.2782, "X2": 0.63421, "Y2": 0.278, "X3": 0.63282, "Y3": 0.2918, "X4": 0.59805, "Y4": 0.2918, "page": 0, "Index": 273}, {"Word": "evaporation", "Confidence": 0.971, "X1": 0.63978, "Y1": 0.2792, "X2": 0.72184, "Y2": 0.279, "X3": 0.72045, "Y3": 0.2918, "X4": 0.63839, "Y4": 0.2918, "page": 0, "Index": 274}, {"Word": "system", "Confidence": 0.983, "X1": 0.72601, "Y1": 0.2792, "X2": 0.77191, "Y2": 0.279, "X3": 0.77051, "Y3": 0.2928, "X4": 0.72462, "Y4": 0.2928, "page": 0, "Index": 275}, {"Word": "1960's.", "Confidence": 0.941, "X1": 0.12935, "Y1": 0.2922, "X2": 0.17663, "Y2": 0.292, "X3": 0.17663, "Y3": 0.3038, "X4": 0.12935, "Y4": 0.3038, "page": 0, "Index": 276}, {"Word": "With", "Confidence": 0.982, "X1": 0.18081, "Y1": 0.2922, "X2": 0.21419, "Y2": 0.292, "X3": 0.21419, "Y3": 0.3038, "X4": 0.18081, "Y4": 0.3038, "page": 0, "Index": 277}, {"Word": "the", "Confidence": 0.994, "X1": 0.21836, "Y1": 0.2922, "X2": 0.23922, "Y2": 0.292, "X3": 0.23922, "Y3": 0.3038, "X4": 0.21697, "Y4": 0.3038, "page": 0, "Index": 278}, {"Word": "development", "Confidence": 0.794, "X1": 0.24339, "Y1": 0.2912, "X2": 0.3338, "Y2": 0.291, "X3": 0.33241, "Y3": 0.3048, "X4": 0.24339, "Y4": 0.3038, "page": 0, "Index": 279}, {"Word": "of", "Confidence": 0.998, "X1": 0.33658, "Y1": 0.2912, "X2": 0.35188, "Y2": 0.291, "X3": 0.35188, "Y3": 0.3048, "X4": 0.33519, "Y4": 0.3048, "page": 0, "Index": 280}, {"Word": "the", "Confidence": 0.998, "X1": 0.35605, "Y1": 0.2912, "X2": 0.3783, "Y2": 0.291, "X3": 0.37691, "Y3": 0.3048, "X4": 0.35466, "Y4": 0.3048, "page": 0, "Index": 281}, {"Word": "larger", "Confidence": 0.991, "X1": 0.38248, "Y1": 0.2912, "X2": 0.42142, "Y2": 0.291, "X3": 0.41864, "Y3": 0.3048, "X4": 0.38108, "Y4": 0.3048, "page": 0, "Index": 282}, {"Word": "metallisers", "Confidence": 0.991, "X1": 0.4242, "Y1": 0.2912, "X2": 0.50209, "Y2": 0.291, "X3": 0.5007, "Y3": 0.3048, "X4": 0.42281, "Y4": 0.3048, "page": 0, "Index": 283}, {"Word": "b", "Confidence": 0.909, "X1": 0.53964, "Y1": 0.2932, "X2": 0.55216, "Y2": 0.293, "X3": 0.55076, "Y3": 0.3068, "X4": 0.53825, "Y4": 0.3058, "page": 0, "Index": 284}, {"Word": "in", "Confidence": 0.997, "X1": 0.12935, "Y1": 0.3052, "X2": 0.14186, "Y2": 0.305, "X3": 0.14047, "Y3": 0.3178, "X4": 0.12935, "Y4": 0.3178, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.998, "X1": 0.14465, "Y1": 0.3052, "X2": 0.16829, "Y2": 0.305, "X3": 0.1669, "Y3": 0.3178, "X4": 0.14465, "Y4": 0.3178, "page": 0, "Index": 286}, {"Word": "frequency", "Confidence": 0.991, "X1": 0.57302, "Y1": 0.3042, "X2": 0.64117, "Y2": 0.304, "X3": 0.63978, "Y3": 0.3178, "X4": 0.57163, "Y4": 0.3188, "page": 0, "Index": 287}, {"Word": "mid", "Confidence": 0.998, "X1": 0.17107, "Y1": 0.3052, "X2": 0.20028, "Y2": 0.305, "X3": 0.19889, "Y3": 0.3188, "X4": 0.17107, "Y4": 0.3178, "page": 0, "Index": 288}, {"Word": "1970's", "Confidence": 0.994, "X1": 0.20445, "Y1": 0.3052, "X2": 0.24757, "Y2": 0.305, "X3": 0.24618, "Y3": 0.3188, "X4": 0.20306, "Y4": 0.3188, "page": 0, "Index": 289}, {"Word": "the", "Confidence": 0.998, "X1": 0.25174, "Y1": 0.3052, "X2": 0.27399, "Y2": 0.305, "X3": 0.2726, "Y3": 0.3188, "X4": 0.25035, "Y4": 0.3188, "page": 0, "Index": 290}, {"Word": "metallising", "Confidence": 0.622, "X1": 0.27816, "Y1": 0.3052, "X2": 0.35327, "Y2": 0.305, "X3": 0.35188, "Y3": 0.3188, "X4": 0.27677, "Y4": 0.3188, "page": 0, "Index": 291}, {"Word": "process", "Confidence": 0.994, "X1": 0.35605, "Y1": 0.3052, "X2": 0.40751, "Y2": 0.305, "X3": 0.40612, "Y3": 0.3188, "X4": 0.35466, "Y4": 0.3188, "page": 0, "Index": 292}, {"Word": "as", "Confidence": 0.903, "X1": 0.41168, "Y1": 0.3052, "X2": 0.42559, "Y2": 0.305, "X3": 0.42281, "Y3": 0.3188, "X4": 0.41029, "Y4": 0.3188, "page": 0, "Index": 293}, {"Word": "applied", "Confidence": 0.556, "X1": 0.42837, "Y1": 0.3052, "X2": 0.47983, "Y2": 0.305, "X3": 0.47844, "Y3": 0.3188, "X4": 0.42698, "Y4": 0.3188, "page": 0, "Index": 294}, {"Word": "\"high", "Confidence": 0.613, "X1": 0.53547, "Y1": 0.3032, "X2": 0.56885, "Y2": 0.303, "X3": 0.56745, "Y3": 0.3188, "X4": 0.53408, "Y4": 0.3188, "page": 0, "Index": 295}, {"Word": "induction", "Confidence": 0.991, "X1": 0.64534, "Y1": 0.3042, "X2": 0.71349, "Y2": 0.304, "X3": 0.7121, "Y3": 0.3188, "X4": 0.64395, "Y4": 0.3178, "page": 0, "Index": 296}, {"Word": "heated", "Confidence": 0.62, "X1": 0.71766, "Y1": 0.3052, "X2": 0.76356, "Y2": 0.305, "X3": 0.76217, "Y3": 0.3198, "X4": 0.71627, "Y4": 0.3188, "page": 0, "Index": 297}, {"Word": "system", "Confidence": 0.991, "X1": 0.76773, "Y1": 0.3052, "X2": 0.81502, "Y2": 0.305, "X3": 0.81363, "Y3": 0.3208, "X4": 0.76634, "Y4": 0.3198, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.998, "X1": 0.12935, "Y1": 0.3202, "X2": 0.14325, "Y2": 0.32, "X3": 0.14325, "Y3": 0.3318, "X4": 0.12935, "Y4": 0.3318, "page": 0, "Index": 299}, {"Word": "paper", "Confidence": 0.994, "X1": 0.14604, "Y1": 0.3202, "X2": 0.18498, "Y2": 0.32, "X3": 0.18498, "Y3": 0.3318, "X4": 0.14604, "Y4": 0.3318, "page": 0, "Index": 300}, {"Word": "became", "Confidence": 0.941, "X1": 0.18776, "Y1": 0.3202, "X2": 0.24061, "Y2": 0.32, "X3": 0.24061, "Y3": 0.3318, "X4": 0.18776, "Y4": 0.3318, "page": 0, "Index": 301}, {"Word": "more", "Confidence": 0.989, "X1": 0.24478, "Y1": 0.3202, "X2": 0.28234, "Y2": 0.32, "X3": 0.28095, "Y3": 0.3318, "X4": 0.24339, "Y4": 0.3318, "page": 0, "Index": 302}, {"Word": "and", "Confidence": 0.892, "X1": 0.28512, "Y1": 0.3202, "X2": 0.31015, "Y2": 0.32, "X3": 0.30876, "Y3": 0.3318, "X4": 0.28373, "Y4": 0.3318, "page": 0, "Index": 303}, {"Word": "more", "Confidence": 0.984, "X1": 0.31293, "Y1": 0.3192, "X2": 0.3491, "Y2": 0.319, "X3": 0.34771, "Y3": 0.3318, "X4": 0.31154, "Y4": 0.3318, "page": 0, "Index": 304}, {"Word": "competitive,", "Confidence": 0.832, "X1": 0.35327, "Y1": 0.3192, "X2": 0.44089, "Y2": 0.319, "X3": 0.43811, "Y3": 0.3318, "X4": 0.35188, "Y4": 0.3318, "page": 0, "Index": 305}, {"Word": "and", "Confidence": 0.955, "X1": 0.44367, "Y1": 0.3182, "X2": 0.4701, "Y2": 0.318, "X3": 0.46732, "Y3": 0.3318, "X4": 0.44228, "Y4": 0.3318, "page": 0, "Index": 306}, {"Word": "the", "Confidence": 0.998, "X1": 0.47288, "Y1": 0.3182, "X2": 0.49791, "Y2": 0.318, "X3": 0.49513, "Y3": 0.3308, "X4": 0.4701, "Y4": 0.3318, "page": 0, "Index": 307}, {"Word": "\u20ac", "Confidence": 0.017, "X1": 0.53964, "Y1": 0.3212, "X2": 0.54937, "Y2": 0.321, "X3": 0.54937, "Y3": 0.3328, "X4": 0.53964, "Y4": 0.3328, "page": 0, "Index": 308}, {"Word": "range", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.3342, "X2": 0.16412, "Y2": 0.334, "X3": 0.16412, "Y3": 0.3458, "X4": 0.12935, "Y4": 0.3458, "page": 0, "Index": 309}, {"Word": "of", "Confidence": 0.998, "X1": 0.1669, "Y1": 0.3342, "X2": 0.18359, "Y2": 0.334, "X3": 0.18359, "Y3": 0.3458, "X4": 0.1669, "Y4": 0.3458, "page": 0, "Index": 310}, {"Word": "vacuum", "Confidence": 0.934, "X1": 0.18776, "Y1": 0.3332, "X2": 0.23783, "Y2": 0.333, "X3": 0.23783, "Y3": 0.3458, "X4": 0.18637, "Y4": 0.3458, "page": 0, "Index": 311}, {"Word": "metallised", "Confidence": 0.956, "X1": 0.24478, "Y1": 0.3332, "X2": 0.31433, "Y2": 0.333, "X3": 0.31293, "Y3": 0.3458, "X4": 0.24339, "Y4": 0.3458, "page": 0, "Index": 312}, {"Word": "papers", "Confidence": 0.997, "X1": 0.3185, "Y1": 0.3332, "X2": 0.363, "Y2": 0.333, "X3": 0.36022, "Y3": 0.3458, "X4": 0.31711, "Y4": 0.3458, "page": 0, "Index": 313}, {"Word": "since", "Confidence": 0.994, "X1": 0.36579, "Y1": 0.3322, "X2": 0.40056, "Y2": 0.332, "X3": 0.39917, "Y3": 0.3458, "X4": 0.36439, "Y4": 0.3458, "page": 0, "Index": 314}, {"Word": "developed", "Confidence": 0.991, "X1": 0.40473, "Y1": 0.3322, "X2": 0.47705, "Y2": 0.332, "X3": 0.47427, "Y3": 0.3448, "X4": 0.40195, "Y4": 0.3458, "page": 0, "Index": 315}, {"Word": "resistance", "Confidence": 0.961, "X1": 0.53964, "Y1": 0.3322, "X2": 0.60501, "Y2": 0.332, "X3": 0.60501, "Y3": 0.3458, "X4": 0.53964, "Y4": 0.3448, "page": 0, "Index": 316}, {"Word": "hesced", "Confidence": 0.645, "X1": 0.60918, "Y1": 0.3322, "X2": 0.65647, "Y2": 0.332, "X3": 0.65647, "Y3": 0.3458, "X4": 0.60918, "Y4": 0.3458, "page": 0, "Index": 317}, {"Word": "evaporation", "Confidence": 0.67, "X1": 0.66064, "Y1": 0.3332, "X2": 0.74131, "Y2": 0.333, "X3": 0.74131, "Y3": 0.3458, "X4": 0.65925, "Y4": 0.3458, "page": 0, "Index": 318}, {"Word": "boats.", "Confidence": 0.753, "X1": 0.74548, "Y1": 0.3342, "X2": 0.79138, "Y2": 0.334, "X3": 0.78999, "Y3": 0.3458, "X4": 0.74409, "Y4": 0.3458, "page": 0, "Index": 319}, {"Word": "cover", "Confidence": 0.929, "X1": 0.12796, "Y1": 0.3472, "X2": 0.16551, "Y2": 0.347, "X3": 0.16551, "Y3": 0.3598, "X4": 0.12796, "Y4": 0.3598, "page": 0, "Index": 320}, {"Word": "almost", "Confidence": 0.982, "X1": 0.16829, "Y1": 0.3472, "X2": 0.21558, "Y2": 0.347, "X3": 0.21419, "Y3": 0.3598, "X4": 0.16829, "Y4": 0.3598, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.21836, "Y1": 0.3472, "X2": 0.242, "Y2": 0.347, "X3": 0.24061, "Y3": 0.3598, "X4": 0.21836, "Y4": 0.3598, "page": 0, "Index": 322}, {"Word": "whole", "Confidence": 0.991, "X1": 0.24478, "Y1": 0.3462, "X2": 0.28651, "Y2": 0.346, "X3": 0.28651, "Y3": 0.3598, "X4": 0.24478, "Y4": 0.3598, "page": 0, "Index": 323}, {"Word": "spectrum", "Confidence": 0.991, "X1": 0.29068, "Y1": 0.3462, "X2": 0.35188, "Y2": 0.346, "X3": 0.35049, "Y3": 0.3598, "X4": 0.28929, "Y4": 0.3598, "page": 0, "Index": 324}, {"Word": "of", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.3462, "X2": 0.37274, "Y2": 0.346, "X3": 0.37135, "Y3": 0.3598, "X4": 0.35744, "Y4": 0.3598, "page": 0, "Index": 325}, {"Word": "papers", "Confidence": 0.839, "X1": 0.37691, "Y1": 0.3472, "X2": 0.42281, "Y2": 0.347, "X3": 0.42003, "Y3": 0.3598, "X4": 0.37552, "Y4": 0.3598, "page": 0, "Index": 326}, {"Word": "available.", "Confidence": 0.219, "X1": 0.42559, "Y1": 0.3472, "X2": 0.49791, "Y2": 0.347, "X3": 0.49513, "Y3": 0.3598, "X4": 0.4242, "Y4": 0.3598, "page": 0, "Index": 327}, {"Word": "Modern", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.3602, "X2": 0.18081, "Y2": 0.36, "X3": 0.18081, "Y3": 0.3738, "X4": 0.12935, "Y4": 0.3738, "page": 0, "Index": 328}, {"Word": "metallisers", "Confidence": 0.992, "X1": 0.18359, "Y1": 0.3602, "X2": 0.2573, "Y2": 0.36, "X3": 0.25591, "Y3": 0.3738, "X4": 0.18359, "Y4": 0.3738, "page": 0, "Index": 329}, {"Word": "are", "Confidence": 0.998, "X1": 0.26147, "Y1": 0.3602, "X2": 0.28095, "Y2": 0.36, "X3": 0.28095, "Y3": 0.3738, "X4": 0.26008, "Y4": 0.3738, "page": 0, "Index": 330}, {"Word": "now", "Confidence": 0.998, "X1": 0.28512, "Y1": 0.3602, "X2": 0.31572, "Y2": 0.36, "X3": 0.31433, "Y3": 0.3738, "X4": 0.28373, "Y4": 0.3738, "page": 0, "Index": 331}, {"Word": "designed", "Confidence": 0.971, "X1": 0.31989, "Y1": 0.3602, "X2": 0.37969, "Y2": 0.36, "X3": 0.3783, "Y3": 0.3738, "X4": 0.3185, "Y4": 0.3738, "page": 0, "Index": 332}, {"Word": "at", "Confidence": 0.997, "X1": 0.38387, "Y1": 0.3602, "X2": 0.39638, "Y2": 0.36, "X3": 0.39499, "Y3": 0.3738, "X4": 0.38248, "Y4": 0.3738, "page": 0, "Index": 333}, {"Word": "web", "Confidence": 0.883, "X1": 0.40056, "Y1": 0.3602, "X2": 0.42976, "Y2": 0.36, "X3": 0.42837, "Y3": 0.3738, "X4": 0.39917, "Y4": 0.3738, "page": 0, "Index": 334}, {"Word": "widths", "Confidence": 0.997, "X1": 0.43255, "Y1": 0.3602, "X2": 0.47844, "Y2": 0.36, "X3": 0.47705, "Y3": 0.3738, "X4": 0.43115, "Y4": 0.3738, "page": 0, "Index": 335}, {"Word": "of", "Confidence": 0.998, "X1": 0.48261, "Y1": 0.3592, "X2": 0.5007, "Y2": 0.359, "X3": 0.4993, "Y3": 0.3738, "X4": 0.48122, "Y4": 0.3738, "page": 0, "Index": 336}, {"Word": "The", "Confidence": 0.994, "X1": 0.54103, "Y1": 0.3602, "X2": 0.56606, "Y2": 0.36, "X3": 0.56606, "Y3": 0.3738, "X4": 0.54103, "Y4": 0.3738, "page": 0, "Index": 337}, {"Word": "latter", "Confidence": 0.675, "X1": 0.57024, "Y1": 0.3602, "X2": 0.60779, "Y2": 0.36, "X3": 0.6064, "Y3": 0.3728, "X4": 0.56885, "Y4": 0.3738, "page": 0, "Index": 338}, {"Word": "two", "Confidence": 0.998, "X1": 0.61057, "Y1": 0.3602, "X2": 0.63839, "Y2": 0.36, "X3": 0.63839, "Y3": 0.3728, "X4": 0.61057, "Y4": 0.3728, "page": 0, "Index": 339}, {"Word": "systems", "Confidence": 0.994, "X1": 0.64256, "Y1": 0.3602, "X2": 0.69541, "Y2": 0.36, "X3": 0.69541, "Y3": 0.3728, "X4": 0.64256, "Y4": 0.3728, "page": 0, "Index": 340}, {"Word": "are", "Confidence": 0.998, "X1": 0.69958, "Y1": 0.3602, "X2": 0.72184, "Y2": 0.36, "X3": 0.72184, "Y3": 0.3728, "X4": 0.69958, "Y4": 0.3728, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.998, "X1": 0.72462, "Y1": 0.3602, "X2": 0.74826, "Y2": 0.36, "X3": 0.74826, "Y3": 0.3728, "X4": 0.72462, "Y4": 0.3728, "page": 0, "Index": 342}, {"Word": "more", "Confidence": 0.988, "X1": 0.75243, "Y1": 0.3612, "X2": 0.7872, "Y2": 0.361, "X3": 0.7872, "Y3": 0.3738, "X4": 0.75104, "Y4": 0.3728, "page": 0, "Index": 343}, {"Word": "common", "Confidence": 0.994, "X1": 0.79138, "Y1": 0.3612, "X2": 0.85257, "Y2": 0.361, "X3": 0.85257, "Y3": 0.3738, "X4": 0.78999, "Y4": 0.3738, "page": 0, "Index": 344}, {"Word": "types,", "Confidence": 0.93, "X1": 0.85675, "Y1": 0.3622, "X2": 0.90264, "Y2": 0.362, "X3": 0.90125, "Y3": 0.3748, "X4": 0.85675, "Y4": 0.3738, "page": 0, "Index": 345}, {"Word": "upwards", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.3742, "X2": 0.18498, "Y2": 0.374, "X3": 0.18498, "Y3": 0.3878, "X4": 0.12935, "Y4": 0.3888, "page": 0, "Index": 346}, {"Word": "of", "Confidence": 0.998, "X1": 0.18915, "Y1": 0.3742, "X2": 0.20445, "Y2": 0.374, "X3": 0.20584, "Y3": 0.3878, "X4": 0.18915, "Y4": 0.3878, "page": 0, "Index": 347}, {"Word": "2", "Confidence": 0.996, "X1": 0.20862, "Y1": 0.3742, "X2": 0.21697, "Y2": 0.374, "X3": 0.21836, "Y3": 0.3878, "X4": 0.20862, "Y4": 0.3878, "page": 0, "Index": 348}, {"Word": "m,", "Confidence": 0.84, "X1": 0.22114, "Y1": 0.3742, "X2": 0.24061, "Y2": 0.374, "X3": 0.24061, "Y3": 0.3878, "X4": 0.22114, "Y4": 0.3878, "page": 0, "Index": 349}, {"Word": "and", "Confidence": 0.998, "X1": 0.24339, "Y1": 0.3742, "X2": 0.26843, "Y2": 0.374, "X3": 0.26843, "Y3": 0.3878, "X4": 0.24339, "Y4": 0.3878, "page": 0, "Index": 350}, {"Word": "for", "Confidence": 0.998, "X1": 0.2726, "Y1": 0.3742, "X2": 0.29346, "Y2": 0.374, "X3": 0.29346, "Y3": 0.3868, "X4": 0.2726, "Y4": 0.3878, "page": 0, "Index": 351}, {"Word": "reel", "Confidence": 0.981, "X1": 0.29764, "Y1": 0.3742, "X2": 0.32406, "Y2": 0.374, "X3": 0.32406, "Y3": 0.3868, "X4": 0.29764, "Y4": 0.3868, "page": 0, "Index": 352}, {"Word": "diameters", "Confidence": 0.88, "X1": 0.32684, "Y1": 0.3742, "X2": 0.3936, "Y2": 0.374, "X3": 0.3936, "Y3": 0.3868, "X4": 0.32684, "Y4": 0.3868, "page": 0, "Index": 353}, {"Word": "in", "Confidence": 0.998, "X1": 0.39777, "Y1": 0.3742, "X2": 0.41168, "Y2": 0.374, "X3": 0.41029, "Y3": 0.3868, "X4": 0.39638, "Y4": 0.3868, "page": 0, "Index": 354}, {"Word": "excess", "Confidence": 0.991, "X1": 0.41446, "Y1": 0.3732, "X2": 0.45897, "Y2": 0.373, "X3": 0.45758, "Y3": 0.3868, "X4": 0.41446, "Y4": 0.3868, "page": 0, "Index": 355}, {"Word": "of", "Confidence": 0.998, "X1": 0.46314, "Y1": 0.3732, "X2": 0.48401, "Y2": 0.373, "X3": 0.48261, "Y3": 0.3868, "X4": 0.46175, "Y4": 0.3868, "page": 0, "Index": 356}, {"Word": "and", "Confidence": 0.998, "X1": 0.54242, "Y1": 0.3742, "X2": 0.56467, "Y2": 0.374, "X3": 0.56467, "Y3": 0.3868, "X4": 0.54242, "Y4": 0.3868, "page": 0, "Index": 357}, {"Word": "ultimate", "Confidence": 0.991, "X1": 0.56885, "Y1": 0.3742, "X2": 0.62587, "Y2": 0.374, "X3": 0.62587, "Y3": 0.3868, "X4": 0.56745, "Y4": 0.3868, "page": 0, "Index": 358}, {"Word": "selection", "Confidence": 0.97, "X1": 0.63004, "Y1": 0.3742, "X2": 0.69263, "Y2": 0.374, "X3": 0.69124, "Y3": 0.3858, "X4": 0.62865, "Y4": 0.3868, "page": 0, "Index": 359}, {"Word": "of", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.3742, "X2": 0.7121, "Y2": 0.374, "X3": 0.71071, "Y3": 0.3858, "X4": 0.69541, "Y4": 0.3858, "page": 0, "Index": 360}, {"Word": "the", "Confidence": 0.998, "X1": 0.71488, "Y1": 0.3742, "X2": 0.73853, "Y2": 0.374, "X3": 0.73713, "Y3": 0.3858, "X4": 0.71488, "Y4": 0.3858, "page": 0, "Index": 361}, {"Word": "evaporation", "Confidence": 0.665, "X1": 0.74131, "Y1": 0.3742, "X2": 0.82337, "Y2": 0.374, "X3": 0.82197, "Y3": 0.3868, "X4": 0.74131, "Y4": 0.3858, "page": 0, "Index": 362}, {"Word": "method", "Confidence": 0.994, "X1": 0.82754, "Y1": 0.3752, "X2": 0.88178, "Y2": 0.375, "X3": 0.88039, "Y3": 0.3868, "X4": 0.82615, "Y4": 0.3868, "page": 0, "Index": 363}, {"Word": "is", "Confidence": 0.941, "X1": 0.88456, "Y1": 0.3752, "X2": 0.90125, "Y2": 0.375, "X3": 0.89986, "Y3": 0.3868, "X4": 0.88456, "Y4": 0.3868, "page": 0, "Index": 364}, {"Word": "1", "Confidence": 0.994, "X1": 0.13074, "Y1": 0.3882, "X2": 0.13769, "Y2": 0.388, "X3": 0.13908, "Y3": 0.4008, "X4": 0.13213, "Y4": 0.4008, "page": 0, "Index": 365}, {"Word": "m", "Confidence": 0.996, "X1": 0.14047, "Y1": 0.3882, "X2": 0.1516, "Y2": 0.388, "X3": 0.1516, "Y3": 0.4008, "X4": 0.14186, "Y4": 0.4008, "page": 0, "Index": 366}, {"Word": "with", "Confidence": 0.981, "X1": 0.15716, "Y1": 0.3882, "X2": 0.19054, "Y2": 0.388, "X3": 0.19054, "Y3": 0.4008, "X4": 0.15855, "Y4": 0.4008, "page": 0, "Index": 367}, {"Word": "pumping", "Confidence": 0.996, "X1": 0.19471, "Y1": 0.3882, "X2": 0.25452, "Y2": 0.388, "X3": 0.25452, "Y3": 0.4008, "X4": 0.19471, "Y4": 0.4008, "page": 0, "Index": 368}, {"Word": "groups", "Confidence": 0.997, "X1": 0.2573, "Y1": 0.3882, "X2": 0.30459, "Y2": 0.388, "X3": 0.30459, "Y3": 0.4008, "X4": 0.2573, "Y4": 0.4008, "page": 0, "Index": 369}, {"Word": "to", "Confidence": 0.998, "X1": 0.30876, "Y1": 0.3882, "X2": 0.32406, "Y2": 0.388, "X3": 0.32267, "Y3": 0.4008, "X4": 0.30876, "Y4": 0.4008, "page": 0, "Index": 370}, {"Word": "handle", "Confidence": 0.979, "X1": 0.32684, "Y1": 0.3882, "X2": 0.37413, "Y2": 0.388, "X3": 0.37413, "Y3": 0.4008, "X4": 0.32684, "Y4": 0.4008, "page": 0, "Index": 371}, {"Word": "outgassing", "Confidence": 0.992, "X1": 0.3783, "Y1": 0.3882, "X2": 0.45202, "Y2": 0.388, "X3": 0.45063, "Y3": 0.4008, "X4": 0.37691, "Y4": 0.4008, "page": 0, "Index": 372}, {"Word": "often", "Confidence": 0.995, "X1": 0.54242, "Y1": 0.3882, "X2": 0.57719, "Y2": 0.388, "X3": 0.5758, "Y3": 0.4008, "X4": 0.54103, "Y4": 0.4008, "page": 0, "Index": 373}, {"Word": "dictated", "Confidence": 0.991, "X1": 0.58136, "Y1": 0.3882, "X2": 0.63839, "Y2": 0.388, "X3": 0.637, "Y3": 0.4008, "X4": 0.57997, "Y4": 0.4008, "page": 0, "Index": 374}, {"Word": "by", "Confidence": 0.998, "X1": 0.64117, "Y1": 0.3882, "X2": 0.66064, "Y2": 0.388, "X3": 0.65925, "Y3": 0.4008, "X4": 0.64117, "Y4": 0.4008, "page": 0, "Index": 375}, {"Word": "the", "Confidence": 0.998, "X1": 0.66342, "Y1": 0.3882, "X2": 0.68567, "Y2": 0.388, "X3": 0.68567, "Y3": 0.4008, "X4": 0.66342, "Y4": 0.4008, "page": 0, "Index": 376}, {"Word": "familiarity", "Confidence": 0.943, "X1": 0.68985, "Y1": 0.3882, "X2": 0.76356, "Y2": 0.388, "X3": 0.76217, "Y3": 0.4008, "X4": 0.68846, "Y4": 0.4008, "page": 0, "Index": 377}, {"Word": "with", "Confidence": 0.989, "X1": 0.76634, "Y1": 0.3882, "X2": 0.79833, "Y2": 0.388, "X3": 0.79833, "Y3": 0.4008, "X4": 0.76634, "Y4": 0.4008, "page": 0, "Index": 378}, {"Word": "either", "Confidence": 0.958, "X1": 0.8025, "Y1": 0.3882, "X2": 0.84284, "Y2": 0.388, "X3": 0.84284, "Y3": 0.4008, "X4": 0.80111, "Y4": 0.4008, "page": 0, "Index": 379}, {"Word": "method.", "Confidence": 0.991, "X1": 0.84701, "Y1": 0.3882, "X2": 0.90821, "Y2": 0.388, "X3": 0.90682, "Y3": 0.4008, "X4": 0.84562, "Y4": 0.4008, "page": 0, "Index": 380}, {"Word": "mediums.", "Confidence": 0.824, "X1": 0.12935, "Y1": 0.4022, "X2": 0.19471, "Y2": 0.402, "X3": 0.19471, "Y3": 0.4148, "X4": 0.12935, "Y4": 0.4158, "page": 0, "Index": 381}, {"Word": "Such", "Confidence": 0.988, "X1": 0.19889, "Y1": 0.4022, "X2": 0.23227, "Y2": 0.402, "X3": 0.23227, "Y3": 0.4148, "X4": 0.1975, "Y4": 0.4148, "page": 0, "Index": 382}, {"Word": "machines", "Confidence": 0.994, "X1": 0.23644, "Y1": 0.4022, "X2": 0.30042, "Y2": 0.402, "X3": 0.29903, "Y3": 0.4148, "X4": 0.23644, "Y4": 0.4148, "page": 0, "Index": 383}, {"Word": "are", "Confidence": 0.998, "X1": 0.30459, "Y1": 0.4022, "X2": 0.32545, "Y2": 0.402, "X3": 0.32406, "Y3": 0.4148, "X4": 0.3032, "Y4": 0.4148, "page": 0, "Index": 384}, {"Word": "obviously", "Confidence": 0.991, "X1": 0.32823, "Y1": 0.4012, "X2": 0.39638, "Y2": 0.401, "X3": 0.39499, "Y3": 0.4148, "X4": 0.32823, "Y4": 0.4148, "page": 0, "Index": 385}, {"Word": "designed", "Confidence": 0.994, "X1": 0.40056, "Y1": 0.4012, "X2": 0.46175, "Y2": 0.401, "X3": 0.45897, "Y3": 0.4158, "X4": 0.39917, "Y4": 0.4148, "page": 0, "Index": 386}, {"Word": "In", "Confidence": 0.991, "X1": 0.54103, "Y1": 0.4022, "X2": 0.55494, "Y2": 0.402, "X3": 0.55494, "Y3": 0.4148, "X4": 0.54103, "Y4": 0.4148, "page": 0, "Index": 387}, {"Word": "the", "Confidence": 0.998, "X1": 0.55772, "Y1": 0.4012, "X2": 0.58136, "Y2": 0.401, "X3": 0.58136, "Y3": 0.4148, "X4": 0.55772, "Y4": 0.4148, "page": 0, "Index": 388}, {"Word": "USA", "Confidence": 0.998, "X1": 0.58554, "Y1": 0.4012, "X2": 0.61752, "Y2": 0.401, "X3": 0.61752, "Y3": 0.4148, "X4": 0.58554, "Y4": 0.4148, "page": 0, "Index": 389}, {"Word": "there", "Confidence": 0.997, "X1": 0.6217, "Y1": 0.4012, "X2": 0.65786, "Y2": 0.401, "X3": 0.65647, "Y3": 0.4148, "X4": 0.6217, "Y4": 0.4148, "page": 0, "Index": 390}, {"Word": "is", "Confidence": 0.998, "X1": 0.66064, "Y1": 0.4012, "X2": 0.67316, "Y2": 0.401, "X3": 0.67177, "Y3": 0.4148, "X4": 0.66064, "Y4": 0.4148, "page": 0, "Index": 391}, {"Word": "more", "Confidence": 0.985, "X1": 0.67594, "Y1": 0.4012, "X2": 0.71349, "Y2": 0.401, "X3": 0.7121, "Y3": 0.4148, "X4": 0.67594, "Y4": 0.4148, "page": 0, "Index": 392}, {"Word": "of", "Confidence": 0.998, "X1": 0.71627, "Y1": 0.4012, "X2": 0.73296, "Y2": 0.401, "X3": 0.73296, "Y3": 0.4148, "X4": 0.71627, "Y4": 0.4148, "page": 0, "Index": 393}, {"Word": "a", "Confidence": 0.883, "X1": 0.73713, "Y1": 0.4012, "X2": 0.74548, "Y2": 0.401, "X3": 0.74409, "Y3": 0.4148, "X4": 0.73574, "Y4": 0.4148, "page": 0, "Index": 394}, {"Word": "tendency", "Confidence": 0.992, "X1": 0.74826, "Y1": 0.4022, "X2": 0.81224, "Y2": 0.402, "X3": 0.81085, "Y3": 0.4148, "X4": 0.74826, "Y4": 0.4148, "page": 0, "Index": 395}, {"Word": "to", "Confidence": 0.998, "X1": 0.81641, "Y1": 0.4022, "X2": 0.8331, "Y2": 0.402, "X3": 0.83171, "Y3": 0.4148, "X4": 0.81502, "Y4": 0.4148, "page": 0, "Index": 396}, {"Word": "advocate", "Confidence": 0.991, "X1": 0.83588, "Y1": 0.4032, "X2": 0.90125, "Y2": 0.403, "X3": 0.89986, "Y3": 0.4148, "X4": 0.83449, "Y4": 0.4148, "page": 0, "Index": 397}, {"Word": "and", "Confidence": 0.998, "X1": 0.12935, "Y1": 0.4172, "X2": 0.15299, "Y2": 0.417, "X3": 0.15299, "Y3": 0.4298, "X4": 0.12935, "Y4": 0.4298, "page": 0, "Index": 398}, {"Word": "constructed", "Confidence": 0.991, "X1": 0.15716, "Y1": 0.4162, "X2": 0.23922, "Y2": 0.416, "X3": 0.23783, "Y3": 0.4298, "X4": 0.15716, "Y4": 0.4298, "page": 0, "Index": 399}, {"Word": "for", "Confidence": 0.998, "X1": 0.242, "Y1": 0.4162, "X2": 0.26426, "Y2": 0.416, "X3": 0.26287, "Y3": 0.4298, "X4": 0.242, "Y4": 0.4298, "page": 0, "Index": 400}, {"Word": "the", "Confidence": 0.998, "X1": 0.26704, "Y1": 0.4162, "X2": 0.29068, "Y2": 0.416, "X3": 0.28929, "Y3": 0.4298, "X4": 0.26565, "Y4": 0.4298, "page": 0, "Index": 401}, {"Word": "primary", "Confidence": 0.995, "X1": 0.29346, "Y1": 0.4162, "X2": 0.3491, "Y2": 0.416, "X3": 0.34771, "Y3": 0.4298, "X4": 0.29207, "Y4": 0.4298, "page": 0, "Index": 402}, {"Word": "purpose", "Confidence": 0.942, "X1": 0.35327, "Y1": 0.4162, "X2": 0.40751, "Y2": 0.416, "X3": 0.40612, "Y3": 0.4298, "X4": 0.35049, "Y4": 0.4298, "page": 0, "Index": 403}, {"Word": "of", "Confidence": 0.998, "X1": 0.41168, "Y1": 0.4162, "X2": 0.43255, "Y2": 0.416, "X3": 0.42976, "Y3": 0.4298, "X4": 0.4089, "Y4": 0.4298, "page": 0, "Index": 404}, {"Word": "the", "Confidence": 0.998, "X1": 0.54242, "Y1": 0.4152, "X2": 0.56328, "Y2": 0.415, "X3": 0.56189, "Y3": 0.4288, "X4": 0.54103, "Y4": 0.4288, "page": 0, "Index": 405}, {"Word": "Induction", "Confidence": 0.964, "X1": 0.56606, "Y1": 0.4152, "X2": 0.63421, "Y2": 0.415, "X3": 0.63282, "Y3": 0.4288, "X4": 0.56467, "Y4": 0.4288, "page": 0, "Index": 406}, {"Word": "heated", "Confidence": 0.671, "X1": 0.637, "Y1": 0.4152, "X2": 0.68428, "Y2": 0.415, "X3": 0.68289, "Y3": 0.4288, "X4": 0.63561, "Y4": 0.4288, "page": 0, "Index": 407}, {"Word": "crucible;", "Confidence": 0.854, "X1": 0.68707, "Y1": 0.4162, "X2": 0.74687, "Y2": 0.416, "X3": 0.74548, "Y3": 0.4288, "X4": 0.68567, "Y4": 0.4288, "page": 0, "Index": 408}, {"Word": "within", "Confidence": 0.991, "X1": 0.75104, "Y1": 0.4162, "X2": 0.79833, "Y2": 0.416, "X3": 0.79694, "Y3": 0.4288, "X4": 0.74965, "Y4": 0.4288, "page": 0, "Index": 409}, {"Word": "Europe", "Confidence": 0.996, "X1": 0.8025, "Y1": 0.4162, "X2": 0.85118, "Y2": 0.416, "X3": 0.85118, "Y3": 0.4288, "X4": 0.80111, "Y4": 0.4288, "page": 0, "Index": 410}, {"Word": "the", "Confidence": 0.998, "X1": 0.85535, "Y1": 0.4162, "X2": 0.88317, "Y2": 0.416, "X3": 0.88178, "Y3": 0.4298, "X4": 0.85396, "Y4": 0.4288, "page": 0, "Index": 411}, {"Word": "metallising", "Confidence": 0.982, "X1": 0.12935, "Y1": 0.4312, "X2": 0.20167, "Y2": 0.431, "X3": 0.20167, "Y3": 0.4438, "X4": 0.12935, "Y4": 0.4448, "page": 0, "Index": 412}, {"Word": "papers", "Confidence": 0.997, "X1": 0.20584, "Y1": 0.4302, "X2": 0.25035, "Y2": 0.43, "X3": 0.24896, "Y3": 0.4438, "X4": 0.20445, "Y4": 0.4438, "page": 0, "Index": 413}, {"Word": "in", "Confidence": 0.998, "X1": 0.25313, "Y1": 0.4302, "X2": 0.26843, "Y2": 0.43, "X3": 0.26843, "Y3": 0.4438, "X4": 0.25313, "Y4": 0.4438, "page": 0, "Index": 414}, {"Word": "a", "Confidence": 0.994, "X1": 0.2726, "Y1": 0.4302, "X2": 0.27955, "Y2": 0.43, "X3": 0.27816, "Y3": 0.4438, "X4": 0.2726, "Y4": 0.4438, "page": 0, "Index": 415}, {"Word": "mill", "Confidence": 0.982, "X1": 0.28234, "Y1": 0.4302, "X2": 0.31015, "Y2": 0.43, "X3": 0.31015, "Y3": 0.4438, "X4": 0.28234, "Y4": 0.4438, "page": 0, "Index": 416}, {"Word": "reel", "Confidence": 0.986, "X1": 0.31433, "Y1": 0.4302, "X2": 0.33936, "Y2": 0.43, "X3": 0.33936, "Y3": 0.4438, "X4": 0.31433, "Y4": 0.4438, "page": 0, "Index": 417}, {"Word": "size", "Confidence": 0.886, "X1": 0.34353, "Y1": 0.4302, "X2": 0.36857, "Y2": 0.43, "X3": 0.36857, "Y3": 0.4438, "X4": 0.34353, "Y4": 0.4438, "page": 0, "Index": 418}, {"Word": "and", "Confidence": 0.998, "X1": 0.37274, "Y1": 0.4302, "X2": 0.39777, "Y2": 0.43, "X3": 0.39777, "Y3": 0.4438, "X4": 0.37274, "Y4": 0.4438, "page": 0, "Index": 419}, {"Word": "so", "Confidence": 0.997, "X1": 0.40195, "Y1": 0.4302, "X2": 0.41725, "Y2": 0.43, "X3": 0.41586, "Y3": 0.4428, "X4": 0.40195, "Y4": 0.4438, "page": 0, "Index": 420}, {"Word": "the", "Confidence": 0.998, "X1": 0.42142, "Y1": 0.4302, "X2": 0.44506, "Y2": 0.43, "X3": 0.44506, "Y3": 0.4428, "X4": 0.42003, "Y4": 0.4428, "page": 0, "Index": 421}, {"Word": "full", "Confidence": 0.964, "X1": 0.44924, "Y1": 0.4302, "X2": 0.47427, "Y2": 0.43, "X3": 0.47427, "Y3": 0.4428, "X4": 0.44784, "Y4": 0.4428, "page": 0, "Index": 422}, {"Word": "resistance", "Confidence": 0.964, "X1": 0.54103, "Y1": 0.4292, "X2": 0.60362, "Y2": 0.429, "X3": 0.60362, "Y3": 0.4428, "X4": 0.53964, "Y4": 0.4428, "page": 0, "Index": 423}, {"Word": "heated", "Confidence": 0.991, "X1": 0.60779, "Y1": 0.4292, "X2": 0.65229, "Y2": 0.429, "X3": 0.65229, "Y3": 0.4428, "X4": 0.6064, "Y4": 0.4428, "page": 0, "Index": 424}, {"Word": "evaporation", "Confidence": 0.955, "X1": 0.65647, "Y1": 0.4292, "X2": 0.73713, "Y2": 0.429, "X3": 0.73574, "Y3": 0.4438, "X4": 0.65647, "Y4": 0.4428, "page": 0, "Index": 425}, {"Word": "boat", "Confidence": 0.983, "X1": 0.73992, "Y1": 0.4292, "X2": 0.77191, "Y2": 0.429, "X3": 0.77051, "Y3": 0.4438, "X4": 0.73992, "Y4": 0.4438, "page": 0, "Index": 426}, {"Word": "seems", "Confidence": 0.997, "X1": 0.77608, "Y1": 0.4292, "X2": 0.81363, "Y2": 0.429, "X3": 0.81363, "Y3": 0.4438, "X4": 0.77469, "Y4": 0.4438, "page": 0, "Index": 427}, {"Word": "to", "Confidence": 0.998, "X1": 0.8178, "Y1": 0.4292, "X2": 0.83032, "Y2": 0.429, "X3": 0.83032, "Y3": 0.4438, "X4": 0.81641, "Y4": 0.4438, "page": 0, "Index": 428}, {"Word": "be", "Confidence": 0.994, "X1": 0.83449, "Y1": 0.4292, "X2": 0.85118, "Y2": 0.429, "X3": 0.84979, "Y3": 0.4438, "X4": 0.8331, "Y4": 0.4438, "page": 0, "Index": 429}, {"Word": "preferred.", "Confidence": 0.959, "X1": 0.85535, "Y1": 0.4292, "X2": 0.9249, "Y2": 0.429, "X3": 0.9249, "Y3": 0.4438, "X4": 0.85396, "Y4": 0.4438, "page": 0, "Index": 430}, {"Word": "circle", "Confidence": 0.644, "X1": 0.12935, "Y1": 0.4452, "X2": 0.16412, "Y2": 0.445, "X3": 0.16412, "Y3": 0.4578, "X4": 0.12935, "Y4": 0.4578, "page": 0, "Index": 431}, {"Word": "is", "Confidence": 0.994, "X1": 0.16829, "Y1": 0.4452, "X2": 0.18081, "Y2": 0.445, "X3": 0.18081, "Y3": 0.4578, "X4": 0.16829, "Y4": 0.4578, "page": 0, "Index": 432}, {"Word": "made,", "Confidence": 0.881, "X1": 0.18359, "Y1": 0.4442, "X2": 0.22531, "Y2": 0.444, "X3": 0.22531, "Y3": 0.4578, "X4": 0.18359, "Y4": 0.4578, "page": 0, "Index": 433}, {"Word": "whereby", "Confidence": 0.808, "X1": 0.22809, "Y1": 0.4442, "X2": 0.28929, "Y2": 0.444, "X3": 0.28929, "Y3": 0.4578, "X4": 0.22809, "Y4": 0.4578, "page": 0, "Index": 434}, {"Word": "papers", "Confidence": 0.991, "X1": 0.29207, "Y1": 0.4442, "X2": 0.33797, "Y2": 0.444, "X3": 0.33658, "Y3": 0.4568, "X4": 0.29207, "Y4": 0.4578, "page": 0, "Index": 435}, {"Word": "are", "Confidence": 0.98, "X1": 0.34075, "Y1": 0.4442, "X2": 0.36161, "Y2": 0.444, "X3": 0.36022, "Y3": 0.4568, "X4": 0.34075, "Y4": 0.4568, "page": 0, "Index": 436}, {"Word": "again", "Confidence": 0.789, "X1": 0.36579, "Y1": 0.4442, "X2": 0.40195, "Y2": 0.444, "X3": 0.40056, "Y3": 0.4568, "X4": 0.36439, "Y4": 0.4568, "page": 0, "Index": 437}, {"Word": "of", "Confidence": 0.998, "X1": 0.40473, "Y1": 0.4442, "X2": 0.42003, "Y2": 0.444, "X3": 0.42003, "Y3": 0.4568, "X4": 0.40473, "Y4": 0.4568, "page": 0, "Index": 438}, {"Word": "such", "Confidence": 0.991, "X1": 0.4242, "Y1": 0.4442, "X2": 0.45897, "Y2": 0.444, "X3": 0.45758, "Y3": 0.4568, "X4": 0.4242, "Y4": 0.4568, "page": 0, "Index": 439}, {"Word": "significance", "Confidence": 0.901, "X1": 0.12796, "Y1": 0.4582, "X2": 0.20862, "Y2": 0.458, "X3": 0.20723, "Y3": 0.4708, "X4": 0.12796, "Y4": 0.4718, "page": 0, "Index": 440}, {"Word": "that", "Confidence": 0.991, "X1": 0.2114, "Y1": 0.4582, "X2": 0.24061, "Y2": 0.458, "X3": 0.24061, "Y3": 0.4708, "X4": 0.2114, "Y4": 0.4708, "page": 0, "Index": 441}, {"Word": "they", "Confidence": 0.988, "X1": 0.24478, "Y1": 0.4582, "X2": 0.27538, "Y2": 0.458, "X3": 0.27538, "Y3": 0.4708, "X4": 0.24478, "Y4": 0.4708, "page": 0, "Index": 442}, {"Word": "strongly", "Confidence": 0.993, "X1": 0.27955, "Y1": 0.4582, "X2": 0.33519, "Y2": 0.458, "X3": 0.3338, "Y3": 0.4708, "X4": 0.27816, "Y4": 0.4708, "page": 0, "Index": 443}, {"Word": "influence", "Confidence": 0.922, "X1": 0.33797, "Y1": 0.4582, "X2": 0.40334, "Y2": 0.458, "X3": 0.40195, "Y3": 0.4708, "X4": 0.33797, "Y4": 0.4708, "page": 0, "Index": 444}, {"Word": "equipment", "Confidence": 0.942, "X1": 0.40612, "Y1": 0.4592, "X2": 0.4854, "Y2": 0.459, "X3": 0.4854, "Y3": 0.4718, "X4": 0.40612, "Y4": 0.4708, "page": 0, "Index": 445}, {"Word": "The", "Confidence": 0.997, "X1": 0.54381, "Y1": 0.4552, "X2": 0.56606, "Y2": 0.455, "X3": 0.56467, "Y3": 0.4688, "X4": 0.54242, "Y4": 0.4688, "page": 0, "Index": 446}, {"Word": "evaporation", "Confidence": 0.607, "X1": 0.57024, "Y1": 0.4552, "X2": 0.6509, "Y2": 0.455, "X3": 0.6509, "Y3": 0.4688, "X4": 0.56885, "Y4": 0.4688, "page": 0, "Index": 447}, {"Word": "boat", "Confidence": 0.981, "X1": 0.65508, "Y1": 0.4542, "X2": 0.68707, "Y2": 0.454, "X3": 0.68707, "Y3": 0.4688, "X4": 0.65508, "Y4": 0.4688, "page": 0, "Index": 448}, {"Word": "method", "Confidence": 0.993, "X1": 0.69124, "Y1": 0.4542, "X2": 0.74548, "Y2": 0.454, "X3": 0.74409, "Y3": 0.4688, "X4": 0.69124, "Y4": 0.4688, "page": 0, "Index": 449}, {"Word": "Involves", "Confidence": 0.642, "X1": 0.74965, "Y1": 0.4542, "X2": 0.80389, "Y2": 0.454, "X3": 0.80389, "Y3": 0.4688, "X4": 0.74826, "Y4": 0.4688, "page": 0, "Index": 450}, {"Word": "the", "Confidence": 0.998, "X1": 0.80807, "Y1": 0.4542, "X2": 0.8331, "Y2": 0.454, "X3": 0.83171, "Y3": 0.4688, "X4": 0.80807, "Y4": 0.4688, "page": 0, "Index": 451}, {"Word": "feeding", "Confidence": 0.995, "X1": 0.83727, "Y1": 0.4532, "X2": 0.88595, "Y2": 0.453, "X3": 0.88456, "Y3": 0.4688, "X4": 0.83588, "Y4": 0.4688, "page": 0, "Index": 452}, {"Word": "of", "Confidence": 0.995, "X1": 0.89013, "Y1": 0.4532, "X2": 0.9096, "Y2": 0.453, "X3": 0.90821, "Y3": 0.4688, "X4": 0.88873, "Y4": 0.4688, "page": 0, "Index": 453}, {"Word": "design", "Confidence": 0.991, "X1": 0.12935, "Y1": 0.4722, "X2": 0.17246, "Y2": 0.472, "X3": 0.17246, "Y3": 0.4858, "X4": 0.12796, "Y4": 0.4858, "page": 0, "Index": 454}, {"Word": "and", "Confidence": 0.955, "X1": 0.17663, "Y1": 0.4722, "X2": 0.20167, "Y2": 0.472, "X3": 0.20028, "Y3": 0.4848, "X4": 0.17524, "Y4": 0.4858, "page": 0, "Index": 455}, {"Word": "development.", "Confidence": 0.604, "X1": 0.20445, "Y1": 0.4732, "X2": 0.3032, "Y2": 0.473, "X3": 0.30181, "Y3": 0.4848, "X4": 0.20445, "Y4": 0.4848, "page": 0, "Index": 456}, {"Word": "very", "Confidence": 0.981, "X1": 0.54242, "Y1": 0.4692, "X2": 0.57024, "Y2": 0.469, "X3": 0.57024, "Y3": 0.4828, "X4": 0.54103, "Y4": 0.4828, "page": 0, "Index": 457}, {"Word": "high", "Confidence": 0.991, "X1": 0.57441, "Y1": 0.4692, "X2": 0.60501, "Y2": 0.469, "X3": 0.60362, "Y3": 0.4818, "X4": 0.57302, "Y4": 0.4828, "page": 0, "Index": 458}, {"Word": "purity", "Confidence": 0.994, "X1": 0.60779, "Y1": 0.4692, "X2": 0.65229, "Y2": 0.469, "X3": 0.65229, "Y3": 0.4818, "X4": 0.60779, "Y4": 0.4818, "page": 0, "Index": 459}, {"Word": "aluminium", "Confidence": 0.768, "X1": 0.65647, "Y1": 0.4692, "X2": 0.72879, "Y2": 0.469, "X3": 0.7274, "Y3": 0.4818, "X4": 0.65508, "Y4": 0.4818, "page": 0, "Index": 460}, {"Word": "wire", "Confidence": 0.991, "X1": 0.73435, "Y1": 0.4692, "X2": 0.76634, "Y2": 0.469, "X3": 0.76495, "Y3": 0.4818, "X4": 0.73296, "Y4": 0.4818, "page": 0, "Index": 461}, {"Word": "onto", "Confidence": 0.988, "X1": 0.76912, "Y1": 0.4692, "X2": 0.8025, "Y2": 0.469, "X3": 0.80111, "Y3": 0.4818, "X4": 0.76912, "Y4": 0.4818, "page": 0, "Index": 462}, {"Word": "specially", "Confidence": 0.991, "X1": 0.80529, "Y1": 0.4702, "X2": 0.86648, "Y2": 0.47, "X3": 0.86648, "Y3": 0.4818, "X4": 0.80529, "Y4": 0.4818, "page": 0, "Index": 463}, {"Word": "compounded", "Confidence": 0.991, "X1": 0.54103, "Y1": 0.4832, "X2": 0.63143, "Y2": 0.483, "X3": 0.63004, "Y3": 0.4958, "X4": 0.54103, "Y4": 0.4958, "page": 0, "Index": 464}, {"Word": "machine", "Confidence": 0.996, "X1": 0.63421, "Y1": 0.4832, "X2": 0.69263, "Y2": 0.483, "X3": 0.69263, "Y3": 0.4958, "X4": 0.63421, "Y4": 0.4958, "page": 0, "Index": 465}, {"Word": "bars", "Confidence": 0.652, "X1": 0.6968, "Y1": 0.4832, "X2": 0.72601, "Y2": 0.483, "X3": 0.72462, "Y3": 0.4958, "X4": 0.69541, "Y4": 0.4958, "page": 0, "Index": 466}, {"Word": "of", "Confidence": 0.998, "X1": 0.72879, "Y1": 0.4832, "X2": 0.74548, "Y2": 0.483, "X3": 0.74548, "Y3": 0.4948, "X4": 0.72879, "Y4": 0.4948, "page": 0, "Index": 467}, {"Word": "intermetallic", "Confidence": 0.908, "X1": 0.74826, "Y1": 0.4832, "X2": 0.83866, "Y2": 0.483, "X3": 0.83866, "Y3": 0.4948, "X4": 0.74826, "Y4": 0.4948, "page": 0, "Index": 468}, {"Word": "compound", "Confidence": 0.993, "X1": 0.54103, "Y1": 0.4972, "X2": 0.61613, "Y2": 0.497, "X3": 0.61474, "Y3": 0.5098, "X4": 0.54103, "Y4": 0.5088, "page": 0, "Index": 469}, {"Word": "of", "Confidence": 0.998, "X1": 0.61892, "Y1": 0.4972, "X2": 0.63421, "Y2": 0.497, "X3": 0.63282, "Y3": 0.5098, "X4": 0.61892, "Y4": 0.5098, "page": 0, "Index": 470}, {"Word": "a", "Confidence": 0.801, "X1": 0.637, "Y1": 0.4972, "X2": 0.64534, "Y2": 0.497, "X3": 0.64534, "Y3": 0.5098, "X4": 0.637, "Y4": 0.5098, "page": 0, "Index": 471}, {"Word": "known", "Confidence": 0.994, "X1": 0.64951, "Y1": 0.4972, "X2": 0.69819, "Y2": 0.497, "X3": 0.6968, "Y3": 0.5098, "X4": 0.64812, "Y4": 0.5098, "page": 0, "Index": 472}, {"Word": "resistivity,", "Confidence": 0.882, "X1": 0.70236, "Y1": 0.4972, "X2": 0.7733, "Y2": 0.497, "X3": 0.77191, "Y3": 0.5098, "X4": 0.70097, "Y4": 0.5098, "page": 0, "Index": 473}, {"Word": "such", "Confidence": 0.985, "X1": 0.77747, "Y1": 0.4972, "X2": 0.80807, "Y2": 0.497, "X3": 0.80807, "Y3": 0.5098, "X4": 0.77608, "Y4": 0.5098, "page": 0, "Index": 474}, {"Word": "bars", "Confidence": 0.986, "X1": 0.81224, "Y1": 0.4972, "X2": 0.84145, "Y2": 0.497, "X3": 0.84006, "Y3": 0.5098, "X4": 0.81085, "Y4": 0.5098, "page": 0, "Index": 475}, {"Word": "being", "Confidence": 0.995, "X1": 0.84562, "Y1": 0.4962, "X2": 0.88734, "Y2": 0.496, "X3": 0.88595, "Y3": 0.5098, "X4": 0.84423, "Y4": 0.5098, "page": 0, "Index": 476}, {"Word": "2", "Confidence": 0.994, "X1": 0.13074, "Y1": 0.5122, "X2": 0.14047, "Y2": 0.512, "X3": 0.14186, "Y3": 0.5258, "X4": 0.13074, "Y4": 0.5258, "page": 0, "Index": 477}, {"Word": "The", "Confidence": 0.992, "X1": 0.14743, "Y1": 0.5122, "X2": 0.17385, "Y2": 0.512, "X3": 0.17385, "Y3": 0.5258, "X4": 0.14743, "Y4": 0.5258, "page": 0, "Index": 478}, {"Word": "metallising", "Confidence": 0.671, "X1": 0.17803, "Y1": 0.5132, "X2": 0.25313, "Y2": 0.513, "X3": 0.25174, "Y3": 0.5258, "X4": 0.17803, "Y4": 0.5258, "page": 0, "Index": 479}, {"Word": "process", "Confidence": 0.658, "X1": 0.25591, "Y1": 0.5142, "X2": 0.31154, "Y2": 0.514, "X3": 0.31015, "Y3": 0.5258, "X4": 0.25591, "Y4": 0.5258, "page": 0, "Index": 480}, {"Word": "electrically", "Confidence": 0.743, "X1": 0.54242, "Y1": 0.5102, "X2": 0.61613, "Y2": 0.51, "X3": 0.61613, "Y3": 0.5228, "X4": 0.54242, "Y4": 0.5228, "page": 0, "Index": 481}, {"Word": "heated", "Confidence": 0.857, "X1": 0.62031, "Y1": 0.5102, "X2": 0.66759, "Y2": 0.51, "X3": 0.66759, "Y3": 0.5228, "X4": 0.62031, "Y4": 0.5228, "page": 0, "Index": 482}, {"Word": "by", "Confidence": 0.998, "X1": 0.67038, "Y1": 0.5102, "X2": 0.68985, "Y2": 0.51, "X3": 0.68846, "Y3": 0.5228, "X4": 0.67038, "Y4": 0.5228, "page": 0, "Index": 483}, {"Word": "a", "Confidence": 0.994, "X1": 0.69263, "Y1": 0.5102, "X2": 0.70097, "Y2": 0.51, "X3": 0.70097, "Y3": 0.5228, "X4": 0.69263, "Y4": 0.5228, "page": 0, "Index": 484}, {"Word": "controlled", "Confidence": 0.878, "X1": 0.70376, "Y1": 0.5102, "X2": 0.77608, "Y2": 0.51, "X3": 0.77608, "Y3": 0.5228, "X4": 0.70376, "Y4": 0.5228, "page": 0, "Index": 485}, {"Word": "low", "Confidence": 0.997, "X1": 0.77886, "Y1": 0.5102, "X2": 0.80529, "Y2": 0.51, "X3": 0.80389, "Y3": 0.5228, "X4": 0.77886, "Y4": 0.5228, "page": 0, "Index": 486}, {"Word": "voltage", "Confidence": 0.924, "X1": 0.80946, "Y1": 0.5102, "X2": 0.86092, "Y2": 0.51, "X3": 0.85953, "Y3": 0.5228, "X4": 0.80946, "Y4": 0.5228, "page": 0, "Index": 487}, {"Word": "supply", "Confidence": 0.996, "X1": 0.8637, "Y1": 0.5112, "X2": 0.91099, "Y2": 0.511, "X3": 0.91099, "Y3": 0.5228, "X4": 0.8637, "Y4": 0.5228, "page": 0, "Index": 488}, {"Word": "and", "Confidence": 0.998, "X1": 0.54242, "Y1": 0.5232, "X2": 0.56745, "Y2": 0.523, "X3": 0.56606, "Y3": 0.5368, "X4": 0.54103, "Y4": 0.5368, "page": 0, "Index": 489}, {"Word": "placed", "Confidence": 0.941, "X1": 0.57024, "Y1": 0.5242, "X2": 0.61613, "Y2": 0.524, "X3": 0.61474, "Y3": 0.5368, "X4": 0.56885, "Y4": 0.5368, "page": 0, "Index": 490}, {"Word": "at", "Confidence": 0.998, "X1": 0.61892, "Y1": 0.5242, "X2": 0.63282, "Y2": 0.524, "X3": 0.63143, "Y3": 0.5368, "X4": 0.61892, "Y4": 0.5368, "page": 0, "Index": 491}, {"Word": "regular", "Confidence": 0.901, "X1": 0.637, "Y1": 0.5242, "X2": 0.68428, "Y2": 0.524, "X3": 0.68289, "Y3": 0.5368, "X4": 0.63561, "Y4": 0.5368, "page": 0, "Index": 492}, {"Word": "intervals", "Confidence": 0.951, "X1": 0.68846, "Y1": 0.5242, "X2": 0.74826, "Y2": 0.524, "X3": 0.74687, "Y3": 0.5358, "X4": 0.68707, "Y4": 0.5368, "page": 0, "Index": 493}, {"Word": "across", "Confidence": 0.993, "X1": 0.75104, "Y1": 0.5242, "X2": 0.79416, "Y2": 0.524, "X3": 0.79277, "Y3": 0.5358, "X4": 0.74965, "Y4": 0.5358, "page": 0, "Index": 494}, {"Word": "the", "Confidence": 0.998, "X1": 0.79694, "Y1": 0.5242, "X2": 0.81919, "Y2": 0.524, "X3": 0.8178, "Y3": 0.5358, "X4": 0.79555, "Y4": 0.5358, "page": 0, "Index": 495}, {"Word": "machine", "Confidence": 0.991, "X1": 0.82337, "Y1": 0.5242, "X2": 0.88456, "Y2": 0.524, "X3": 0.88317, "Y3": 0.5358, "X4": 0.82197, "Y4": 0.5358, "page": 0, "Index": 496}, {"Word": "Vacuum", "Confidence": 0.623, "X1": 0.13074, "Y1": 0.5402, "X2": 0.18359, "Y2": 0.54, "X3": 0.18359, "Y3": 0.5528, "X4": 0.13074, "Y4": 0.5528, "page": 0, "Index": 497}, {"Word": "metallising", "Confidence": 0.885, "X1": 0.19054, "Y1": 0.5402, "X2": 0.26565, "Y2": 0.54, "X3": 0.26426, "Y3": 0.5528, "X4": 0.19054, "Y4": 0.5528, "page": 0, "Index": 498}, {"Word": "was", "Confidence": 0.955, "X1": 0.26843, "Y1": 0.5402, "X2": 0.29485, "Y2": 0.54, "X3": 0.29485, "Y3": 0.5528, "X4": 0.26843, "Y4": 0.5528, "page": 0, "Index": 499}, {"Word": "one", "Confidence": 0.998, "X1": 0.29764, "Y1": 0.5412, "X2": 0.32406, "Y2": 0.541, "X3": 0.32267, "Y3": 0.5528, "X4": 0.29764, "Y4": 0.5528, "page": 0, "Index": 500}, {"Word": "of", "Confidence": 0.998, "X1": 0.32684, "Y1": 0.5412, "X2": 0.34353, "Y2": 0.541, "X3": 0.34214, "Y3": 0.5528, "X4": 0.32684, "Y4": 0.5528, "page": 0, "Index": 501}, {"Word": "the", "Confidence": 0.998, "X1": 0.34631, "Y1": 0.5412, "X2": 0.36996, "Y2": 0.541, "X3": 0.36996, "Y3": 0.5528, "X4": 0.34631, "Y4": 0.5528, "page": 0, "Index": 502}, {"Word": "first", "Confidence": 0.994, "X1": 0.37413, "Y1": 0.5412, "X2": 0.40195, "Y2": 0.541, "X3": 0.40056, "Y3": 0.5528, "X4": 0.37413, "Y4": 0.5528, "page": 0, "Index": 503}, {"Word": "vacuum", "Confidence": 0.9, "X1": 0.40473, "Y1": 0.5412, "X2": 0.45619, "Y2": 0.541, "X3": 0.45619, "Y3": 0.5538, "X4": 0.40473, "Y4": 0.5528, "page": 0, "Index": 504}, {"Word": "directly", "Confidence": 0.749, "X1": 0.54242, "Y1": 0.5372, "X2": 0.59388, "Y2": 0.537, "X3": 0.59388, "Y3": 0.5498, "X4": 0.54242, "Y4": 0.5508, "page": 0, "Index": 505}, {"Word": "underneath", "Confidence": 0.955, "X1": 0.59805, "Y1": 0.5372, "X2": 0.67733, "Y2": 0.537, "X3": 0.67733, "Y3": 0.5498, "X4": 0.59666, "Y4": 0.5498, "page": 0, "Index": 506}, {"Word": "the", "Confidence": 0.957, "X1": 0.68011, "Y1": 0.5372, "X2": 0.70376, "Y2": 0.537, "X3": 0.70236, "Y3": 0.5498, "X4": 0.68011, "Y4": 0.5498, "page": 0, "Index": 507}, {"Word": "chilled", "Confidence": 0.993, "X1": 0.70654, "Y1": 0.5372, "X2": 0.75382, "Y2": 0.537, "X3": 0.75382, "Y3": 0.5498, "X4": 0.70654, "Y4": 0.5498, "page": 0, "Index": 508}, {"Word": "roller.", "Confidence": 0.943, "X1": 0.758, "Y1": 0.5382, "X2": 0.80389, "Y2": 0.538, "X3": 0.80389, "Y3": 0.5498, "X4": 0.75661, "Y4": 0.5498, "page": 0, "Index": 509}, {"Word": "metallurgical", "Confidence": 0.834, "X1": 0.12935, "Y1": 0.5542, "X2": 0.21975, "Y2": 0.554, "X3": 0.21975, "Y3": 0.5658, "X4": 0.12935, "Y4": 0.5658, "page": 0, "Index": 510}, {"Word": "processes", "Confidence": 0.881, "X1": 0.22253, "Y1": 0.5542, "X2": 0.28651, "Y2": 0.554, "X3": 0.28651, "Y3": 0.5658, "X4": 0.22253, "Y4": 0.5658, "page": 0, "Index": 511}, {"Word": "to", "Confidence": 0.998, "X1": 0.28929, "Y1": 0.5542, "X2": 0.30598, "Y2": 0.554, "X3": 0.30598, "Y3": 0.5658, "X4": 0.28929, "Y4": 0.5658, "page": 0, "Index": 512}, {"Word": "be", "Confidence": 0.995, "X1": 0.30876, "Y1": 0.5542, "X2": 0.32545, "Y2": 0.554, "X3": 0.32545, "Y3": 0.5658, "X4": 0.30876, "Y4": 0.5658, "page": 0, "Index": 513}, {"Word": "made", "Confidence": 0.971, "X1": 0.32823, "Y1": 0.5542, "X2": 0.36579, "Y2": 0.554, "X3": 0.36579, "Y3": 0.5658, "X4": 0.32823, "Y4": 0.5658, "page": 0, "Index": 514}, {"Word": "commercially", "Confidence": 0.991, "X1": 0.36996, "Y1": 0.5532, "X2": 0.46453, "Y2": 0.553, "X3": 0.46592, "Y3": 0.5658, "X4": 0.36996, "Y4": 0.5658, "page": 0, "Index": 515}, {"Word": "The", "Confidence": 0.996, "X1": 0.54381, "Y1": 0.5612, "X2": 0.56745, "Y2": 0.561, "X3": 0.56745, "Y3": 0.5748, "X4": 0.54381, "Y4": 0.5748, "page": 0, "Index": 516}, {"Word": "induction", "Confidence": 0.98, "X1": 0.57163, "Y1": 0.5612, "X2": 0.63839, "Y2": 0.561, "X3": 0.637, "Y3": 0.5748, "X4": 0.57163, "Y4": 0.5748, "page": 0, "Index": 517}, {"Word": "heated", "Confidence": 0.948, "X1": 0.64256, "Y1": 0.5622, "X2": 0.68985, "Y2": 0.562, "X3": 0.68985, "Y3": 0.5748, "X4": 0.64117, "Y4": 0.5748, "page": 0, "Index": 518}, {"Word": "system", "Confidence": 0.953, "X1": 0.69402, "Y1": 0.5622, "X2": 0.73853, "Y2": 0.562, "X3": 0.73853, "Y3": 0.5748, "X4": 0.69263, "Y4": 0.5748, "page": 0, "Index": 519}, {"Word": "involves", "Confidence": 0.981, "X1": 0.74409, "Y1": 0.5622, "X2": 0.80111, "Y2": 0.562, "X3": 0.79972, "Y3": 0.5748, "X4": 0.74409, "Y4": 0.5748, "page": 0, "Index": 520}, {"Word": "the", "Confidence": 0.997, "X1": 0.80529, "Y1": 0.5622, "X2": 0.82754, "Y2": 0.562, "X3": 0.82615, "Y3": 0.5748, "X4": 0.80389, "Y4": 0.5748, "page": 0, "Index": 521}, {"Word": "heating", "Confidence": 0.611, "X1": 0.83032, "Y1": 0.5622, "X2": 0.88317, "Y2": 0.562, "X3": 0.88178, "Y3": 0.5748, "X4": 0.82893, "Y4": 0.5748, "page": 0, "Index": 522}, {"Word": "of", "Confidence": 0.998, "X1": 0.88734, "Y1": 0.5622, "X2": 0.90682, "Y2": 0.562, "X3": 0.90542, "Y3": 0.5758, "X4": 0.88595, "Y4": 0.5748, "page": 0, "Index": 523}, {"Word": "viable,", "Confidence": 0.886, "X1": 0.12935, "Y1": 0.5662, "X2": 0.17385, "Y2": 0.566, "X3": 0.17385, "Y3": 0.5788, "X4": 0.12935, "Y4": 0.5788, "page": 0, "Index": 524}, {"Word": "and", "Confidence": 0.958, "X1": 0.17803, "Y1": 0.5662, "X2": 0.20445, "Y2": 0.566, "X3": 0.20445, "Y3": 0.5788, "X4": 0.17803, "Y4": 0.5788, "page": 0, "Index": 525}, {"Word": "basically", "Confidence": 0.955, "X1": 0.20723, "Y1": 0.5662, "X2": 0.26565, "Y2": 0.566, "X3": 0.26704, "Y3": 0.5788, "X4": 0.20723, "Y4": 0.5788, "page": 0, "Index": 526}, {"Word": "involves", "Confidence": 0.991, "X1": 0.26982, "Y1": 0.5672, "X2": 0.32684, "Y2": 0.567, "X3": 0.32684, "Y3": 0.5788, "X4": 0.26982, "Y4": 0.5788, "page": 0, "Index": 527}, {"Word": "the", "Confidence": 0.991, "X1": 0.32962, "Y1": 0.5672, "X2": 0.35188, "Y2": 0.567, "X3": 0.35188, "Y3": 0.5788, "X4": 0.32962, "Y4": 0.5788, "page": 0, "Index": 528}, {"Word": "evaporation", "Confidence": 0.991, "X1": 0.35605, "Y1": 0.5672, "X2": 0.43672, "Y2": 0.567, "X3": 0.43672, "Y3": 0.5788, "X4": 0.35605, "Y4": 0.5788, "page": 0, "Index": 529}, {"Word": "of", "Confidence": 0.998, "X1": 0.44089, "Y1": 0.5672, "X2": 0.45619, "Y2": 0.567, "X3": 0.45758, "Y3": 0.5788, "X4": 0.44089, "Y4": 0.5788, "page": 0, "Index": 530}, {"Word": "a", "Confidence": 0.989, "X1": 0.46036, "Y1": 0.5672, "X2": 0.4701, "Y2": 0.567, "X3": 0.47149, "Y3": 0.5788, "X4": 0.46036, "Y4": 0.5788, "page": 0, "Index": 531}, {"Word": "metal", "Confidence": 0.867, "X1": 0.13074, "Y1": 0.5802, "X2": 0.16829, "Y2": 0.58, "X3": 0.16829, "Y3": 0.5928, "X4": 0.13074, "Y4": 0.5928, "page": 0, "Index": 532}, {"Word": "or", "Confidence": 0.991, "X1": 0.17246, "Y1": 0.5802, "X2": 0.18776, "Y2": 0.58, "X3": 0.18776, "Y3": 0.5928, "X4": 0.17246, "Y4": 0.5928, "page": 0, "Index": 533}, {"Word": "non", "Confidence": 0.998, "X1": 0.19054, "Y1": 0.5802, "X2": 0.21975, "Y2": 0.58, "X3": 0.21836, "Y3": 0.5928, "X4": 0.19054, "Y4": 0.5928, "page": 0, "Index": 534}, {"Word": "metal,", "Confidence": 0.977, "X1": 0.22253, "Y1": 0.5802, "X2": 0.26565, "Y2": 0.58, "X3": 0.26426, "Y3": 0.5928, "X4": 0.22253, "Y4": 0.5928, "page": 0, "Index": 535}, {"Word": "most", "Confidence": 0.99, "X1": 0.26843, "Y1": 0.5802, "X2": 0.30459, "Y2": 0.58, "X3": 0.3032, "Y3": 0.5928, "X4": 0.26843, "Y4": 0.5928, "page": 0, "Index": 536}, {"Word": "commonly", "Confidence": 0.981, "X1": 0.30737, "Y1": 0.5802, "X2": 0.38248, "Y2": 0.58, "X3": 0.38108, "Y3": 0.5928, "X4": 0.30737, "Y4": 0.5928, "page": 0, "Index": 537}, {"Word": "aluminium", "Confidence": 0.994, "X1": 0.38526, "Y1": 0.5802, "X2": 0.45758, "Y2": 0.58, "X3": 0.45619, "Y3": 0.5928, "X4": 0.38387, "Y4": 0.5928, "page": 0, "Index": 538}, {"Word": "or", "Confidence": 0.972, "X1": 0.46314, "Y1": 0.5802, "X2": 0.48261, "Y2": 0.58, "X3": 0.48122, "Y3": 0.5928, "X4": 0.46175, "Y4": 0.5928, "page": 0, "Index": 539}, {"Word": "crucibles,", "Confidence": 0.945, "X1": 0.54242, "Y1": 0.5762, "X2": 0.60779, "Y2": 0.576, "X3": 0.6064, "Y3": 0.5888, "X4": 0.54103, "Y4": 0.5888, "page": 0, "Index": 540}, {"Word": "lined", "Confidence": 0.898, "X1": 0.61057, "Y1": 0.5762, "X2": 0.64534, "Y2": 0.576, "X3": 0.64534, "Y3": 0.5888, "X4": 0.61057, "Y4": 0.5888, "page": 0, "Index": 541}, {"Word": "in", "Confidence": 0.997, "X1": 0.64951, "Y1": 0.5762, "X2": 0.66342, "Y2": 0.576, "X3": 0.66342, "Y3": 0.5888, "X4": 0.64812, "Y4": 0.5888, "page": 0, "Index": 542}, {"Word": "the", "Confidence": 0.998, "X1": 0.66759, "Y1": 0.5762, "X2": 0.68985, "Y2": 0.576, "X3": 0.68846, "Y3": 0.5888, "X4": 0.6662, "Y4": 0.5888, "page": 0, "Index": 543}, {"Word": "case", "Confidence": 0.952, "X1": 0.69263, "Y1": 0.5762, "X2": 0.72184, "Y2": 0.576, "X3": 0.72184, "Y3": 0.5888, "X4": 0.69263, "Y4": 0.5888, "page": 0, "Index": 544}, {"Word": "of", "Confidence": 0.998, "X1": 0.72601, "Y1": 0.5762, "X2": 0.7427, "Y2": 0.576, "X3": 0.74131, "Y3": 0.5888, "X4": 0.72462, "Y4": 0.5888, "page": 0, "Index": 545}, {"Word": "aluminium", "Confidence": 0.941, "X1": 0.74548, "Y1": 0.5772, "X2": 0.81641, "Y2": 0.577, "X3": 0.81641, "Y3": 0.5888, "X4": 0.74548, "Y4": 0.5888, "page": 0, "Index": 546}, {"Word": "evaporation,", "Confidence": 0.376, "X1": 0.82337, "Y1": 0.5782, "X2": 0.91516, "Y2": 0.578, "X3": 0.91377, "Y3": 0.5888, "X4": 0.82337, "Y4": 0.5888, "page": 0, "Index": 547}, {"Word": "zinc,", "Confidence": 0.896, "X1": 0.13074, "Y1": 0.5942, "X2": 0.16273, "Y2": 0.594, "X3": 0.16273, "Y3": 0.6058, "X4": 0.13074, "Y4": 0.6058, "page": 0, "Index": 548}, {"Word": "onto", "Confidence": 0.991, "X1": 0.1669, "Y1": 0.5942, "X2": 0.19889, "Y2": 0.594, "X3": 0.19889, "Y3": 0.6058, "X4": 0.16551, "Y4": 0.6058, "page": 0, "Index": 549}, {"Word": "a", "Confidence": 0.994, "X1": 0.20306, "Y1": 0.5942, "X2": 0.2114, "Y2": 0.594, "X3": 0.21001, "Y3": 0.6058, "X4": 0.20306, "Y4": 0.6058, "page": 0, "Index": 550}, {"Word": "continuously", "Confidence": 0.857, "X1": 0.21419, "Y1": 0.5942, "X2": 0.30459, "Y2": 0.594, "X3": 0.30459, "Y3": 0.6068, "X4": 0.21419, "Y4": 0.6058, "page": 0, "Index": 551}, {"Word": "moving", "Confidence": 0.993, "X1": 0.30876, "Y1": 0.5942, "X2": 0.36022, "Y2": 0.594, "X3": 0.35883, "Y3": 0.6068, "X4": 0.30737, "Y4": 0.6068, "page": 0, "Index": 552}, {"Word": "web", "Confidence": 0.854, "X1": 0.363, "Y1": 0.5942, "X2": 0.39221, "Y2": 0.594, "X3": 0.39221, "Y3": 0.6068, "X4": 0.363, "Y4": 0.6068, "page": 0, "Index": 553}, {"Word": "of", "Confidence": 0.997, "X1": 0.39638, "Y1": 0.5942, "X2": 0.41168, "Y2": 0.594, "X3": 0.41168, "Y3": 0.6068, "X4": 0.39499, "Y4": 0.6068, "page": 0, "Index": 554}, {"Word": "paper", "Confidence": 0.991, "X1": 0.41586, "Y1": 0.5942, "X2": 0.4548, "Y2": 0.594, "X3": 0.45341, "Y3": 0.6068, "X4": 0.41446, "Y4": 0.6068, "page": 0, "Index": 555}, {"Word": "or", "Confidence": 0.955, "X1": 0.45758, "Y1": 0.5942, "X2": 0.47705, "Y2": 0.594, "X3": 0.47566, "Y3": 0.6068, "X4": 0.45758, "Y4": 0.6068, "page": 0, "Index": 556}, {"Word": "by", "Confidence": 0.998, "X1": 0.54103, "Y1": 0.5892, "X2": 0.55911, "Y2": 0.589, "X3": 0.55911, "Y3": 0.6028, "X4": 0.54103, "Y4": 0.6028, "page": 0, "Index": 557}, {"Word": "induction", "Confidence": 0.944, "X1": 0.56328, "Y1": 0.5892, "X2": 0.63143, "Y2": 0.589, "X3": 0.63004, "Y3": 0.6028, "X4": 0.56328, "Y4": 0.6028, "page": 0, "Index": 558}, {"Word": "current,", "Confidence": 0.639, "X1": 0.63421, "Y1": 0.5902, "X2": 0.68985, "Y2": 0.59, "X3": 0.68985, "Y3": 0.6028, "X4": 0.63421, "Y4": 0.6028, "page": 0, "Index": 559}, {"Word": "such", "Confidence": 0.981, "X1": 0.69402, "Y1": 0.5902, "X2": 0.72462, "Y2": 0.59, "X3": 0.72462, "Y3": 0.6018, "X4": 0.69402, "Y4": 0.6028, "page": 0, "Index": 560}, {"Word": "crucibles", "Confidence": 0.812, "X1": 0.72879, "Y1": 0.5902, "X2": 0.78999, "Y2": 0.59, "X3": 0.78999, "Y3": 0.6018, "X4": 0.72879, "Y4": 0.6018, "page": 0, "Index": 561}, {"Word": "being", "Confidence": 0.435, "X1": 0.79416, "Y1": 0.5902, "X2": 0.8331, "Y2": 0.59, "X3": 0.8331, "Y3": 0.6018, "X4": 0.79277, "Y4": 0.6018, "page": 0, "Index": 562}, {"Word": "filled", "Confidence": 0.95, "X1": 0.83727, "Y1": 0.5902, "X2": 0.87344, "Y2": 0.59, "X3": 0.87204, "Y3": 0.6018, "X4": 0.83588, "Y4": 0.6018, "page": 0, "Index": 563}, {"Word": "with", "Confidence": 0.991, "X1": 0.87622, "Y1": 0.5902, "X2": 0.9096, "Y2": 0.59, "X3": 0.9096, "Y3": 0.6018, "X4": 0.87622, "Y4": 0.6018, "page": 0, "Index": 564}, {"Word": "solid", "Confidence": 0.993, "X1": 0.54242, "Y1": 0.6032, "X2": 0.57441, "Y2": 0.603, "X3": 0.57441, "Y3": 0.6168, "X4": 0.54242, "Y4": 0.6168, "page": 0, "Index": 565}, {"Word": "evaporant.", "Confidence": 0.865, "X1": 0.57719, "Y1": 0.6032, "X2": 0.65229, "Y2": 0.603, "X3": 0.65229, "Y3": 0.6168, "X4": 0.57719, "Y4": 0.6168, "page": 0, "Index": 566}, {"Word": "The", "Confidence": 0.998, "X1": 0.65647, "Y1": 0.6032, "X2": 0.6815, "Y2": 0.603, "X3": 0.6815, "Y3": 0.6168, "X4": 0.65647, "Y4": 0.6168, "page": 0, "Index": 567}, {"Word": "crucibles", "Confidence": 0.894, "X1": 0.68567, "Y1": 0.6032, "X2": 0.74687, "Y2": 0.603, "X3": 0.74687, "Y3": 0.6168, "X4": 0.68428, "Y4": 0.6168, "page": 0, "Index": 568}, {"Word": "are", "Confidence": 0.886, "X1": 0.75104, "Y1": 0.6032, "X2": 0.77191, "Y2": 0.603, "X3": 0.77191, "Y3": 0.6168, "X4": 0.75104, "Y4": 0.6168, "page": 0, "Index": 569}, {"Word": "again", "Confidence": 0.965, "X1": 0.77608, "Y1": 0.6032, "X2": 0.81224, "Y2": 0.603, "X3": 0.81224, "Y3": 0.6168, "X4": 0.77608, "Y4": 0.6168, "page": 0, "Index": 570}, {"Word": "placed", "Confidence": 0.941, "X1": 0.81641, "Y1": 0.6032, "X2": 0.86092, "Y2": 0.603, "X3": 0.86092, "Y3": 0.6168, "X4": 0.81502, "Y4": 0.6168, "page": 0, "Index": 571}, {"Word": "as", "Confidence": 0.998, "X1": 0.86509, "Y1": 0.6032, "X2": 0.879, "Y2": 0.603, "X3": 0.87761, "Y3": 0.6168, "X4": 0.8637, "Y4": 0.6168, "page": 0, "Index": 572}, {"Word": "for", "Confidence": 0.998, "X1": 0.88178, "Y1": 0.6032, "X2": 0.90682, "Y2": 0.603, "X3": 0.90682, "Y3": 0.6168, "X4": 0.88178, "Y4": 0.6168, "page": 0, "Index": 573}, {"Word": "plastics", "Confidence": 0.991, "X1": 0.13074, "Y1": 0.6072, "X2": 0.18081, "Y2": 0.607, "X3": 0.18081, "Y3": 0.6198, "X4": 0.13074, "Y4": 0.6208, "page": 0, "Index": 574}, {"Word": "film.", "Confidence": 0.813, "X1": 0.18359, "Y1": 0.6072, "X2": 0.21975, "Y2": 0.607, "X3": 0.21975, "Y3": 0.6198, "X4": 0.18498, "Y4": 0.6198, "page": 0, "Index": 575}, {"Word": "the", "Confidence": 0.996, "X1": 0.54242, "Y1": 0.6172, "X2": 0.56467, "Y2": 0.617, "X3": 0.56328, "Y3": 0.6298, "X4": 0.54242, "Y4": 0.6298, "page": 0, "Index": 576}, {"Word": "evaporation", "Confidence": 0.812, "X1": 0.56745, "Y1": 0.6172, "X2": 0.64951, "Y2": 0.617, "X3": 0.64812, "Y3": 0.6298, "X4": 0.56745, "Y4": 0.6298, "page": 0, "Index": 577}, {"Word": "boats.", "Confidence": 0.991, "X1": 0.65369, "Y1": 0.6162, "X2": 0.69819, "Y2": 0.616, "X3": 0.6968, "Y3": 0.6298, "X4": 0.65229, "Y4": 0.6298, "page": 0, "Index": 578}, {"Word": "Vacuum", "Confidence": 0.955, "X1": 0.13074, "Y1": 0.6342, "X2": 0.18498, "Y2": 0.634, "X3": 0.18498, "Y3": 0.6468, "X4": 0.13074, "Y4": 0.6478, "page": 0, "Index": 579}, {"Word": "metallising", "Confidence": 0.958, "X1": 0.19332, "Y1": 0.6342, "X2": 0.26565, "Y2": 0.634, "X3": 0.26565, "Y3": 0.6468, "X4": 0.19193, "Y4": 0.6468, "page": 0, "Index": 580}, {"Word": "is", "Confidence": 0.998, "X1": 0.26982, "Y1": 0.6342, "X2": 0.28095, "Y2": 0.634, "X3": 0.28095, "Y3": 0.6468, "X4": 0.26843, "Y4": 0.6468, "page": 0, "Index": 581}, {"Word": "generally", "Confidence": 0.982, "X1": 0.28512, "Y1": 0.6342, "X2": 0.34771, "Y2": 0.634, "X3": 0.34631, "Y3": 0.6468, "X4": 0.28373, "Y4": 0.6468, "page": 0, "Index": 582}, {"Word": "undertaken", "Confidence": 0.945, "X1": 0.35049, "Y1": 0.6352, "X2": 0.42837, "Y2": 0.635, "X3": 0.42837, "Y3": 0.6468, "X4": 0.35049, "Y4": 0.6468, "page": 0, "Index": 583}, {"Word": "on", "Confidence": 0.998, "X1": 0.43255, "Y1": 0.6352, "X2": 0.45202, "Y2": 0.635, "X3": 0.45202, "Y3": 0.6468, "X4": 0.43115, "Y4": 0.6468, "page": 0, "Index": 584}, {"Word": "a", "Confidence": 0.701, "X1": 0.45619, "Y1": 0.6352, "X2": 0.46453, "Y2": 0.635, "X3": 0.46314, "Y3": 0.6468, "X4": 0.4548, "Y4": 0.6468, "page": 0, "Index": 585}, {"Word": "Evaporation", "Confidence": 0.991, "X1": 0.54242, "Y1": 0.6432, "X2": 0.62448, "Y2": 0.643, "X3": 0.62448, "Y3": 0.6568, "X4": 0.54242, "Y4": 0.6568, "page": 0, "Index": 586}, {"Word": "sources", "Confidence": 0.991, "X1": 0.62865, "Y1": 0.6432, "X2": 0.6815, "Y2": 0.643, "X3": 0.6815, "Y3": 0.6568, "X4": 0.62865, "Y4": 0.6568, "page": 0, "Index": 587}, {"Word": "are", "Confidence": 0.955, "X1": 0.68428, "Y1": 0.6432, "X2": 0.70515, "Y2": 0.643, "X3": 0.70515, "Y3": 0.6568, "X4": 0.68428, "Y4": 0.6568, "page": 0, "Index": 588}, {"Word": "contained", "Confidence": 0.991, "X1": 0.70932, "Y1": 0.6442, "X2": 0.77886, "Y2": 0.644, "X3": 0.77747, "Y3": 0.6568, "X4": 0.70932, "Y4": 0.6568, "page": 0, "Index": 589}, {"Word": "within", "Confidence": 0.994, "X1": 0.78164, "Y1": 0.6442, "X2": 0.82754, "Y2": 0.644, "X3": 0.82754, "Y3": 0.6568, "X4": 0.78164, "Y4": 0.6568, "page": 0, "Index": 590}, {"Word": "a", "Confidence": 0.939, "X1": 0.83171, "Y1": 0.6452, "X2": 0.84006, "Y2": 0.645, "X3": 0.83866, "Y3": 0.6568, "X4": 0.83032, "Y4": 0.6568, "page": 0, "Index": 591}, {"Word": "water", "Confidence": 0.991, "X1": 0.84284, "Y1": 0.6452, "X2": 0.88595, "Y2": 0.645, "X3": 0.88595, "Y3": 0.6578, "X4": 0.84284, "Y4": 0.6568, "page": 0, "Index": 592}, {"Word": "serni-continuous", "Confidence": 0.459, "X1": 0.13074, "Y1": 0.6482, "X2": 0.24339, "Y2": 0.648, "X3": 0.242, "Y3": 0.6608, "X4": 0.13074, "Y4": 0.6618, "page": 0, "Index": 593}, {"Word": "basis,", "Confidence": 0.958, "X1": 0.24618, "Y1": 0.6482, "X2": 0.28512, "Y2": 0.648, "X3": 0.28373, "Y3": 0.6608, "X4": 0.24618, "Y4": 0.6608, "page": 0, "Index": 594}, {"Word": "at", "Confidence": 0.948, "X1": 0.2879, "Y1": 0.6482, "X2": 0.30181, "Y2": 0.648, "X3": 0.30042, "Y3": 0.6608, "X4": 0.2879, "Y4": 0.6608, "page": 0, "Index": 595}, {"Word": "the", "Confidence": 0.97, "X1": 0.30459, "Y1": 0.6492, "X2": 0.32684, "Y2": 0.649, "X3": 0.32684, "Y3": 0.6608, "X4": 0.30459, "Y4": 0.6608, "page": 0, "Index": 596}, {"Word": "present", "Confidence": 0.994, "X1": 0.33102, "Y1": 0.6492, "X2": 0.38248, "Y2": 0.649, "X3": 0.38248, "Y3": 0.6608, "X4": 0.33102, "Y4": 0.6608, "page": 0, "Index": 597}, {"Word": "moment", "Confidence": 0.996, "X1": 0.38526, "Y1": 0.6492, "X2": 0.44367, "Y2": 0.649, "X3": 0.44367, "Y3": 0.6608, "X4": 0.38526, "Y4": 0.6608, "page": 0, "Index": 598}, {"Word": "vary", "Confidence": 0.729, "X1": 0.44784, "Y1": 0.6492, "X2": 0.47844, "Y2": 0.649, "X3": 0.47844, "Y3": 0.6618, "X4": 0.44784, "Y4": 0.6608, "page": 0, "Index": 599}, {"Word": "few", "Confidence": 0.903, "X1": 0.13213, "Y1": 0.6622, "X2": 0.15577, "Y2": 0.662, "X3": 0.15577, "Y3": 0.6748, "X4": 0.13213, "Y4": 0.6748, "page": 0, "Index": 600}, {"Word": "machines", "Confidence": 0.63, "X1": 0.15994, "Y1": 0.6622, "X2": 0.22392, "Y2": 0.662, "X3": 0.22392, "Y3": 0.6758, "X4": 0.15994, "Y4": 0.6748, "page": 0, "Index": 601}, {"Word": "having", "Confidence": 0.994, "X1": 0.22809, "Y1": 0.6622, "X2": 0.27121, "Y2": 0.662, "X3": 0.27121, "Y3": 0.6758, "X4": 0.22809, "Y4": 0.6758, "page": 0, "Index": 602}, {"Word": "been", "Confidence": 0.932, "X1": 0.27538, "Y1": 0.6622, "X2": 0.30876, "Y2": 0.662, "X3": 0.30876, "Y3": 0.6758, "X4": 0.27538, "Y4": 0.6758, "page": 0, "Index": 603}, {"Word": "built", "Confidence": 0.996, "X1": 0.31154, "Y1": 0.6622, "X2": 0.34631, "Y2": 0.662, "X3": 0.34631, "Y3": 0.6758, "X4": 0.31154, "Y4": 0.6758, "page": 0, "Index": 604}, {"Word": "to", "Confidence": 0.998, "X1": 0.3491, "Y1": 0.6622, "X2": 0.36439, "Y2": 0.662, "X3": 0.36439, "Y3": 0.6758, "X4": 0.3491, "Y4": 0.6758, "page": 0, "Index": 605}, {"Word": "operate", "Confidence": 0.885, "X1": 0.36857, "Y1": 0.6622, "X2": 0.42003, "Y2": 0.662, "X3": 0.42003, "Y3": 0.6748, "X4": 0.36857, "Y4": 0.6758, "page": 0, "Index": 606}, {"Word": "con-", "Confidence": 0.941, "X1": 0.4242, "Y1": 0.6622, "X2": 0.45897, "Y2": 0.662, "X3": 0.45897, "Y3": 0.6748, "X4": 0.4242, "Y4": 0.6748, "page": 0, "Index": 607}, {"Word": "cooled", "Confidence": 0.955, "X1": 0.54242, "Y1": 0.6572, "X2": 0.58832, "Y2": 0.657, "X3": 0.58832, "Y3": 0.6708, "X4": 0.54242, "Y4": 0.6708, "page": 0, "Index": 608}, {"Word": "trough", "Confidence": 0.994, "X1": 0.59249, "Y1": 0.6582, "X2": 0.63978, "Y2": 0.658, "X3": 0.63839, "Y3": 0.6708, "X4": 0.5911, "Y4": 0.6708, "page": 0, "Index": 609}, {"Word": "to", "Confidence": 0.998, "X1": 0.64256, "Y1": 0.6582, "X2": 0.65786, "Y2": 0.658, "X3": 0.65786, "Y3": 0.6708, "X4": 0.64256, "Y4": 0.6708, "page": 0, "Index": 610}, {"Word": "contain", "Confidence": 0.887, "X1": 0.66203, "Y1": 0.6582, "X2": 0.71349, "Y2": 0.658, "X3": 0.71349, "Y3": 0.6698, "X4": 0.66064, "Y4": 0.6708, "page": 0, "Index": 611}, {"Word": "stray", "Confidence": 0.997, "X1": 0.71766, "Y1": 0.6582, "X2": 0.75243, "Y2": 0.658, "X3": 0.75104, "Y3": 0.6698, "X4": 0.71627, "Y4": 0.6698, "page": 0, "Index": 612}, {"Word": "evaporation", "Confidence": 0.293, "X1": 0.75661, "Y1": 0.6582, "X2": 0.83866, "Y2": 0.658, "X3": 0.83727, "Y3": 0.6708, "X4": 0.75522, "Y4": 0.6698, "page": 0, "Index": 613}, {"Word": "and", "Confidence": 0.998, "X1": 0.84284, "Y1": 0.6582, "X2": 0.86926, "Y2": 0.658, "X3": 0.86787, "Y3": 0.6708, "X4": 0.84145, "Y4": 0.6708, "page": 0, "Index": 614}, {"Word": "to", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.6582, "X2": 0.89013, "Y2": 0.658, "X3": 0.88873, "Y3": 0.6708, "X4": 0.87065, "Y4": 0.6708, "page": 0, "Index": 615}, {"Word": "typical", "Confidence": 0.966, "X1": 0.43394, "Y1": 0.6752, "X2": 0.4854, "Y2": 0.675, "X3": 0.48401, "Y3": 0.6878, "X4": 0.43255, "Y4": 0.6888, "page": 0, "Index": 616}, {"Word": "remove", "Confidence": 0.868, "X1": 0.54242, "Y1": 0.6722, "X2": 0.59249, "Y2": 0.672, "X3": 0.59249, "Y3": 0.6838, "X4": 0.54103, "Y4": 0.6848, "page": 0, "Index": 617}, {"Word": "heat", "Confidence": 0.881, "X1": 0.59666, "Y1": 0.6722, "X2": 0.62587, "Y2": 0.672, "X3": 0.62448, "Y3": 0.6838, "X4": 0.59527, "Y4": 0.6838, "page": 0, "Index": 618}, {"Word": "radiated", "Confidence": 0.866, "X1": 0.63004, "Y1": 0.6722, "X2": 0.68707, "Y2": 0.672, "X3": 0.68707, "Y3": 0.6838, "X4": 0.62865, "Y4": 0.6838, "page": 0, "Index": 619}, {"Word": "from", "Confidence": 0.981, "X1": 0.69124, "Y1": 0.6722, "X2": 0.72323, "Y2": 0.672, "X3": 0.72184, "Y3": 0.6838, "X4": 0.68985, "Y4": 0.6838, "page": 0, "Index": 620}, {"Word": "the", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.6722, "X2": 0.75243, "Y2": 0.672, "X3": 0.75104, "Y3": 0.6838, "X4": 0.72879, "Y4": 0.6838, "page": 0, "Index": 621}, {"Word": "sources,", "Confidence": 0.991, "X1": 0.75661, "Y1": 0.6722, "X2": 0.81224, "Y2": 0.672, "X3": 0.81085, "Y3": 0.6838, "X4": 0.75522, "Y4": 0.6838, "page": 0, "Index": 622}, {"Word": "and", "Confidence": 0.875, "X1": 0.81502, "Y1": 0.6722, "X2": 0.84145, "Y2": 0.672, "X3": 0.84006, "Y3": 0.6838, "X4": 0.81363, "Y4": 0.6838, "page": 0, "Index": 623}, {"Word": "such", "Confidence": 0.991, "X1": 0.84423, "Y1": 0.6722, "X2": 0.87761, "Y2": 0.672, "X3": 0.87622, "Y3": 0.6848, "X4": 0.84423, "Y4": 0.6838, "page": 0, "Index": 624}, {"Word": "tinuously,", "Confidence": 0.795, "X1": 0.13213, "Y1": 0.6762, "X2": 0.20028, "Y2": 0.676, "X3": 0.19889, "Y3": 0.6898, "X4": 0.13213, "Y4": 0.6898, "page": 0, "Index": 625}, {"Word": "and", "Confidence": 0.626, "X1": 0.20306, "Y1": 0.6762, "X2": 0.22949, "Y2": 0.676, "X3": 0.22949, "Y3": 0.6898, "X4": 0.20306, "Y4": 0.6898, "page": 0, "Index": 626}, {"Word": "the", "Confidence": 0.998, "X1": 0.23366, "Y1": 0.6762, "X2": 0.25591, "Y2": 0.676, "X3": 0.25591, "Y3": 0.6898, "X4": 0.23227, "Y4": 0.6898, "page": 0, "Index": 627}, {"Word": "general", "Confidence": 0.967, "X1": 0.26008, "Y1": 0.6762, "X2": 0.30876, "Y2": 0.676, "X3": 0.30737, "Y3": 0.6888, "X4": 0.25869, "Y4": 0.6898, "page": 0, "Index": 628}, {"Word": "arrangement", "Confidence": 0.941, "X1": 0.31154, "Y1": 0.6762, "X2": 0.39917, "Y2": 0.676, "X3": 0.39777, "Y3": 0.6888, "X4": 0.31154, "Y4": 0.6888, "page": 0, "Index": 629}, {"Word": "of", "Confidence": 0.998, "X1": 0.40195, "Y1": 0.6762, "X2": 0.41725, "Y2": 0.676, "X3": 0.41586, "Y3": 0.6888, "X4": 0.40195, "Y4": 0.6888, "page": 0, "Index": 630}, {"Word": "a", "Confidence": 0.995, "X1": 0.42142, "Y1": 0.6762, "X2": 0.42976, "Y2": 0.676, "X3": 0.42837, "Y3": 0.6888, "X4": 0.42003, "Y4": 0.6888, "page": 0, "Index": 631}, {"Word": "generally", "Confidence": 0.955, "X1": 0.63004, "Y1": 0.6852, "X2": 0.69263, "Y2": 0.685, "X3": 0.69263, "Y3": 0.6978, "X4": 0.63004, "Y4": 0.6988, "page": 0, "Index": 632}, {"Word": "be", "Confidence": 0.998, "X1": 0.6968, "Y1": 0.6852, "X2": 0.71349, "Y2": 0.685, "X3": 0.7121, "Y3": 0.6978, "X4": 0.69541, "Y4": 0.6978, "page": 0, "Index": 633}, {"Word": "considered", "Confidence": 0.993, "X1": 0.71627, "Y1": 0.6852, "X2": 0.79277, "Y2": 0.685, "X3": 0.79138, "Y3": 0.6978, "X4": 0.71627, "Y4": 0.6978, "page": 0, "Index": 634}, {"Word": "single", "Confidence": 0.773, "X1": 0.13213, "Y1": 0.6902, "X2": 0.16968, "Y2": 0.69, "X3": 0.16829, "Y3": 0.7038, "X4": 0.13074, "Y4": 0.7048, "page": 0, "Index": 635}, {"Word": "source", "Confidence": 0.941, "X1": 0.17385, "Y1": 0.6902, "X2": 0.21836, "Y2": 0.69, "X3": 0.21697, "Y3": 0.7028, "X4": 0.17246, "Y4": 0.7038, "page": 0, "Index": 636}, {"Word": "evaporation", "Confidence": 0.88, "X1": 0.22253, "Y1": 0.6902, "X2": 0.30459, "Y2": 0.69, "X3": 0.3032, "Y3": 0.7028, "X4": 0.22114, "Y4": 0.7028, "page": 0, "Index": 637}, {"Word": "metalliser", "Confidence": 0.933, "X1": 0.30737, "Y1": 0.6902, "X2": 0.37413, "Y2": 0.69, "X3": 0.37274, "Y3": 0.7028, "X4": 0.30737, "Y4": 0.7028, "page": 0, "Index": 638}, {"Word": "is", "Confidence": 0.996, "X1": 0.3783, "Y1": 0.6902, "X2": 0.38943, "Y2": 0.69, "X3": 0.38804, "Y3": 0.7028, "X4": 0.37691, "Y4": 0.7028, "page": 0, "Index": 639}, {"Word": "illustrated", "Confidence": 0.981, "X1": 0.39221, "Y1": 0.6902, "X2": 0.46314, "Y2": 0.69, "X3": 0.46175, "Y3": 0.7028, "X4": 0.39082, "Y4": 0.7028, "page": 0, "Index": 640}, {"Word": "sources", "Confidence": 0.886, "X1": 0.54242, "Y1": 0.6862, "X2": 0.59249, "Y2": 0.686, "X3": 0.5911, "Y3": 0.6988, "X4": 0.54242, "Y4": 0.6998, "page": 0, "Index": 641}, {"Word": "may", "Confidence": 0.998, "X1": 0.59527, "Y1": 0.6862, "X2": 0.62726, "Y2": 0.686, "X3": 0.62587, "Y3": 0.6988, "X4": 0.59527, "Y4": 0.6988, "page": 0, "Index": 642}, {"Word": "to", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.6852, "X2": 0.81085, "Y2": 0.685, "X3": 0.81085, "Y3": 0.6988, "X4": 0.79555, "Y4": 0.6978, "page": 0, "Index": 643}, {"Word": "have", "Confidence": 0.991, "X1": 0.81502, "Y1": 0.6862, "X2": 0.84701, "Y2": 0.686, "X3": 0.84562, "Y3": 0.6988, "X4": 0.81363, "Y4": 0.6988, "page": 0, "Index": 644}, {"Word": "a", "Confidence": 0.998, "X1": 0.85118, "Y1": 0.6862, "X2": 0.85953, "Y2": 0.686, "X3": 0.85814, "Y3": 0.6988, "X4": 0.84979, "Y4": 0.6988, "page": 0, "Index": 645}, {"Word": "finite", "Confidence": 0.803, "X1": 0.86231, "Y1": 0.6862, "X2": 0.90403, "Y2": 0.686, "X3": 0.90264, "Y3": 0.6988, "X4": 0.86092, "Y4": 0.6988, "page": 0, "Index": 646}, {"Word": "schematically", "Confidence": 0.902, "X1": 0.13213, "Y1": 0.7042, "X2": 0.22392, "Y2": 0.704, "X3": 0.22392, "Y3": 0.7168, "X4": 0.13213, "Y4": 0.7188, "page": 0, "Index": 647}, {"Word": "in", "Confidence": 0.998, "X1": 0.22809, "Y1": 0.7042, "X2": 0.24339, "Y2": 0.704, "X3": 0.242, "Y3": 0.7168, "X4": 0.2267, "Y4": 0.7168, "page": 0, "Index": 648}, {"Word": "fig", "Confidence": 0.959, "X1": 0.24618, "Y1": 0.7042, "X2": 0.26565, "Y2": 0.704, "X3": 0.26565, "Y3": 0.7168, "X4": 0.24618, "Y4": 0.7168, "page": 0, "Index": 649}, {"Word": "1.", "Confidence": 0.958, "X1": 0.26982, "Y1": 0.7042, "X2": 0.28234, "Y2": 0.704, "X3": 0.28095, "Y3": 0.7168, "X4": 0.26843, "Y4": 0.7168, "page": 0, "Index": 650}, {"Word": "life", "Confidence": 0.836, "X1": 0.54381, "Y1": 0.6992, "X2": 0.56328, "Y2": 0.699, "X3": 0.56467, "Y3": 0.7128, "X4": 0.54381, "Y4": 0.7128, "page": 0, "Index": 651}, {"Word": "of", "Confidence": 0.997, "X1": 0.56745, "Y1": 0.6992, "X2": 0.58414, "Y2": 0.699, "X3": 0.58414, "Y3": 0.7128, "X4": 0.56745, "Y4": 0.7128, "page": 0, "Index": 652}, {"Word": "about", "Confidence": 0.813, "X1": 0.58693, "Y1": 0.6992, "X2": 0.62865, "Y2": 0.699, "X3": 0.62865, "Y3": 0.7128, "X4": 0.58832, "Y4": 0.7128, "page": 0, "Index": 653}, {"Word": "15-20", "Confidence": 0.987, "X1": 0.63282, "Y1": 0.6992, "X2": 0.67038, "Y2": 0.699, "X3": 0.67038, "Y3": 0.7128, "X4": 0.63282, "Y4": 0.7128, "page": 0, "Index": 654}, {"Word": "hours", "Confidence": 0.996, "X1": 0.67455, "Y1": 0.6992, "X2": 0.71488, "Y2": 0.699, "X3": 0.71488, "Y3": 0.7128, "X4": 0.67455, "Y4": 0.7128, "page": 0, "Index": 655}, {"Word": "of", "Confidence": 0.97, "X1": 0.71905, "Y1": 0.6992, "X2": 0.73435, "Y2": 0.699, "X3": 0.73296, "Y3": 0.7128, "X4": 0.71905, "Y4": 0.7128, "page": 0, "Index": 656}, {"Word": "actual", "Confidence": 0.674, "X1": 0.73713, "Y1": 0.7002, "X2": 0.77886, "Y2": 0.7, "X3": 0.77886, "Y3": 0.7128, "X4": 0.73713, "Y4": 0.7128, "page": 0, "Index": 657}, {"Word": "evaporation.", "Confidence": 0.658, "X1": 0.78303, "Y1": 0.7012, "X2": 0.87622, "Y2": 0.701, "X3": 0.87483, "Y3": 0.7128, "X4": 0.78303, "Y4": 0.7128, "page": 0, "Index": 658}, {"Word": "Vacuum", "Confidence": 0.955, "X1": 0.54381, "Y1": 0.7262, "X2": 0.59666, "Y2": 0.726, "X3": 0.59666, "Y3": 0.7398, "X4": 0.54242, "Y4": 0.7398, "page": 0, "Index": 659}, {"Word": "metallisers", "Confidence": 0.884, "X1": 0.60362, "Y1": 0.7272, "X2": 0.67733, "Y2": 0.727, "X3": 0.67733, "Y3": 0.7398, "X4": 0.60223, "Y4": 0.7398, "page": 0, "Index": 660}, {"Word": "in", "Confidence": 0.998, "X1": 0.6815, "Y1": 0.7272, "X2": 0.69402, "Y2": 0.727, "X3": 0.69402, "Y3": 0.7398, "X4": 0.68011, "Y4": 0.7398, "page": 0, "Index": 661}, {"Word": "current", "Confidence": 0.993, "X1": 0.69819, "Y1": 0.7272, "X2": 0.74965, "Y2": 0.727, "X3": 0.74826, "Y3": 0.7398, "X4": 0.6968, "Y4": 0.7398, "page": 0, "Index": 662}, {"Word": "use", "Confidence": 0.73, "X1": 0.75243, "Y1": 0.7272, "X2": 0.77747, "Y2": 0.727, "X3": 0.77608, "Y3": 0.7398, "X4": 0.75243, "Y4": 0.7398, "page": 0, "Index": 663}, {"Word": "are", "Confidence": 0.97, "X1": 0.78025, "Y1": 0.7272, "X2": 0.80111, "Y2": 0.727, "X3": 0.79972, "Y3": 0.7398, "X4": 0.78025, "Y4": 0.7398, "page": 0, "Index": 664}, {"Word": "semi-automatic", "Confidence": 0.67, "X1": 0.80389, "Y1": 0.7272, "X2": 0.91377, "Y2": 0.727, "X3": 0.91238, "Y3": 0.7398, "X4": 0.80389, "Y4": 0.7398, "page": 0, "Index": 665}, {"Word": "Unred", "Confidence": 0.51, "X1": 0.37274, "Y1": 0.7492, "X2": 0.40612, "Y2": 0.749, "X3": 0.40612, "Y3": 0.7568, "X4": 0.37274, "Y4": 0.7558, "page": 0, "Index": 666}, {"Word": "machines,", "Confidence": 0.984, "X1": 0.54242, "Y1": 0.7412, "X2": 0.60918, "Y2": 0.741, "X3": 0.60918, "Y3": 0.7538, "X4": 0.54242, "Y4": 0.7538, "page": 0, "Index": 667}, {"Word": "the", "Confidence": 0.998, "X1": 0.61335, "Y1": 0.7412, "X2": 0.637, "Y2": 0.741, "X3": 0.63561, "Y3": 0.7538, "X4": 0.61335, "Y4": 0.7538, "page": 0, "Index": 668}, {"Word": "operator", "Confidence": 0.933, "X1": 0.63978, "Y1": 0.7412, "X2": 0.69958, "Y2": 0.741, "X3": 0.69958, "Y3": 0.7538, "X4": 0.63978, "Y4": 0.7538, "page": 0, "Index": 669}, {"Word": "being", "Confidence": 0.652, "X1": 0.70376, "Y1": 0.7412, "X2": 0.7427, "Y2": 0.741, "X3": 0.7427, "Y3": 0.7538, "X4": 0.70236, "Y4": 0.7538, "page": 0, "Index": 670}, {"Word": "relieved", "Confidence": 0.794, "X1": 0.74548, "Y1": 0.7412, "X2": 0.80111, "Y2": 0.741, "X3": 0.79972, "Y3": 0.7538, "X4": 0.74548, "Y4": 0.7538, "page": 0, "Index": 671}, {"Word": "of", "Confidence": 0.998, "X1": 0.80389, "Y1": 0.7412, "X2": 0.81919, "Y2": 0.741, "X3": 0.8178, "Y3": 0.7538, "X4": 0.80389, "Y4": 0.7538, "page": 0, "Index": 672}, {"Word": "the", "Confidence": 0.997, "X1": 0.82197, "Y1": 0.7412, "X2": 0.84562, "Y2": 0.741, "X3": 0.84423, "Y3": 0.7538, "X4": 0.82197, "Y4": 0.7538, "page": 0, "Index": 673}, {"Word": "duty", "Confidence": 0.982, "X1": 0.8484, "Y1": 0.7412, "X2": 0.88317, "Y2": 0.741, "X3": 0.88317, "Y3": 0.7538, "X4": 0.8484, "Y4": 0.7538, "page": 0, "Index": 674}, {"Word": "to", "Confidence": 0.998, "X1": 0.88734, "Y1": 0.7412, "X2": 0.90403, "Y2": 0.741, "X3": 0.90264, "Y3": 0.7538, "X4": 0.88595, "Y4": 0.7538, "page": 0, "Index": 675}, {"Word": "operate", "Confidence": 0.934, "X1": 0.54242, "Y1": 0.7552, "X2": 0.59388, "Y2": 0.755, "X3": 0.59249, "Y3": 0.7678, "X4": 0.54242, "Y4": 0.7688, "page": 0, "Index": 676}, {"Word": "vacuum", "Confidence": 0.941, "X1": 0.59666, "Y1": 0.7552, "X2": 0.64951, "Y2": 0.755, "X3": 0.64812, "Y3": 0.7678, "X4": 0.59666, "Y4": 0.7678, "page": 0, "Index": 677}, {"Word": "valve", "Confidence": 0.933, "X1": 0.65508, "Y1": 0.7552, "X2": 0.68985, "Y2": 0.755, "X3": 0.68985, "Y3": 0.7678, "X4": 0.65508, "Y4": 0.7678, "page": 0, "Index": 678}, {"Word": "assemblies", "Confidence": 0.902, "X1": 0.69402, "Y1": 0.7552, "X2": 0.76634, "Y2": 0.755, "X3": 0.76495, "Y3": 0.7678, "X4": 0.69263, "Y4": 0.7678, "page": 0, "Index": 679}, {"Word": "in", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.7552, "X2": 0.78303, "Y2": 0.755, "X3": 0.78303, "Y3": 0.7678, "X4": 0.76912, "Y4": 0.7678, "page": 0, "Index": 680}, {"Word": "strict", "Confidence": 0.9, "X1": 0.7872, "Y1": 0.7552, "X2": 0.82476, "Y2": 0.755, "X3": 0.82337, "Y3": 0.7678, "X4": 0.78581, "Y4": 0.7678, "page": 0, "Index": 681}, {"Word": "sequence,", "Confidence": 0.8, "X1": 0.82754, "Y1": 0.7562, "X2": 0.89847, "Y2": 0.756, "X3": 0.89708, "Y3": 0.7688, "X4": 0.82754, "Y4": 0.7678, "page": 0, "Index": 682}, {"Word": "and", "Confidence": 0.976, "X1": 0.54242, "Y1": 0.7692, "X2": 0.56745, "Y2": 0.769, "X3": 0.56745, "Y3": 0.7818, "X4": 0.54242, "Y4": 0.7818, "page": 0, "Index": 683}, {"Word": "to", "Confidence": 0.998, "X1": 0.57163, "Y1": 0.7692, "X2": 0.58693, "Y2": 0.769, "X3": 0.58693, "Y3": 0.7818, "X4": 0.57024, "Y4": 0.7818, "page": 0, "Index": 684}, {"Word": "monitor", "Confidence": 0.993, "X1": 0.58971, "Y1": 0.7692, "X2": 0.64673, "Y2": 0.769, "X3": 0.64673, "Y3": 0.7818, "X4": 0.58971, "Y4": 0.7818, "page": 0, "Index": 685}, {"Word": "deposition", "Confidence": 0.986, "X1": 0.6509, "Y1": 0.7692, "X2": 0.72462, "Y2": 0.769, "X3": 0.72323, "Y3": 0.7818, "X4": 0.64951, "Y4": 0.7818, "page": 0, "Index": 686}, {"Word": "rate", "Confidence": 0.843, "X1": 0.7274, "Y1": 0.7692, "X2": 0.75661, "Y2": 0.769, "X3": 0.75661, "Y3": 0.7818, "X4": 0.7274, "Y4": 0.7818, "page": 0, "Index": 687}, {"Word": "and", "Confidence": 0.998, "X1": 0.76078, "Y1": 0.7692, "X2": 0.78581, "Y2": 0.769, "X3": 0.78442, "Y3": 0.7818, "X4": 0.75939, "Y4": 0.7818, "page": 0, "Index": 688}, {"Word": "substrate", "Confidence": 0.849, "X1": 0.7886, "Y1": 0.7702, "X2": 0.85535, "Y2": 0.77, "X3": 0.85396, "Y3": 0.7828, "X4": 0.7886, "Y4": 0.7818, "page": 0, "Index": 689}, {"Word": "temperature.", "Confidence": 0.903, "X1": 0.54381, "Y1": 0.7832, "X2": 0.63282, "Y2": 0.783, "X3": 0.63143, "Y3": 0.7958, "X4": 0.54381, "Y4": 0.7958, "page": 0, "Index": 690}, {"Word": "The", "Confidence": 0.955, "X1": 0.63561, "Y1": 0.7832, "X2": 0.66203, "Y2": 0.783, "X3": 0.66203, "Y3": 0.7958, "X4": 0.63561, "Y4": 0.7958, "page": 0, "Index": 691}, {"Word": "entire", "Confidence": 0.994, "X1": 0.6662, "Y1": 0.7832, "X2": 0.70654, "Y2": 0.783, "X3": 0.70654, "Y3": 0.7958, "X4": 0.66481, "Y4": 0.7958, "page": 0, "Index": 692}, {"Word": "cycle,", "Confidence": 0.632, "X1": 0.71071, "Y1": 0.7832, "X2": 0.75243, "Y2": 0.783, "X3": 0.75104, "Y3": 0.7958, "X4": 0.70932, "Y4": 0.7958, "page": 0, "Index": 693}, {"Word": "as", "Confidence": 0.997, "X1": 0.75522, "Y1": 0.7832, "X2": 0.77051, "Y2": 0.783, "X3": 0.76912, "Y3": 0.7958, "X4": 0.75522, "Y4": 0.7958, "page": 0, "Index": 694}, {"Word": "illustrated", "Confidence": 0.493, "X1": 0.7733, "Y1": 0.7832, "X2": 0.84284, "Y2": 0.783, "X3": 0.84284, "Y3": 0.7958, "X4": 0.7733, "Y4": 0.7958, "page": 0, "Index": 695}, {"Word": "in", "Confidence": 0.997, "X1": 0.84701, "Y1": 0.7832, "X2": 0.86231, "Y2": 0.783, "X3": 0.86092, "Y3": 0.7968, "X4": 0.84562, "Y4": 0.7958, "page": 0, "Index": 696}, {"Word": "fig", "Confidence": 0.994, "X1": 0.86648, "Y1": 0.7832, "X2": 0.88456, "Y2": 0.783, "X3": 0.88456, "Y3": 0.7968, "X4": 0.86509, "Y4": 0.7968, "page": 0, "Index": 697}, {"Word": "2,", "Confidence": 0.913, "X1": 0.88873, "Y1": 0.7832, "X2": 0.90542, "Y2": 0.783, "X3": 0.90542, "Y3": 0.7968, "X4": 0.88734, "Y4": 0.7968, "page": 0, "Index": 698}, {"Word": "from", "Confidence": 0.988, "X1": 0.54381, "Y1": 0.7972, "X2": 0.57302, "Y2": 0.797, "X3": 0.57163, "Y3": 0.8088, "X4": 0.54381, "Y4": 0.8088, "page": 0, "Index": 699}, {"Word": "the", "Confidence": 0.998, "X1": 0.57997, "Y1": 0.7972, "X2": 0.60223, "Y2": 0.797, "X3": 0.60223, "Y3": 0.8088, "X4": 0.57997, "Y4": 0.8088, "page": 0, "Index": 700}, {"Word": "time", "Confidence": 0.991, "X1": 0.6064, "Y1": 0.7972, "X2": 0.63839, "Y2": 0.797, "X3": 0.63839, "Y3": 0.8088, "X4": 0.6064, "Y4": 0.8088, "page": 0, "Index": 701}, {"Word": "the", "Confidence": 0.998, "X1": 0.64256, "Y1": 0.7972, "X2": 0.66481, "Y2": 0.797, "X3": 0.66481, "Y3": 0.8088, "X4": 0.64117, "Y4": 0.8088, "page": 0, "Index": 702}, {"Word": "chamber", "Confidence": 0.996, "X1": 0.66898, "Y1": 0.7972, "X2": 0.72879, "Y2": 0.797, "X3": 0.72879, "Y3": 0.8088, "X4": 0.66898, "Y4": 0.8088, "page": 0, "Index": 703}, {"Word": "is", "Confidence": 0.998, "X1": 0.73296, "Y1": 0.7972, "X2": 0.74409, "Y2": 0.797, "X3": 0.7427, "Y3": 0.8088, "X4": 0.73157, "Y4": 0.8088, "page": 0, "Index": 704}, {"Word": "closed", "Confidence": 0.994, "X1": 0.74687, "Y1": 0.7972, "X2": 0.79277, "Y2": 0.797, "X3": 0.79138, "Y3": 0.8088, "X4": 0.74687, "Y4": 0.8088, "page": 0, "Index": 705}, {"Word": "through", "Confidence": 0.996, "X1": 0.79555, "Y1": 0.7972, "X2": 0.85118, "Y2": 0.797, "X3": 0.85118, "Y3": 0.8088, "X4": 0.79555, "Y4": 0.8088, "page": 0, "Index": 706}, {"Word": "the", "Confidence": 0.998, "X1": 0.85535, "Y1": 0.7972, "X2": 0.879, "Y2": 0.797, "X3": 0.87761, "Y3": 0.8098, "X4": 0.85396, "Y4": 0.8088, "page": 0, "Index": 707}, {"Word": "pump", "Confidence": 0.948, "X1": 0.54242, "Y1": 0.8112, "X2": 0.58136, "Y2": 0.811, "X3": 0.58136, "Y3": 0.8228, "X4": 0.54242, "Y4": 0.8228, "page": 0, "Index": 708}, {"Word": "down,", "Confidence": 0.827, "X1": 0.58554, "Y1": 0.8112, "X2": 0.63004, "Y2": 0.811, "X3": 0.63004, "Y3": 0.8228, "X4": 0.58554, "Y4": 0.8228, "page": 0, "Index": 709}, {"Word": "evaporation", "Confidence": 0.853, "X1": 0.63421, "Y1": 0.8112, "X2": 0.71627, "Y2": 0.811, "X3": 0.71627, "Y3": 0.8228, "X4": 0.63282, "Y4": 0.8228, "page": 0, "Index": 710}, {"Word": "and", "Confidence": 0.955, "X1": 0.72045, "Y1": 0.8112, "X2": 0.74548, "Y2": 0.811, "X3": 0.74548, "Y3": 0.8228, "X4": 0.72045, "Y4": 0.8228, "page": 0, "Index": 711}, {"Word": "venting", "Confidence": 0.958, "X1": 0.74965, "Y1": 0.8112, "X2": 0.80111, "Y2": 0.811, "X3": 0.80111, "Y3": 0.8228, "X4": 0.74965, "Y4": 0.8228, "page": 0, "Index": 712}, {"Word": "may", "Confidence": 0.998, "X1": 0.80529, "Y1": 0.8112, "X2": 0.83449, "Y2": 0.811, "X3": 0.8331, "Y3": 0.8228, "X4": 0.80389, "Y4": 0.8228, "page": 0, "Index": 713}, {"Word": "be", "Confidence": 0.993, "X1": 0.83727, "Y1": 0.8112, "X2": 0.85535, "Y2": 0.811, "X3": 0.85535, "Y3": 0.8228, "X4": 0.83727, "Y4": 0.8228, "page": 0, "Index": 714}, {"Word": "made", "Confidence": 0.984, "X1": 0.85953, "Y1": 0.8112, "X2": 0.89986, "Y2": 0.811, "X3": 0.89986, "Y3": 0.8238, "X4": 0.85814, "Y4": 0.8228, "page": 0, "Index": 715}, {"Word": "Viewing", "Confidence": 0.61, "X1": 0.14604, "Y1": 0.8232, "X2": 0.18776, "Y2": 0.823, "X3": 0.18637, "Y3": 0.8338, "X4": 0.14465, "Y4": 0.8348, "page": 0, "Index": 716}, {"Word": "PortK", "Confidence": 0.676, "X1": 0.19054, "Y1": 0.8232, "X2": 0.22392, "Y2": 0.823, "X3": 0.22253, "Y3": 0.8338, "X4": 0.18915, "Y4": 0.8338, "page": 0, "Index": 717}, {"Word": "completely", "Confidence": 0.856, "X1": 0.54381, "Y1": 0.8242, "X2": 0.62031, "Y2": 0.824, "X3": 0.62031, "Y3": 0.8368, "X4": 0.54381, "Y4": 0.8368, "page": 0, "Index": 718}, {"Word": "automatic,", "Confidence": 0.668, "X1": 0.62309, "Y1": 0.8242, "X2": 0.69819, "Y2": 0.824, "X3": 0.69819, "Y3": 0.8368, "X4": 0.62309, "Y4": 0.8368, "page": 0, "Index": 719}, {"Word": "the", "Confidence": 0.998, "X1": 0.70236, "Y1": 0.8242, "X2": 0.72601, "Y2": 0.824, "X3": 0.72462, "Y3": 0.8368, "X4": 0.70097, "Y4": 0.8368, "page": 0, "Index": 720}, {"Word": "operator", "Confidence": 0.991, "X1": 0.72879, "Y1": 0.8242, "X2": 0.7886, "Y2": 0.824, "X3": 0.7872, "Y3": 0.8368, "X4": 0.72879, "Y4": 0.8368, "page": 0, "Index": 721}, {"Word": "being", "Confidence": 0.981, "X1": 0.79138, "Y1": 0.8242, "X2": 0.83032, "Y2": 0.824, "X3": 0.83032, "Y3": 0.8368, "X4": 0.79138, "Y4": 0.8368, "page": 0, "Index": 722}, {"Word": "involved", "Confidence": 0.963, "X1": 0.83449, "Y1": 0.8242, "X2": 0.8943, "Y2": 0.824, "X3": 0.8943, "Y3": 0.8368, "X4": 0.8331, "Y4": 0.8368, "page": 0, "Index": 723}, {"Word": "only", "Confidence": 0.982, "X1": 0.54242, "Y1": 0.8372, "X2": 0.57302, "Y2": 0.837, "X3": 0.57302, "Y3": 0.8508, "X4": 0.54242, "Y4": 0.8508, "page": 0, "Index": 724}, {"Word": "to", "Confidence": 0.998, "X1": 0.57719, "Y1": 0.8372, "X2": 0.59388, "Y2": 0.837, "X3": 0.59249, "Y3": 0.8498, "X4": 0.5758, "Y4": 0.8498, "page": 0, "Index": 725}, {"Word": "set", "Confidence": 0.997, "X1": 0.59666, "Y1": 0.8372, "X2": 0.61613, "Y2": 0.837, "X3": 0.61613, "Y3": 0.8498, "X4": 0.59666, "Y4": 0.8498, "page": 0, "Index": 726}, {"Word": "up,", "Confidence": 0.97, "X1": 0.62031, "Y1": 0.8372, "X2": 0.64395, "Y2": 0.837, "X3": 0.64256, "Y3": 0.8498, "X4": 0.62031, "Y4": 0.8498, "page": 0, "Index": 727}, {"Word": "load", "Confidence": 0.733, "X1": 0.64673, "Y1": 0.8372, "X2": 0.67733, "Y2": 0.837, "X3": 0.67733, "Y3": 0.8498, "X4": 0.64673, "Y4": 0.8498, "page": 0, "Index": 728}, {"Word": "and", "Confidence": 0.998, "X1": 0.6815, "Y1": 0.8372, "X2": 0.70793, "Y2": 0.837, "X3": 0.70654, "Y3": 0.8498, "X4": 0.68011, "Y4": 0.8498, "page": 0, "Index": 729}, {"Word": "maintain", "Confidence": 0.971, "X1": 0.71071, "Y1": 0.8372, "X2": 0.7733, "Y2": 0.837, "X3": 0.77191, "Y3": 0.8498, "X4": 0.71071, "Y4": 0.8498, "page": 0, "Index": 730}, {"Word": "the", "Confidence": 0.998, "X1": 0.77747, "Y1": 0.8372, "X2": 0.79972, "Y2": 0.837, "X3": 0.79833, "Y3": 0.8498, "X4": 0.77608, "Y4": 0.8498, "page": 0, "Index": 731}, {"Word": "machine.", "Confidence": 0.802, "X1": 0.8025, "Y1": 0.8372, "X2": 0.86926, "Y2": 0.837, "X3": 0.86787, "Y3": 0.8498, "X4": 0.80111, "Y4": 0.8498, "page": 0, "Index": 732}, {"Word": "The", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.8372, "X2": 0.89986, "Y2": 0.837, "X3": 0.89847, "Y3": 0.8498, "X4": 0.87065, "Y4": 0.8498, "page": 0, "Index": 733}, {"Word": "relevance", "Confidence": 0.941, "X1": 0.54242, "Y1": 0.8512, "X2": 0.6064, "Y2": 0.851, "X3": 0.60501, "Y3": 0.8638, "X4": 0.54242, "Y4": 0.8638, "page": 0, "Index": 734}, {"Word": "of", "Confidence": 0.998, "X1": 0.60918, "Y1": 0.8512, "X2": 0.62587, "Y2": 0.851, "X3": 0.62587, "Y3": 0.8638, "X4": 0.60918, "Y4": 0.8638, "page": 0, "Index": 735}, {"Word": "this", "Confidence": 0.986, "X1": 0.63004, "Y1": 0.8512, "X2": 0.65647, "Y2": 0.851, "X3": 0.65508, "Y3": 0.8638, "X4": 0.62865, "Y4": 0.8638, "page": 0, "Index": 736}, {"Word": "automation", "Confidence": 0.951, "X1": 0.65925, "Y1": 0.8512, "X2": 0.74131, "Y2": 0.851, "X3": 0.73992, "Y3": 0.8638, "X4": 0.65925, "Y4": 0.8638, "page": 0, "Index": 737}, {"Word": "applies", "Confidence": 0.949, "X1": 0.74409, "Y1": 0.8512, "X2": 0.79277, "Y2": 0.851, "X3": 0.79138, "Y3": 0.8638, "X4": 0.74409, "Y4": 0.8638, "page": 0, "Index": 738}, {"Word": "to", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.8512, "X2": 0.81085, "Y2": 0.851, "X3": 0.80946, "Y3": 0.8638, "X4": 0.79416, "Y4": 0.8638, "page": 0, "Index": 739}, {"Word": "the", "Confidence": 0.998, "X1": 0.81502, "Y1": 0.8512, "X2": 0.83866, "Y2": 0.851, "X3": 0.83727, "Y3": 0.8638, "X4": 0.81363, "Y4": 0.8638, "page": 0, "Index": 740}, {"Word": "real", "Confidence": 0.955, "X1": 0.84284, "Y1": 0.8512, "X2": 0.87065, "Y2": 0.851, "X3": 0.87065, "Y3": 0.8638, "X4": 0.84145, "Y4": 0.8638, "page": 0, "Index": 741}, {"Word": "Ford", "Confidence": 0.076, "X1": 0.47983, "Y1": 0.8592, "X2": 0.50765, "Y2": 0.859, "X3": 0.50765, "Y3": 0.8698, "X4": 0.47983, "Y4": 0.8698, "page": 0, "Index": 742}, {"Word": "economics", "Confidence": 0.991, "X1": 0.54242, "Y1": 0.8652, "X2": 0.61474, "Y2": 0.865, "X3": 0.61474, "Y3": 0.8778, "X4": 0.54242, "Y4": 0.8778, "page": 0, "Index": 743}, {"Word": "of", "Confidence": 0.997, "X1": 0.61752, "Y1": 0.8652, "X2": 0.63421, "Y2": 0.865, "X3": 0.63421, "Y3": 0.8768, "X4": 0.61752, "Y4": 0.8778, "page": 0, "Index": 744}, {"Word": "the", "Confidence": 0.998, "X1": 0.637, "Y1": 0.8652, "X2": 0.66064, "Y2": 0.865, "X3": 0.66064, "Y3": 0.8768, "X4": 0.637, "Y4": 0.8768, "page": 0, "Index": 745}, {"Word": "process,", "Confidence": 0.956, "X1": 0.66342, "Y1": 0.8652, "X2": 0.72184, "Y2": 0.865, "X3": 0.72045, "Y3": 0.8768, "X4": 0.66342, "Y4": 0.8768, "page": 0, "Index": 746}, {"Word": "for", "Confidence": 0.994, "X1": 0.72462, "Y1": 0.8652, "X2": 0.74687, "Y2": 0.865, "X3": 0.74548, "Y3": 0.8768, "X4": 0.72462, "Y4": 0.8768, "page": 0, "Index": 747}, {"Word": "as", "Confidence": 0.955, "X1": 0.74965, "Y1": 0.8652, "X2": 0.76356, "Y2": 0.865, "X3": 0.76217, "Y3": 0.8778, "X4": 0.74965, "Y4": 0.8768, "page": 0, "Index": 748}, {"Word": "can", "Confidence": 0.998, "X1": 0.76773, "Y1": 0.8652, "X2": 0.79277, "Y2": 0.865, "X3": 0.79138, "Y3": 0.8778, "X4": 0.76634, "Y4": 0.8778, "page": 0, "Index": 749}, {"Word": "be", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.8652, "X2": 0.81363, "Y2": 0.865, "X3": 0.81224, "Y3": 0.8778, "X4": 0.79416, "Y4": 0.8778, "page": 0, "Index": 750}, {"Word": "appreciated,", "Confidence": 0.77, "X1": 0.81641, "Y1": 0.8652, "X2": 0.90682, "Y2": 0.865, "X3": 0.90403, "Y3": 0.8778, "X4": 0.81502, "Y4": 0.8778, "page": 0, "Index": 751}, {"Word": "Drum-", "Confidence": 0.423, "X1": 0.18498, "Y1": 0.8882, "X2": 0.21836, "Y2": 0.888, "X3": 0.21836, "Y3": 0.8978, "X4": 0.18498, "Y4": 0.8988, "page": 0, "Index": 752}, {"Word": "It", "Confidence": 0.894, "X1": 0.54381, "Y1": 0.8792, "X2": 0.55216, "Y2": 0.879, "X3": 0.55216, "Y3": 0.8908, "X4": 0.54381, "Y4": 0.8908, "page": 0, "Index": 753}, {"Word": "is", "Confidence": 0.998, "X1": 0.55633, "Y1": 0.8782, "X2": 0.56745, "Y2": 0.878, "X3": 0.56745, "Y3": 0.8908, "X4": 0.55633, "Y4": 0.8908, "page": 0, "Index": 754}, {"Word": "imperative", "Confidence": 0.991, "X1": 0.57024, "Y1": 0.8782, "X2": 0.64534, "Y2": 0.878, "X3": 0.64534, "Y3": 0.8908, "X4": 0.57024, "Y4": 0.8908, "page": 0, "Index": 755}, {"Word": "to", "Confidence": 0.998, "X1": 0.64951, "Y1": 0.8782, "X2": 0.66342, "Y2": 0.878, "X3": 0.66342, "Y3": 0.8908, "X4": 0.64812, "Y4": 0.8908, "page": 0, "Index": 756}, {"Word": "minimise", "Confidence": 0.933, "X1": 0.66759, "Y1": 0.8782, "X2": 0.73157, "Y2": 0.878, "X3": 0.73018, "Y3": 0.8908, "X4": 0.6662, "Y4": 0.8908, "page": 0, "Index": 757}, {"Word": "those", "Confidence": 0.993, "X1": 0.73574, "Y1": 0.8782, "X2": 0.7733, "Y2": 0.878, "X3": 0.77191, "Y3": 0.8908, "X4": 0.73435, "Y4": 0.8908, "page": 0, "Index": 758}, {"Word": "periods", "Confidence": 0.994, "X1": 0.77608, "Y1": 0.8792, "X2": 0.82893, "Y2": 0.879, "X3": 0.82615, "Y3": 0.8908, "X4": 0.77469, "Y4": 0.8908, "page": 0, "Index": 759}, {"Word": "when", "Confidence": 0.981, "X1": 0.83171, "Y1": 0.8792, "X2": 0.86926, "Y2": 0.879, "X3": 0.86648, "Y3": 0.8908, "X4": 0.83032, "Y4": 0.8908, "page": 0, "Index": 760}, {"Word": "the", "Confidence": 0.991, "X1": 0.87204, "Y1": 0.8792, "X2": 0.89847, "Y2": 0.879, "X3": 0.89569, "Y3": 0.8908, "X4": 0.87065, "Y4": 0.8908, "page": 0, "Index": 761}, {"Word": "Chilled", "Confidence": 0.607, "X1": 0.14186, "Y1": 0.8882, "X2": 0.17942, "Y2": 0.888, "X3": 0.17942, "Y3": 0.8988, "X4": 0.14186, "Y4": 0.8988, "page": 0, "Index": 762}, {"Word": "raporata", "Confidence": 0.23, "X1": 0.45619, "Y1": 0.8872, "X2": 0.49374, "Y2": 0.887, "X3": 0.49513, "Y3": 0.8998, "X4": 0.45619, "Y4": 0.9008, "page": 0, "Index": 763}, {"Word": "actual", "Confidence": 0.663, "X1": 0.54381, "Y1": 0.8922, "X2": 0.58414, "Y2": 0.892, "X3": 0.58414, "Y3": 0.9048, "X4": 0.5452, "Y4": 0.9048, "page": 0, "Index": 764}, {"Word": "evaporation", "Confidence": 0.906, "X1": 0.58693, "Y1": 0.8922, "X2": 0.67038, "Y2": 0.892, "X3": 0.67038, "Y3": 0.9038, "X4": 0.58693, "Y4": 0.9048, "page": 0, "Index": 765}, {"Word": "process", "Confidence": 0.368, "X1": 0.67455, "Y1": 0.8922, "X2": 0.72601, "Y2": 0.892, "X3": 0.72601, "Y3": 0.9038, "X4": 0.67316, "Y4": 0.9038, "page": 0, "Index": 766}, {"Word": "is", "Confidence": 0.998, "X1": 0.72879, "Y1": 0.8922, "X2": 0.73992, "Y2": 0.892, "X3": 0.73992, "Y3": 0.9038, "X4": 0.72879, "Y4": 0.9038, "page": 0, "Index": 767}, {"Word": "not", "Confidence": 0.997, "X1": 0.74409, "Y1": 0.8922, "X2": 0.76912, "Y2": 0.892, "X3": 0.76912, "Y3": 0.9038, "X4": 0.74409, "Y4": 0.9038, "page": 0, "Index": 768}, {"Word": "taking", "Confidence": 0.991, "X1": 0.7733, "Y1": 0.8922, "X2": 0.81641, "Y2": 0.892, "X3": 0.81502, "Y3": 0.9038, "X4": 0.77191, "Y4": 0.9038, "page": 0, "Index": 769}, {"Word": "place.", "Confidence": 0.954, "X1": 0.81919, "Y1": 0.8932, "X2": 0.86231, "Y2": 0.893, "X3": 0.86231, "Y3": 0.9038, "X4": 0.81919, "Y4": 0.9038, "page": 0, "Index": 770}, {"Word": "Additionally,", "Confidence": 0.854, "X1": 0.5452, "Y1": 0.9162, "X2": 0.63421, "Y2": 0.916, "X3": 0.63421, "Y3": 0.9298, "X4": 0.5452, "Y4": 0.9308, "page": 0, "Index": 771}, {"Word": "in", "Confidence": 0.998, "X1": 0.63839, "Y1": 0.9162, "X2": 0.65229, "Y2": 0.916, "X3": 0.65229, "Y3": 0.9298, "X4": 0.637, "Y4": 0.9298, "page": 0, "Index": 772}, {"Word": "this", "Confidence": 0.988, "X1": 0.65647, "Y1": 0.9162, "X2": 0.68289, "Y2": 0.916, "X3": 0.68289, "Y3": 0.9288, "X4": 0.65508, "Y4": 0.9298, "page": 0, "Index": 773}, {"Word": "context,", "Confidence": 0.991, "X1": 0.68707, "Y1": 0.9162, "X2": 0.74548, "Y2": 0.916, "X3": 0.74409, "Y3": 0.9288, "X4": 0.68567, "Y4": 0.9288, "page": 0, "Index": 774}, {"Word": "metalliser", "Confidence": 0.854, "X1": 0.74965, "Y1": 0.9162, "X2": 0.81641, "Y2": 0.916, "X3": 0.81502, "Y3": 0.9288, "X4": 0.74826, "Y4": 0.9288, "page": 0, "Index": 775}, {"Word": "design", "Confidence": 0.991, "X1": 0.82058, "Y1": 0.9172, "X2": 0.86509, "Y2": 0.917, "X3": 0.8637, "Y3": 0.9298, "X4": 0.81919, "Y4": 0.9288, "page": 0, "Index": 776}, {"Word": "is", "Confidence": 0.997, "X1": 0.86787, "Y1": 0.9172, "X2": 0.88317, "Y2": 0.917, "X3": 0.88178, "Y3": 0.9298, "X4": 0.86648, "Y4": 0.9298, "page": 0, "Index": 777}, {"Word": "Important", "Confidence": 0.9, "X1": 0.54381, "Y1": 0.9302, "X2": 0.61196, "Y2": 0.93, "X3": 0.61196, "Y3": 0.9438, "X4": 0.54381, "Y4": 0.9448, "page": 0, "Index": 778}, {"Word": "to", "Confidence": 0.998, "X1": 0.61613, "Y1": 0.9302, "X2": 0.63143, "Y2": 0.93, "X3": 0.63143, "Y3": 0.9438, "X4": 0.61613, "Y4": 0.9438, "page": 0, "Index": 779}, {"Word": "ensure", "Confidence": 0.848, "X1": 0.63561, "Y1": 0.9302, "X2": 0.68289, "Y2": 0.93, "X3": 0.6815, "Y3": 0.9438, "X4": 0.63561, "Y4": 0.9438, "page": 0, "Index": 780}, {"Word": "good", "Confidence": 0.988, "X1": 0.68567, "Y1": 0.9302, "X2": 0.72045, "Y2": 0.93, "X3": 0.72045, "Y3": 0.9428, "X4": 0.68567, "Y4": 0.9438, "page": 0, "Index": 781}, {"Word": "accessibility,", "Confidence": 0.748, "X1": 0.72462, "Y1": 0.9312, "X2": 0.81224, "Y2": 0.931, "X3": 0.81085, "Y3": 0.9438, "X4": 0.72323, "Y4": 0.9428, "page": 0, "Index": 782}, {"Word": "excellent", "Confidence": 0.633, "X1": 0.81502, "Y1": 0.9312, "X2": 0.88317, "Y2": 0.931, "X3": 0.88317, "Y3": 0.9438, "X4": 0.81502, "Y4": 0.9438, "page": 0, "Index": 783}, {"Word": "Fig", "Confidence": 0.645, "X1": 0.13352, "Y1": 0.9472, "X2": 0.15299, "Y2": 0.947, "X3": 0.15299, "Y3": 0.9578, "X4": 0.13213, "Y4": 0.9568, "page": 0, "Index": 784}, {"Word": "1", "Confidence": 0.615, "X1": 0.15577, "Y1": 0.9472, "X2": 0.15994, "Y2": 0.947, "X3": 0.15994, "Y3": 0.9578, "X4": 0.15577, "Y4": 0.9578, "page": 0, "Index": 785}, {"Word": "operator", "Confidence": 0.981, "X1": 0.5452, "Y1": 0.9442, "X2": 0.60083, "Y2": 0.944, "X3": 0.60223, "Y3": 0.9568, "X4": 0.5452, "Y4": 0.9578, "page": 0, "Index": 786}, {"Word": "viewing", "Confidence": 0.991, "X1": 0.60501, "Y1": 0.9442, "X2": 0.65786, "Y2": 0.944, "X3": 0.65925, "Y3": 0.9568, "X4": 0.60501, "Y4": 0.9568, "page": 0, "Index": 787}, {"Word": "facilities,", "Confidence": 0.467, "X1": 0.66203, "Y1": 0.9442, "X2": 0.72601, "Y2": 0.944, "X3": 0.72601, "Y3": 0.9568, "X4": 0.66203, "Y4": 0.9568, "page": 0, "Index": 788}, {"Word": "and", "Confidence": 0.911, "X1": 0.72879, "Y1": 0.9442, "X2": 0.75522, "Y2": 0.944, "X3": 0.75522, "Y3": 0.9568, "X4": 0.72879, "Y4": 0.9568, "page": 0, "Index": 789}, {"Word": "well", "Confidence": 0.847, "X1": 0.75939, "Y1": 0.9442, "X2": 0.7872, "Y2": 0.944, "X3": 0.7872, "Y3": 0.9578, "X4": 0.75939, "Y4": 0.9568, "page": 0, "Index": 790}, {"Word": "designed", "Confidence": 0.991, "X1": 0.79138, "Y1": 0.9442, "X2": 0.85118, "Y2": 0.944, "X3": 0.85118, "Y3": 0.9578, "X4": 0.79138, "Y4": 0.9578, "page": 0, "Index": 791}, {"Word": "pump", "Confidence": 0.986, "X1": 0.85535, "Y1": 0.9452, "X2": 0.89847, "Y2": 0.945, "X3": 0.89847, "Y3": 0.9588, "X4": 0.85535, "Y4": 0.9578, "page": 0, "Index": 792}, {"Word": "Schematic", "Confidence": 0.663, "X1": 0.13213, "Y1": 0.9592, "X2": 0.19332, "Y2": 0.959, "X3": 0.19193, "Y3": 0.9698, "X4": 0.13213, "Y4": 0.9698, "page": 0, "Index": 793}, {"Word": "section", "Confidence": 0.934, "X1": 0.19611, "Y1": 0.9582, "X2": 0.23922, "Y2": 0.958, "X3": 0.23922, "Y3": 0.9698, "X4": 0.19611, "Y4": 0.9698, "page": 0, "Index": 794}, {"Word": "of", "Confidence": 0.998, "X1": 0.242, "Y1": 0.9582, "X2": 0.25591, "Y2": 0.958, "X3": 0.25591, "Y3": 0.9698, "X4": 0.242, "Y4": 0.9698, "page": 0, "Index": 795}, {"Word": "vacuum", "Confidence": 0.867, "X1": 0.26008, "Y1": 0.9582, "X2": 0.30459, "Y2": 0.958, "X3": 0.30459, "Y3": 0.9698, "X4": 0.25869, "Y4": 0.9698, "page": 0, "Index": 796}, {"Word": "metalliser", "Confidence": 0.406, "X1": 0.31154, "Y1": 0.9582, "X2": 0.37413, "Y2": 0.958, "X3": 0.37413, "Y3": 0.9708, "X4": 0.31015, "Y4": 0.9698, "page": 0, "Index": 797}, {"Word": "and", "Confidence": 0.997, "X1": 0.54381, "Y1": 0.9582, "X2": 0.56745, "Y2": 0.958, "X3": 0.56745, "Y3": 0.9718, "X4": 0.54381, "Y4": 0.9728, "page": 0, "Index": 798}, {"Word": "evaporation", "Confidence": 0.958, "X1": 0.57163, "Y1": 0.9572, "X2": 0.65508, "Y2": 0.957, "X3": 0.65369, "Y3": 0.9708, "X4": 0.57163, "Y4": 0.9718, "page": 0, "Index": 799}, {"Word": "source", "Confidence": 0.995, "X1": 0.65786, "Y1": 0.9572, "X2": 0.70376, "Y2": 0.957, "X3": 0.70376, "Y3": 0.9698, "X4": 0.65786, "Y4": 0.9708, "page": 0, "Index": 800}, {"Word": "assemblies.", "Confidence": 0.925, "X1": 0.70793, "Y1": 0.9592, "X2": 0.78581, "Y2": 0.959, "X3": 0.78581, "Y3": 0.9708, "X4": 0.70793, "Y4": 0.9698, "page": 0, "Index": 801}, {"Word": "100491264", "Confidence": 0.993, "X1": 0.9694, "Y1": 0.9772, "X2": 0.96384, "Y2": 0.977, "X3": 0.93046, "Y3": 0.9758, "X4": 0.93741, "Y4": 0.8608, "page": 0, "Index": 802}]}
"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"
ffwp0205
6
{"lines_data": [{"Word": "Oxygen permeability", "Confidence": 0.7455, "X1": 0.54659, "Y1": 0.0522, "X2": 0.6968, "Y2": 0.052, "X3": 0.6968, "Y3": 0.0658, "X4": 0.54659, "Y4": 0.0658, "page": 0}, {"Word": "mi/m2.24h/atm", "Confidence": 0.847, "X1": 0.56328, "Y1": 0.0662, "X2": 0.67594, "Y2": 0.066, "X3": 0.67594, "Y3": 0.0798, "X4": 0.56328, "Y4": 0.0788, "page": 0}, {"Word": "Sheet", "Confidence": 0.964, "X1": 0.47983, "Y1": 0.0882, "X2": 0.51878, "Y2": 0.088, "X3": 0.52017, "Y3": 0.1008, "X4": 0.47844, "Y4": 0.1008, "page": 0}, {"Word": "Folded", "Confidence": 0.942, "X1": 0.60223, "Y1": 0.0872, "X2": 0.65369, "Y2": 0.087, "X3": 0.65229, "Y3": 0.1008, "X4": 0.60223, "Y4": 0.0998, "page": 0}, {"Word": "Gelbo flex", "Confidence": 0.9095, "X1": 0.72462, "Y1": 0.0872, "X2": 0.79833, "Y2": 0.087, "X3": 0.79833, "Y3": 0.0998, "X4": 0.72462, "Y4": 0.0998, "page": 0}, {"Word": "12 pm single side", "Confidence": 0.7915, "X1": 0.22114, "Y1": 0.1162, "X2": 0.34075, "Y2": 0.116, "X3": 0.34075, "Y3": 0.1278, "X4": 0.22114, "Y4": 0.1288, "page": 0}, {"Word": "metallised polyester", "Confidence": 0.809, "X1": 0.23783, "Y1": 0.1312, "X2": 0.3783, "Y2": 0.131, "X3": 0.3783, "Y3": 0.1428, "X4": 0.23783, "Y4": 0.1428, "page": 0}, {"Word": "<1", "Confidence": 0.335, "X1": 0.4854, "Y1": 0.1322, "X2": 0.51182, "Y2": 0.132, "X3": 0.51182, "Y3": 0.1438, "X4": 0.4854, "Y4": 0.1438, "page": 0}, {"Word": "\u0411.5", "Confidence": 0.247, "X1": 0.60918, "Y1": 0.1322, "X2": 0.63282, "Y2": 0.132, "X3": 0.63143, "Y3": 0.1428, "X4": 0.60918, "Y4": 0.1428, "page": 0}, {"Word": "59", "Confidence": 0.773, "X1": 0.75522, "Y1": 0.1292, "X2": 0.77747, "Y2": 0.129, "X3": 0.77886, "Y3": 0.1408, "X4": 0.75661, "Y4": 0.1418, "page": 0}, {"Word": "12 um single side metallised", "Confidence": 0.9124, "X1": 0.22253, "Y1": 0.1582, "X2": 0.41725, "Y2": 0.158, "X3": 0.41725, "Y3": 0.1698, "X4": 0.22253, "Y4": 0.1698, "page": 0}, {"Word": "PETP 50 um LDPE", "Confidence": 0.848, "X1": 0.23922, "Y1": 0.1712, "X2": 0.37552, "Y2": 0.171, "X3": 0.37552, "Y3": 0.1818, "X4": 0.23922, "Y4": 0.1828, "page": 0}, {"Word": "<1", "Confidence": 0.951, "X1": 0.59805, "Y1": 0.1702, "X2": 0.6217, "Y2": 0.17, "X3": 0.6217, "Y3": 0.1818, "X4": 0.59805, "Y4": 0.1818, "page": 0}, {"Word": "3.5", "Confidence": 0.9, "X1": 0.76356, "Y1": 0.1702, "X2": 0.7886, "Y2": 0.17, "X3": 0.78999, "Y3": 0.1808, "X4": 0.76356, "Y4": 0.1818, "page": 0}, {"Word": "23 um single side metallised", "Confidence": 0.9262, "X1": 0.22253, "Y1": 0.1982, "X2": 0.41725, "Y2": 0.198, "X3": 0.41725, "Y3": 0.2118, "X4": 0.22253, "Y4": 0.2118, "page": 0}, {"Word": "PETP 50 um LOPE", "Confidence": 0.732, "X1": 0.23922, "Y1": 0.2122, "X2": 0.37691, "Y2": 0.212, "X3": 0.37691, "Y3": 0.2238, "X4": 0.23922, "Y4": 0.2248, "page": 0}, {"Word": "0.09", "Confidence": 0.417, "X1": 0.50209, "Y1": 0.2132, "X2": 0.53129, "Y2": 0.213, "X3": 0.53129, "Y3": 0.2248, "X4": 0.50209, "Y4": 0.2258, "page": 0}, {"Word": "-", "Confidence": 0.865, "X1": 0.61057, "Y1": 0.2152, "X2": 0.62865, "Y2": 0.215, "X3": 0.62865, "Y3": 0.2228, "X4": 0.60918, "Y4": 0.2228, "page": 0}, {"Word": "0.28", "Confidence": 0.987, "X1": 0.76773, "Y1": 0.2122, "X2": 0.80529, "Y2": 0.212, "X3": 0.80529, "Y3": 0.2238, "X4": 0.76773, "Y4": 0.2238, "page": 0}, {"Word": "260 MXXTS/foil/LDPE", "Confidence": 0.851, "X1": 0.22114, "Y1": 0.2392, "X2": 0.38804, "Y2": 0.239, "X3": 0.38804, "Y3": 0.2518, "X4": 0.22114, "Y4": 0.2518, "page": 0}, {"Word": "0.00", "Confidence": 0.969, "X1": 0.4993, "Y1": 0.2402, "X2": 0.53547, "Y2": 0.24, "X3": 0.53408, "Y3": 0.2518, "X4": 0.4993, "Y4": 0.2518, "page": 0}, {"Word": "-", "Confidence": 0.868, "X1": 0.60918, "Y1": 0.2422, "X2": 0.62726, "Y2": 0.242, "X3": 0.62865, "Y3": 0.2508, "X4": 0.60918, "Y4": 0.2508, "page": 0}, {"Word": "11 237.5", "Confidence": 0.917, "X1": 0.72879, "Y1": 0.2392, "X2": 0.79555, "Y2": 0.239, "X3": 0.79555, "Y3": 0.2528, "X4": 0.72879, "Y4": 0.2518, "page": 0}, {"Word": "0.00", "Confidence": 0.705, "X1": 0.5007, "Y1": 0.2672, "X2": 0.53686, "Y2": 0.267, "X3": 0.53547, "Y3": 0.2778, "X4": 0.4993, "Y4": 0.2788, "page": 0}, {"Word": "-", "Confidence": 0.902, "X1": 0.61057, "Y1": 0.2712, "X2": 0.62865, "Y2": 0.271, "X3": 0.62865, "Y3": 0.2768, "X4": 0.61057, "Y4": 0.2768, "page": 0}, {"Word": "Paper/foil/LDPE", "Confidence": 0.337, "X1": 0.22114, "Y1": 0.2652, "X2": 0.34075, "Y2": 0.265, "X3": 0.34075, "Y3": 0.2788, "X4": 0.22114, "Y4": 0.2798, "page": 0}, {"Word": "5 192.5", "Confidence": 0.9255, "X1": 0.73574, "Y1": 0.2672, "X2": 0.79138, "Y2": 0.267, "X3": 0.79138, "Y3": 0.2788, "X4": 0.73574, "Y4": 0.2788, "page": 0}, {"Word": "Table 1", "Confidence": 0.8065, "X1": 0.12656, "Y1": 0.2932, "X2": 0.18081, "Y2": 0.293, "X3": 0.18081, "Y3": 0.3068, "X4": 0.12656, "Y4": 0.3068, "page": 0}, {"Word": "Typical barrier properties for metallised polyester constructions", "Confidence": 0.65986, "X1": 0.12517, "Y1": 0.3062, "X2": 0.56745, "Y2": 0.306, "X3": 0.56745, "Y3": 0.3208, "X4": 0.12517, "Y4": 0.3218, "page": 0}, {"Word": "Light transmission", "Confidence": 0.9755, "X1": 0.49374, "Y1": 0.3502, "X2": 0.6217, "Y2": 0.35, "X3": 0.6217, "Y3": 0.3628, "X4": 0.49374, "Y4": 0.3628, "page": 0}, {"Word": "Oxygen", "Confidence": 0.994, "X1": 0.72323, "Y1": 0.3522, "X2": 0.78164, "Y2": 0.352, "X3": 0.78164, "Y3": 0.3638, "X4": 0.72323, "Y4": 0.3618, "page": 0}, {"Word": "permeability", "Confidence": 0.901, "X1": 0.70654, "Y1": 0.3652, "X2": 0.79833, "Y2": 0.365, "X3": 0.79833, "Y3": 0.3768, "X4": 0.70654, "Y4": 0.3768, "page": 0}, {"Word": "Ohms/square", "Confidence": 0.955, "X1": 0.22253, "Y1": 0.3772, "X2": 0.31711, "Y2": 0.377, "X3": 0.31711, "Y3": 0.3918, "X4": 0.22253, "Y4": 0.3918, "page": 0}, {"Word": "Visual %", "Confidence": 0.993, "X1": 0.47427, "Y1": 0.3772, "X2": 0.53686, "Y2": 0.377, "X3": 0.53825, "Y3": 0.3898, "X4": 0.47566, "Y4": 0.3898, "page": 0}, {"Word": "UV %", "Confidence": 0.993, "X1": 0.59944, "Y1": 0.3782, "X2": 0.64395, "Y2": 0.378, "X3": 0.64395, "Y3": 0.3898, "X4": 0.59944, "Y4": 0.3888, "page": 0}, {"Word": "ml/m2.24 h/atm", "Confidence": 0.8555, "X1": 0.69541, "Y1": 0.3782, "X2": 0.81502, "Y2": 0.378, "X3": 0.81363, "Y3": 0.3918, "X4": 0.69541, "Y4": 0.3908, "page": 0}, {"Word": "Unmetallised", "Confidence": 0.991, "X1": 0.22809, "Y1": 0.4002, "X2": 0.32128, "Y2": 0.4, "X3": 0.32128, "Y3": 0.4138, "X4": 0.22809, "Y4": 0.4148, "page": 0}, {"Word": "control", "Confidence": 0.881, "X1": 0.242, "Y1": 0.4162, "X2": 0.29903, "Y2": 0.416, "X3": 0.29903, "Y3": 0.4278, "X4": 0.242, "Y4": 0.4288, "page": 0}, {"Word": "93.3", "Confidence": 0.961, "X1": 0.49235, "Y1": 0.4152, "X2": 0.52712, "Y2": 0.415, "X3": 0.52712, "Y3": 0.4278, "X4": 0.49235, "Y4": 0.4278, "page": 0}, {"Word": "91.2", "Confidence": 0.932, "X1": 0.60362, "Y1": 0.4152, "X2": 0.64117, "Y2": 0.415, "X3": 0.64117, "Y3": 0.4268, "X4": 0.60223, "Y4": 0.4268, "page": 0}, {"Word": "108.50", "Confidence": 0.991, "X1": 0.73018, "Y1": 0.4152, "X2": 0.78303, "Y2": 0.415, "X3": 0.78303, "Y3": 0.4268, "X4": 0.73018, "Y4": 0.4278, "page": 0}, {"Word": "55", "Confidence": 0.997, "X1": 0.2573, "Y1": 0.4422, "X2": 0.27816, "Y2": 0.442, "X3": 0.27816, "Y3": 0.4548, "X4": 0.2573, "Y4": 0.4558, "page": 0}, {"Word": "46.8", "Confidence": 0.802, "X1": 0.49374, "Y1": 0.4432, "X2": 0.52573, "Y2": 0.443, "X3": 0.52573, "Y3": 0.4548, "X4": 0.49374, "Y4": 0.4538, "page": 0}, {"Word": "48.9", "Confidence": 0.991, "X1": 0.6064, "Y1": 0.4432, "X2": 0.64256, "Y2": 0.443, "X3": 0.64256, "Y3": 0.4558, "X4": 0.6064, "Y4": 0.4558, "page": 0}, {"Word": "23.25", "Confidence": 0.857, "X1": 0.73574, "Y1": 0.4432, "X2": 0.78164, "Y2": 0.443, "X3": 0.78164, "Y3": 0.4548, "X4": 0.73713, "Y4": 0.4558, "page": 0}, {"Word": "15", "Confidence": 0.995, "X1": 0.26008, "Y1": 0.4692, "X2": 0.27816, "Y2": 0.469, "X3": 0.27955, "Y3": 0.4838, "X4": 0.26147, "Y4": 0.4848, "page": 0}, {"Word": "35.8", "Confidence": 0.981, "X1": 0.49374, "Y1": 0.4722, "X2": 0.52712, "Y2": 0.472, "X3": 0.52573, "Y3": 0.4828, "X4": 0.49374, "Y4": 0.4828, "page": 0}, {"Word": "46.77", "Confidence": 0.815, "X1": 0.60779, "Y1": 0.4712, "X2": 0.64951, "Y2": 0.471, "X3": 0.64812, "Y3": 0.4838, "X4": 0.60779, "Y4": 0.4828, "page": 0}, {"Word": "5.74", "Confidence": 0.797, "X1": 0.74687, "Y1": 0.4712, "X2": 0.78442, "Y2": 0.471, "X3": 0.78442, "Y3": 0.4828, "X4": 0.74687, "Y4": 0.4828, "page": 0}, {"Word": "10", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.4982, "X2": 0.27816, "Y2": 0.498, "X3": 0.27955, "Y3": 0.5118, "X4": 0.26008, "Y4": 0.5118, "page": 0}, {"Word": "22.8", "Confidence": 0.987, "X1": 0.49235, "Y1": 0.4992, "X2": 0.52712, "Y2": 0.499, "X3": 0.52851, "Y3": 0.5118, "X4": 0.49374, "Y4": 0.5118, "page": 0}, {"Word": "42.66", "Confidence": 0.824, "X1": 0.6064, "Y1": 0.5002, "X2": 0.6509, "Y2": 0.5, "X3": 0.6509, "Y3": 0.5118, "X4": 0.6064, "Y4": 0.5108, "page": 0}, {"Word": "4.58", "Confidence": 0.857, "X1": 0.75104, "Y1": 0.4992, "X2": 0.78303, "Y2": 0.499, "X3": 0.78303, "Y3": 0.5108, "X4": 0.75104, "Y4": 0.5108, "page": 0}, {"Word": "1.58", "Confidence": 0.883, "X1": 0.50626, "Y1": 0.5262, "X2": 0.53686, "Y2": 0.526, "X3": 0.53686, "Y3": 0.5368, "X4": 0.50626, "Y4": 0.5368, "page": 0}, {"Word": "1.63", "Confidence": 0.797, "X1": 0.75104, "Y1": 0.5262, "X2": 0.78164, "Y2": 0.526, "X3": 0.78164, "Y3": 0.5378, "X4": 0.75243, "Y4": 0.5388, "page": 0}, {"Word": "4.5", "Confidence": 0.913, "X1": 0.26704, "Y1": 0.5272, "X2": 0.29207, "Y2": 0.527, "X3": 0.29068, "Y3": 0.5388, "X4": 0.26704, "Y4": 0.5388, "page": 0}, {"Word": "4,17", "Confidence": 0.675, "X1": 0.61335, "Y1": 0.5262, "X2": 0.64673, "Y2": 0.526, "X3": 0.64673, "Y3": 0.5388, "X4": 0.61335, "Y4": 0.5388, "page": 0}, {"Word": "3", "Confidence": 0.995, "X1": 0.26704, "Y1": 0.5532, "X2": 0.28234, "Y2": 0.553, "X3": 0.28095, "Y3": 0.5658, "X4": 0.26565, "Y4": 0.5658, "page": 0}, {"Word": "0.603", "Confidence": 0.947, "X1": 0.50348, "Y1": 0.5532, "X2": 0.5452, "Y2": 0.553, "X3": 0.5452, "Y3": 0.5638, "X4": 0.50348, "Y4": 0.5648, "page": 0}, {"Word": "3.47", "Confidence": 0.963, "X1": 0.61474, "Y1": 0.5522, "X2": 0.64673, "Y2": 0.552, "X3": 0.64673, "Y3": 0.5648, "X4": 0.61474, "Y4": 0.5648, "page": 0}, {"Word": "1.40", "Confidence": 0.983, "X1": 0.75104, "Y1": 0.5522, "X2": 0.78442, "Y2": 0.552, "X3": 0.78442, "Y3": 0.5638, "X4": 0.75243, "Y4": 0.5648, "page": 0}, {"Word": "1", "Confidence": 0.93, "X1": 0.26982, "Y1": 0.5802, "X2": 0.28234, "Y2": 0.58, "X3": 0.28095, "Y3": 0.5928, "X4": 0.26982, "Y4": 0.5928, "page": 0}, {"Word": "0.0005", "Confidence": 0.953, "X1": 0.50209, "Y1": 0.5792, "X2": 0.55355, "Y2": 0.579, "X3": 0.55494, "Y3": 0.5918, "X4": 0.50209, "Y4": 0.5928, "page": 0}, {"Word": "0.0005", "Confidence": 0.994, "X1": 0.61474, "Y1": 0.5792, "X2": 0.67038, "Y2": 0.579, "X3": 0.67038, "Y3": 0.5928, "X4": 0.61474, "Y4": 0.5928, "page": 0}, {"Word": "0.31", "Confidence": 0.853, "X1": 0.75104, "Y1": 0.5802, "X2": 0.78025, "Y2": 0.58, "X3": 0.78164, "Y3": 0.5928, "X4": 0.75243, "Y4": 0.5938, "page": 0}, {"Word": "2 side metallised", "Confidence": 0.97367, "X1": 0.22531, "Y1": 0.6072, "X2": 0.34492, "Y2": 0.607, "X3": 0.34492, "Y3": 0.6188, "X4": 0.22531, "Y4": 0.6198, "page": 0}, {"Word": "5.0/side", "Confidence": 0.666, "X1": 0.26843, "Y1": 0.6212, "X2": 0.32545, "Y2": 0.621, "X3": 0.32545, "Y3": 0.6318, "X4": 0.26843, "Y4": 0.6318, "page": 0}, {"Word": "0.034", "Confidence": 0.934, "X1": 0.50209, "Y1": 0.6202, "X2": 0.54659, "Y2": 0.62, "X3": 0.54659, "Y3": 0.6318, "X4": 0.50209, "Y4": 0.6328, "page": 0}, {"Word": "0.155", "Confidence": 0.991, "X1": 0.61474, "Y1": 0.6212, "X2": 0.65925, "Y2": 0.621, "X3": 0.65925, "Y3": 0.6328, "X4": 0.61474, "Y4": 0.6328, "page": 0}, {"Word": "1.71", "Confidence": 0.988, "X1": 0.75104, "Y1": 0.6212, "X2": 0.78303, "Y2": 0.621, "X3": 0.78303, "Y3": 0.6328, "X4": 0.74965, "Y4": 0.6328, "page": 0}, {"Word": "Table 2", "Confidence": 0.921, "X1": 0.12935, "Y1": 0.6482, "X2": 0.18498, "Y2": 0.648, "X3": 0.18498, "Y3": 0.6608, "X4": 0.12935, "Y4": 0.6608, "page": 0}, {"Word": "Light transmission versus deposition", "Confidence": 0.8045, "X1": 0.12796, "Y1": 0.6622, "X2": 0.37969, "Y2": 0.662, "X3": 0.37969, "Y3": 0.6748, "X4": 0.12796, "Y4": 0.6748, "page": 0}, {"Word": "and small differences in resistivity correspond to", "Confidence": 0.92629, "X1": 0.12796, "Y1": 0.6942, "X2": 0.46592, "Y2": 0.694, "X3": 0.46592, "Y3": 0.7078, "X4": 0.12796, "Y4": 0.7078, "page": 0}, {"Word": "Several of the film types listed earlier will now be", "Confidence": 0.924, "X1": 0.53964, "Y1": 0.6942, "X2": 0.88734, "Y2": 0.694, "X3": 0.88734, "Y3": 0.7078, "X4": 0.53964, "Y4": 0.7068, "page": 0}, {"Word": "relatively greater differences in metal thickness. It is", "Confidence": 0.95063, "X1": 0.12796, "Y1": 0.7082, "X2": 0.49235, "Y2": 0.708, "X3": 0.49235, "Y3": 0.7208, "X4": 0.12796, "Y4": 0.7208, "page": 0}, {"Word": "discussed in relation to their current,areas of usage.", "Confidence": 0.94562, "X1": 0.54103, "Y1": 0.7082, "X2": 0.8943, "Y2": 0.708, "X3": 0.8943, "Y3": 0.7218, "X4": 0.54103, "Y4": 0.7208, "page": 0}, {"Word": "tentatively suggested here that a more effective means", "Confidence": 0.94825, "X1": 0.13074, "Y1": 0.7222, "X2": 0.50487, "Y2": 0.722, "X3": 0.50487, "Y3": 0.7348, "X4": 0.13074, "Y4": 0.7358, "page": 0}, {"Word": "of measurement may be in terms of optical density", "Confidence": 0.99144, "X1": 0.13074, "Y1": 0.7342, "X2": 0.4854, "Y2": 0.734, "X3": 0.4854, "Y3": 0.7478, "X4": 0.13074, "Y4": 0.7498, "page": 0}, {"Word": "3.2.1 Polyethylene", "Confidence": 0.8635, "X1": 0.56606, "Y1": 0.7382, "X2": 0.70097, "Y2": 0.738, "X3": 0.70097, "Y3": 0.7518, "X4": 0.56606, "Y4": 0.7518, "page": 0}, {"Word": "for transparent films. Optical density may be defined", "Confidence": 0.95588, "X1": 0.13074, "Y1": 0.7492, "X2": 0.4993, "Y2": 0.749, "X3": 0.4993, "Y3": 0.7628, "X4": 0.13074, "Y4": 0.7628, "page": 0}, {"Word": "Metallised polyethylene is bright in finish with a", "Confidence": 0.9375, "X1": 0.53825, "Y1": 0.7522, "X2": 0.879, "Y2": 0.752, "X3": 0.879, "Y3": 0.7648, "X4": 0.53825, "Y4": 0.7658, "page": 0}, {"Word": "as follows:", "Confidence": 0.946, "X1": 0.12935, "Y1": 0.7632, "X2": 0.20723, "Y2": 0.763, "X3": 0.20723, "Y3": 0.7758, "X4": 0.12935, "Y4": 0.7768, "page": 0}, {"Word": "reflectance equivalent to that of bright side foil,", "Confidence": 0.90963, "X1": 0.54242, "Y1": 0.7662, "X2": 0.87483, "Y2": 0.766, "X3": 0.87483, "Y3": 0.7788, "X4": 0.54242, "Y4": 0.7788, "page": 0}, {"Word": "100", "Confidence": 0.995, "X1": 0.31989, "Y1": 0.7822, "X2": 0.3491, "Y2": 0.782, "X3": 0.34771, "Y3": 0.7928, "X4": 0.3185, "Y4": 0.7918, "page": 0}, {"Word": "but not as bright as metallised polyester. As it is", "Confidence": 0.9759, "X1": 0.54103, "Y1": 0.7812, "X2": 0.87761, "Y2": 0.781, "X3": 0.87761, "Y3": 0.7928, "X4": 0.54103, "Y4": 0.7928, "page": 0}, {"Word": "T(Visible)% =", "Confidence": 0.888, "X1": 0.18081, "Y1": 0.7942, "X2": 0.28095, "Y2": 0.794, "X3": 0.28234, "Y3": 0.8078, "X4": 0.18081, "Y4": 0.8088, "page": 0}, {"Word": "much softer than the more common orientated", "Confidence": 0.94057, "X1": 0.54103, "Y1": 0.7952, "X2": 0.87065, "Y2": 0.795, "X3": 0.87065, "Y3": 0.8078, "X4": 0.54103, "Y4": 0.8068, "page": 0}, {"Word": "Antilog , . OD,", "Confidence": 0.6365, "X1": 0.28512, "Y1": 0.8052, "X2": 0.38387, "Y2": 0.805, "X3": 0.38387, "Y3": 0.8188, "X4": 0.28512, "Y4": 0.8178, "page": 0}, {"Word": "films it has greater flexibility, less 'crinkle' noise", "Confidence": 0.95262, "X1": 0.54242, "Y1": 0.8082, "X2": 0.88039, "Y2": 0.808, "X3": 0.88039, "Y3": 0.8218, "X4": 0.54242, "Y4": 0.8208, "page": 0}, {"Word": "and is more pleasing to handle. However, its two", "Confidence": 0.88644, "X1": 0.54242, "Y1": 0.8222, "X2": 0.879, "Y2": 0.822, "X3": 0.879, "Y3": 0.8348, "X4": 0.54242, "Y4": 0.8348, "page": 0}, {"Word": "where T = fight transmission", "Confidence": 0.78, "X1": 0.12935, "Y1": 0.8362, "X2": 0.32823, "Y2": 0.836, "X3": 0.32823, "Y3": 0.8488, "X4": 0.12935, "Y4": 0.8488, "page": 0}, {"Word": "most acceptable properties in the metallised form", "Confidence": 0.97657, "X1": 0.54381, "Y1": 0.8362, "X2": 0.89013, "Y2": 0.836, "X3": 0.89013, "Y3": 0.8488, "X4": 0.54381, "Y4": 0.8488, "page": 0}, {"Word": "and OD - optical density.", "Confidence": 0.8206, "X1": 0.12935, "Y1": 0.8502, "X2": 0.31015, "Y2": 0.85, "X3": 0.31015, "Y3": 0.8628, "X4": 0.12935, "Y4": 0.8628, "page": 0}, {"Word": "are its heat sealability and low infra red absorption.", "Confidence": 0.85244, "X1": 0.54381, "Y1": 0.8502, "X2": 0.89986, "Y2": 0.85, "X3": 0.89986, "Y3": 0.8638, "X4": 0.54381, "Y4": 0.8628, "page": 0}, {"Word": "Table 2 lists the light transmission, resistivity, UV", "Confidence": 0.9435, "X1": 0.12935, "Y1": 0.8772, "X2": 0.47566, "Y2": 0.877, "X3": 0.47566, "Y3": 0.8908, "X4": 0.12935, "Y4": 0.8908, "page": 0}, {"Word": "It is considered doubtful that metallised LDPE", "Confidence": 0.91086, "X1": 0.54103, "Y1": 0.8772, "X2": 0.86787, "Y2": 0.877, "X3": 0.86926, "Y3": 0.8898, "X4": 0.54103, "Y4": 0.8908, "page": 0}, {"Word": "transmission, and, for completeness, the barrier", "Confidence": 0.847, "X1": 0.13074, "Y1": 0.8922, "X2": 0.45897, "Y2": 0.892, "X3": 0.45897, "Y3": 0.9038, "X4": 0.13074, "Y4": 0.9048, "page": 0}, {"Word": "would be employed as a single-ply packaging medium,", "Confidence": 0.86512, "X1": 0.54103, "Y1": 0.8922, "X2": 0.91933, "Y2": 0.892, "X3": 0.91933, "Y3": 0.9048, "X4": 0.54103, "Y4": 0.9048, "page": 0}, {"Word": "100491269", "Confidence": 0.991, "X1": 0.97079, "Y1": 0.8992, "X2": 0.97357, "Y2": 0.899, "X3": 0.9388, "Y3": 0.8988, "X4": 0.93741, "Y4": 0.7788, "page": 0}, {"Word": "property with regard to oxygen permeability, of", "Confidence": 0.94471, "X1": 0.13074, "Y1": 0.9062, "X2": 0.46592, "Y2": 0.906, "X3": 0.46592, "Y3": 0.9168, "X4": 0.13074, "Y4": 0.9188, "page": 0}, {"Word": "primarily because of the more acceptable per-", "Confidence": 0.88443, "X1": 0.54242, "Y1": 0.9052, "X2": 0.8637, "Y2": 0.905, "X3": 0.8637, "Y3": 0.9168, "X4": 0.54242, "Y4": 0.9168, "page": 0}, {"Word": "metallised 12 um polyester. Many detailed references", "Confidence": 0.88657, "X1": 0.12796, "Y1": 0.9182, "X2": 0.5007, "Y2": 0.918, "X3": 0.5007, "Y3": 0.9298, "X4": 0.12796, "Y4": 0.9308, "page": 0}, {"Word": "formance of other metallised films both in terms of", "Confidence": 0.98044, "X1": 0.54103, "Y1": 0.9172, "X2": 0.90264, "Y2": 0.917, "X3": 0.90403, "Y3": 0.9298, "X4": 0.54103, "Y4": 0.9298, "page": 0}, {"Word": "have been published relating to the influence of", "Confidence": 0.879, "X1": 0.12935, "Y1": 0.9312, "X2": 0.46314, "Y2": 0.931, "X3": 0.46314, "Y3": 0.9438, "X4": 0.12935, "Y4": 0.9438, "page": 0}, {"Word": "barrier and appearance, and because of the thickness", "Confidence": 0.93437, "X1": 0.53964, "Y1": 0.9312, "X2": 0.9096, "Y2": 0.931, "X3": 0.9096, "Y3": 0.9438, "X4": 0.53964, "Y4": 0.9438, "page": 0}, {"Word": "of film available. In multiply construction the heat", "Confidence": 0.94, "X1": 0.54242, "Y1": 0.9452, "X2": 0.89986, "Y2": 0.945, "X3": 0.89986, "Y3": 0.9578, "X4": 0.54242, "Y4": 0.9578, "page": 0}, {"Word": "metal thickness, in terms of optical density. on", "Confidence": 0.9535, "X1": 0.12935, "Y1": 0.9452, "X2": 0.45758, "Y2": 0.945, "X3": 0.45758, "Y3": 0.9588, "X4": 0.12935, "Y4": 0.9588, "page": 0}, {"Word": "oxygen permeability, MVTR, light transmission and", "Confidence": 0.8605, "X1": 0.12935, "Y1": 0.9592, "X2": 0.49235, "Y2": 0.959, "X3": 0.49235, "Y3": 0.9718, "X4": 0.12935, "Y4": 0.9728, "page": 0}, {"Word": "sealability of LDPE is of major interest but the", "Confidence": 0.95189, "X1": 0.53964, "Y1": 0.9582, "X2": 0.86926, "Y2": 0.958, "X3": 0.86926, "Y3": 0.9708, "X4": 0.53964, "Y4": 0.9718, "page": 0}, {"Word": "UV transmission, for 12 um polyester laminates.", "Confidence": 0.92257, "X1": 0.12935, "Y1": 0.9732, "X2": 0.46453, "Y2": 0.973, "X3": 0.46453, "Y3": 0.9868, "X4": 0.12935, "Y4": 0.9858, "page": 0}, {"Word": "mechanical properties of the other films as successive", "Confidence": 0.88313, "X1": 0.54242, "Y1": 0.9722, "X2": 0.91794, "Y2": 0.972, "X3": 0.91794, "Y3": 0.9848, "X4": 0.54242, "Y4": 0.9868, "page": 0}], "words_data": [{"Word": "Oxygen", "Confidence": 0.635, "X1": 0.54798, "Y1": 0.0532, "X2": 0.60223, "Y2": 0.053, "X3": 0.60223, "Y3": 0.0658, "X4": 0.54798, "Y4": 0.0668, "page": 0, "Index": 0}, {"Word": "permeability", "Confidence": 0.856, "X1": 0.60501, "Y1": 0.0532, "X2": 0.69541, "Y2": 0.053, "X3": 0.69402, "Y3": 0.0658, "X4": 0.60501, "Y4": 0.0658, "page": 0, "Index": 1}, {"Word": "mi/m2.24h/atm", "Confidence": 0.847, "X1": 0.56328, "Y1": 0.0672, "X2": 0.66898, "Y2": 0.067, "X3": 0.66898, "Y3": 0.0798, "X4": 0.56328, "Y4": 0.0788, "page": 0, "Index": 2}, {"Word": "Sheet", "Confidence": 0.964, "X1": 0.47844, "Y1": 0.0882, "X2": 0.51878, "Y2": 0.088, "X3": 0.51878, "Y3": 0.1008, "X4": 0.47844, "Y4": 0.1018, "page": 0, "Index": 3}, {"Word": "Folded", "Confidence": 0.942, "X1": 0.60223, "Y1": 0.0882, "X2": 0.64951, "Y2": 0.088, "X3": 0.64951, "Y3": 0.1008, "X4": 0.60223, "Y4": 0.0998, "page": 0, "Index": 4}, {"Word": "Gelbo", "Confidence": 0.883, "X1": 0.72601, "Y1": 0.0882, "X2": 0.76495, "Y2": 0.088, "X3": 0.76495, "Y3": 0.1008, "X4": 0.72462, "Y4": 0.1008, "page": 0, "Index": 5}, {"Word": "flex", "Confidence": 0.936, "X1": 0.76773, "Y1": 0.0882, "X2": 0.79694, "Y2": 0.088, "X3": 0.79833, "Y3": 0.1008, "X4": 0.76912, "Y4": 0.1008, "page": 0, "Index": 6}, {"Word": "side", "Confidence": 0.986, "X1": 0.31154, "Y1": 0.1162, "X2": 0.34214, "Y2": 0.116, "X3": 0.34075, "Y3": 0.1278, "X4": 0.31015, "Y4": 0.1288, "page": 0, "Index": 7}, {"Word": "12", "Confidence": 0.993, "X1": 0.22253, "Y1": 0.1172, "X2": 0.23783, "Y2": 0.117, "X3": 0.23644, "Y3": 0.1288, "X4": 0.22114, "Y4": 0.1288, "page": 0, "Index": 8}, {"Word": "pm", "Confidence": 0.283, "X1": 0.242, "Y1": 0.1172, "X2": 0.26147, "Y2": 0.117, "X3": 0.26008, "Y3": 0.1288, "X4": 0.24061, "Y4": 0.1288, "page": 0, "Index": 9}, {"Word": "single", "Confidence": 0.904, "X1": 0.26843, "Y1": 0.1172, "X2": 0.30737, "Y2": 0.117, "X3": 0.30737, "Y3": 0.1288, "X4": 0.26704, "Y4": 0.1288, "page": 0, "Index": 10}, {"Word": "metallised", "Confidence": 0.66, "X1": 0.23922, "Y1": 0.1312, "X2": 0.30737, "Y2": 0.131, "X3": 0.30737, "Y3": 0.1428, "X4": 0.23783, "Y4": 0.1428, "page": 0, "Index": 11}, {"Word": "polyester", "Confidence": 0.958, "X1": 0.31015, "Y1": 0.1312, "X2": 0.3783, "Y2": 0.131, "X3": 0.37691, "Y3": 0.1428, "X4": 0.31015, "Y4": 0.1428, "page": 0, "Index": 12}, {"Word": "<1", "Confidence": 0.335, "X1": 0.49235, "Y1": 0.1322, "X2": 0.51043, "Y2": 0.132, "X3": 0.51043, "Y3": 0.1438, "X4": 0.49235, "Y4": 0.1438, "page": 0, "Index": 13}, {"Word": "\u0411.5", "Confidence": 0.247, "X1": 0.61196, "Y1": 0.1322, "X2": 0.63143, "Y2": 0.132, "X3": 0.63143, "Y3": 0.1428, "X4": 0.61196, "Y4": 0.1428, "page": 0, "Index": 14}, {"Word": "59", "Confidence": 0.773, "X1": 0.75661, "Y1": 0.1292, "X2": 0.77608, "Y2": 0.129, "X3": 0.77608, "Y3": 0.1408, "X4": 0.75661, "Y4": 0.1418, "page": 0, "Index": 15}, {"Word": "12", "Confidence": 0.996, "X1": 0.22253, "Y1": 0.1582, "X2": 0.23922, "Y2": 0.158, "X3": 0.23783, "Y3": 0.1708, "X4": 0.22253, "Y4": 0.1708, "page": 0, "Index": 16}, {"Word": "um", "Confidence": 0.795, "X1": 0.242, "Y1": 0.1582, "X2": 0.26287, "Y2": 0.158, "X3": 0.26287, "Y3": 0.1708, "X4": 0.242, "Y4": 0.1708, "page": 0, "Index": 17}, {"Word": "single", "Confidence": 0.919, "X1": 0.26843, "Y1": 0.1582, "X2": 0.30737, "Y2": 0.158, "X3": 0.30737, "Y3": 0.1698, "X4": 0.26843, "Y4": 0.1698, "page": 0, "Index": 18}, {"Word": "side", "Confidence": 0.858, "X1": 0.31015, "Y1": 0.1582, "X2": 0.33936, "Y2": 0.158, "X3": 0.33797, "Y3": 0.1698, "X4": 0.31015, "Y4": 0.1698, "page": 0, "Index": 19}, {"Word": "metallised", "Confidence": 0.994, "X1": 0.34214, "Y1": 0.1582, "X2": 0.41307, "Y2": 0.158, "X3": 0.41168, "Y3": 0.1708, "X4": 0.34214, "Y4": 0.1698, "page": 0, "Index": 20}, {"Word": "PETP", "Confidence": 0.985, "X1": 0.24061, "Y1": 0.1722, "X2": 0.27677, "Y2": 0.172, "X3": 0.27677, "Y3": 0.1838, "X4": 0.24061, "Y4": 0.1838, "page": 0, "Index": 21}, {"Word": "50", "Confidence": 0.997, "X1": 0.27955, "Y1": 0.1722, "X2": 0.29903, "Y2": 0.172, "X3": 0.29903, "Y3": 0.1838, "X4": 0.27955, "Y4": 0.1838, "page": 0, "Index": 22}, {"Word": "um", "Confidence": 0.469, "X1": 0.3032, "Y1": 0.1712, "X2": 0.32267, "Y2": 0.171, "X3": 0.32267, "Y3": 0.1828, "X4": 0.30181, "Y4": 0.1838, "page": 0, "Index": 23}, {"Word": "LDPE", "Confidence": 0.941, "X1": 0.33102, "Y1": 0.1712, "X2": 0.37135, "Y2": 0.171, "X3": 0.36996, "Y3": 0.1828, "X4": 0.32962, "Y4": 0.1828, "page": 0, "Index": 24}, {"Word": "<1", "Confidence": 0.951, "X1": 0.59944, "Y1": 0.1702, "X2": 0.6217, "Y2": 0.17, "X3": 0.6217, "Y3": 0.1818, "X4": 0.59944, "Y4": 0.1818, "page": 0, "Index": 25}, {"Word": "3.5", "Confidence": 0.9, "X1": 0.76634, "Y1": 0.1702, "X2": 0.7886, "Y2": 0.17, "X3": 0.7886, "Y3": 0.1808, "X4": 0.76773, "Y4": 0.1818, "page": 0, "Index": 26}, {"Word": "23", "Confidence": 0.998, "X1": 0.22392, "Y1": 0.1992, "X2": 0.23922, "Y2": 0.199, "X3": 0.23922, "Y3": 0.2118, "X4": 0.22392, "Y4": 0.2118, "page": 0, "Index": 27}, {"Word": "um", "Confidence": 0.759, "X1": 0.242, "Y1": 0.1992, "X2": 0.26287, "Y2": 0.199, "X3": 0.26287, "Y3": 0.2118, "X4": 0.242, "Y4": 0.2118, "page": 0, "Index": 28}, {"Word": "single", "Confidence": 0.935, "X1": 0.26843, "Y1": 0.1992, "X2": 0.30876, "Y2": 0.199, "X3": 0.30876, "Y3": 0.2118, "X4": 0.26843, "Y4": 0.2118, "page": 0, "Index": 29}, {"Word": "side", "Confidence": 0.981, "X1": 0.31293, "Y1": 0.1992, "X2": 0.34075, "Y2": 0.199, "X3": 0.33936, "Y3": 0.2118, "X4": 0.31154, "Y4": 0.2118, "page": 0, "Index": 30}, {"Word": "metallised", "Confidence": 0.958, "X1": 0.34353, "Y1": 0.1992, "X2": 0.41446, "Y2": 0.199, "X3": 0.41307, "Y3": 0.2118, "X4": 0.34353, "Y4": 0.2118, "page": 0, "Index": 31}, {"Word": "PETP", "Confidence": 0.981, "X1": 0.23922, "Y1": 0.2122, "X2": 0.27816, "Y2": 0.212, "X3": 0.27816, "Y3": 0.2248, "X4": 0.23922, "Y4": 0.2248, "page": 0, "Index": 32}, {"Word": "50", "Confidence": 0.885, "X1": 0.28095, "Y1": 0.2122, "X2": 0.30042, "Y2": 0.212, "X3": 0.30042, "Y3": 0.2248, "X4": 0.28095, "Y4": 0.2248, "page": 0, "Index": 33}, {"Word": "um", "Confidence": 0.413, "X1": 0.3032, "Y1": 0.2122, "X2": 0.32406, "Y2": 0.212, "X3": 0.32267, "Y3": 0.2248, "X4": 0.3032, "Y4": 0.2248, "page": 0, "Index": 34}, {"Word": "LOPE", "Confidence": 0.649, "X1": 0.33102, "Y1": 0.2122, "X2": 0.37135, "Y2": 0.212, "X3": 0.37135, "Y3": 0.2248, "X4": 0.33102, "Y4": 0.2248, "page": 0, "Index": 35}, {"Word": "0.09", "Confidence": 0.417, "X1": 0.50209, "Y1": 0.2132, "X2": 0.5299, "Y2": 0.213, "X3": 0.53129, "Y3": 0.2248, "X4": 0.50348, "Y4": 0.2258, "page": 0, "Index": 36}, {"Word": "-", "Confidence": 0.865, "X1": 0.61196, "Y1": 0.2152, "X2": 0.61892, "Y2": 0.215, "X3": 0.61892, "Y3": 0.2228, "X4": 0.61196, "Y4": 0.2228, "page": 0, "Index": 37}, {"Word": "0.28", "Confidence": 0.987, "X1": 0.76773, "Y1": 0.2122, "X2": 0.79972, "Y2": 0.212, "X3": 0.80111, "Y3": 0.2238, "X4": 0.76912, "Y4": 0.2238, "page": 0, "Index": 38}, {"Word": "260", "Confidence": 0.806, "X1": 0.22253, "Y1": 0.2392, "X2": 0.24896, "Y2": 0.239, "X3": 0.24896, "Y3": 0.2528, "X4": 0.22253, "Y4": 0.2528, "page": 0, "Index": 39}, {"Word": "MXXTS/foil/LDPE", "Confidence": 0.896, "X1": 0.25174, "Y1": 0.2402, "X2": 0.38665, "Y2": 0.24, "X3": 0.38665, "Y3": 0.2528, "X4": 0.25313, "Y4": 0.2528, "page": 0, "Index": 40}, {"Word": "0.00", "Confidence": 0.969, "X1": 0.5007, "Y1": 0.2402, "X2": 0.53268, "Y2": 0.24, "X3": 0.53268, "Y3": 0.2518, "X4": 0.5007, "Y4": 0.2518, "page": 0, "Index": 41}, {"Word": "-", "Confidence": 0.868, "X1": 0.61057, "Y1": 0.2422, "X2": 0.61752, "Y2": 0.242, "X3": 0.61752, "Y3": 0.2508, "X4": 0.61057, "Y4": 0.2508, "page": 0, "Index": 42}, {"Word": "11", "Confidence": 0.885, "X1": 0.73018, "Y1": 0.2402, "X2": 0.74687, "Y2": 0.24, "X3": 0.74687, "Y3": 0.2528, "X4": 0.73018, "Y4": 0.2528, "page": 0, "Index": 43}, {"Word": "237.5", "Confidence": 0.949, "X1": 0.75104, "Y1": 0.2402, "X2": 0.79138, "Y2": 0.24, "X3": 0.79138, "Y3": 0.2538, "X4": 0.75104, "Y4": 0.2528, "page": 0, "Index": 44}, {"Word": "0.00", "Confidence": 0.705, "X1": 0.5007, "Y1": 0.2672, "X2": 0.53268, "Y2": 0.267, "X3": 0.53268, "Y3": 0.2778, "X4": 0.5007, "Y4": 0.2788, "page": 0, "Index": 45}, {"Word": "-", "Confidence": 0.902, "X1": 0.61196, "Y1": 0.2712, "X2": 0.61752, "Y2": 0.271, "X3": 0.61752, "Y3": 0.2768, "X4": 0.61196, "Y4": 0.2768, "page": 0, "Index": 46}, {"Word": "Paper/foil/LDPE", "Confidence": 0.337, "X1": 0.22253, "Y1": 0.2662, "X2": 0.33936, "Y2": 0.266, "X3": 0.33797, "Y3": 0.2788, "X4": 0.22253, "Y4": 0.2798, "page": 0, "Index": 47}, {"Word": "5", "Confidence": 0.952, "X1": 0.73713, "Y1": 0.2682, "X2": 0.74548, "Y2": 0.268, "X3": 0.74548, "Y3": 0.2798, "X4": 0.73574, "Y4": 0.2798, "page": 0, "Index": 48}, {"Word": "192.5", "Confidence": 0.899, "X1": 0.75104, "Y1": 0.2682, "X2": 0.79138, "Y2": 0.268, "X3": 0.79138, "Y3": 0.2798, "X4": 0.75104, "Y4": 0.2798, "page": 0, "Index": 49}, {"Word": "Table", "Confidence": 0.615, "X1": 0.12796, "Y1": 0.2932, "X2": 0.16551, "Y2": 0.293, "X3": 0.16551, "Y3": 0.3068, "X4": 0.12796, "Y4": 0.3068, "page": 0, "Index": 50}, {"Word": "1", "Confidence": 0.998, "X1": 0.16829, "Y1": 0.2932, "X2": 0.17942, "Y2": 0.293, "X3": 0.17942, "Y3": 0.3068, "X4": 0.16968, "Y4": 0.3068, "page": 0, "Index": 51}, {"Word": "Typical", "Confidence": 0.97, "X1": 0.12796, "Y1": 0.3082, "X2": 0.17524, "Y2": 0.308, "X3": 0.17385, "Y3": 0.3218, "X4": 0.12656, "Y4": 0.3218, "page": 0, "Index": 52}, {"Word": "barrier", "Confidence": 0.516, "X1": 0.17942, "Y1": 0.3072, "X2": 0.22531, "Y2": 0.307, "X3": 0.22392, "Y3": 0.3218, "X4": 0.17803, "Y4": 0.3218, "page": 0, "Index": 53}, {"Word": "properties", "Confidence": 0.97, "X1": 0.22949, "Y1": 0.3072, "X2": 0.29764, "Y2": 0.307, "X3": 0.29764, "Y3": 0.3218, "X4": 0.22809, "Y4": 0.3218, "page": 0, "Index": 54}, {"Word": "for", "Confidence": 0.977, "X1": 0.30181, "Y1": 0.3072, "X2": 0.32267, "Y2": 0.307, "X3": 0.32267, "Y3": 0.3218, "X4": 0.30181, "Y4": 0.3218, "page": 0, "Index": 55}, {"Word": "metallised", "Confidence": 0.33, "X1": 0.32684, "Y1": 0.3062, "X2": 0.39638, "Y2": 0.306, "X3": 0.39638, "Y3": 0.3218, "X4": 0.32684, "Y4": 0.3218, "page": 0, "Index": 56}, {"Word": "polyester", "Confidence": 0.639, "X1": 0.40056, "Y1": 0.3062, "X2": 0.46453, "Y2": 0.306, "X3": 0.46314, "Y3": 0.3218, "X4": 0.40056, "Y4": 0.3218, "page": 0, "Index": 57}, {"Word": "constructions", "Confidence": 0.217, "X1": 0.46871, "Y1": 0.3062, "X2": 0.56745, "Y2": 0.306, "X3": 0.56745, "Y3": 0.3218, "X4": 0.46732, "Y4": 0.3218, "page": 0, "Index": 58}, {"Word": "Light", "Confidence": 0.994, "X1": 0.49513, "Y1": 0.3512, "X2": 0.5299, "Y2": 0.351, "X3": 0.5299, "Y3": 0.3638, "X4": 0.49513, "Y4": 0.3638, "page": 0, "Index": 59}, {"Word": "transmission", "Confidence": 0.957, "X1": 0.53268, "Y1": 0.3512, "X2": 0.62031, "Y2": 0.351, "X3": 0.62031, "Y3": 0.3628, "X4": 0.53268, "Y4": 0.3638, "page": 0, "Index": 60}, {"Word": "Oxygen", "Confidence": 0.994, "X1": 0.72462, "Y1": 0.3522, "X2": 0.77747, "Y2": 0.352, "X3": 0.77608, "Y3": 0.3638, "X4": 0.72462, "Y4": 0.3628, "page": 0, "Index": 61}, {"Word": "permeability", "Confidence": 0.901, "X1": 0.70793, "Y1": 0.3662, "X2": 0.79694, "Y2": 0.366, "X3": 0.79694, "Y3": 0.3778, "X4": 0.70654, "Y4": 0.3768, "page": 0, "Index": 62}, {"Word": "Ohms/square", "Confidence": 0.955, "X1": 0.22392, "Y1": 0.3782, "X2": 0.31711, "Y2": 0.378, "X3": 0.31711, "Y3": 0.3928, "X4": 0.22392, "Y4": 0.3918, "page": 0, "Index": 63}, {"Word": "Visual", "Confidence": 0.991, "X1": 0.47566, "Y1": 0.3782, "X2": 0.51739, "Y2": 0.378, "X3": 0.51878, "Y3": 0.3908, "X4": 0.47705, "Y4": 0.3908, "page": 0, "Index": 64}, {"Word": "%", "Confidence": 0.995, "X1": 0.52156, "Y1": 0.3772, "X2": 0.53129, "Y2": 0.377, "X3": 0.53129, "Y3": 0.3908, "X4": 0.52156, "Y4": 0.3908, "page": 0, "Index": 65}, {"Word": "UV", "Confidence": 0.991, "X1": 0.60083, "Y1": 0.3782, "X2": 0.6217, "Y2": 0.378, "X3": 0.6217, "Y3": 0.3898, "X4": 0.59944, "Y4": 0.3888, "page": 0, "Index": 66}, {"Word": "%", "Confidence": 0.995, "X1": 0.62865, "Y1": 0.3782, "X2": 0.63839, "Y2": 0.378, "X3": 0.63839, "Y3": 0.3898, "X4": 0.62865, "Y4": 0.3898, "page": 0, "Index": 67}, {"Word": "ml/m2.24", "Confidence": 0.715, "X1": 0.69819, "Y1": 0.3782, "X2": 0.76495, "Y2": 0.378, "X3": 0.76356, "Y3": 0.3918, "X4": 0.6968, "Y4": 0.3918, "page": 0, "Index": 68}, {"Word": "h/atm", "Confidence": 0.996, "X1": 0.76773, "Y1": 0.3792, "X2": 0.80807, "Y2": 0.379, "X3": 0.80807, "Y3": 0.3918, "X4": 0.76773, "Y4": 0.3918, "page": 0, "Index": 69}, {"Word": "Unmetallised", "Confidence": 0.991, "X1": 0.22809, "Y1": 0.4012, "X2": 0.31572, "Y2": 0.401, "X3": 0.31572, "Y3": 0.4148, "X4": 0.22949, "Y4": 0.4148, "page": 0, "Index": 70}, {"Word": "93.3", "Confidence": 0.961, "X1": 0.49235, "Y1": 0.4152, "X2": 0.52573, "Y2": 0.415, "X3": 0.52573, "Y3": 0.4278, "X4": 0.49374, "Y4": 0.4278, "page": 0, "Index": 71}, {"Word": "91.2", "Confidence": 0.932, "X1": 0.60501, "Y1": 0.4152, "X2": 0.63839, "Y2": 0.415, "X3": 0.63839, "Y3": 0.4268, "X4": 0.60501, "Y4": 0.4268, "page": 0, "Index": 72}, {"Word": "108.50", "Confidence": 0.991, "X1": 0.73157, "Y1": 0.4162, "X2": 0.77886, "Y2": 0.416, "X3": 0.77886, "Y3": 0.4278, "X4": 0.73018, "Y4": 0.4278, "page": 0, "Index": 73}, {"Word": "control", "Confidence": 0.881, "X1": 0.24339, "Y1": 0.4162, "X2": 0.29764, "Y2": 0.416, "X3": 0.29903, "Y3": 0.4288, "X4": 0.24478, "Y4": 0.4288, "page": 0, "Index": 74}, {"Word": "55", "Confidence": 0.997, "X1": 0.2573, "Y1": 0.4422, "X2": 0.27538, "Y2": 0.442, "X3": 0.27677, "Y3": 0.4548, "X4": 0.25869, "Y4": 0.4558, "page": 0, "Index": 75}, {"Word": "46.8", "Confidence": 0.802, "X1": 0.49513, "Y1": 0.4432, "X2": 0.52434, "Y2": 0.443, "X3": 0.52434, "Y3": 0.4548, "X4": 0.49374, "Y4": 0.4538, "page": 0, "Index": 76}, {"Word": "48.9", "Confidence": 0.991, "X1": 0.6064, "Y1": 0.4432, "X2": 0.63839, "Y2": 0.443, "X3": 0.63839, "Y3": 0.4558, "X4": 0.6064, "Y4": 0.4558, "page": 0, "Index": 77}, {"Word": "23.25", "Confidence": 0.857, "X1": 0.73853, "Y1": 0.4432, "X2": 0.78164, "Y2": 0.443, "X3": 0.78164, "Y3": 0.4548, "X4": 0.73853, "Y4": 0.4558, "page": 0, "Index": 78}, {"Word": "15", "Confidence": 0.995, "X1": 0.26008, "Y1": 0.4692, "X2": 0.27816, "Y2": 0.469, "X3": 0.27955, "Y3": 0.4838, "X4": 0.26147, "Y4": 0.4848, "page": 0, "Index": 79}, {"Word": "35.8", "Confidence": 0.981, "X1": 0.49513, "Y1": 0.4722, "X2": 0.52434, "Y2": 0.472, "X3": 0.52434, "Y3": 0.4828, "X4": 0.49513, "Y4": 0.4828, "page": 0, "Index": 80}, {"Word": "46.77", "Confidence": 0.815, "X1": 0.60779, "Y1": 0.4712, "X2": 0.64812, "Y2": 0.471, "X3": 0.64812, "Y3": 0.4838, "X4": 0.60779, "Y4": 0.4828, "page": 0, "Index": 81}, {"Word": "5.74", "Confidence": 0.797, "X1": 0.74687, "Y1": 0.4712, "X2": 0.78025, "Y2": 0.471, "X3": 0.78025, "Y3": 0.4828, "X4": 0.74826, "Y4": 0.4828, "page": 0, "Index": 82}, {"Word": "10", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.4982, "X2": 0.27816, "Y2": 0.498, "X3": 0.27816, "Y3": 0.5108, "X4": 0.26008, "Y4": 0.5118, "page": 0, "Index": 83}, {"Word": "22.8", "Confidence": 0.987, "X1": 0.49374, "Y1": 0.4992, "X2": 0.52573, "Y2": 0.499, "X3": 0.52712, "Y3": 0.5108, "X4": 0.49374, "Y4": 0.5118, "page": 0, "Index": 84}, {"Word": "42.66", "Confidence": 0.824, "X1": 0.60779, "Y1": 0.5002, "X2": 0.64812, "Y2": 0.5, "X3": 0.64812, "Y3": 0.5118, "X4": 0.6064, "Y4": 0.5108, "page": 0, "Index": 85}, {"Word": "4.58", "Confidence": 0.857, "X1": 0.75104, "Y1": 0.4992, "X2": 0.78025, "Y2": 0.499, "X3": 0.78025, "Y3": 0.5108, "X4": 0.75104, "Y4": 0.5108, "page": 0, "Index": 86}, {"Word": "1.58", "Confidence": 0.883, "X1": 0.50626, "Y1": 0.5262, "X2": 0.53408, "Y2": 0.526, "X3": 0.53408, "Y3": 0.5368, "X4": 0.50626, "Y4": 0.5368, "page": 0, "Index": 87}, {"Word": "1.63", "Confidence": 0.797, "X1": 0.75104, "Y1": 0.5262, "X2": 0.78025, "Y2": 0.526, "X3": 0.78164, "Y3": 0.5378, "X4": 0.75104, "Y4": 0.5388, "page": 0, "Index": 88}, {"Word": "4.5", "Confidence": 0.913, "X1": 0.26843, "Y1": 0.5272, "X2": 0.28929, "Y2": 0.527, "X3": 0.28929, "Y3": 0.5388, "X4": 0.26843, "Y4": 0.5388, "page": 0, "Index": 89}, {"Word": "4,17", "Confidence": 0.675, "X1": 0.61613, "Y1": 0.5262, "X2": 0.64534, "Y2": 0.526, "X3": 0.64534, "Y3": 0.5388, "X4": 0.61613, "Y4": 0.5388, "page": 0, "Index": 90}, {"Word": "3", "Confidence": 0.995, "X1": 0.26843, "Y1": 0.5532, "X2": 0.27816, "Y2": 0.553, "X3": 0.27816, "Y3": 0.5658, "X4": 0.26843, "Y4": 0.5658, "page": 0, "Index": 91}, {"Word": "0.603", "Confidence": 0.947, "X1": 0.50348, "Y1": 0.5532, "X2": 0.54381, "Y2": 0.553, "X3": 0.54381, "Y3": 0.5638, "X4": 0.50348, "Y4": 0.5648, "page": 0, "Index": 92}, {"Word": "3.47", "Confidence": 0.963, "X1": 0.61613, "Y1": 0.5522, "X2": 0.64673, "Y2": 0.552, "X3": 0.64673, "Y3": 0.5648, "X4": 0.61613, "Y4": 0.5648, "page": 0, "Index": 93}, {"Word": "1.40", "Confidence": 0.983, "X1": 0.75104, "Y1": 0.5522, "X2": 0.78303, "Y2": 0.552, "X3": 0.78442, "Y3": 0.5638, "X4": 0.75243, "Y4": 0.5648, "page": 0, "Index": 94}, {"Word": "1", "Confidence": 0.93, "X1": 0.26982, "Y1": 0.5802, "X2": 0.28234, "Y2": 0.58, "X3": 0.28234, "Y3": 0.5928, "X4": 0.26982, "Y4": 0.5928, "page": 0, "Index": 95}, {"Word": "0.0005", "Confidence": 0.953, "X1": 0.50209, "Y1": 0.5792, "X2": 0.55355, "Y2": 0.579, "X3": 0.55355, "Y3": 0.5918, "X4": 0.50348, "Y4": 0.5928, "page": 0, "Index": 96}, {"Word": "0.0005", "Confidence": 0.994, "X1": 0.61474, "Y1": 0.5802, "X2": 0.6662, "Y2": 0.58, "X3": 0.66759, "Y3": 0.5938, "X4": 0.61474, "Y4": 0.5928, "page": 0, "Index": 97}, {"Word": "0.31", "Confidence": 0.853, "X1": 0.75104, "Y1": 0.5802, "X2": 0.78025, "Y2": 0.58, "X3": 0.78164, "Y3": 0.5928, "X4": 0.75104, "Y4": 0.5938, "page": 0, "Index": 98}, {"Word": "2", "Confidence": 0.995, "X1": 0.22949, "Y1": 0.6082, "X2": 0.23783, "Y2": 0.608, "X3": 0.23644, "Y3": 0.6198, "X4": 0.22809, "Y4": 0.6198, "page": 0, "Index": 99}, {"Word": "side", "Confidence": 0.954, "X1": 0.24061, "Y1": 0.6082, "X2": 0.26843, "Y2": 0.608, "X3": 0.26704, "Y3": 0.6198, "X4": 0.24061, "Y4": 0.6198, "page": 0, "Index": 100}, {"Word": "metallised", "Confidence": 0.972, "X1": 0.27121, "Y1": 0.6082, "X2": 0.34214, "Y2": 0.608, "X3": 0.34075, "Y3": 0.6198, "X4": 0.27121, "Y4": 0.6198, "page": 0, "Index": 101}, {"Word": "5.0/side", "Confidence": 0.666, "X1": 0.26843, "Y1": 0.6212, "X2": 0.32406, "Y2": 0.621, "X3": 0.32406, "Y3": 0.6328, "X4": 0.26843, "Y4": 0.6328, "page": 0, "Index": 102}, {"Word": "0.034", "Confidence": 0.934, "X1": 0.50348, "Y1": 0.6202, "X2": 0.54659, "Y2": 0.62, "X3": 0.54659, "Y3": 0.6318, "X4": 0.50348, "Y4": 0.6328, "page": 0, "Index": 103}, {"Word": "0.155", "Confidence": 0.991, "X1": 0.61474, "Y1": 0.6212, "X2": 0.65786, "Y2": 0.621, "X3": 0.65925, "Y3": 0.6328, "X4": 0.61613, "Y4": 0.6328, "page": 0, "Index": 104}, {"Word": "1.71", "Confidence": 0.988, "X1": 0.75104, "Y1": 0.6212, "X2": 0.78303, "Y2": 0.621, "X3": 0.78303, "Y3": 0.6328, "X4": 0.75104, "Y4": 0.6328, "page": 0, "Index": 105}, {"Word": "Table", "Confidence": 0.847, "X1": 0.13074, "Y1": 0.6492, "X2": 0.16829, "Y2": 0.649, "X3": 0.16829, "Y3": 0.6608, "X4": 0.13074, "Y4": 0.6618, "page": 0, "Index": 106}, {"Word": "2", "Confidence": 0.995, "X1": 0.17246, "Y1": 0.6492, "X2": 0.1822, "Y2": 0.649, "X3": 0.18081, "Y3": 0.6608, "X4": 0.17107, "Y4": 0.6608, "page": 0, "Index": 107}, {"Word": "Light", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.6632, "X2": 0.1669, "Y2": 0.663, "X3": 0.1669, "Y3": 0.6758, "X4": 0.13074, "Y4": 0.6758, "page": 0, "Index": 108}, {"Word": "transmission", "Confidence": 0.851, "X1": 0.16968, "Y1": 0.6632, "X2": 0.25452, "Y2": 0.663, "X3": 0.25452, "Y3": 0.6758, "X4": 0.17107, "Y4": 0.6758, "page": 0, "Index": 109}, {"Word": "versus", "Confidence": 0.633, "X1": 0.25869, "Y1": 0.6632, "X2": 0.30042, "Y2": 0.663, "X3": 0.30042, "Y3": 0.6758, "X4": 0.2573, "Y4": 0.6758, "page": 0, "Index": 110}, {"Word": "deposition", "Confidence": 0.74, "X1": 0.30459, "Y1": 0.6632, "X2": 0.37969, "Y2": 0.663, "X3": 0.3783, "Y3": 0.6758, "X4": 0.30459, "Y4": 0.6758, "page": 0, "Index": 111}, {"Word": "and", "Confidence": 0.937, "X1": 0.13074, "Y1": 0.6942, "X2": 0.15577, "Y2": 0.694, "X3": 0.15438, "Y3": 0.7078, "X4": 0.12935, "Y4": 0.7078, "page": 0, "Index": 112}, {"Word": "small", "Confidence": 0.614, "X1": 0.15994, "Y1": 0.6942, "X2": 0.19471, "Y2": 0.694, "X3": 0.19332, "Y3": 0.7078, "X4": 0.15855, "Y4": 0.7078, "page": 0, "Index": 113}, {"Word": "differences", "Confidence": 0.99, "X1": 0.19889, "Y1": 0.6942, "X2": 0.27399, "Y2": 0.694, "X3": 0.27399, "Y3": 0.7068, "X4": 0.1975, "Y4": 0.7068, "page": 0, "Index": 114}, {"Word": "in", "Confidence": 0.998, "X1": 0.27816, "Y1": 0.6942, "X2": 0.29207, "Y2": 0.694, "X3": 0.29068, "Y3": 0.7068, "X4": 0.27677, "Y4": 0.7068, "page": 0, "Index": 115}, {"Word": "resistivity", "Confidence": 0.966, "X1": 0.29624, "Y1": 0.6952, "X2": 0.36161, "Y2": 0.695, "X3": 0.36161, "Y3": 0.7068, "X4": 0.29485, "Y4": 0.7068, "page": 0, "Index": 116}, {"Word": "correspond", "Confidence": 0.981, "X1": 0.36579, "Y1": 0.6952, "X2": 0.44367, "Y2": 0.695, "X3": 0.44367, "Y3": 0.7078, "X4": 0.36439, "Y4": 0.7068, "page": 0, "Index": 117}, {"Word": "to", "Confidence": 0.998, "X1": 0.44784, "Y1": 0.6952, "X2": 0.46453, "Y2": 0.695, "X3": 0.46453, "Y3": 0.7078, "X4": 0.44784, "Y4": 0.7078, "page": 0, "Index": 118}, {"Word": "Several", "Confidence": 0.628, "X1": 0.54242, "Y1": 0.6942, "X2": 0.58971, "Y2": 0.694, "X3": 0.58832, "Y3": 0.7078, "X4": 0.54103, "Y4": 0.7078, "page": 0, "Index": 119}, {"Word": "of", "Confidence": 0.998, "X1": 0.59388, "Y1": 0.6942, "X2": 0.60918, "Y2": 0.694, "X3": 0.60779, "Y3": 0.7078, "X4": 0.59249, "Y4": 0.7078, "page": 0, "Index": 120}, {"Word": "the", "Confidence": 0.994, "X1": 0.61335, "Y1": 0.6942, "X2": 0.63561, "Y2": 0.694, "X3": 0.63421, "Y3": 0.7078, "X4": 0.61196, "Y4": 0.7078, "page": 0, "Index": 121}, {"Word": "film", "Confidence": 0.948, "X1": 0.63839, "Y1": 0.6942, "X2": 0.6662, "Y2": 0.694, "X3": 0.66481, "Y3": 0.7078, "X4": 0.63839, "Y4": 0.7078, "page": 0, "Index": 122}, {"Word": "types", "Confidence": 0.994, "X1": 0.67177, "Y1": 0.6942, "X2": 0.70932, "Y2": 0.694, "X3": 0.70793, "Y3": 0.7078, "X4": 0.67038, "Y4": 0.7078, "page": 0, "Index": 123}, {"Word": "listed", "Confidence": 0.995, "X1": 0.71349, "Y1": 0.6942, "X2": 0.75104, "Y2": 0.694, "X3": 0.74965, "Y3": 0.7078, "X4": 0.7121, "Y4": 0.7078, "page": 0, "Index": 124}, {"Word": "earlier", "Confidence": 0.71, "X1": 0.75522, "Y1": 0.6942, "X2": 0.79833, "Y2": 0.694, "X3": 0.79833, "Y3": 0.7078, "X4": 0.75382, "Y4": 0.7078, "page": 0, "Index": 125}, {"Word": "will", "Confidence": 0.985, "X1": 0.8025, "Y1": 0.6952, "X2": 0.82754, "Y2": 0.695, "X3": 0.82615, "Y3": 0.7078, "X4": 0.80111, "Y4": 0.7078, "page": 0, "Index": 126}, {"Word": "now", "Confidence": 0.997, "X1": 0.83171, "Y1": 0.6952, "X2": 0.86092, "Y2": 0.695, "X3": 0.86092, "Y3": 0.7078, "X4": 0.83032, "Y4": 0.7078, "page": 0, "Index": 127}, {"Word": "be", "Confidence": 0.991, "X1": 0.86509, "Y1": 0.6952, "X2": 0.88595, "Y2": 0.695, "X3": 0.88595, "Y3": 0.7078, "X4": 0.86509, "Y4": 0.7078, "page": 0, "Index": 128}, {"Word": "relatively", "Confidence": 0.901, "X1": 0.12935, "Y1": 0.7092, "X2": 0.19332, "Y2": 0.709, "X3": 0.19332, "Y3": 0.7208, "X4": 0.13074, "Y4": 0.7218, "page": 0, "Index": 129}, {"Word": "greater", "Confidence": 0.994, "X1": 0.19611, "Y1": 0.7092, "X2": 0.24339, "Y2": 0.709, "X3": 0.24478, "Y3": 0.7208, "X4": 0.1975, "Y4": 0.7208, "page": 0, "Index": 130}, {"Word": "differences", "Confidence": 0.882, "X1": 0.24757, "Y1": 0.7092, "X2": 0.32406, "Y2": 0.709, "X3": 0.32406, "Y3": 0.7208, "X4": 0.24757, "Y4": 0.7208, "page": 0, "Index": 131}, {"Word": "in", "Confidence": 0.998, "X1": 0.32684, "Y1": 0.7092, "X2": 0.34075, "Y2": 0.709, "X3": 0.34075, "Y3": 0.7198, "X4": 0.32684, "Y4": 0.7208, "page": 0, "Index": 132}, {"Word": "metal", "Confidence": 0.932, "X1": 0.34492, "Y1": 0.7092, "X2": 0.38387, "Y2": 0.709, "X3": 0.38387, "Y3": 0.7198, "X4": 0.34492, "Y4": 0.7198, "page": 0, "Index": 133}, {"Word": "thickness.", "Confidence": 0.946, "X1": 0.38804, "Y1": 0.7092, "X2": 0.45758, "Y2": 0.709, "X3": 0.45619, "Y3": 0.7208, "X4": 0.38804, "Y4": 0.7198, "page": 0, "Index": 134}, {"Word": "It", "Confidence": 0.955, "X1": 0.46036, "Y1": 0.7092, "X2": 0.47288, "Y2": 0.709, "X3": 0.47288, "Y3": 0.7208, "X4": 0.46036, "Y4": 0.7208, "page": 0, "Index": 135}, {"Word": "is", "Confidence": 0.997, "X1": 0.47566, "Y1": 0.7092, "X2": 0.49096, "Y2": 0.709, "X3": 0.49096, "Y3": 0.7208, "X4": 0.47566, "Y4": 0.7208, "page": 0, "Index": 136}, {"Word": "discussed", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.7082, "X2": 0.60362, "Y2": 0.708, "X3": 0.60362, "Y3": 0.7208, "X4": 0.54242, "Y4": 0.7218, "page": 0, "Index": 137}, {"Word": "in", "Confidence": 0.998, "X1": 0.60779, "Y1": 0.7082, "X2": 0.6217, "Y2": 0.708, "X3": 0.6217, "Y3": 0.7208, "X4": 0.6064, "Y4": 0.7208, "page": 0, "Index": 138}, {"Word": "relation", "Confidence": 0.875, "X1": 0.62587, "Y1": 0.7082, "X2": 0.68011, "Y2": 0.708, "X3": 0.68011, "Y3": 0.7208, "X4": 0.62448, "Y4": 0.7208, "page": 0, "Index": 139}, {"Word": "to", "Confidence": 0.997, "X1": 0.68428, "Y1": 0.7082, "X2": 0.69958, "Y2": 0.708, "X3": 0.69819, "Y3": 0.7208, "X4": 0.68289, "Y4": 0.7208, "page": 0, "Index": 140}, {"Word": "their", "Confidence": 0.995, "X1": 0.70236, "Y1": 0.7082, "X2": 0.73574, "Y2": 0.708, "X3": 0.73574, "Y3": 0.7208, "X4": 0.70236, "Y4": 0.7208, "page": 0, "Index": 141}, {"Word": "current,areas", "Confidence": 0.755, "X1": 0.73992, "Y1": 0.7092, "X2": 0.83032, "Y2": 0.709, "X3": 0.82893, "Y3": 0.7218, "X4": 0.73853, "Y4": 0.7208, "page": 0, "Index": 142}, {"Word": "of", "Confidence": 0.997, "X1": 0.8331, "Y1": 0.7092, "X2": 0.8484, "Y2": 0.709, "X3": 0.8484, "Y3": 0.7218, "X4": 0.8331, "Y4": 0.7218, "page": 0, "Index": 143}, {"Word": "usage.", "Confidence": 0.954, "X1": 0.85257, "Y1": 0.7092, "X2": 0.8943, "Y2": 0.709, "X3": 0.8943, "Y3": 0.7228, "X4": 0.85257, "Y4": 0.7218, "page": 0, "Index": 144}, {"Word": "tentatively", "Confidence": 0.97, "X1": 0.13074, "Y1": 0.7232, "X2": 0.20445, "Y2": 0.723, "X3": 0.20445, "Y3": 0.7348, "X4": 0.13074, "Y4": 0.7358, "page": 0, "Index": 145}, {"Word": "suggested", "Confidence": 0.991, "X1": 0.20723, "Y1": 0.7232, "X2": 0.2726, "Y2": 0.723, "X3": 0.2726, "Y3": 0.7348, "X4": 0.20723, "Y4": 0.7348, "page": 0, "Index": 146}, {"Word": "here", "Confidence": 0.987, "X1": 0.27538, "Y1": 0.7232, "X2": 0.30737, "Y2": 0.723, "X3": 0.30598, "Y3": 0.7348, "X4": 0.27538, "Y4": 0.7348, "page": 0, "Index": 147}, {"Word": "that", "Confidence": 0.988, "X1": 0.31015, "Y1": 0.7232, "X2": 0.33936, "Y2": 0.723, "X3": 0.33936, "Y3": 0.7348, "X4": 0.31015, "Y4": 0.7348, "page": 0, "Index": 148}, {"Word": "a", "Confidence": 0.995, "X1": 0.34353, "Y1": 0.7232, "X2": 0.35049, "Y2": 0.723, "X3": 0.35049, "Y3": 0.7348, "X4": 0.34214, "Y4": 0.7348, "page": 0, "Index": 149}, {"Word": "more", "Confidence": 0.991, "X1": 0.35466, "Y1": 0.7232, "X2": 0.39082, "Y2": 0.723, "X3": 0.38943, "Y3": 0.7348, "X4": 0.35327, "Y4": 0.7348, "page": 0, "Index": 150}, {"Word": "effective", "Confidence": 0.669, "X1": 0.3936, "Y1": 0.7232, "X2": 0.4548, "Y2": 0.723, "X3": 0.45341, "Y3": 0.7348, "X4": 0.3936, "Y4": 0.7348, "page": 0, "Index": 151}, {"Word": "means", "Confidence": 0.995, "X1": 0.45758, "Y1": 0.7232, "X2": 0.50487, "Y2": 0.723, "X3": 0.50348, "Y3": 0.7348, "X4": 0.45758, "Y4": 0.7348, "page": 0, "Index": 152}, {"Word": "of", "Confidence": 0.998, "X1": 0.13213, "Y1": 0.7362, "X2": 0.14465, "Y2": 0.736, "X3": 0.14465, "Y3": 0.7498, "X4": 0.13213, "Y4": 0.7498, "page": 0, "Index": 153}, {"Word": "measurement", "Confidence": 0.991, "X1": 0.14882, "Y1": 0.7362, "X2": 0.24061, "Y2": 0.736, "X3": 0.24061, "Y3": 0.7488, "X4": 0.14882, "Y4": 0.7498, "page": 0, "Index": 154}, {"Word": "may", "Confidence": 0.998, "X1": 0.24478, "Y1": 0.7362, "X2": 0.27399, "Y2": 0.736, "X3": 0.27399, "Y3": 0.7488, "X4": 0.24478, "Y4": 0.7488, "page": 0, "Index": 155}, {"Word": "be", "Confidence": 0.998, "X1": 0.27816, "Y1": 0.7362, "X2": 0.29485, "Y2": 0.736, "X3": 0.29485, "Y3": 0.7488, "X4": 0.27816, "Y4": 0.7488, "page": 0, "Index": 156}, {"Word": "in", "Confidence": 0.998, "X1": 0.29764, "Y1": 0.7362, "X2": 0.31293, "Y2": 0.736, "X3": 0.31293, "Y3": 0.7488, "X4": 0.29764, "Y4": 0.7488, "page": 0, "Index": 157}, {"Word": "terms", "Confidence": 0.955, "X1": 0.31572, "Y1": 0.7362, "X2": 0.35605, "Y2": 0.736, "X3": 0.35605, "Y3": 0.7488, "X4": 0.31572, "Y4": 0.7488, "page": 0, "Index": 158}, {"Word": "of", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.7362, "X2": 0.37413, "Y2": 0.736, "X3": 0.37413, "Y3": 0.7488, "X4": 0.35883, "Y4": 0.7488, "page": 0, "Index": 159}, {"Word": "optical", "Confidence": 0.994, "X1": 0.37691, "Y1": 0.7352, "X2": 0.42698, "Y2": 0.735, "X3": 0.42698, "Y3": 0.7488, "X4": 0.37691, "Y4": 0.7488, "page": 0, "Index": 160}, {"Word": "density", "Confidence": 0.993, "X1": 0.42976, "Y1": 0.7352, "X2": 0.48261, "Y2": 0.735, "X3": 0.48261, "Y3": 0.7488, "X4": 0.42976, "Y4": 0.7488, "page": 0, "Index": 161}, {"Word": "3.2.1", "Confidence": 0.995, "X1": 0.56885, "Y1": 0.7382, "X2": 0.60223, "Y2": 0.738, "X3": 0.60083, "Y3": 0.7518, "X4": 0.56745, "Y4": 0.7508, "page": 0, "Index": 162}, {"Word": "Polyethylene", "Confidence": 0.732, "X1": 0.6064, "Y1": 0.7382, "X2": 0.70097, "Y2": 0.738, "X3": 0.69958, "Y3": 0.7518, "X4": 0.60501, "Y4": 0.7518, "page": 0, "Index": 163}, {"Word": "for", "Confidence": 0.991, "X1": 0.13213, "Y1": 0.7502, "X2": 0.15021, "Y2": 0.75, "X3": 0.15021, "Y3": 0.7628, "X4": 0.13213, "Y4": 0.7628, "page": 0, "Index": 164}, {"Word": "transparent", "Confidence": 0.941, "X1": 0.15438, "Y1": 0.7492, "X2": 0.23366, "Y2": 0.749, "X3": 0.23227, "Y3": 0.7628, "X4": 0.15438, "Y4": 0.7628, "page": 0, "Index": 165}, {"Word": "films.", "Confidence": 0.938, "X1": 0.23644, "Y1": 0.7492, "X2": 0.27538, "Y2": 0.749, "X3": 0.27538, "Y3": 0.7628, "X4": 0.23644, "Y4": 0.7628, "page": 0, "Index": 166}, {"Word": "Optical", "Confidence": 0.994, "X1": 0.27955, "Y1": 0.7492, "X2": 0.32962, "Y2": 0.749, "X3": 0.32962, "Y3": 0.7628, "X4": 0.27955, "Y4": 0.7628, "page": 0, "Index": 167}, {"Word": "density", "Confidence": 0.991, "X1": 0.3338, "Y1": 0.7492, "X2": 0.38387, "Y2": 0.749, "X3": 0.38248, "Y3": 0.7628, "X4": 0.33241, "Y4": 0.7628, "page": 0, "Index": 168}, {"Word": "may", "Confidence": 0.998, "X1": 0.38665, "Y1": 0.7492, "X2": 0.41725, "Y2": 0.749, "X3": 0.41725, "Y3": 0.7628, "X4": 0.38665, "Y4": 0.7628, "page": 0, "Index": 169}, {"Word": "be", "Confidence": 0.993, "X1": 0.42142, "Y1": 0.7492, "X2": 0.43811, "Y2": 0.749, "X3": 0.43811, "Y3": 0.7628, "X4": 0.42003, "Y4": 0.7628, "page": 0, "Index": 170}, {"Word": "defined", "Confidence": 0.801, "X1": 0.44228, "Y1": 0.7502, "X2": 0.49652, "Y2": 0.75, "X3": 0.49652, "Y3": 0.7638, "X4": 0.44228, "Y4": 0.7628, "page": 0, "Index": 171}, {"Word": "Metallised", "Confidence": 0.968, "X1": 0.54103, "Y1": 0.7532, "X2": 0.61057, "Y2": 0.753, "X3": 0.60918, "Y3": 0.7658, "X4": 0.53964, "Y4": 0.7658, "page": 0, "Index": 172}, {"Word": "polyethylene", "Confidence": 0.688, "X1": 0.61474, "Y1": 0.7532, "X2": 0.70515, "Y2": 0.753, "X3": 0.70376, "Y3": 0.7658, "X4": 0.61335, "Y4": 0.7658, "page": 0, "Index": 173}, {"Word": "is", "Confidence": 0.97, "X1": 0.70793, "Y1": 0.7532, "X2": 0.71905, "Y2": 0.753, "X3": 0.71905, "Y3": 0.7658, "X4": 0.70793, "Y4": 0.7658, "page": 0, "Index": 174}, {"Word": "bright", "Confidence": 0.996, "X1": 0.72323, "Y1": 0.7532, "X2": 0.76495, "Y2": 0.753, "X3": 0.76495, "Y3": 0.7658, "X4": 0.72184, "Y4": 0.7658, "page": 0, "Index": 175}, {"Word": "in", "Confidence": 0.998, "X1": 0.76912, "Y1": 0.7532, "X2": 0.78303, "Y2": 0.753, "X3": 0.78303, "Y3": 0.7658, "X4": 0.76912, "Y4": 0.7658, "page": 0, "Index": 176}, {"Word": "finish", "Confidence": 0.997, "X1": 0.7872, "Y1": 0.7522, "X2": 0.82615, "Y2": 0.752, "X3": 0.82615, "Y3": 0.7658, "X4": 0.7872, "Y4": 0.7658, "page": 0, "Index": 177}, {"Word": "with", "Confidence": 0.991, "X1": 0.83032, "Y1": 0.7522, "X2": 0.86092, "Y2": 0.752, "X3": 0.86092, "Y3": 0.7658, "X4": 0.82893, "Y4": 0.7658, "page": 0, "Index": 178}, {"Word": "a", "Confidence": 0.892, "X1": 0.86509, "Y1": 0.7522, "X2": 0.87483, "Y2": 0.752, "X3": 0.87483, "Y3": 0.7658, "X4": 0.86509, "Y4": 0.7658, "page": 0, "Index": 179}, {"Word": "as", "Confidence": 0.995, "X1": 0.13074, "Y1": 0.7642, "X2": 0.14465, "Y2": 0.764, "X3": 0.14465, "Y3": 0.7768, "X4": 0.13074, "Y4": 0.7768, "page": 0, "Index": 180}, {"Word": "follows:", "Confidence": 0.897, "X1": 0.14743, "Y1": 0.7642, "X2": 0.20723, "Y2": 0.764, "X3": 0.20723, "Y3": 0.7768, "X4": 0.14743, "Y4": 0.7768, "page": 0, "Index": 181}, {"Word": "reflectance", "Confidence": 0.749, "X1": 0.54242, "Y1": 0.7672, "X2": 0.61613, "Y2": 0.767, "X3": 0.61613, "Y3": 0.7788, "X4": 0.54242, "Y4": 0.7798, "page": 0, "Index": 182}, {"Word": "equivalent", "Confidence": 0.952, "X1": 0.61892, "Y1": 0.7672, "X2": 0.69124, "Y2": 0.767, "X3": 0.69124, "Y3": 0.7788, "X4": 0.61892, "Y4": 0.7788, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.7672, "X2": 0.7121, "Y2": 0.767, "X3": 0.71071, "Y3": 0.7788, "X4": 0.69541, "Y4": 0.7788, "page": 0, "Index": 184}, {"Word": "that", "Confidence": 0.984, "X1": 0.71488, "Y1": 0.7672, "X2": 0.74409, "Y2": 0.767, "X3": 0.74409, "Y3": 0.7788, "X4": 0.71488, "Y4": 0.7788, "page": 0, "Index": 185}, {"Word": "of", "Confidence": 0.998, "X1": 0.74687, "Y1": 0.7672, "X2": 0.76356, "Y2": 0.767, "X3": 0.76356, "Y3": 0.7788, "X4": 0.74687, "Y4": 0.7788, "page": 0, "Index": 186}, {"Word": "bright", "Confidence": 0.995, "X1": 0.76634, "Y1": 0.7672, "X2": 0.80946, "Y2": 0.767, "X3": 0.80946, "Y3": 0.7798, "X4": 0.76634, "Y4": 0.7788, "page": 0, "Index": 187}, {"Word": "side", "Confidence": 0.986, "X1": 0.81224, "Y1": 0.7662, "X2": 0.84006, "Y2": 0.766, "X3": 0.84006, "Y3": 0.7798, "X4": 0.81224, "Y4": 0.7798, "page": 0, "Index": 188}, {"Word": "foil,", "Confidence": 0.615, "X1": 0.84423, "Y1": 0.7662, "X2": 0.87483, "Y2": 0.766, "X3": 0.87483, "Y3": 0.7798, "X4": 0.84284, "Y4": 0.7798, "page": 0, "Index": 189}, {"Word": "100", "Confidence": 0.995, "X1": 0.3185, "Y1": 0.7822, "X2": 0.34214, "Y2": 0.782, "X3": 0.34214, "Y3": 0.7928, "X4": 0.3185, "Y4": 0.7918, "page": 0, "Index": 190}, {"Word": "but", "Confidence": 0.998, "X1": 0.54242, "Y1": 0.7812, "X2": 0.56606, "Y2": 0.781, "X3": 0.56467, "Y3": 0.7928, "X4": 0.54242, "Y4": 0.7928, "page": 0, "Index": 191}, {"Word": "not", "Confidence": 0.998, "X1": 0.56885, "Y1": 0.7812, "X2": 0.59388, "Y2": 0.781, "X3": 0.59249, "Y3": 0.7928, "X4": 0.56885, "Y4": 0.7928, "page": 0, "Index": 192}, {"Word": "as", "Confidence": 0.957, "X1": 0.59666, "Y1": 0.7812, "X2": 0.61057, "Y2": 0.781, "X3": 0.60918, "Y3": 0.7928, "X4": 0.59666, "Y4": 0.7928, "page": 0, "Index": 193}, {"Word": "bright", "Confidence": 0.996, "X1": 0.61335, "Y1": 0.7812, "X2": 0.65647, "Y2": 0.781, "X3": 0.65647, "Y3": 0.7938, "X4": 0.61335, "Y4": 0.7938, "page": 0, "Index": 194}, {"Word": "as", "Confidence": 0.998, "X1": 0.66064, "Y1": 0.7812, "X2": 0.67455, "Y2": 0.781, "X3": 0.67316, "Y3": 0.7938, "X4": 0.65925, "Y4": 0.7938, "page": 0, "Index": 195}, {"Word": "metallised", "Confidence": 0.884, "X1": 0.67872, "Y1": 0.7812, "X2": 0.74826, "Y2": 0.781, "X3": 0.74826, "Y3": 0.7938, "X4": 0.67733, "Y4": 0.7938, "page": 0, "Index": 196}, {"Word": "polyester.", "Confidence": 0.935, "X1": 0.75243, "Y1": 0.7812, "X2": 0.82197, "Y2": 0.781, "X3": 0.82197, "Y3": 0.7938, "X4": 0.75104, "Y4": 0.7938, "page": 0, "Index": 197}, {"Word": "As", "Confidence": 0.998, "X1": 0.82615, "Y1": 0.7812, "X2": 0.84423, "Y2": 0.781, "X3": 0.84284, "Y3": 0.7938, "X4": 0.82476, "Y4": 0.7938, "page": 0, "Index": 198}, {"Word": "it", "Confidence": 0.998, "X1": 0.84701, "Y1": 0.7812, "X2": 0.85814, "Y2": 0.781, "X3": 0.85675, "Y3": 0.7938, "X4": 0.84562, "Y4": 0.7938, "page": 0, "Index": 199}, {"Word": "is", "Confidence": 0.997, "X1": 0.86092, "Y1": 0.7812, "X2": 0.87761, "Y2": 0.781, "X3": 0.87622, "Y3": 0.7938, "X4": 0.85953, "Y4": 0.7938, "page": 0, "Index": 200}, {"Word": "T(Visible)%", "Confidence": 0.971, "X1": 0.18359, "Y1": 0.7952, "X2": 0.26287, "Y2": 0.795, "X3": 0.26287, "Y3": 0.8078, "X4": 0.1822, "Y4": 0.8088, "page": 0, "Index": 201}, {"Word": "=", "Confidence": 0.805, "X1": 0.26704, "Y1": 0.7952, "X2": 0.27816, "Y2": 0.795, "X3": 0.27816, "Y3": 0.8078, "X4": 0.26704, "Y4": 0.8078, "page": 0, "Index": 202}, {"Word": "much", "Confidence": 0.985, "X1": 0.54242, "Y1": 0.7952, "X2": 0.57997, "Y2": 0.795, "X3": 0.57997, "Y3": 0.8068, "X4": 0.54242, "Y4": 0.8078, "page": 0, "Index": 203}, {"Word": "softer", "Confidence": 0.996, "X1": 0.58275, "Y1": 0.7952, "X2": 0.62448, "Y2": 0.795, "X3": 0.62448, "Y3": 0.8068, "X4": 0.58275, "Y4": 0.8068, "page": 0, "Index": 204}, {"Word": "than", "Confidence": 0.955, "X1": 0.62726, "Y1": 0.7952, "X2": 0.65925, "Y2": 0.795, "X3": 0.65925, "Y3": 0.8068, "X4": 0.62726, "Y4": 0.8068, "page": 0, "Index": 205}, {"Word": "the", "Confidence": 0.998, "X1": 0.66203, "Y1": 0.7952, "X2": 0.68567, "Y2": 0.795, "X3": 0.68567, "Y3": 0.8068, "X4": 0.66203, "Y4": 0.8068, "page": 0, "Index": 206}, {"Word": "more", "Confidence": 0.988, "X1": 0.68846, "Y1": 0.7952, "X2": 0.72601, "Y2": 0.795, "X3": 0.72601, "Y3": 0.8068, "X4": 0.68846, "Y4": 0.8068, "page": 0, "Index": 207}, {"Word": "common", "Confidence": 0.996, "X1": 0.72879, "Y1": 0.7962, "X2": 0.79138, "Y2": 0.796, "X3": 0.79138, "Y3": 0.8078, "X4": 0.72879, "Y4": 0.8068, "page": 0, "Index": 208}, {"Word": "orientated", "Confidence": 0.666, "X1": 0.79555, "Y1": 0.7962, "X2": 0.86787, "Y2": 0.796, "X3": 0.86787, "Y3": 0.8078, "X4": 0.79555, "Y4": 0.8078, "page": 0, "Index": 209}, {"Word": "Antilog", "Confidence": 0.468, "X1": 0.28651, "Y1": 0.8062, "X2": 0.3338, "Y2": 0.806, "X3": 0.3338, "Y3": 0.8188, "X4": 0.28512, "Y4": 0.8168, "page": 0, "Index": 210}, {"Word": ",", "Confidence": 0.5, "X1": 0.33797, "Y1": 0.8062, "X2": 0.34075, "Y2": 0.806, "X3": 0.34075, "Y3": 0.8188, "X4": 0.33658, "Y4": 0.8188, "page": 0, "Index": 211}, {"Word": ".", "Confidence": 0.731, "X1": 0.34492, "Y1": 0.8062, "X2": 0.35049, "Y2": 0.806, "X3": 0.3491, "Y3": 0.8188, "X4": 0.34492, "Y4": 0.8188, "page": 0, "Index": 212}, {"Word": "OD,", "Confidence": 0.847, "X1": 0.35327, "Y1": 0.8062, "X2": 0.38387, "Y2": 0.806, "X3": 0.38387, "Y3": 0.8198, "X4": 0.35327, "Y4": 0.8198, "page": 0, "Index": 213}, {"Word": "films", "Confidence": 0.966, "X1": 0.54381, "Y1": 0.8082, "X2": 0.57441, "Y2": 0.808, "X3": 0.57441, "Y3": 0.8218, "X4": 0.54381, "Y4": 0.8218, "page": 0, "Index": 214}, {"Word": "it", "Confidence": 0.998, "X1": 0.57719, "Y1": 0.8082, "X2": 0.58971, "Y2": 0.808, "X3": 0.58971, "Y3": 0.8218, "X4": 0.57719, "Y4": 0.8218, "page": 0, "Index": 215}, {"Word": "has", "Confidence": 0.908, "X1": 0.59388, "Y1": 0.8082, "X2": 0.61613, "Y2": 0.808, "X3": 0.61752, "Y3": 0.8218, "X4": 0.59388, "Y4": 0.8218, "page": 0, "Index": 216}, {"Word": "greater", "Confidence": 0.992, "X1": 0.62031, "Y1": 0.8082, "X2": 0.66898, "Y2": 0.808, "X3": 0.66898, "Y3": 0.8218, "X4": 0.62031, "Y4": 0.8218, "page": 0, "Index": 217}, {"Word": "flexibility,", "Confidence": 0.845, "X1": 0.67177, "Y1": 0.8082, "X2": 0.74548, "Y2": 0.808, "X3": 0.74548, "Y3": 0.8218, "X4": 0.67177, "Y4": 0.8218, "page": 0, "Index": 218}, {"Word": "less", "Confidence": 0.982, "X1": 0.74965, "Y1": 0.8082, "X2": 0.77469, "Y2": 0.808, "X3": 0.7733, "Y3": 0.8218, "X4": 0.74965, "Y4": 0.8218, "page": 0, "Index": 219}, {"Word": "'crinkle'", "Confidence": 0.939, "X1": 0.77747, "Y1": 0.8092, "X2": 0.83449, "Y2": 0.809, "X3": 0.8331, "Y3": 0.8218, "X4": 0.77747, "Y4": 0.8218, "page": 0, "Index": 220}, {"Word": "noise", "Confidence": 0.991, "X1": 0.83866, "Y1": 0.8092, "X2": 0.879, "Y2": 0.809, "X3": 0.87761, "Y3": 0.8218, "X4": 0.83727, "Y4": 0.8218, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.993, "X1": 0.54381, "Y1": 0.8232, "X2": 0.56606, "Y2": 0.823, "X3": 0.56606, "Y3": 0.8358, "X4": 0.54381, "Y4": 0.8358, "page": 0, "Index": 222}, {"Word": "is", "Confidence": 0.944, "X1": 0.57024, "Y1": 0.8232, "X2": 0.58136, "Y2": 0.823, "X3": 0.58136, "Y3": 0.8358, "X4": 0.57024, "Y4": 0.8358, "page": 0, "Index": 223}, {"Word": "more", "Confidence": 0.991, "X1": 0.58554, "Y1": 0.8222, "X2": 0.6217, "Y2": 0.822, "X3": 0.62031, "Y3": 0.8348, "X4": 0.58554, "Y4": 0.8358, "page": 0, "Index": 224}, {"Word": "pleasing", "Confidence": 0.656, "X1": 0.62448, "Y1": 0.8222, "X2": 0.68011, "Y2": 0.822, "X3": 0.68011, "Y3": 0.8348, "X4": 0.62448, "Y4": 0.8348, "page": 0, "Index": 225}, {"Word": "to", "Confidence": 0.996, "X1": 0.68428, "Y1": 0.8222, "X2": 0.69958, "Y2": 0.822, "X3": 0.69819, "Y3": 0.8348, "X4": 0.68428, "Y4": 0.8348, "page": 0, "Index": 226}, {"Word": "handle.", "Confidence": 0.855, "X1": 0.70236, "Y1": 0.8222, "X2": 0.75522, "Y2": 0.822, "X3": 0.75522, "Y3": 0.8348, "X4": 0.70236, "Y4": 0.8348, "page": 0, "Index": 227}, {"Word": "However,", "Confidence": 0.979, "X1": 0.75939, "Y1": 0.8232, "X2": 0.82337, "Y2": 0.823, "X3": 0.82337, "Y3": 0.8348, "X4": 0.758, "Y4": 0.8348, "page": 0, "Index": 228}, {"Word": "its", "Confidence": 0.955, "X1": 0.82754, "Y1": 0.8232, "X2": 0.84562, "Y2": 0.823, "X3": 0.84423, "Y3": 0.8348, "X4": 0.82615, "Y4": 0.8348, "page": 0, "Index": 229}, {"Word": "two", "Confidence": 0.609, "X1": 0.8484, "Y1": 0.8242, "X2": 0.879, "Y2": 0.824, "X3": 0.87761, "Y3": 0.8348, "X4": 0.84701, "Y4": 0.8348, "page": 0, "Index": 230}, {"Word": "where", "Confidence": 0.991, "X1": 0.13074, "Y1": 0.8372, "X2": 0.17385, "Y2": 0.837, "X3": 0.17246, "Y3": 0.8498, "X4": 0.12935, "Y4": 0.8498, "page": 0, "Index": 231}, {"Word": "T", "Confidence": 0.992, "X1": 0.17803, "Y1": 0.8372, "X2": 0.18776, "Y2": 0.837, "X3": 0.18637, "Y3": 0.8498, "X4": 0.17663, "Y4": 0.8498, "page": 0, "Index": 232}, {"Word": "=", "Confidence": 0.27, "X1": 0.19193, "Y1": 0.8372, "X2": 0.20028, "Y2": 0.837, "X3": 0.19889, "Y3": 0.8498, "X4": 0.19054, "Y4": 0.8498, "page": 0, "Index": 233}, {"Word": "fight", "Confidence": 0.656, "X1": 0.20445, "Y1": 0.8372, "X2": 0.23644, "Y2": 0.837, "X3": 0.23644, "Y3": 0.8488, "X4": 0.20306, "Y4": 0.8488, "page": 0, "Index": 234}, {"Word": "transmission", "Confidence": 0.991, "X1": 0.24061, "Y1": 0.8372, "X2": 0.32684, "Y2": 0.837, "X3": 0.32545, "Y3": 0.8488, "X4": 0.23922, "Y4": 0.8488, "page": 0, "Index": 235}, {"Word": "most", "Confidence": 0.987, "X1": 0.5452, "Y1": 0.8372, "X2": 0.57719, "Y2": 0.837, "X3": 0.57719, "Y3": 0.8498, "X4": 0.54381, "Y4": 0.8498, "page": 0, "Index": 236}, {"Word": "acceptable", "Confidence": 0.966, "X1": 0.57997, "Y1": 0.8362, "X2": 0.65229, "Y2": 0.836, "X3": 0.65229, "Y3": 0.8488, "X4": 0.57997, "Y4": 0.8498, "page": 0, "Index": 237}, {"Word": "properties", "Confidence": 0.941, "X1": 0.65508, "Y1": 0.8362, "X2": 0.7274, "Y2": 0.836, "X3": 0.7274, "Y3": 0.8488, "X4": 0.65508, "Y4": 0.8488, "page": 0, "Index": 238}, {"Word": "in", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.8362, "X2": 0.74409, "Y2": 0.836, "X3": 0.74409, "Y3": 0.8488, "X4": 0.73018, "Y4": 0.8488, "page": 0, "Index": 239}, {"Word": "the", "Confidence": 0.998, "X1": 0.74826, "Y1": 0.8362, "X2": 0.77191, "Y2": 0.836, "X3": 0.77051, "Y3": 0.8488, "X4": 0.74826, "Y4": 0.8488, "page": 0, "Index": 240}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.77469, "Y1": 0.8362, "X2": 0.84562, "Y2": 0.836, "X3": 0.84562, "Y3": 0.8488, "X4": 0.77469, "Y4": 0.8488, "page": 0, "Index": 241}, {"Word": "form", "Confidence": 0.991, "X1": 0.8484, "Y1": 0.8372, "X2": 0.88039, "Y2": 0.837, "X3": 0.88039, "Y3": 0.8498, "X4": 0.8484, "Y4": 0.8488, "page": 0, "Index": 242}, {"Word": "and", "Confidence": 0.998, "X1": 0.13213, "Y1": 0.8502, "X2": 0.15577, "Y2": 0.85, "X3": 0.15577, "Y3": 0.8628, "X4": 0.13074, "Y4": 0.8638, "page": 0, "Index": 243}, {"Word": "OD", "Confidence": 0.991, "X1": 0.15994, "Y1": 0.8502, "X2": 0.1822, "Y2": 0.85, "X3": 0.1822, "Y3": 0.8628, "X4": 0.15855, "Y4": 0.8628, "page": 0, "Index": 244}, {"Word": "-", "Confidence": 0.152, "X1": 0.18915, "Y1": 0.8512, "X2": 0.1975, "Y2": 0.851, "X3": 0.1975, "Y3": 0.8628, "X4": 0.18776, "Y4": 0.8628, "page": 0, "Index": 245}, {"Word": "optical", "Confidence": 0.981, "X1": 0.20167, "Y1": 0.8512, "X2": 0.24896, "Y2": 0.851, "X3": 0.24896, "Y3": 0.8628, "X4": 0.20028, "Y4": 0.8628, "page": 0, "Index": 246}, {"Word": "density.", "Confidence": 0.981, "X1": 0.25313, "Y1": 0.8512, "X2": 0.31154, "Y2": 0.851, "X3": 0.31015, "Y3": 0.8638, "X4": 0.25313, "Y4": 0.8628, "page": 0, "Index": 247}, {"Word": "are", "Confidence": 0.634, "X1": 0.54381, "Y1": 0.8502, "X2": 0.56189, "Y2": 0.85, "X3": 0.56189, "Y3": 0.8638, "X4": 0.54381, "Y4": 0.8638, "page": 0, "Index": 248}, {"Word": "its", "Confidence": 0.998, "X1": 0.56606, "Y1": 0.8502, "X2": 0.58275, "Y2": 0.85, "X3": 0.58275, "Y3": 0.8638, "X4": 0.56467, "Y4": 0.8638, "page": 0, "Index": 249}, {"Word": "heat", "Confidence": 0.958, "X1": 0.58693, "Y1": 0.8502, "X2": 0.61613, "Y2": 0.85, "X3": 0.61613, "Y3": 0.8628, "X4": 0.58693, "Y4": 0.8638, "page": 0, "Index": 250}, {"Word": "sealability", "Confidence": 0.688, "X1": 0.62031, "Y1": 0.8502, "X2": 0.69124, "Y2": 0.85, "X3": 0.69124, "Y3": 0.8628, "X4": 0.62031, "Y4": 0.8628, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.8502, "X2": 0.72045, "Y2": 0.85, "X3": 0.72045, "Y3": 0.8628, "X4": 0.69541, "Y4": 0.8628, "page": 0, "Index": 252}, {"Word": "low", "Confidence": 0.934, "X1": 0.72462, "Y1": 0.8502, "X2": 0.74826, "Y2": 0.85, "X3": 0.74826, "Y3": 0.8628, "X4": 0.72323, "Y4": 0.8628, "page": 0, "Index": 253}, {"Word": "infra", "Confidence": 0.821, "X1": 0.75382, "Y1": 0.8502, "X2": 0.7886, "Y2": 0.85, "X3": 0.7872, "Y3": 0.8628, "X4": 0.75382, "Y4": 0.8628, "page": 0, "Index": 254}, {"Word": "red", "Confidence": 0.998, "X1": 0.79138, "Y1": 0.8502, "X2": 0.81502, "Y2": 0.85, "X3": 0.81502, "Y3": 0.8628, "X4": 0.79138, "Y4": 0.8628, "page": 0, "Index": 255}, {"Word": "absorption.", "Confidence": 0.643, "X1": 0.81919, "Y1": 0.8512, "X2": 0.90125, "Y2": 0.851, "X3": 0.89986, "Y3": 0.8638, "X4": 0.81919, "Y4": 0.8628, "page": 0, "Index": 256}, {"Word": "Table", "Confidence": 0.891, "X1": 0.13213, "Y1": 0.8782, "X2": 0.17107, "Y2": 0.878, "X3": 0.17107, "Y3": 0.8918, "X4": 0.13213, "Y4": 0.8918, "page": 0, "Index": 257}, {"Word": "2", "Confidence": 0.996, "X1": 0.17385, "Y1": 0.8782, "X2": 0.1822, "Y2": 0.878, "X3": 0.1822, "Y3": 0.8918, "X4": 0.17385, "Y4": 0.8918, "page": 0, "Index": 258}, {"Word": "lists", "Confidence": 0.965, "X1": 0.18498, "Y1": 0.8782, "X2": 0.21419, "Y2": 0.878, "X3": 0.2128, "Y3": 0.8918, "X4": 0.18498, "Y4": 0.8918, "page": 0, "Index": 259}, {"Word": "the", "Confidence": 0.998, "X1": 0.21697, "Y1": 0.8782, "X2": 0.23922, "Y2": 0.878, "X3": 0.23922, "Y3": 0.8918, "X4": 0.21697, "Y4": 0.8918, "page": 0, "Index": 260}, {"Word": "light", "Confidence": 0.955, "X1": 0.24339, "Y1": 0.8782, "X2": 0.27538, "Y2": 0.878, "X3": 0.27538, "Y3": 0.8908, "X4": 0.24339, "Y4": 0.8918, "page": 0, "Index": 261}, {"Word": "transmission,", "Confidence": 0.912, "X1": 0.27955, "Y1": 0.8782, "X2": 0.36857, "Y2": 0.878, "X3": 0.36857, "Y3": 0.8908, "X4": 0.27816, "Y4": 0.8908, "page": 0, "Index": 262}, {"Word": "resistivity,", "Confidence": 0.838, "X1": 0.37274, "Y1": 0.8782, "X2": 0.44367, "Y2": 0.878, "X3": 0.44367, "Y3": 0.8908, "X4": 0.37135, "Y4": 0.8908, "page": 0, "Index": 263}, {"Word": "UV", "Confidence": 0.993, "X1": 0.44784, "Y1": 0.8782, "X2": 0.47149, "Y2": 0.878, "X3": 0.47149, "Y3": 0.8908, "X4": 0.44645, "Y4": 0.8908, "page": 0, "Index": 264}, {"Word": "It", "Confidence": 0.931, "X1": 0.54242, "Y1": 0.8782, "X2": 0.55355, "Y2": 0.878, "X3": 0.55355, "Y3": 0.8918, "X4": 0.54242, "Y4": 0.8918, "page": 0, "Index": 265}, {"Word": "is", "Confidence": 0.997, "X1": 0.55772, "Y1": 0.8782, "X2": 0.56885, "Y2": 0.878, "X3": 0.56885, "Y3": 0.8918, "X4": 0.55772, "Y4": 0.8918, "page": 0, "Index": 266}, {"Word": "considered", "Confidence": 0.991, "X1": 0.57163, "Y1": 0.8782, "X2": 0.64673, "Y2": 0.878, "X3": 0.64673, "Y3": 0.8918, "X4": 0.57163, "Y4": 0.8918, "page": 0, "Index": 267}, {"Word": "doubtful", "Confidence": 0.623, "X1": 0.6509, "Y1": 0.8782, "X2": 0.71349, "Y2": 0.878, "X3": 0.7121, "Y3": 0.8908, "X4": 0.64951, "Y4": 0.8918, "page": 0, "Index": 268}, {"Word": "that", "Confidence": 0.959, "X1": 0.71766, "Y1": 0.8782, "X2": 0.74548, "Y2": 0.878, "X3": 0.74409, "Y3": 0.8908, "X4": 0.71627, "Y4": 0.8908, "page": 0, "Index": 269}, {"Word": "metallised", "Confidence": 0.941, "X1": 0.74965, "Y1": 0.8782, "X2": 0.82058, "Y2": 0.878, "X3": 0.81919, "Y3": 0.8908, "X4": 0.74826, "Y4": 0.8908, "page": 0, "Index": 270}, {"Word": "LDPE", "Confidence": 0.934, "X1": 0.82476, "Y1": 0.8782, "X2": 0.86648, "Y2": 0.878, "X3": 0.8637, "Y3": 0.8908, "X4": 0.82197, "Y4": 0.8908, "page": 0, "Index": 271}, {"Word": "transmission,", "Confidence": 0.343, "X1": 0.13213, "Y1": 0.8932, "X2": 0.22114, "Y2": 0.893, "X3": 0.22114, "Y3": 0.9048, "X4": 0.13213, "Y4": 0.9048, "page": 0, "Index": 272}, {"Word": "and,", "Confidence": 0.934, "X1": 0.22531, "Y1": 0.8932, "X2": 0.25591, "Y2": 0.893, "X3": 0.25591, "Y3": 0.9048, "X4": 0.22531, "Y4": 0.9048, "page": 0, "Index": 273}, {"Word": "for", "Confidence": 0.998, "X1": 0.25869, "Y1": 0.8932, "X2": 0.27955, "Y2": 0.893, "X3": 0.27955, "Y3": 0.9048, "X4": 0.25869, "Y4": 0.9048, "page": 0, "Index": 274}, {"Word": "completeness,", "Confidence": 0.882, "X1": 0.28373, "Y1": 0.8932, "X2": 0.37969, "Y2": 0.893, "X3": 0.37969, "Y3": 0.9048, "X4": 0.28234, "Y4": 0.9048, "page": 0, "Index": 275}, {"Word": "the", "Confidence": 0.998, "X1": 0.38248, "Y1": 0.8932, "X2": 0.40612, "Y2": 0.893, "X3": 0.40612, "Y3": 0.9048, "X4": 0.38248, "Y4": 0.9048, "page": 0, "Index": 276}, {"Word": "barrier", "Confidence": 0.927, "X1": 0.4089, "Y1": 0.8932, "X2": 0.45897, "Y2": 0.893, "X3": 0.45897, "Y3": 0.9048, "X4": 0.4089, "Y4": 0.9048, "page": 0, "Index": 277}, {"Word": "would", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.8922, "X2": 0.58414, "Y2": 0.892, "X3": 0.58414, "Y3": 0.9048, "X4": 0.54242, "Y4": 0.9048, "page": 0, "Index": 278}, {"Word": "be", "Confidence": 0.995, "X1": 0.58832, "Y1": 0.8922, "X2": 0.6064, "Y2": 0.892, "X3": 0.6064, "Y3": 0.9048, "X4": 0.58832, "Y4": 0.9048, "page": 0, "Index": 279}, {"Word": "employed", "Confidence": 0.799, "X1": 0.60918, "Y1": 0.8922, "X2": 0.67872, "Y2": 0.892, "X3": 0.67872, "Y3": 0.9038, "X4": 0.60918, "Y4": 0.9048, "page": 0, "Index": 280}, {"Word": "as", "Confidence": 0.991, "X1": 0.68289, "Y1": 0.8922, "X2": 0.6968, "Y2": 0.892, "X3": 0.6968, "Y3": 0.9038, "X4": 0.6815, "Y4": 0.9038, "page": 0, "Index": 281}, {"Word": "a", "Confidence": 0.628, "X1": 0.70097, "Y1": 0.8922, "X2": 0.70932, "Y2": 0.892, "X3": 0.70793, "Y3": 0.9038, "X4": 0.69958, "Y4": 0.9038, "page": 0, "Index": 282}, {"Word": "single-ply", "Confidence": 0.738, "X1": 0.7121, "Y1": 0.8922, "X2": 0.77747, "Y2": 0.892, "X3": 0.77608, "Y3": 0.9048, "X4": 0.71071, "Y4": 0.9038, "page": 0, "Index": 283}, {"Word": "packaging", "Confidence": 0.981, "X1": 0.78164, "Y1": 0.8922, "X2": 0.85118, "Y2": 0.892, "X3": 0.8484, "Y3": 0.9048, "X4": 0.78025, "Y4": 0.9048, "page": 0, "Index": 284}, {"Word": "medium,", "Confidence": 0.795, "X1": 0.85396, "Y1": 0.8932, "X2": 0.92072, "Y2": 0.893, "X3": 0.91794, "Y3": 0.9058, "X4": 0.85257, "Y4": 0.9048, "page": 0, "Index": 285}, {"Word": "100491269", "Confidence": 0.991, "X1": 0.97079, "Y1": 0.8992, "X2": 0.97357, "Y2": 0.899, "X3": 0.94159, "Y3": 0.8988, "X4": 0.93741, "Y4": 0.7798, "page": 0, "Index": 286}, {"Word": "regard", "Confidence": 0.991, "X1": 0.22949, "Y1": 0.9062, "X2": 0.27399, "Y2": 0.906, "X3": 0.27399, "Y3": 0.9178, "X4": 0.22949, "Y4": 0.9178, "page": 0, "Index": 287}, {"Word": "to", "Confidence": 0.998, "X1": 0.27816, "Y1": 0.9062, "X2": 0.29346, "Y2": 0.906, "X3": 0.29346, "Y3": 0.9178, "X4": 0.27816, "Y4": 0.9178, "page": 0, "Index": 288}, {"Word": "oxygen", "Confidence": 0.991, "X1": 0.29624, "Y1": 0.9062, "X2": 0.34771, "Y2": 0.906, "X3": 0.34771, "Y3": 0.9178, "X4": 0.29624, "Y4": 0.9178, "page": 0, "Index": 289}, {"Word": "permeability,", "Confidence": 0.651, "X1": 0.35049, "Y1": 0.9062, "X2": 0.44367, "Y2": 0.906, "X3": 0.44367, "Y3": 0.9178, "X4": 0.35049, "Y4": 0.9178, "page": 0, "Index": 290}, {"Word": "of", "Confidence": 0.998, "X1": 0.44784, "Y1": 0.9062, "X2": 0.46732, "Y2": 0.906, "X3": 0.46592, "Y3": 0.9178, "X4": 0.44645, "Y4": 0.9178, "page": 0, "Index": 291}, {"Word": "primarily", "Confidence": 0.991, "X1": 0.54381, "Y1": 0.9062, "X2": 0.6064, "Y2": 0.906, "X3": 0.60501, "Y3": 0.9178, "X4": 0.54381, "Y4": 0.9178, "page": 0, "Index": 292}, {"Word": "because", "Confidence": 0.701, "X1": 0.60918, "Y1": 0.9052, "X2": 0.66481, "Y2": 0.905, "X3": 0.66481, "Y3": 0.9178, "X4": 0.60918, "Y4": 0.9178, "page": 0, "Index": 293}, {"Word": "of", "Confidence": 0.996, "X1": 0.66759, "Y1": 0.9052, "X2": 0.68289, "Y2": 0.905, "X3": 0.68289, "Y3": 0.9178, "X4": 0.66759, "Y4": 0.9178, "page": 0, "Index": 294}, {"Word": "the", "Confidence": 0.962, "X1": 0.68707, "Y1": 0.9052, "X2": 0.71071, "Y2": 0.905, "X3": 0.70932, "Y3": 0.9168, "X4": 0.68567, "Y4": 0.9178, "page": 0, "Index": 295}, {"Word": "more", "Confidence": 0.984, "X1": 0.71349, "Y1": 0.9062, "X2": 0.75104, "Y2": 0.906, "X3": 0.74965, "Y3": 0.9168, "X4": 0.7121, "Y4": 0.9168, "page": 0, "Index": 296}, {"Word": "acceptable", "Confidence": 0.846, "X1": 0.75382, "Y1": 0.9062, "X2": 0.82754, "Y2": 0.906, "X3": 0.82615, "Y3": 0.9168, "X4": 0.75382, "Y4": 0.9168, "page": 0, "Index": 297}, {"Word": "per-", "Confidence": 0.711, "X1": 0.83032, "Y1": 0.9062, "X2": 0.8637, "Y2": 0.906, "X3": 0.86231, "Y3": 0.9168, "X4": 0.83032, "Y4": 0.9168, "page": 0, "Index": 298}, {"Word": "property", "Confidence": 0.995, "X1": 0.13074, "Y1": 0.9062, "X2": 0.19193, "Y2": 0.906, "X3": 0.19193, "Y3": 0.9188, "X4": 0.13074, "Y4": 0.9188, "page": 0, "Index": 299}, {"Word": "with", "Confidence": 0.989, "X1": 0.19471, "Y1": 0.9062, "X2": 0.2267, "Y2": 0.906, "X3": 0.2267, "Y3": 0.9188, "X4": 0.19471, "Y4": 0.9188, "page": 0, "Index": 300}, {"Word": "metallised", "Confidence": 0.787, "X1": 0.13074, "Y1": 0.9192, "X2": 0.20028, "Y2": 0.919, "X3": 0.20028, "Y3": 0.9318, "X4": 0.12935, "Y4": 0.9318, "page": 0, "Index": 301}, {"Word": "12", "Confidence": 0.993, "X1": 0.20584, "Y1": 0.9192, "X2": 0.22114, "Y2": 0.919, "X3": 0.22114, "Y3": 0.9318, "X4": 0.20445, "Y4": 0.9318, "page": 0, "Index": 302}, {"Word": "um", "Confidence": 0.582, "X1": 0.22531, "Y1": 0.9192, "X2": 0.24618, "Y2": 0.919, "X3": 0.24478, "Y3": 0.9318, "X4": 0.22392, "Y4": 0.9318, "page": 0, "Index": 303}, {"Word": "polyester.", "Confidence": 0.947, "X1": 0.25313, "Y1": 0.9192, "X2": 0.32128, "Y2": 0.919, "X3": 0.31989, "Y3": 0.9308, "X4": 0.25174, "Y4": 0.9318, "page": 0, "Index": 304}, {"Word": "Many", "Confidence": 0.99, "X1": 0.32406, "Y1": 0.9192, "X2": 0.363, "Y2": 0.919, "X3": 0.363, "Y3": 0.9308, "X4": 0.32406, "Y4": 0.9308, "page": 0, "Index": 305}, {"Word": "detailed", "Confidence": 0.991, "X1": 0.36718, "Y1": 0.9192, "X2": 0.42142, "Y2": 0.919, "X3": 0.42142, "Y3": 0.9308, "X4": 0.36579, "Y4": 0.9308, "page": 0, "Index": 306}, {"Word": "references", "Confidence": 0.916, "X1": 0.42559, "Y1": 0.9192, "X2": 0.5007, "Y2": 0.919, "X3": 0.4993, "Y3": 0.9298, "X4": 0.4242, "Y4": 0.9308, "page": 0, "Index": 307}, {"Word": "formance", "Confidence": 0.994, "X1": 0.54381, "Y1": 0.9182, "X2": 0.60779, "Y2": 0.918, "X3": 0.60779, "Y3": 0.9308, "X4": 0.54242, "Y4": 0.9308, "page": 0, "Index": 308}, {"Word": "of", "Confidence": 0.998, "X1": 0.61196, "Y1": 0.9182, "X2": 0.62726, "Y2": 0.918, "X3": 0.62587, "Y3": 0.9308, "X4": 0.61057, "Y4": 0.9308, "page": 0, "Index": 309}, {"Word": "other", "Confidence": 0.983, "X1": 0.63004, "Y1": 0.9182, "X2": 0.66898, "Y2": 0.918, "X3": 0.66759, "Y3": 0.9308, "X4": 0.63004, "Y4": 0.9308, "page": 0, "Index": 310}, {"Word": "metallised", "Confidence": 0.97, "X1": 0.67177, "Y1": 0.9182, "X2": 0.74409, "Y2": 0.918, "X3": 0.7427, "Y3": 0.9308, "X4": 0.67038, "Y4": 0.9308, "page": 0, "Index": 311}, {"Word": "films", "Confidence": 0.941, "X1": 0.74826, "Y1": 0.9182, "X2": 0.78303, "Y2": 0.918, "X3": 0.78025, "Y3": 0.9298, "X4": 0.74687, "Y4": 0.9308, "page": 0, "Index": 312}, {"Word": "both", "Confidence": 0.989, "X1": 0.78581, "Y1": 0.9182, "X2": 0.81919, "Y2": 0.918, "X3": 0.8178, "Y3": 0.9298, "X4": 0.78442, "Y4": 0.9298, "page": 0, "Index": 313}, {"Word": "in", "Confidence": 0.998, "X1": 0.82337, "Y1": 0.9182, "X2": 0.83727, "Y2": 0.918, "X3": 0.83449, "Y3": 0.9298, "X4": 0.82058, "Y4": 0.9298, "page": 0, "Index": 314}, {"Word": "terms", "Confidence": 0.953, "X1": 0.84006, "Y1": 0.9182, "X2": 0.88039, "Y2": 0.918, "X3": 0.87761, "Y3": 0.9298, "X4": 0.83866, "Y4": 0.9298, "page": 0, "Index": 315}, {"Word": "of", "Confidence": 0.998, "X1": 0.88317, "Y1": 0.9192, "X2": 0.90264, "Y2": 0.919, "X3": 0.90125, "Y3": 0.9298, "X4": 0.88039, "Y4": 0.9298, "page": 0, "Index": 316}, {"Word": "have", "Confidence": 0.985, "X1": 0.13074, "Y1": 0.9322, "X2": 0.16134, "Y2": 0.932, "X3": 0.16134, "Y3": 0.9448, "X4": 0.13074, "Y4": 0.9448, "page": 0, "Index": 317}, {"Word": "been", "Confidence": 0.636, "X1": 0.16551, "Y1": 0.9322, "X2": 0.1975, "Y2": 0.932, "X3": 0.1975, "Y3": 0.9448, "X4": 0.16551, "Y4": 0.9448, "page": 0, "Index": 318}, {"Word": "published", "Confidence": 0.951, "X1": 0.20167, "Y1": 0.9322, "X2": 0.26982, "Y2": 0.932, "X3": 0.26982, "Y3": 0.9448, "X4": 0.20167, "Y4": 0.9448, "page": 0, "Index": 319}, {"Word": "relating", "Confidence": 0.661, "X1": 0.2726, "Y1": 0.9322, "X2": 0.32545, "Y2": 0.932, "X3": 0.32545, "Y3": 0.9448, "X4": 0.2726, "Y4": 0.9448, "page": 0, "Index": 320}, {"Word": "to", "Confidence": 0.998, "X1": 0.32823, "Y1": 0.9322, "X2": 0.34353, "Y2": 0.932, "X3": 0.34353, "Y3": 0.9448, "X4": 0.32823, "Y4": 0.9448, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.34771, "Y1": 0.9322, "X2": 0.37135, "Y2": 0.932, "X3": 0.37135, "Y3": 0.9448, "X4": 0.34771, "Y4": 0.9448, "page": 0, "Index": 322}, {"Word": "influence", "Confidence": 0.805, "X1": 0.37413, "Y1": 0.9322, "X2": 0.43811, "Y2": 0.932, "X3": 0.43811, "Y3": 0.9448, "X4": 0.37413, "Y4": 0.9448, "page": 0, "Index": 323}, {"Word": "of", "Confidence": 0.998, "X1": 0.44228, "Y1": 0.9322, "X2": 0.46314, "Y2": 0.932, "X3": 0.46314, "Y3": 0.9448, "X4": 0.44228, "Y4": 0.9448, "page": 0, "Index": 324}, {"Word": "barrier", "Confidence": 0.929, "X1": 0.54242, "Y1": 0.9322, "X2": 0.58971, "Y2": 0.932, "X3": 0.58971, "Y3": 0.9448, "X4": 0.54242, "Y4": 0.9448, "page": 0, "Index": 325}, {"Word": "and", "Confidence": 0.998, "X1": 0.59388, "Y1": 0.9322, "X2": 0.61752, "Y2": 0.932, "X3": 0.61752, "Y3": 0.9448, "X4": 0.59249, "Y4": 0.9448, "page": 0, "Index": 326}, {"Word": "appearance,", "Confidence": 0.782, "X1": 0.6217, "Y1": 0.9322, "X2": 0.70515, "Y2": 0.932, "X3": 0.70376, "Y3": 0.9448, "X4": 0.62031, "Y4": 0.9448, "page": 0, "Index": 327}, {"Word": "and", "Confidence": 0.998, "X1": 0.70793, "Y1": 0.9322, "X2": 0.73435, "Y2": 0.932, "X3": 0.73296, "Y3": 0.9448, "X4": 0.70654, "Y4": 0.9448, "page": 0, "Index": 328}, {"Word": "because", "Confidence": 0.848, "X1": 0.73713, "Y1": 0.9322, "X2": 0.79277, "Y2": 0.932, "X3": 0.79138, "Y3": 0.9448, "X4": 0.73574, "Y4": 0.9448, "page": 0, "Index": 329}, {"Word": "of", "Confidence": 0.998, "X1": 0.79555, "Y1": 0.9322, "X2": 0.81085, "Y2": 0.932, "X3": 0.80946, "Y3": 0.9448, "X4": 0.79416, "Y4": 0.9448, "page": 0, "Index": 330}, {"Word": "the", "Confidence": 0.962, "X1": 0.81502, "Y1": 0.9322, "X2": 0.83727, "Y2": 0.932, "X3": 0.83588, "Y3": 0.9448, "X4": 0.81363, "Y4": 0.9448, "page": 0, "Index": 331}, {"Word": "thickness", "Confidence": 0.96, "X1": 0.84006, "Y1": 0.9322, "X2": 0.9096, "Y2": 0.932, "X3": 0.90821, "Y3": 0.9448, "X4": 0.83866, "Y4": 0.9448, "page": 0, "Index": 332}, {"Word": "thickness,", "Confidence": 0.802, "X1": 0.17246, "Y1": 0.9462, "X2": 0.24061, "Y2": 0.946, "X3": 0.24061, "Y3": 0.9578, "X4": 0.17107, "Y4": 0.9588, "page": 0, "Index": 333}, {"Word": "in", "Confidence": 0.998, "X1": 0.24339, "Y1": 0.9462, "X2": 0.26008, "Y2": 0.946, "X3": 0.25869, "Y3": 0.9578, "X4": 0.24339, "Y4": 0.9578, "page": 0, "Index": 334}, {"Word": "terms", "Confidence": 0.997, "X1": 0.26287, "Y1": 0.9462, "X2": 0.30181, "Y2": 0.946, "X3": 0.30181, "Y3": 0.9578, "X4": 0.26287, "Y4": 0.9578, "page": 0, "Index": 335}, {"Word": "of", "Confidence": 0.998, "X1": 0.30598, "Y1": 0.9462, "X2": 0.32128, "Y2": 0.946, "X3": 0.31989, "Y3": 0.9578, "X4": 0.30459, "Y4": 0.9578, "page": 0, "Index": 336}, {"Word": "film", "Confidence": 0.882, "X1": 0.56189, "Y1": 0.9452, "X2": 0.58693, "Y2": 0.945, "X3": 0.58693, "Y3": 0.9578, "X4": 0.56189, "Y4": 0.9588, "page": 0, "Index": 337}, {"Word": "available.", "Confidence": 0.886, "X1": 0.59527, "Y1": 0.9452, "X2": 0.65925, "Y2": 0.945, "X3": 0.65786, "Y3": 0.9578, "X4": 0.59388, "Y4": 0.9578, "page": 0, "Index": 338}, {"Word": "In", "Confidence": 0.958, "X1": 0.66203, "Y1": 0.9462, "X2": 0.67733, "Y2": 0.946, "X3": 0.67733, "Y3": 0.9578, "X4": 0.66203, "Y4": 0.9578, "page": 0, "Index": 339}, {"Word": "multiply", "Confidence": 0.856, "X1": 0.6815, "Y1": 0.9462, "X2": 0.73992, "Y2": 0.946, "X3": 0.73992, "Y3": 0.9578, "X4": 0.68011, "Y4": 0.9578, "page": 0, "Index": 340}, {"Word": "construction", "Confidence": 0.991, "X1": 0.74409, "Y1": 0.9452, "X2": 0.8331, "Y2": 0.945, "X3": 0.83171, "Y3": 0.9578, "X4": 0.74409, "Y4": 0.9578, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.998, "X1": 0.83588, "Y1": 0.9452, "X2": 0.85814, "Y2": 0.945, "X3": 0.85814, "Y3": 0.9578, "X4": 0.83588, "Y4": 0.9578, "page": 0, "Index": 342}, {"Word": "metal", "Confidence": 0.993, "X1": 0.13074, "Y1": 0.9462, "X2": 0.16829, "Y2": 0.946, "X3": 0.16829, "Y3": 0.9588, "X4": 0.12935, "Y4": 0.9598, "page": 0, "Index": 343}, {"Word": "optical", "Confidence": 0.991, "X1": 0.32406, "Y1": 0.9462, "X2": 0.37274, "Y2": 0.946, "X3": 0.37135, "Y3": 0.9588, "X4": 0.32406, "Y4": 0.9578, "page": 0, "Index": 344}, {"Word": "density.", "Confidence": 0.852, "X1": 0.37552, "Y1": 0.9462, "X2": 0.43115, "Y2": 0.946, "X3": 0.43115, "Y3": 0.9588, "X4": 0.37552, "Y4": 0.9588, "page": 0, "Index": 345}, {"Word": "on", "Confidence": 0.997, "X1": 0.43533, "Y1": 0.9462, "X2": 0.4548, "Y2": 0.946, "X3": 0.45341, "Y3": 0.9598, "X4": 0.43394, "Y4": 0.9588, "page": 0, "Index": 346}, {"Word": "of", "Confidence": 0.962, "X1": 0.54381, "Y1": 0.9452, "X2": 0.55911, "Y2": 0.945, "X3": 0.55772, "Y3": 0.9588, "X4": 0.54381, "Y4": 0.9588, "page": 0, "Index": 347}, {"Word": "heat", "Confidence": 0.987, "X1": 0.86092, "Y1": 0.9452, "X2": 0.89708, "Y2": 0.945, "X3": 0.89708, "Y3": 0.9588, "X4": 0.86092, "Y4": 0.9578, "page": 0, "Index": 348}, {"Word": "oxygen", "Confidence": 0.698, "X1": 0.12935, "Y1": 0.9602, "X2": 0.17942, "Y2": 0.96, "X3": 0.17942, "Y3": 0.9738, "X4": 0.12935, "Y4": 0.9738, "page": 0, "Index": 349}, {"Word": "permeability,", "Confidence": 0.891, "X1": 0.18359, "Y1": 0.9602, "X2": 0.27677, "Y2": 0.96, "X3": 0.27677, "Y3": 0.9728, "X4": 0.18359, "Y4": 0.9738, "page": 0, "Index": 350}, {"Word": "MVTR,", "Confidence": 0.655, "X1": 0.28095, "Y1": 0.9602, "X2": 0.33102, "Y2": 0.96, "X3": 0.33102, "Y3": 0.9728, "X4": 0.27955, "Y4": 0.9728, "page": 0, "Index": 351}, {"Word": "light", "Confidence": 0.955, "X1": 0.33519, "Y1": 0.9602, "X2": 0.36857, "Y2": 0.96, "X3": 0.36718, "Y3": 0.9728, "X4": 0.3338, "Y4": 0.9728, "page": 0, "Index": 352}, {"Word": "transmission", "Confidence": 0.966, "X1": 0.37135, "Y1": 0.9602, "X2": 0.45897, "Y2": 0.96, "X3": 0.45758, "Y3": 0.9728, "X4": 0.36996, "Y4": 0.9728, "page": 0, "Index": 353}, {"Word": "and", "Confidence": 0.998, "X1": 0.46314, "Y1": 0.9602, "X2": 0.49096, "Y2": 0.96, "X3": 0.48957, "Y3": 0.9718, "X4": 0.46175, "Y4": 0.9718, "page": 0, "Index": 354}, {"Word": "sealability", "Confidence": 0.696, "X1": 0.54242, "Y1": 0.9592, "X2": 0.61335, "Y2": 0.959, "X3": 0.61196, "Y3": 0.9718, "X4": 0.54103, "Y4": 0.9728, "page": 0, "Index": 355}, {"Word": "of", "Confidence": 0.998, "X1": 0.61752, "Y1": 0.9592, "X2": 0.63282, "Y2": 0.959, "X3": 0.63143, "Y3": 0.9718, "X4": 0.61613, "Y4": 0.9718, "page": 0, "Index": 356}, {"Word": "LDPE", "Confidence": 0.917, "X1": 0.63561, "Y1": 0.9592, "X2": 0.67733, "Y2": 0.959, "X3": 0.67594, "Y3": 0.9718, "X4": 0.63561, "Y4": 0.9718, "page": 0, "Index": 357}, {"Word": "is", "Confidence": 0.998, "X1": 0.6815, "Y1": 0.9592, "X2": 0.69263, "Y2": 0.959, "X3": 0.69124, "Y3": 0.9718, "X4": 0.68011, "Y4": 0.9718, "page": 0, "Index": 358}, {"Word": "of", "Confidence": 0.998, "X1": 0.69541, "Y1": 0.9592, "X2": 0.71071, "Y2": 0.959, "X3": 0.71071, "Y3": 0.9718, "X4": 0.69541, "Y4": 0.9718, "page": 0, "Index": 359}, {"Word": "major", "Confidence": 0.971, "X1": 0.71488, "Y1": 0.9592, "X2": 0.75661, "Y2": 0.959, "X3": 0.75661, "Y3": 0.9718, "X4": 0.71349, "Y4": 0.9718, "page": 0, "Index": 360}, {"Word": "interest", "Confidence": 0.993, "X1": 0.76078, "Y1": 0.9592, "X2": 0.81363, "Y2": 0.959, "X3": 0.81224, "Y3": 0.9718, "X4": 0.75939, "Y4": 0.9718, "page": 0, "Index": 361}, {"Word": "but", "Confidence": 0.998, "X1": 0.81641, "Y1": 0.9592, "X2": 0.84006, "Y2": 0.959, "X3": 0.84006, "Y3": 0.9718, "X4": 0.81641, "Y4": 0.9718, "page": 0, "Index": 362}, {"Word": "the", "Confidence": 0.998, "X1": 0.84423, "Y1": 0.9592, "X2": 0.86926, "Y2": 0.959, "X3": 0.86926, "Y3": 0.9718, "X4": 0.84423, "Y4": 0.9718, "page": 0, "Index": 363}, {"Word": "UV", "Confidence": 0.957, "X1": 0.13074, "Y1": 0.9732, "X2": 0.15299, "Y2": 0.973, "X3": 0.15299, "Y3": 0.9858, "X4": 0.13074, "Y4": 0.9858, "page": 0, "Index": 364}, {"Word": "transmission,", "Confidence": 0.839, "X1": 0.15716, "Y1": 0.9732, "X2": 0.24757, "Y2": 0.973, "X3": 0.24757, "Y3": 0.9868, "X4": 0.15716, "Y4": 0.9858, "page": 0, "Index": 365}, {"Word": "for", "Confidence": 0.998, "X1": 0.25174, "Y1": 0.9732, "X2": 0.27538, "Y2": 0.973, "X3": 0.27538, "Y3": 0.9868, "X4": 0.25174, "Y4": 0.9868, "page": 0, "Index": 366}, {"Word": "12", "Confidence": 0.997, "X1": 0.27816, "Y1": 0.9732, "X2": 0.29485, "Y2": 0.973, "X3": 0.29485, "Y3": 0.9868, "X4": 0.27816, "Y4": 0.9868, "page": 0, "Index": 367}, {"Word": "um", "Confidence": 0.727, "X1": 0.29903, "Y1": 0.9732, "X2": 0.31989, "Y2": 0.973, "X3": 0.3185, "Y3": 0.9868, "X4": 0.29764, "Y4": 0.9868, "page": 0, "Index": 368}, {"Word": "polyester", "Confidence": 0.994, "X1": 0.32545, "Y1": 0.9742, "X2": 0.38943, "Y2": 0.974, "X3": 0.38804, "Y3": 0.9868, "X4": 0.32545, "Y4": 0.9868, "page": 0, "Index": 369}, {"Word": "laminates.", "Confidence": 0.946, "X1": 0.39221, "Y1": 0.9742, "X2": 0.46453, "Y2": 0.974, "X3": 0.46453, "Y3": 0.9868, "X4": 0.39221, "Y4": 0.9868, "page": 0, "Index": 370}, {"Word": "mechanical", "Confidence": 0.972, "X1": 0.54381, "Y1": 0.9732, "X2": 0.61892, "Y2": 0.973, "X3": 0.61892, "Y3": 0.9868, "X4": 0.54381, "Y4": 0.9868, "page": 0, "Index": 371}, {"Word": "properties", "Confidence": 0.993, "X1": 0.62309, "Y1": 0.9732, "X2": 0.69402, "Y2": 0.973, "X3": 0.69402, "Y3": 0.9868, "X4": 0.62309, "Y4": 0.9868, "page": 0, "Index": 372}, {"Word": "of", "Confidence": 0.998, "X1": 0.6968, "Y1": 0.9732, "X2": 0.71349, "Y2": 0.973, "X3": 0.71349, "Y3": 0.9868, "X4": 0.69819, "Y4": 0.9868, "page": 0, "Index": 373}, {"Word": "the", "Confidence": 0.998, "X1": 0.71627, "Y1": 0.9732, "X2": 0.73853, "Y2": 0.973, "X3": 0.73992, "Y3": 0.9858, "X4": 0.71766, "Y4": 0.9868, "page": 0, "Index": 374}, {"Word": "other", "Confidence": 0.958, "X1": 0.7427, "Y1": 0.9732, "X2": 0.78164, "Y2": 0.973, "X3": 0.78164, "Y3": 0.9858, "X4": 0.7427, "Y4": 0.9858, "page": 0, "Index": 375}, {"Word": "films", "Confidence": 0.955, "X1": 0.78581, "Y1": 0.9732, "X2": 0.81919, "Y2": 0.973, "X3": 0.82058, "Y3": 0.9858, "X4": 0.78581, "Y4": 0.9858, "page": 0, "Index": 376}, {"Word": "as", "Confidence": 0.623, "X1": 0.82337, "Y1": 0.9732, "X2": 0.83588, "Y2": 0.973, "X3": 0.83727, "Y3": 0.9858, "X4": 0.82337, "Y4": 0.9858, "page": 0, "Index": 377}, {"Word": "successive", "Confidence": 0.568, "X1": 0.84006, "Y1": 0.9732, "X2": 0.91238, "Y2": 0.973, "X3": 0.91238, "Y3": 0.9848, "X4": 0.84145, "Y4": 0.9858, "page": 0, "Index": 378}]}
"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"
ffwp0205
5
{"lines_data": [{"Word": "There are uses for metallised papers that do not", "Confidence": 0.99378, "X1": 0.12239, "Y1": 0.0232, "X2": 0.45341, "Y2": 0.023, "X3": 0.45341, "Y3": 0.0358, "X4": 0.12239, "Y4": 0.0368, "page": 0}, {"Word": "good corrosion resistance and Is also washable, such", "Confidence": 0.9605, "X1": 0.53408, "Y1": 0.0212, "X2": 0.89569, "Y2": 0.021, "X3": 0.89569, "Y3": 0.0368, "X4": 0.53408, "Y4": 0.0378, "page": 0}, {"Word": "require printing. In these areas it has been found that", "Confidence": 0.9731, "X1": 0.12378, "Y1": 0.0362, "X2": 0.49235, "Y2": 0.036, "X3": 0.49235, "Y3": 0.0498, "X4": 0.12378, "Y4": 0.0508, "page": 0}, {"Word": "properties being imparted by carefully chosen pre-", "Confidence": 0.94157, "X1": 0.53268, "Y1": 0.0362, "X2": 0.88595, "Y2": 0.036, "X3": 0.88595, "Y3": 0.0498, "X4": 0.53268, "Y4": 0.0508, "page": 0}, {"Word": "metallised papers laminate well, emboss well, and", "Confidence": 0.89614, "X1": 0.12378, "Y1": 0.0502, "X2": 0.46871, "Y2": 0.05, "X3": 0.46871, "Y3": 0.0648, "X4": 0.12378, "Y4": 0.0648, "page": 0}, {"Word": "lacquer and varnish systems.", "Confidence": 0.93775, "X1": 0.53408, "Y1": 0.0512, "X2": 0.73296, "Y2": 0.051, "X3": 0.73296, "Y3": 0.0648, "X4": 0.53408, "Y4": 0.0648, "page": 0}, {"Word": "possess deadfold characteristics only slightly inferior", "Confidence": 0.8155, "X1": 0.121, "Y1": 0.0642, "X2": 0.48679, "Y2": 0.064, "X3": 0.48679, "Y3": 0.0788, "X4": 0.121, "Y4": 0.0788, "page": 0}, {"Word": "to aluminium laminate, have increased strength over", "Confidence": 0.90157, "X1": 0.12239, "Y1": 0.0782, "X2": 0.4854, "Y2": 0.078, "X3": 0.4854, "Y3": 0.0918, "X4": 0.12239, "Y4": 0.0918, "page": 0}, {"Word": "A list of potential and actual uses is enormous.", "Confidence": 0.946, "X1": 0.53408, "Y1": 0.0792, "X2": 0.85953, "Y2": 0.079, "X3": 0.85953, "Y3": 0.0928, "X4": 0.53408, "Y4": 0.0928, "page": 0}, {"Word": "the equivalent paper, and exhibit ideal barrier proper-", "Confidence": 0.90687, "X1": 0.12378, "Y1": 0.0922, "X2": 0.49374, "Y2": 0.092, "X3": 0.49374, "Y3": 0.1058, "X4": 0.12378, "Y4": 0.1058, "page": 0}, {"Word": "Metallised papers are currently used with success in", "Confidence": 0.9565, "X1": 0.53268, "Y1": 0.0932, "X2": 0.89569, "Y2": 0.093, "X3": 0.89569, "Y3": 0.1058, "X4": 0.53268, "Y4": 0.1058, "page": 0}, {"Word": "ties, coupled with improved running speeds and", "Confidence": 0.95243, "X1": 0.121, "Y1": 0.1062, "X2": 0.45341, "Y2": 0.106, "X3": 0.45341, "Y3": 0.1188, "X4": 0.121, "Y4": 0.1198, "page": 0}, {"Word": "the inner lining of cigarette packs, as carrier and", "Confidence": 0.91933, "X1": 0.53547, "Y1": 0.1072, "X2": 0.87065, "Y2": 0.107, "X3": 0.87065, "Y3": 0.1198, "X4": 0.53547, "Y4": 0.1198, "page": 0}, {"Word": "reduced wastage.", "Confidence": 0.93, "X1": 0.121, "Y1": 0.1212, "X2": 0.24061, "Y2": 0.121, "X3": 0.24061, "Y3": 0.1348, "X4": 0.121, "Y4": 0.1348, "page": 0}, {"Word": "paper bags, as beer and soft drinks labels, in products", "Confidence": 0.9691, "X1": 0.53268, "Y1": 0.1212, "X2": 0.90403, "Y2": 0.121, "X3": 0.90403, "Y3": 0.1348, "X4": 0.53268, "Y4": 0.1358, "page": 0}, {"Word": "as diverse as giftwrap and medical packaging, in", "Confidence": 0.96125, "X1": 0.53547, "Y1": 0.1352, "X2": 0.8637, "Y2": 0.135, "X3": 0.8637, "Y3": 0.1478, "X4": 0.53547, "Y4": 0.1488, "page": 0}, {"Word": "3.1.1 End uses and applications", "Confidence": 0.9282, "X1": 0.14743, "Y1": 0.1532, "X2": 0.37135, "Y2": 0.153, "X3": 0.37135, "Y3": 0.1678, "X4": 0.14743, "Y4": 0.1668, "page": 0}, {"Word": "security tape for airline tickets, and as the paper in", "Confidence": 0.9414, "X1": 0.53408, "Y1": 0.1492, "X2": 0.88873, "Y2": 0.149, "X3": 0.88873, "Y3": 0.1618, "X4": 0.53408, "Y4": 0.1628, "page": 0}, {"Word": "certain types of adding machines.", "Confidence": 0.964, "X1": 0.53408, "Y1": 0.1632, "X2": 0.76773, "Y2": 0.163, "X3": 0.76773, "Y3": 0.1758, "X4": 0.53408, "Y4": 0.1768, "page": 0}, {"Word": "There is a wide and ever growing range of end uses for", "Confidence": 0.88967, "X1": 0.12378, "Y1": 0.1662, "X2": 0.4993, "Y2": 0.166, "X3": 0.4993, "Y3": 0.1808, "X4": 0.12378, "Y4": 0.1808, "page": 0}, {"Word": "metallised papers. Careful selection of base papers", "Confidence": 0.87571, "X1": 0.12378, "Y1": 0.1812, "X2": 0.47288, "Y2": 0.181, "X3": 0.47288, "Y3": 0.1948, "X4": 0.12378, "Y4": 0.1948, "page": 0}, {"Word": "Development effort with regard to metallised papers,\"", "Confidence": 0.86686, "X1": 0.53408, "Y1": 0.1902, "X2": 0.90682, "Y2": 0.19, "X3": 0.90682, "Y3": 0.2038, "X4": 0.53408, "Y4": 0.2038, "page": 0}, {"Word": "and prelacquers provides products with properties", "Confidence": 0.9205, "X1": 0.121, "Y1": 0.1962, "X2": 0.47149, "Y2": 0.196, "X3": 0.47149, "Y3": 0.2088, "X4": 0.121, "Y4": 0.2098, "page": 0}, {"Word": "In addition to evaluating newer paper types and in", "Confidence": 0.97689, "X1": 0.53408, "Y1": 0.2042, "X2": 0.88317, "Y2": 0.204, "X3": 0.88317, "Y3": 0.2168, "X4": 0.53408, "Y4": 0.2168, "page": 0}, {"Word": "\u00b7 matched to specific end uses.", "Confidence": 0.8455, "X1": 0.11683, "Y1": 0.2092, "X2": 0.32684, "Y2": 0.209, "X3": 0.32684, "Y3": 0.2228, "X4": 0.11683, "Y4": 0.2218, "page": 0}, {"Word": "substantially reducing substance in certain areas, is", "Confidence": 0.96757, "X1": 0.53268, "Y1": 0.2182, "X2": 0.88734, "Y2": 0.218, "X3": 0.88873, "Y3": 0.2308, "X4": 0.53268, "Y4": 0.2318, "page": 0}, {"Word": "concentrated in further up-grading the metallised", "Confidence": 0.9665, "X1": 0.53408, "Y1": 0.2312, "X2": 0.88039, "Y2": 0.231, "X3": 0.88039, "Y3": 0.2448, "X4": 0.53408, "Y4": 0.2448, "page": 0}, {"Word": "In labelling, the metallic appearance enhances the", "Confidence": 0.92129, "X1": 0.12517, "Y1": 0.2362, "X2": 0.46871, "Y2": 0.236, "X3": 0.46871, "Y3": 0.2498, "X4": 0.12517, "Y4": 0.2488, "page": 0}, {"Word": "stock by coating, lamination or coextrusion, certain", "Confidence": 0.95114, "X1": 0.53268, "Y1": 0.2452, "X2": 0.89708, "Y2": 0.245, "X3": 0.89708, "Y3": 0.2578, "X4": 0.53268, "Y4": 0.2588, "page": 0}, {"Word": "product Image while giving the lustre of foil with the", "Confidence": 0.9704, "X1": 0.12656, "Y1": 0.2502, "X2": 0.49096, "Y2": 0.25, "X3": 0.49096, "Y3": 0.2638, "X4": 0.12656, "Y4": 0.2638, "page": 0}, {"Word": "processing advantages of coated papers.", "Confidence": 0.8976, "X1": 0.12656, "Y1": 0.2642, "X2": 0.39777, "Y2": 0.264, "X3": 0.39777, "Y3": 0.2778, "X4": 0.12656, "Y4": 0.2778, "page": 0}, {"Word": "results of which show great promise.", "Confidence": 0.9395, "X1": 0.53268, "Y1": 0.2592, "X2": 0.79277, "Y2": 0.259, "X3": 0.79277, "Y3": 0.2718, "X4": 0.53268, "Y4": 0.2718, "page": 0}, {"Word": "It has been reported that printing and die cutting", "Confidence": 0.97878, "X1": 0.12517, "Y1": 0.2912, "X2": 0.46871, "Y2": 0.291, "X3": 0.46871, "Y3": 0.3048, "X4": 0.12517, "Y4": 0.3038, "page": 0}, {"Word": "3.2 Metallised plastics and cellulosic films", "Confidence": 0.90567, "X1": 0.53408, "Y1": 0.2902, "X2": 0.82754, "Y2": 0.29, "X3": 0.82615, "Y3": 0.3038, "X4": 0.53408, "Y4": 0.3028, "page": 0}, {"Word": "a Given the requirements of the metallising process,", "Confidence": 0.84513, "X1": 0.52156, "Y1": 0.3052, "X2": 0.88317, "Y2": 0.305, "X3": 0.88317, "Y3": 0.3178, "X4": 0.52156, "Y4": 0.3168, "page": 0}, {"Word": "speeds have been increased by up to 30% on changing", "Confidence": 0.9692, "X1": 0.12517, "Y1": 0.3062, "X2": 0.49652, "Y2": 0.306, "X3": 0.49652, "Y3": 0.3188, "X4": 0.12517, "Y4": 0.3188, "page": 0}, {"Word": "from aluminium foil laminates to metallised label", "Confidence": 0.91514, "X1": 0.12656, "Y1": 0.3192, "X2": 0.46732, "Y2": 0.319, "X3": 0.46732, "Y3": 0.3328, "X4": 0.12656, "Y4": 0.3318, "page": 0}, {"Word": "such being not unique to vacuum metallising, it is", "Confidence": 0.95133, "X1": 0.53408, "Y1": 0.3182, "X2": 0.88039, "Y2": 0.318, "X3": 0.88039, "Y3": 0.3298, "X4": 0.53408, "Y4": 0.3308, "page": 0}, {"Word": "stock, accompanied by reductions In waste.", "Confidence": 0.90883, "X1": 0.12517, "Y1": 0.3332, "X2": 0.42698, "Y2": 0.333, "X3": 0.42698, "Y3": 0.3458, "X4": 0.12517, "Y4": 0.3458, "page": 0}, {"Word": "true to state that all plastics and cellulosic films have", "Confidence": 0.9369, "X1": 0.53825, "Y1": 0.3322, "X2": 0.90542, "Y2": 0.332, "X3": 0.90542, "Y3": 0.3438, "X4": 0.53825, "Y4": 0.3448, "page": 0}, {"Word": "been, or can be, vacuum metallised. Orientated", "Confidence": 0.91457, "X1": 0.53268, "Y1": 0.3452, "X2": 0.86509, "Y2": 0.345, "X3": 0.86509, "Y3": 0.3578, "X4": 0.53268, "Y4": 0.3588, "page": 0}, {"Word": "The use of metallised labels implies that the product", "Confidence": 0.87778, "X1": 0.12656, "Y1": 0.3602, "X2": 0.48957, "Y2": 0.36, "X3": 0.48957, "Y3": 0.3748, "X4": 0.12656, "Y4": 0.3738, "page": 0}, {"Word": "polyester films are the most widely used, but by", "Confidence": 0.95844, "X1": 0.53408, "Y1": 0.3592, "X2": 0.87204, "Y2": 0.359, "X3": 0.87204, "Y3": 0.3728, "X4": 0.53408, "Y4": 0.3738, "page": 0}, {"Word": "so labelled is of higher quality, more expensive,", "Confidence": 0.91375, "X1": 0.12378, "Y1": 0.3742, "X2": 0.45758, "Y2": 0.374, "X3": 0.45758, "Y3": 0.3878, "X4": 0.12378, "Y4": 0.3868, "page": 0}, {"Word": "no means universally; a list of the more generally", "Confidence": 0.93167, "X1": 0.53686, "Y1": 0.3722, "X2": 0.879, "Y2": 0.372, "X3": 0.879, "Y3": 0.3858, "X4": 0.53686, "Y4": 0.3858, "page": 0}, {"Word": "fresher, etc, while the consequent package is", "Confidence": 0.94129, "X1": 0.12796, "Y1": 0.3882, "X2": 0.43533, "Y2": 0.388, "X3": 0.43533, "Y3": 0.4008, "X4": 0.12796, "Y4": 0.4008, "page": 0}, {"Word": "available metallised films would include polyethylene", "Confidence": 0.86283, "X1": 0.53825, "Y1": 0.3862, "X2": 0.9096, "Y2": 0.386, "X3": 0.9096, "Y3": 0.3988, "X4": 0.53825, "Y4": 0.3998, "page": 0}, {"Word": "decorative and implies protection. Additionally, such", "Confidence": 0.96767, "X1": 0.12656, "Y1": 0.4012, "X2": 0.49513, "Y2": 0.401, "X3": 0.49513, "Y3": 0.4148, "X4": 0.12656, "Y4": 0.4148, "page": 0}, {"Word": "(low and high density), polypropylene {biaxially", "Confidence": 0.87983, "X1": 0.53825, "Y1": 0.4002, "X2": 0.87344, "Y2": 0.4, "X3": 0.87344, "Y3": 0.4138, "X4": 0.53825, "Y4": 0.4128, "page": 0}, {"Word": "orientated, cast, and fibrillated), polyester, poly-", "Confidence": 0.88217, "X1": 0.53964, "Y1": 0.4132, "X2": 0.87622, "Y2": 0.413, "X3": 0.87622, "Y3": 0.4268, "X4": 0.53964, "Y4": 0.4268, "page": 0}, {"Word": "labelling is functional: beer and lager labels on", "Confidence": 0.888, "X1": 0.12656, "Y1": 0.4152, "X2": 0.44924, "Y2": 0.415, "X3": 0.44924, "Y3": 0.4288, "X4": 0.12656, "Y4": 0.4278, "page": 0}, {"Word": "returnable bottles benefit from the use of metallised", "Confidence": 0.93563, "X1": 0.12517, "Y1": 0.4282, "X2": 0.48957, "Y2": 0.428, "X3": 0.48957, "Y3": 0.4408, "X4": 0.12517, "Y4": 0.4408, "page": 0}, {"Word": "carbonate, rigid PVC, polystyrene, polyimide,", "Confidence": 0.8724, "X1": 0.53964, "Y1": 0.4272, "X2": 0.85675, "Y2": 0.427, "X3": 0.85675, "Y3": 0.4408, "X4": 0.53964, "Y4": 0.4408, "page": 0}, {"Word": "labels as against aluminium foil laminate labels, in the", "Confidence": 0.92667, "X1": 0.12656, "Y1": 0.4412, "X2": 0.4993, "Y2": 0.441, "X3": 0.4993, "Y3": 0.4548, "X4": 0.12656, "Y4": 0.4548, "page": 0}, {"Word": "polyamide and cellophane.", "Confidence": 0.99367, "X1": 0.53825, "Y1": 0.4412, "X2": 0.72462, "Y2": 0.441, "X3": 0.72462, "Y3": 0.4548, "X4": 0.53825, "Y4": 0.4548, "page": 0}, {"Word": "relative ease with which the label may be removed", "Confidence": 0.90244, "X1": 0.12796, "Y1": 0.4552, "X2": 0.47427, "Y2": 0.455, "X3": 0.47427, "Y3": 0.4688, "X4": 0.12796, "Y4": 0.4688, "page": 0}, {"Word": "upon return to the bottle washing plant.", "Confidence": 0.88829, "X1": 0.12656, "Y1": 0.4692, "X2": 0.40751, "Y2": 0.469, "X3": 0.40751, "Y3": 0.4828, "X4": 0.12656, "Y4": 0.4828, "page": 0}, {"Word": "Before briefly considering each film group, it is", "Confidence": 0.9495, "X1": 0.53547, "Y1": 0.4682, "X2": 0.86648, "Y2": 0.468, "X3": 0.86648, "Y3": 0.4818, "X4": 0.53547, "Y4": 0.4818, "page": 0}, {"Word": "worth noting the following properties relative to the", "Confidence": 0.99425, "X1": 0.53964, "Y1": 0.4832, "X2": 0.90264, "Y2": 0.483, "X3": 0.90264, "Y3": 0.4958, "X4": 0.53964, "Y4": 0.4958, "page": 0}, {"Word": "Packaging and overwrap applications, primarily based", "Confidence": 0.97933, "X1": 0.12935, "Y1": 0.4962, "X2": 0.49791, "Y2": 0.496, "X3": 0.49791, "Y3": 0.5108, "X4": 0.12935, "Y4": 0.5108, "page": 0}, {"Word": "deposited metal which are common to all films. The", "Confidence": 0.98456, "X1": 0.53964, "Y1": 0.4972, "X2": 0.90125, "Y2": 0.497, "X3": 0.90125, "Y3": 0.5098, "X4": 0.53964, "Y4": 0.5098, "page": 0}, {"Word": "on coated supercalendered kraft stock, but also", "Confidence": 0.93114, "X1": 0.12796, "Y1": 0.5112, "X2": 0.45619, "Y2": 0.511, "X3": 0.45619, "Y3": 0.5248, "X4": 0.12796, "Y4": 0.5248, "page": 0}, {"Word": "deposited aluminium is usually built up of relatively", "Confidence": 0.96813, "X1": 0.53825, "Y1": 0.5112, "X2": 0.89986, "Y2": 0.511, "X3": 0.89986, "Y3": 0.5238, "X4": 0.53825, "Y4": 0.5248, "page": 0}, {"Word": "employing coated packaging stock and coated light-", "Confidence": 0.92629, "X1": 0.12796, "Y1": 0.5252, "X2": 0.4854, "Y2": 0.525, "X3": 0.4854, "Y3": 0.5388, "X4": 0.12796, "Y4": 0.5388, "page": 0}, {"Word": "fine grained, discrete particles of aluminium. Such a", "Confidence": 0.93025, "X1": 0.53964, "Y1": 0.5252, "X2": 0.89986, "Y2": 0.525, "X3": 0.89986, "Y3": 0.5388, "X4": 0.53964, "Y4": 0.5388, "page": 0}, {"Word": "weight printing papers, are steadily expanding.", "Confidence": 0.9625, "X1": 0.12796, "Y1": 0.5402, "X2": 0.44645, "Y2": 0.54, "X3": 0.44645, "Y3": 0.5528, "X4": 0.12796, "Y4": 0.5538, "page": 0}, {"Word": "deposition is invariably porous and may contain", "Confidence": 0.982, "X1": 0.53825, "Y1": 0.5402, "X2": 0.87344, "Y2": 0.54, "X3": 0.87344, "Y3": 0.5528, "X4": 0.53825, "Y4": 0.5518, "page": 0}, {"Word": "microscopic discontinuities due to contaminating", "Confidence": 0.927, "X1": 0.53825, "Y1": 0.5532, "X2": 0.88178, "Y2": 0.553, "X3": 0.88178, "Y3": 0.5658, "X4": 0.53825, "Y4": 0.5658, "page": 0}, {"Word": "Initially stemming from the requirements of the UK", "Confidence": 0.96888, "X1": 0.12796, "Y1": 0.5652, "X2": 0.48818, "Y2": 0.565, "X3": 0.48818, "Y3": 0.5798, "X4": 0.12796, "Y4": 0.5798, "page": 0}, {"Word": "particles in the film surface during deposition. Such", "Confidence": 0.9605, "X1": 0.53964, "Y1": 0.5662, "X2": 0.89986, "Y2": 0.566, "X3": 0.89986, "Y3": 0.5798, "X4": 0.53964, "Y4": 0.5798, "page": 0}, {"Word": "cigarette industry to obtain economic substitutes for", "Confidence": 0.94614, "X1": 0.12796, "Y1": 0.5802, "X2": 0.49513, "Y2": 0.58, "X3": 0.49513, "Y3": 0.5938, "X4": 0.12796, "Y4": 0.5938, "page": 0}, {"Word": "coatings are therefore never completely impermeable,", "Confidence": 0.91033, "X1": 0.53825, "Y1": 0.5802, "X2": 0.91099, "Y2": 0.58, "X3": 0.91099, "Y3": 0.5938, "X4": 0.53825, "Y4": 0.5938, "page": 0}, {"Word": "aluminium foil complexes employed as liners or", "Confidence": 0.92386, "X1": 0.12935, "Y1": 0.5942, "X2": 0.46036, "Y2": 0.594, "X3": 0.46036, "Y3": 0.6058, "X4": 0.12935, "Y4": 0.6058, "page": 0}, {"Word": "but they considerably reduce the rate at which gases", "Confidence": 0.95911, "X1": 0.53964, "Y1": 0.5942, "X2": 0.90403, "Y2": 0.594, "X3": 0.90403, "Y3": 0.6068, "X4": 0.53964, "Y4": 0.6068, "page": 0}, {"Word": "bundling tissue in cigarette packs, the applications", "Confidence": 0.95029, "X1": 0.12796, "Y1": 0.6072, "X2": 0.47844, "Y2": 0.607, "X3": 0.47844, "Y3": 0.6208, "X4": 0.12796, "Y4": 0.6208, "page": 0}, {"Word": "and vapours are able to diffuse into er out of the", "Confidence": 0.94555, "X1": 0.53964, "Y1": 0.6072, "X2": 0.88039, "Y2": 0.607, "X3": 0.88039, "Y3": 0.6198, "X4": 0.53964, "Y4": 0.6208, "page": 0}, {"Word": "within the cigarette industry have now been Increased", "Confidence": 0.95112, "X1": 0.12796, "Y1": 0.6212, "X2": 0.5007, "Y2": 0.621, "X3": 0.5007, "Y3": 0.6348, "X4": 0.12796, "Y4": 0.6348, "page": 0}, {"Word": "metallised substrate, thereby beneficially affecting", "Confidence": 0.829, "X1": 0.53825, "Y1": 0.6212, "X2": 0.89013, "Y2": 0.621, "X3": 0.89013, "Y3": 0.6348, "X4": 0.53825, "Y4": 0.6348, "page": 0}, {"Word": "to Include the metallic tissue in packs of cigars, and", "Confidence": 0.9482, "X1": 0.12935, "Y1": 0.6352, "X2": 0.48818, "Y2": 0.635, "X3": 0.48818, "Y3": 0.6488, "X4": 0.12935, "Y4": 0.6478, "page": 0}, {"Word": "the barrier properties of the material.\"", "Confidence": 0.86217, "X1": 0.53964, "Y1": 0.6352, "X2": 0.8025, "Y2": 0.635, "X3": 0.8025, "Y3": 0.6488, "X4": 0.53964, "Y4": 0.6478, "page": 0}, {"Word": "the outer layers in soft pack construction.", "Confidence": 0.99029, "X1": 0.12796, "Y1": 0.6492, "X2": 0.42003, "Y2": 0.649, "X3": 0.42003, "Y3": 0.6618, "X4": 0.12796, "Y4": 0.6618, "page": 0}, {"Word": "Deposited metal rarely exceeds 500 Angstroms in", "Confidence": 0.91686, "X1": 0.53964, "Y1": 0.6612, "X2": 0.88734, "Y2": 0.661, "X3": 0.88734, "Y3": 0.6758, "X4": 0.53964, "Y4": 0.6758, "page": 0}, {"Word": "Interest originated from those areas where foil", "Confidence": 0.95243, "X1": 0.13074, "Y1": 0.6752, "X2": 0.44924, "Y2": 0.675, "X3": 0.44924, "Y3": 0.6898, "X4": 0.13074, "Y4": 0.6898, "page": 0}, {"Word": "thickness and thus cannot be polished, etc; Indeed, as", "Confidence": 0.95522, "X1": 0.54103, "Y1": 0.6752, "X2": 0.91099, "Y2": 0.675, "X3": 0.91099, "Y3": 0.6888, "X4": 0.54103, "Y4": 0.6898, "page": 0}, {"Word": "laminates were employed solely for the aesthetics of", "Confidence": 0.87725, "X1": 0.13074, "Y1": 0.6902, "X2": 0.49235, "Y2": 0.69, "X3": 0.49235, "Y3": 0.7048, "X4": 0.13074, "Y4": 0.7048, "page": 0}, {"Word": "may be expected from a thin layer only a fraction of", "Confidence": 0.943, "X1": 0.53686, "Y1": 0.6892, "X2": 0.90821, "Y2": 0.689, "X3": 0.90821, "Y3": 0.7028, "X4": 0.53686, "Y4": 0.7028, "page": 0}, {"Word": "the pack, without the requirement for the total", "Confidence": 0.95075, "X1": 0.12935, "Y1": 0.7042, "X2": 0.4548, "Y2": 0.704, "X3": 0.4548, "Y3": 0.7178, "X4": 0.12935, "Y4": 0.7178, "page": 0}, {"Word": "a micron in thickness, it can be damaged fairly easily.", "Confidence": 0.9455, "X1": 0.53825, "Y1": 0.7032, "X2": 0.91377, "Y2": 0.703, "X3": 0.91377, "Y3": 0.7168, "X4": 0.53825, "Y4": 0.7168, "page": 0}, {"Word": "barrier properties exhibited by foil complexes.", "Confidence": 0.847, "X1": 0.13074, "Y1": 0.7182, "X2": 0.45202, "Y2": 0.718, "X3": 0.45202, "Y3": 0.7328, "X4": 0.13074, "Y4": 0.7328, "page": 0}, {"Word": "Table 1 shows the effect on barrier properties of", "Confidence": 0.976, "X1": 0.53964, "Y1": 0.7172, "X2": 0.879, "Y2": 0.717, "X3": 0.879, "Y3": 0.7308, "X4": 0.53964, "Y4": 0.7298, "page": 0}, {"Word": "varying degrees of damage to the metallised layer, end", "Confidence": 0.86633, "X1": 0.53964, "Y1": 0.7312, "X2": 0.91655, "Y2": 0.731, "X3": 0.91655, "Y3": 0.7438, "X4": 0.53964, "Y4": 0.7438, "page": 0}, {"Word": "also illustrates the protective nature of lamination", "Confidence": 0.90114, "X1": 0.53825, "Y1": 0.7442, "X2": 0.88734, "Y2": 0.744, "X3": 0.88734, "Y3": 0.7578, "X4": 0.53825, "Y4": 0.7568, "page": 0}, {"Word": "If barrier properties of moisture, grease, sunlight, or", "Confidence": 0.954, "X1": 0.12796, "Y1": 0.7462, "X2": 0.48957, "Y2": 0.746, "X3": 0.48957, "Y3": 0.7598, "X4": 0.12796, "Y4": 0.7598, "page": 0}, {"Word": "anti-fungicidal protection are required, each case", "Confidence": 0.8865, "X1": 0.12796, "Y1": 0.7612, "X2": 0.46732, "Y2": 0.761, "X3": 0.46732, "Y3": 0.7738, "X4": 0.12796, "Y4": 0.7738, "page": 0}, {"Word": "and coatings to the metallised layer, and the fact", "Confidence": 0.87844, "X1": 0.54103, "Y1": 0.7582, "X2": 0.87761, "Y2": 0.758, "X3": 0.87761, "Y3": 0.7708, "X4": 0.54103, "Y4": 0.7718, "page": 0}, {"Word": "must be individually examined to establish whether", "Confidence": 0.89714, "X1": 0.12796, "Y1": 0.7752, "X2": 0.48401, "Y2": 0.775, "X3": 0.48401, "Y3": 0.7858, "X4": 0.12796, "Y4": 0.7858, "page": 0}, {"Word": "that, when suitably protected, the overall result is", "Confidence": 0.88475, "X1": 0.53964, "Y1": 0.7722, "X2": 0.88595, "Y2": 0.772, "X3": 0.88595, "Y3": 0.7858, "X4": 0.53964, "Y4": 0.7858, "page": 0}, {"Word": "suitable metallised papers may be converted by the", "Confidence": 0.97013, "X1": 0.12935, "Y1": 0.7882, "X2": 0.48401, "Y2": 0.788, "X3": 0.48401, "Y3": 0.8008, "X4": 0.12935, "Y4": 0.8008, "page": 0}, {"Word": "still an acceptable barrier for a great many purposes.", "Confidence": 0.91533, "X1": 0.54103, "Y1": 0.7872, "X2": 0.90542, "Y2": 0.787, "X3": 0.90542, "Y3": 0.8008, "X4": 0.54103, "Y4": 0.7988, "page": 0}, {"Word": "use of coatings or laminates to serve such a purpose.", "Confidence": 0.9129, "X1": 0.12796, "Y1": 0.8012, "X2": 0.49235, "Y2": 0.801, "X3": 0.49235, "Y3": 0.8148, "X4": 0.12796, "Y4": 0.8148, "page": 0}, {"Word": "This has already been achieved In certain areas of", "Confidence": 0.92489, "X1": 0.13213, "Y1": 0.8142, "X2": 0.47149, "Y2": 0.814, "X3": 0.47149, "Y3": 0.8278, "X4": 0.13213, "Y4": 0.8278, "page": 0}, {"Word": "Evaporated films are also subject to other", "Confidence": 0.94371, "X1": 0.54103, "Y1": 0.8132, "X2": 0.83449, "Y2": 0.813, "X3": 0.83449, "Y3": 0.8268, "X4": 0.54103, "Y4": 0.8258, "page": 0}, {"Word": "medical and confectionery packaging employing heat", "Confidence": 0.97717, "X1": 0.12935, "Y1": 0.8282, "X2": 0.4993, "Y2": 0.828, "X3": 0.4993, "Y3": 0.8418, "X4": 0.12935, "Y4": 0.8418, "page": 0}, {"Word": "instabilities, for example, the conductivity of a film", "Confidence": 0.87625, "X1": 0.54103, "Y1": 0.8272, "X2": 0.90125, "Y2": 0.827, "X3": 0.90125, "Y3": 0.8398, "X4": 0.54103, "Y4": 0.8398, "page": 0}, {"Word": "seal and cold seal coatings, and fats resistant and", "Confidence": 0.96311, "X1": 0.12796, "Y1": 0.8412, "X2": 0.46732, "Y2": 0.841, "X3": 0.46732, "Y3": 0.8548, "X4": 0.12796, "Y4": 0.8558, "page": 0}, {"Word": "may gradually increase after deposition due to", "Confidence": 0.98071, "X1": 0.53825, "Y1": 0.8402, "X2": 0.85953, "Y2": 0.84, "X3": 0.85953, "Y3": 0.8538, "X4": 0.53825, "Y4": 0.8548, "page": 0}, {"Word": "greaseproof papers when metallised possess the", "Confidence": 0.97017, "X1": 0.12796, "Y1": 0.8552, "X2": 0.45619, "Y2": 0.855, "X3": 0.45619, "Y3": 0.8678, "X4": 0.12796, "Y4": 0.8698, "page": 0}, {"Word": "recrystallisation or decrease, as in the case of alu-", "Confidence": 0.95, "X1": 0.54103, "Y1": 0.8542, "X2": 0.88178, "Y2": 0.854, "X3": 0.88178, "Y3": 0.8668, "X4": 0.54103, "Y4": 0.8678, "page": 0}, {"Word": "additional property that photo-degradation of fats is", "Confidence": 0.969, "X1": 0.13074, "Y1": 0.8682, "X2": 0.49513, "Y2": 0.868, "X3": 0.49513, "Y3": 0.8818, "X4": 0.13074, "Y4": 0.8818, "page": 0}, {"Word": "minium, due to the formation of surface oxide. In", "Confidence": 0.97778, "X1": 0.54103, "Y1": 0.8682, "X2": 0.89152, "Y2": 0.868, "X3": 0.89152, "Y3": 0.8808, "X4": 0.54103, "Y4": 0.8808, "page": 0}, {"Word": "lessened by the increased opacity of the metallised", "Confidence": 0.92575, "X1": 0.12935, "Y1": 0.8822, "X2": 0.48122, "Y2": 0.882, "X3": 0.48122, "Y3": 0.8958, "X4": 0.12935, "Y4": 0.8958, "page": 0}, {"Word": "practical terms the measure of deposition is, as", "Confidence": 0.973, "X1": 0.53964, "Y1": 0.8822, "X2": 0.86648, "Y2": 0.882, "X3": 0.86648, "Y3": 0.8958, "X4": 0.53964, "Y4": 0.8958, "page": 0}, {"Word": "layer to both IR and UV light.", "Confidence": 0.96429, "X1": 0.12935, "Y1": 0.8962, "X2": 0.34214, "Y2": 0.896, "X3": 0.34214, "Y3": 0.9088, "X4": 0.12935, "Y4": 0.9098, "page": 0}, {"Word": "described earlier, In terms of ohms/square, and the", "Confidence": 0.8785, "X1": 0.53964, "Y1": 0.8962, "X2": 0.89569, "Y2": 0.896, "X3": 0.89569, "Y3": 0.9088, "X4": 0.53964, "Y4": 0.9078, "page": 0}, {"Word": "formation of surface oxide may affect such readings", "Confidence": 0.98262, "X1": 0.53964, "Y1": 0.9102, "X2": 0.90682, "Y2": 0.91, "X3": 0.90682, "Y3": 0.9228, "X4": 0.53964, "Y4": 0.9218, "page": 0}, {"Word": "A successful metallised paper wallpaper base has been", "Confidence": 0.88237, "X1": 0.12796, "Y1": 0.9222, "X2": 0.5007, "Y2": 0.922, "X3": 0.5007, "Y3": 0.9358, "X4": 0.12796, "Y4": 0.9358, "page": 0}, {"Word": "until such time as oxidation is at its maximum.", "Confidence": 0.96733, "X1": 0.53825, "Y1": 0.9232, "X2": 0.86926, "Y2": 0.923, "X3": 0.86926, "Y3": 0.9358, "X4": 0.53825, "Y4": 0.9358, "page": 0}, {"Word": "developed and is currently being marketed. Based", "Confidence": 0.95586, "X1": 0.12796, "Y1": 0.9352, "X2": 0.47427, "Y2": 0.935, "X3": 0.47427, "Y3": 0.9478, "X4": 0.12796, "Y4": 0.9498, "page": 0}, {"Word": "Additionally, the physical measurement of surface", "Confidence": 0.98333, "X1": 0.54242, "Y1": 0.9362, "X2": 0.8943, "Y2": 0.936, "X3": 0.8943, "Y3": 0.9488, "X4": 0.54242, "Y4": 0.9498, "page": 0}, {"Word": "upon a carefully selected paper, this material exhibits", "Confidence": 0.89925, "X1": 0.12935, "Y1": 0.9492, "X2": 0.5007, "Y2": 0.949, "X3": 0.5007, "Y3": 0.9618, "X4": 0.12935, "Y4": 0.9638, "page": 0}, {"Word": "resistivity can be described as 'operator dependent\",", "Confidence": 0.877, "X1": 0.54103, "Y1": 0.9502, "X2": 0.90125, "Y2": 0.95, "X3": 0.90125, "Y3": 0.9628, "X4": 0.54103, "Y4": 0.9628, "page": 0}, {"Word": "18:6", "Confidence": 0.794, "X1": 0.13074, "Y1": 0.9862, "X2": 0.16412, "Y2": 0.986, "X3": 0.16273, "Y3": 0.9958, "X4": 0.13074, "Y4": 0.9958, "page": 0}, {"Word": "100491268", "Confidence": 0.994, "X1": 0.95132, "Y1": 0.9992, "X2": 0.94993, "Y2": 0.999, "X3": 0.91794, "Y3": 0.9978, "X4": 0.91794, "Y4": 0.8788, "page": 0}], "words_data": [{"Word": "There", "Confidence": 0.991, "X1": 0.12378, "Y1": 0.0242, "X2": 0.16134, "Y2": 0.024, "X3": 0.16134, "Y3": 0.0368, "X4": 0.12378, "Y4": 0.0368, "page": 0, "Index": 0}, {"Word": "are", "Confidence": 0.998, "X1": 0.16551, "Y1": 0.0242, "X2": 0.18637, "Y2": 0.024, "X3": 0.18637, "Y3": 0.0368, "X4": 0.16551, "Y4": 0.0368, "page": 0, "Index": 1}, {"Word": "uses", "Confidence": 0.984, "X1": 0.18915, "Y1": 0.0242, "X2": 0.21975, "Y2": 0.024, "X3": 0.21975, "Y3": 0.0368, "X4": 0.18915, "Y4": 0.0368, "page": 0, "Index": 2}, {"Word": "for", "Confidence": 0.998, "X1": 0.22253, "Y1": 0.0242, "X2": 0.24339, "Y2": 0.024, "X3": 0.24339, "Y3": 0.0358, "X4": 0.22253, "Y4": 0.0368, "page": 0, "Index": 3}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.24757, "Y1": 0.0242, "X2": 0.3185, "Y2": 0.024, "X3": 0.31711, "Y3": 0.0358, "X4": 0.24757, "Y4": 0.0358, "page": 0, "Index": 4}, {"Word": "papers", "Confidence": 0.997, "X1": 0.32128, "Y1": 0.0242, "X2": 0.36579, "Y2": 0.024, "X3": 0.36579, "Y3": 0.0358, "X4": 0.32128, "Y4": 0.0358, "page": 0, "Index": 5}, {"Word": "that", "Confidence": 0.991, "X1": 0.36996, "Y1": 0.0242, "X2": 0.39917, "Y2": 0.024, "X3": 0.39777, "Y3": 0.0358, "X4": 0.36857, "Y4": 0.0358, "page": 0, "Index": 6}, {"Word": "do", "Confidence": 0.996, "X1": 0.40195, "Y1": 0.0242, "X2": 0.42003, "Y2": 0.024, "X3": 0.42003, "Y3": 0.0358, "X4": 0.40195, "Y4": 0.0358, "page": 0, "Index": 7}, {"Word": "not", "Confidence": 0.998, "X1": 0.4242, "Y1": 0.0242, "X2": 0.45202, "Y2": 0.024, "X3": 0.45202, "Y3": 0.0358, "X4": 0.42281, "Y4": 0.0358, "page": 0, "Index": 8}, {"Word": "good", "Confidence": 0.991, "X1": 0.53408, "Y1": 0.0242, "X2": 0.56745, "Y2": 0.024, "X3": 0.56745, "Y3": 0.0368, "X4": 0.53408, "Y4": 0.0378, "page": 0, "Index": 9}, {"Word": "corrosion", "Confidence": 0.994, "X1": 0.57163, "Y1": 0.0232, "X2": 0.637, "Y2": 0.023, "X3": 0.637, "Y3": 0.0358, "X4": 0.57163, "Y4": 0.0368, "page": 0, "Index": 10}, {"Word": "resistance", "Confidence": 0.935, "X1": 0.64117, "Y1": 0.0232, "X2": 0.70932, "Y2": 0.023, "X3": 0.70932, "Y3": 0.0358, "X4": 0.64117, "Y4": 0.0358, "page": 0, "Index": 11}, {"Word": "and", "Confidence": 0.998, "X1": 0.71349, "Y1": 0.0222, "X2": 0.73853, "Y2": 0.022, "X3": 0.73713, "Y3": 0.0358, "X4": 0.7121, "Y4": 0.0358, "page": 0, "Index": 12}, {"Word": "Is", "Confidence": 0.901, "X1": 0.74131, "Y1": 0.0222, "X2": 0.75243, "Y2": 0.022, "X3": 0.75243, "Y3": 0.0358, "X4": 0.74131, "Y4": 0.0358, "page": 0, "Index": 13}, {"Word": "also", "Confidence": 0.942, "X1": 0.75661, "Y1": 0.0222, "X2": 0.78442, "Y2": 0.022, "X3": 0.78303, "Y3": 0.0358, "X4": 0.75522, "Y4": 0.0358, "page": 0, "Index": 14}, {"Word": "washable,", "Confidence": 0.935, "X1": 0.7872, "Y1": 0.0222, "X2": 0.85535, "Y2": 0.022, "X3": 0.85396, "Y3": 0.0368, "X4": 0.7872, "Y4": 0.0358, "page": 0, "Index": 15}, {"Word": "such", "Confidence": 0.988, "X1": 0.85814, "Y1": 0.0222, "X2": 0.89291, "Y2": 0.022, "X3": 0.89152, "Y3": 0.0368, "X4": 0.85814, "Y4": 0.0368, "page": 0, "Index": 16}, {"Word": "require", "Confidence": 0.991, "X1": 0.12517, "Y1": 0.0382, "X2": 0.17107, "Y2": 0.038, "X3": 0.16968, "Y3": 0.0508, "X4": 0.12378, "Y4": 0.0508, "page": 0, "Index": 17}, {"Word": "printing.", "Confidence": 0.899, "X1": 0.17385, "Y1": 0.0372, "X2": 0.23505, "Y2": 0.037, "X3": 0.23366, "Y3": 0.0498, "X4": 0.17385, "Y4": 0.0508, "page": 0, "Index": 18}, {"Word": "In", "Confidence": 0.993, "X1": 0.23922, "Y1": 0.0372, "X2": 0.25313, "Y2": 0.037, "X3": 0.25313, "Y3": 0.0498, "X4": 0.23783, "Y4": 0.0498, "page": 0, "Index": 19}, {"Word": "these", "Confidence": 0.993, "X1": 0.2573, "Y1": 0.0372, "X2": 0.29346, "Y2": 0.037, "X3": 0.29207, "Y3": 0.0498, "X4": 0.25591, "Y4": 0.0498, "page": 0, "Index": 20}, {"Word": "areas", "Confidence": 0.955, "X1": 0.29764, "Y1": 0.0372, "X2": 0.33102, "Y2": 0.037, "X3": 0.33102, "Y3": 0.0498, "X4": 0.29624, "Y4": 0.0498, "page": 0, "Index": 21}, {"Word": "it", "Confidence": 0.998, "X1": 0.33519, "Y1": 0.0372, "X2": 0.34631, "Y2": 0.037, "X3": 0.34492, "Y3": 0.0498, "X4": 0.3338, "Y4": 0.0498, "page": 0, "Index": 22}, {"Word": "has", "Confidence": 0.958, "X1": 0.3491, "Y1": 0.0372, "X2": 0.37274, "Y2": 0.037, "X3": 0.37135, "Y3": 0.0498, "X4": 0.3491, "Y4": 0.0498, "page": 0, "Index": 23}, {"Word": "been", "Confidence": 0.987, "X1": 0.37552, "Y1": 0.0372, "X2": 0.41029, "Y2": 0.037, "X3": 0.4089, "Y3": 0.0498, "X4": 0.37552, "Y4": 0.0498, "page": 0, "Index": 24}, {"Word": "found", "Confidence": 0.996, "X1": 0.41307, "Y1": 0.0372, "X2": 0.4548, "Y2": 0.037, "X3": 0.4548, "Y3": 0.0508, "X4": 0.41307, "Y4": 0.0498, "page": 0, "Index": 25}, {"Word": "that", "Confidence": 0.961, "X1": 0.45897, "Y1": 0.0382, "X2": 0.49374, "Y2": 0.038, "X3": 0.49235, "Y3": 0.0508, "X4": 0.45758, "Y4": 0.0508, "page": 0, "Index": 26}, {"Word": "properties", "Confidence": 0.993, "X1": 0.53408, "Y1": 0.0372, "X2": 0.60362, "Y2": 0.037, "X3": 0.60223, "Y3": 0.0508, "X4": 0.53408, "Y4": 0.0508, "page": 0, "Index": 27}, {"Word": "being", "Confidence": 0.944, "X1": 0.6064, "Y1": 0.0372, "X2": 0.64534, "Y2": 0.037, "X3": 0.64395, "Y3": 0.0508, "X4": 0.6064, "Y4": 0.0508, "page": 0, "Index": 28}, {"Word": "imparted", "Confidence": 0.991, "X1": 0.64812, "Y1": 0.0362, "X2": 0.7121, "Y2": 0.036, "X3": 0.71071, "Y3": 0.0498, "X4": 0.64812, "Y4": 0.0508, "page": 0, "Index": 29}, {"Word": "by", "Confidence": 0.998, "X1": 0.71488, "Y1": 0.0362, "X2": 0.73296, "Y2": 0.036, "X3": 0.73157, "Y3": 0.0498, "X4": 0.71488, "Y4": 0.0498, "page": 0, "Index": 30}, {"Word": "carefully", "Confidence": 0.958, "X1": 0.73713, "Y1": 0.0362, "X2": 0.79694, "Y2": 0.036, "X3": 0.79694, "Y3": 0.0508, "X4": 0.73574, "Y4": 0.0498, "page": 0, "Index": 31}, {"Word": "chosen", "Confidence": 0.882, "X1": 0.80111, "Y1": 0.0372, "X2": 0.84979, "Y2": 0.037, "X3": 0.84979, "Y3": 0.0508, "X4": 0.79972, "Y4": 0.0508, "page": 0, "Index": 32}, {"Word": "pre-", "Confidence": 0.825, "X1": 0.85396, "Y1": 0.0372, "X2": 0.88595, "Y2": 0.037, "X3": 0.88456, "Y3": 0.0508, "X4": 0.85257, "Y4": 0.0508, "page": 0, "Index": 33}, {"Word": "metallised", "Confidence": 0.672, "X1": 0.12378, "Y1": 0.0512, "X2": 0.19193, "Y2": 0.051, "X3": 0.19054, "Y3": 0.0648, "X4": 0.12378, "Y4": 0.0658, "page": 0, "Index": 34}, {"Word": "papers", "Confidence": 0.992, "X1": 0.19471, "Y1": 0.0502, "X2": 0.23922, "Y2": 0.05, "X3": 0.23783, "Y3": 0.0648, "X4": 0.19471, "Y4": 0.0648, "page": 0, "Index": 35}, {"Word": "laminate", "Confidence": 0.927, "X1": 0.24339, "Y1": 0.0502, "X2": 0.3032, "Y2": 0.05, "X3": 0.3032, "Y3": 0.0638, "X4": 0.242, "Y4": 0.0648, "page": 0, "Index": 36}, {"Word": "well,", "Confidence": 0.955, "X1": 0.30737, "Y1": 0.0502, "X2": 0.33936, "Y2": 0.05, "X3": 0.33936, "Y3": 0.0638, "X4": 0.30737, "Y4": 0.0638, "page": 0, "Index": 37}, {"Word": "emboss", "Confidence": 0.846, "X1": 0.34353, "Y1": 0.0512, "X2": 0.3936, "Y2": 0.051, "X3": 0.3936, "Y3": 0.0648, "X4": 0.34214, "Y4": 0.0638, "page": 0, "Index": 38}, {"Word": "well,", "Confidence": 0.883, "X1": 0.39777, "Y1": 0.0512, "X2": 0.43115, "Y2": 0.051, "X3": 0.43115, "Y3": 0.0648, "X4": 0.39638, "Y4": 0.0648, "page": 0, "Index": 39}, {"Word": "and", "Confidence": 0.998, "X1": 0.43533, "Y1": 0.0512, "X2": 0.46314, "Y2": 0.051, "X3": 0.46175, "Y3": 0.0648, "X4": 0.43394, "Y4": 0.0648, "page": 0, "Index": 40}, {"Word": "lacquer", "Confidence": 0.851, "X1": 0.53547, "Y1": 0.0522, "X2": 0.58554, "Y2": 0.052, "X3": 0.58414, "Y3": 0.0658, "X4": 0.53408, "Y4": 0.0658, "page": 0, "Index": 41}, {"Word": "and", "Confidence": 0.998, "X1": 0.58832, "Y1": 0.0512, "X2": 0.61335, "Y2": 0.051, "X3": 0.61335, "Y3": 0.0648, "X4": 0.58832, "Y4": 0.0658, "page": 0, "Index": 42}, {"Word": "varnish", "Confidence": 0.961, "X1": 0.61752, "Y1": 0.0512, "X2": 0.66759, "Y2": 0.051, "X3": 0.66759, "Y3": 0.0648, "X4": 0.61752, "Y4": 0.0648, "page": 0, "Index": 43}, {"Word": "systems.", "Confidence": 0.941, "X1": 0.67177, "Y1": 0.0522, "X2": 0.73435, "Y2": 0.052, "X3": 0.73435, "Y3": 0.0648, "X4": 0.67177, "Y4": 0.0648, "page": 0, "Index": 44}, {"Word": "deadfold", "Confidence": 0.991, "X1": 0.17385, "Y1": 0.0652, "X2": 0.23644, "Y2": 0.065, "X3": 0.23505, "Y3": 0.0778, "X4": 0.17385, "Y4": 0.0788, "page": 0, "Index": 45}, {"Word": "characteristics", "Confidence": 0.335, "X1": 0.23922, "Y1": 0.0642, "X2": 0.33797, "Y2": 0.064, "X3": 0.33797, "Y3": 0.0778, "X4": 0.23922, "Y4": 0.0778, "page": 0, "Index": 46}, {"Word": "possess", "Confidence": 0.847, "X1": 0.12239, "Y1": 0.0652, "X2": 0.16968, "Y2": 0.065, "X3": 0.16968, "Y3": 0.0788, "X4": 0.12239, "Y4": 0.0798, "page": 0, "Index": 47}, {"Word": "only", "Confidence": 0.905, "X1": 0.34214, "Y1": 0.0652, "X2": 0.37274, "Y2": 0.065, "X3": 0.37135, "Y3": 0.0788, "X4": 0.34075, "Y4": 0.0778, "page": 0, "Index": 48}, {"Word": "slightly", "Confidence": 0.882, "X1": 0.37691, "Y1": 0.0652, "X2": 0.42837, "Y2": 0.065, "X3": 0.42698, "Y3": 0.0788, "X4": 0.37552, "Y4": 0.0788, "page": 0, "Index": 49}, {"Word": "inferior", "Confidence": 0.933, "X1": 0.43255, "Y1": 0.0662, "X2": 0.48679, "Y2": 0.066, "X3": 0.4854, "Y3": 0.0798, "X4": 0.43115, "Y4": 0.0788, "page": 0, "Index": 50}, {"Word": "to", "Confidence": 0.998, "X1": 0.12378, "Y1": 0.0792, "X2": 0.13769, "Y2": 0.079, "X3": 0.13769, "Y3": 0.0928, "X4": 0.12378, "Y4": 0.0928, "page": 0, "Index": 51}, {"Word": "aluminium", "Confidence": 0.919, "X1": 0.14186, "Y1": 0.0792, "X2": 0.21419, "Y2": 0.079, "X3": 0.2128, "Y3": 0.0918, "X4": 0.14047, "Y4": 0.0928, "page": 0, "Index": 52}, {"Word": "laminate,", "Confidence": 0.881, "X1": 0.21975, "Y1": 0.0782, "X2": 0.28373, "Y2": 0.078, "X3": 0.28234, "Y3": 0.0918, "X4": 0.21836, "Y4": 0.0918, "page": 0, "Index": 53}, {"Word": "have", "Confidence": 0.984, "X1": 0.28651, "Y1": 0.0792, "X2": 0.3185, "Y2": 0.079, "X3": 0.31711, "Y3": 0.0918, "X4": 0.28651, "Y4": 0.0918, "page": 0, "Index": 54}, {"Word": "increased", "Confidence": 0.878, "X1": 0.32267, "Y1": 0.0792, "X2": 0.38804, "Y2": 0.079, "X3": 0.38526, "Y3": 0.0918, "X4": 0.32128, "Y4": 0.0918, "page": 0, "Index": 55}, {"Word": "strength", "Confidence": 0.668, "X1": 0.39082, "Y1": 0.0802, "X2": 0.44784, "Y2": 0.08, "X3": 0.44645, "Y3": 0.0928, "X4": 0.38943, "Y4": 0.0918, "page": 0, "Index": 56}, {"Word": "over", "Confidence": 0.983, "X1": 0.45202, "Y1": 0.0802, "X2": 0.4854, "Y2": 0.08, "X3": 0.48401, "Y3": 0.0928, "X4": 0.44924, "Y4": 0.0928, "page": 0, "Index": 57}, {"Word": "A", "Confidence": 0.994, "X1": 0.53686, "Y1": 0.0802, "X2": 0.5452, "Y2": 0.08, "X3": 0.54381, "Y3": 0.0938, "X4": 0.53547, "Y4": 0.0938, "page": 0, "Index": 58}, {"Word": "list", "Confidence": 0.933, "X1": 0.54937, "Y1": 0.0802, "X2": 0.57024, "Y2": 0.08, "X3": 0.57024, "Y3": 0.0938, "X4": 0.54798, "Y4": 0.0938, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.998, "X1": 0.57441, "Y1": 0.0802, "X2": 0.58971, "Y2": 0.08, "X3": 0.58971, "Y3": 0.0938, "X4": 0.57302, "Y4": 0.0938, "page": 0, "Index": 60}, {"Word": "potential", "Confidence": 0.822, "X1": 0.59388, "Y1": 0.0802, "X2": 0.65786, "Y2": 0.08, "X3": 0.65647, "Y3": 0.0938, "X4": 0.59249, "Y4": 0.0938, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.66064, "Y1": 0.0802, "X2": 0.68846, "Y2": 0.08, "X3": 0.68707, "Y3": 0.0938, "X4": 0.65925, "Y4": 0.0938, "page": 0, "Index": 62}, {"Word": "actual", "Confidence": 0.935, "X1": 0.69124, "Y1": 0.0802, "X2": 0.73296, "Y2": 0.08, "X3": 0.73157, "Y3": 0.0928, "X4": 0.68985, "Y4": 0.0928, "page": 0, "Index": 63}, {"Word": "uses", "Confidence": 0.99, "X1": 0.73713, "Y1": 0.0802, "X2": 0.76495, "Y2": 0.08, "X3": 0.76356, "Y3": 0.0928, "X4": 0.73574, "Y4": 0.0928, "page": 0, "Index": 64}, {"Word": "is", "Confidence": 0.997, "X1": 0.76773, "Y1": 0.0802, "X2": 0.78025, "Y2": 0.08, "X3": 0.77886, "Y3": 0.0928, "X4": 0.76634, "Y4": 0.0928, "page": 0, "Index": 65}, {"Word": "enormous.", "Confidence": 0.847, "X1": 0.78442, "Y1": 0.0802, "X2": 0.85953, "Y2": 0.08, "X3": 0.85814, "Y3": 0.0928, "X4": 0.78303, "Y4": 0.0928, "page": 0, "Index": 66}, {"Word": "the", "Confidence": 0.998, "X1": 0.12378, "Y1": 0.0932, "X2": 0.14604, "Y2": 0.093, "X3": 0.14465, "Y3": 0.1068, "X4": 0.12378, "Y4": 0.1068, "page": 0, "Index": 67}, {"Word": "equivalent", "Confidence": 0.884, "X1": 0.14882, "Y1": 0.0932, "X2": 0.22114, "Y2": 0.093, "X3": 0.22114, "Y3": 0.1058, "X4": 0.14882, "Y4": 0.1068, "page": 0, "Index": 68}, {"Word": "paper,", "Confidence": 0.944, "X1": 0.22531, "Y1": 0.0932, "X2": 0.26843, "Y2": 0.093, "X3": 0.26843, "Y3": 0.1058, "X4": 0.22392, "Y4": 0.1058, "page": 0, "Index": 69}, {"Word": "and", "Confidence": 0.998, "X1": 0.2726, "Y1": 0.0932, "X2": 0.29624, "Y2": 0.093, "X3": 0.29485, "Y3": 0.1058, "X4": 0.27121, "Y4": 0.1058, "page": 0, "Index": 70}, {"Word": "exhibit", "Confidence": 0.886, "X1": 0.30042, "Y1": 0.0932, "X2": 0.3491, "Y2": 0.093, "X3": 0.34771, "Y3": 0.1058, "X4": 0.29903, "Y4": 0.1058, "page": 0, "Index": 71}, {"Word": "ideal", "Confidence": 0.941, "X1": 0.35327, "Y1": 0.0932, "X2": 0.38665, "Y2": 0.093, "X3": 0.38526, "Y3": 0.1058, "X4": 0.35188, "Y4": 0.1058, "page": 0, "Index": 72}, {"Word": "barrier", "Confidence": 0.943, "X1": 0.39082, "Y1": 0.0932, "X2": 0.43672, "Y2": 0.093, "X3": 0.43533, "Y3": 0.1058, "X4": 0.38943, "Y4": 0.1058, "page": 0, "Index": 73}, {"Word": "proper-", "Confidence": 0.661, "X1": 0.44089, "Y1": 0.0942, "X2": 0.49374, "Y2": 0.094, "X3": 0.49235, "Y3": 0.1068, "X4": 0.4395, "Y4": 0.1068, "page": 0, "Index": 74}, {"Word": "Metallised", "Confidence": 0.97, "X1": 0.53408, "Y1": 0.0942, "X2": 0.60501, "Y2": 0.094, "X3": 0.60362, "Y3": 0.1068, "X4": 0.53408, "Y4": 0.1068, "page": 0, "Index": 75}, {"Word": "papers", "Confidence": 0.994, "X1": 0.60779, "Y1": 0.0942, "X2": 0.65369, "Y2": 0.094, "X3": 0.65229, "Y3": 0.1068, "X4": 0.60779, "Y4": 0.1068, "page": 0, "Index": 76}, {"Word": "are", "Confidence": 0.994, "X1": 0.65647, "Y1": 0.0942, "X2": 0.67733, "Y2": 0.094, "X3": 0.67733, "Y3": 0.1068, "X4": 0.65647, "Y4": 0.1068, "page": 0, "Index": 77}, {"Word": "currently", "Confidence": 0.86, "X1": 0.6815, "Y1": 0.0942, "X2": 0.74687, "Y2": 0.094, "X3": 0.74548, "Y3": 0.1068, "X4": 0.68011, "Y4": 0.1068, "page": 0, "Index": 78}, {"Word": "used", "Confidence": 0.967, "X1": 0.74965, "Y1": 0.0942, "X2": 0.78164, "Y2": 0.094, "X3": 0.78025, "Y3": 0.1068, "X4": 0.74965, "Y4": 0.1068, "page": 0, "Index": 79}, {"Word": "with", "Confidence": 0.989, "X1": 0.78442, "Y1": 0.0942, "X2": 0.8178, "Y2": 0.094, "X3": 0.81641, "Y3": 0.1068, "X4": 0.78442, "Y4": 0.1068, "page": 0, "Index": 80}, {"Word": "success", "Confidence": 0.881, "X1": 0.82058, "Y1": 0.0942, "X2": 0.87065, "Y2": 0.094, "X3": 0.86926, "Y3": 0.1068, "X4": 0.82058, "Y4": 0.1068, "page": 0, "Index": 81}, {"Word": "in", "Confidence": 0.997, "X1": 0.87344, "Y1": 0.0942, "X2": 0.89013, "Y2": 0.094, "X3": 0.88873, "Y3": 0.1068, "X4": 0.87344, "Y4": 0.1068, "page": 0, "Index": 82}, {"Word": "ties,", "Confidence": 0.955, "X1": 0.12378, "Y1": 0.1072, "X2": 0.1516, "Y2": 0.107, "X3": 0.1516, "Y3": 0.1198, "X4": 0.12239, "Y4": 0.1198, "page": 0, "Index": 83}, {"Word": "coupled", "Confidence": 0.953, "X1": 0.15577, "Y1": 0.1072, "X2": 0.2114, "Y2": 0.107, "X3": 0.21001, "Y3": 0.1198, "X4": 0.15438, "Y4": 0.1198, "page": 0, "Index": 84}, {"Word": "with", "Confidence": 0.991, "X1": 0.21419, "Y1": 0.1072, "X2": 0.24478, "Y2": 0.107, "X3": 0.24478, "Y3": 0.1198, "X4": 0.21419, "Y4": 0.1198, "page": 0, "Index": 85}, {"Word": "improved", "Confidence": 0.965, "X1": 0.24896, "Y1": 0.1062, "X2": 0.31572, "Y2": 0.106, "X3": 0.31433, "Y3": 0.1198, "X4": 0.24896, "Y4": 0.1198, "page": 0, "Index": 86}, {"Word": "running", "Confidence": 0.995, "X1": 0.3185, "Y1": 0.1062, "X2": 0.37274, "Y2": 0.106, "X3": 0.37135, "Y3": 0.1198, "X4": 0.3185, "Y4": 0.1198, "page": 0, "Index": 87}, {"Word": "speeds", "Confidence": 0.81, "X1": 0.37552, "Y1": 0.1062, "X2": 0.42142, "Y2": 0.106, "X3": 0.42003, "Y3": 0.1198, "X4": 0.37552, "Y4": 0.1198, "page": 0, "Index": 88}, {"Word": "and", "Confidence": 0.998, "X1": 0.42559, "Y1": 0.1072, "X2": 0.45341, "Y2": 0.107, "X3": 0.45202, "Y3": 0.1198, "X4": 0.4242, "Y4": 0.1198, "page": 0, "Index": 89}, {"Word": "the", "Confidence": 0.995, "X1": 0.53547, "Y1": 0.1082, "X2": 0.55633, "Y2": 0.108, "X3": 0.55633, "Y3": 0.1208, "X4": 0.53547, "Y4": 0.1208, "page": 0, "Index": 90}, {"Word": "inner", "Confidence": 0.997, "X1": 0.5605, "Y1": 0.1082, "X2": 0.59666, "Y2": 0.108, "X3": 0.59666, "Y3": 0.1208, "X4": 0.5605, "Y4": 0.1208, "page": 0, "Index": 91}, {"Word": "lining", "Confidence": 0.831, "X1": 0.59944, "Y1": 0.1082, "X2": 0.64117, "Y2": 0.108, "X3": 0.64117, "Y3": 0.1208, "X4": 0.59944, "Y4": 0.1208, "page": 0, "Index": 92}, {"Word": "of", "Confidence": 0.998, "X1": 0.64395, "Y1": 0.1082, "X2": 0.65925, "Y2": 0.108, "X3": 0.65786, "Y3": 0.1208, "X4": 0.64395, "Y4": 0.1208, "page": 0, "Index": 93}, {"Word": "cigarette", "Confidence": 0.608, "X1": 0.66203, "Y1": 0.1082, "X2": 0.72462, "Y2": 0.108, "X3": 0.72323, "Y3": 0.1208, "X4": 0.66203, "Y4": 0.1208, "page": 0, "Index": 94}, {"Word": "packs,", "Confidence": 0.955, "X1": 0.7274, "Y1": 0.1082, "X2": 0.77051, "Y2": 0.108, "X3": 0.77051, "Y3": 0.1208, "X4": 0.7274, "Y4": 0.1208, "page": 0, "Index": 95}, {"Word": "as", "Confidence": 0.991, "X1": 0.77469, "Y1": 0.1082, "X2": 0.7886, "Y2": 0.108, "X3": 0.7872, "Y3": 0.1208, "X4": 0.7733, "Y4": 0.1208, "page": 0, "Index": 96}, {"Word": "carrier", "Confidence": 0.901, "X1": 0.79138, "Y1": 0.1082, "X2": 0.83727, "Y2": 0.108, "X3": 0.83727, "Y3": 0.1208, "X4": 0.79138, "Y4": 0.1208, "page": 0, "Index": 97}, {"Word": "and", "Confidence": 0.998, "X1": 0.84145, "Y1": 0.1082, "X2": 0.86787, "Y2": 0.108, "X3": 0.86648, "Y3": 0.1208, "X4": 0.84006, "Y4": 0.1208, "page": 0, "Index": 98}, {"Word": "reduced", "Confidence": 0.967, "X1": 0.12378, "Y1": 0.1212, "X2": 0.17942, "Y2": 0.121, "X3": 0.17803, "Y3": 0.1338, "X4": 0.12239, "Y4": 0.1348, "page": 0, "Index": 99}, {"Word": "wastage.", "Confidence": 0.893, "X1": 0.1822, "Y1": 0.1222, "X2": 0.242, "Y2": 0.122, "X3": 0.24061, "Y3": 0.1358, "X4": 0.1822, "Y4": 0.1338, "page": 0, "Index": 100}, {"Word": "paper", "Confidence": 0.991, "X1": 0.53547, "Y1": 0.1232, "X2": 0.57441, "Y2": 0.123, "X3": 0.57302, "Y3": 0.1358, "X4": 0.53408, "Y4": 0.1368, "page": 0, "Index": 101}, {"Word": "bags,", "Confidence": 0.958, "X1": 0.57719, "Y1": 0.1222, "X2": 0.61196, "Y2": 0.122, "X3": 0.61057, "Y3": 0.1358, "X4": 0.57719, "Y4": 0.1358, "page": 0, "Index": 102}, {"Word": "as", "Confidence": 0.97, "X1": 0.61474, "Y1": 0.1222, "X2": 0.63004, "Y2": 0.122, "X3": 0.62865, "Y3": 0.1348, "X4": 0.61474, "Y4": 0.1358, "page": 0, "Index": 103}, {"Word": "beer", "Confidence": 0.85, "X1": 0.63282, "Y1": 0.1222, "X2": 0.66342, "Y2": 0.122, "X3": 0.66203, "Y3": 0.1348, "X4": 0.63282, "Y4": 0.1348, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.998, "X1": 0.6662, "Y1": 0.1212, "X2": 0.69263, "Y2": 0.121, "X3": 0.69263, "Y3": 0.1348, "X4": 0.6662, "Y4": 0.1348, "page": 0, "Index": 105}, {"Word": "soft", "Confidence": 0.988, "X1": 0.6968, "Y1": 0.1212, "X2": 0.72462, "Y2": 0.121, "X3": 0.72323, "Y3": 0.1348, "X4": 0.69541, "Y4": 0.1348, "page": 0, "Index": 106}, {"Word": "drinks", "Confidence": 0.995, "X1": 0.7274, "Y1": 0.1212, "X2": 0.77191, "Y2": 0.121, "X3": 0.77051, "Y3": 0.1338, "X4": 0.7274, "Y4": 0.1348, "page": 0, "Index": 107}, {"Word": "labels,", "Confidence": 0.952, "X1": 0.77469, "Y1": 0.1222, "X2": 0.81919, "Y2": 0.122, "X3": 0.81919, "Y3": 0.1338, "X4": 0.77469, "Y4": 0.1338, "page": 0, "Index": 108}, {"Word": "in", "Confidence": 0.998, "X1": 0.82337, "Y1": 0.1222, "X2": 0.83588, "Y2": 0.122, "X3": 0.83588, "Y3": 0.1338, "X4": 0.82197, "Y4": 0.1338, "page": 0, "Index": 109}, {"Word": "products", "Confidence": 0.991, "X1": 0.84006, "Y1": 0.1222, "X2": 0.90403, "Y2": 0.122, "X3": 0.90264, "Y3": 0.1348, "X4": 0.83866, "Y4": 0.1338, "page": 0, "Index": 110}, {"Word": "as", "Confidence": 0.996, "X1": 0.53686, "Y1": 0.1372, "X2": 0.54798, "Y2": 0.137, "X3": 0.54798, "Y3": 0.1498, "X4": 0.53686, "Y4": 0.1498, "page": 0, "Index": 111}, {"Word": "diverse", "Confidence": 0.895, "X1": 0.55216, "Y1": 0.1362, "X2": 0.60083, "Y2": 0.136, "X3": 0.60083, "Y3": 0.1488, "X4": 0.55216, "Y4": 0.1498, "page": 0, "Index": 112}, {"Word": "as", "Confidence": 0.998, "X1": 0.60501, "Y1": 0.1362, "X2": 0.61752, "Y2": 0.136, "X3": 0.61752, "Y3": 0.1488, "X4": 0.60362, "Y4": 0.1488, "page": 0, "Index": 113}, {"Word": "giftwrap", "Confidence": 0.891, "X1": 0.6217, "Y1": 0.1362, "X2": 0.68011, "Y2": 0.136, "X3": 0.68011, "Y3": 0.1488, "X4": 0.62031, "Y4": 0.1488, "page": 0, "Index": 114}, {"Word": "and", "Confidence": 0.998, "X1": 0.68428, "Y1": 0.1362, "X2": 0.70932, "Y2": 0.136, "X3": 0.70932, "Y3": 0.1488, "X4": 0.68428, "Y4": 0.1488, "page": 0, "Index": 115}, {"Word": "medical", "Confidence": 0.981, "X1": 0.71349, "Y1": 0.1362, "X2": 0.76634, "Y2": 0.136, "X3": 0.76634, "Y3": 0.1488, "X4": 0.7121, "Y4": 0.1488, "page": 0, "Index": 116}, {"Word": "packaging,", "Confidence": 0.933, "X1": 0.77051, "Y1": 0.1362, "X2": 0.84423, "Y2": 0.136, "X3": 0.84284, "Y3": 0.1488, "X4": 0.76912, "Y4": 0.1488, "page": 0, "Index": 117}, {"Word": "in", "Confidence": 0.998, "X1": 0.84701, "Y1": 0.1362, "X2": 0.86231, "Y2": 0.136, "X3": 0.86231, "Y3": 0.1488, "X4": 0.84701, "Y4": 0.1488, "page": 0, "Index": 118}, {"Word": "3.1.1", "Confidence": 0.816, "X1": 0.15021, "Y1": 0.1542, "X2": 0.18498, "Y2": 0.154, "X3": 0.18359, "Y3": 0.1668, "X4": 0.15021, "Y4": 0.1668, "page": 0, "Index": 119}, {"Word": "End", "Confidence": 0.998, "X1": 0.18915, "Y1": 0.1542, "X2": 0.21836, "Y2": 0.154, "X3": 0.21697, "Y3": 0.1668, "X4": 0.18776, "Y4": 0.1668, "page": 0, "Index": 120}, {"Word": "uses", "Confidence": 0.983, "X1": 0.22114, "Y1": 0.1542, "X2": 0.24896, "Y2": 0.154, "X3": 0.24896, "Y3": 0.1678, "X4": 0.22114, "Y4": 0.1678, "page": 0, "Index": 121}, {"Word": "and", "Confidence": 0.993, "X1": 0.25313, "Y1": 0.1542, "X2": 0.27816, "Y2": 0.154, "X3": 0.27816, "Y3": 0.1678, "X4": 0.25174, "Y4": 0.1678, "page": 0, "Index": 122}, {"Word": "applications", "Confidence": 0.851, "X1": 0.28234, "Y1": 0.1542, "X2": 0.37135, "Y2": 0.154, "X3": 0.36996, "Y3": 0.1678, "X4": 0.28095, "Y4": 0.1678, "page": 0, "Index": 123}, {"Word": "security", "Confidence": 0.991, "X1": 0.53686, "Y1": 0.1502, "X2": 0.58971, "Y2": 0.15, "X3": 0.58971, "Y3": 0.1618, "X4": 0.53547, "Y4": 0.1628, "page": 0, "Index": 124}, {"Word": "tape", "Confidence": 0.98, "X1": 0.59388, "Y1": 0.1502, "X2": 0.62448, "Y2": 0.15, "X3": 0.62309, "Y3": 0.1618, "X4": 0.59249, "Y4": 0.1618, "page": 0, "Index": 125}, {"Word": "for", "Confidence": 0.998, "X1": 0.62726, "Y1": 0.1502, "X2": 0.64951, "Y2": 0.15, "X3": 0.64812, "Y3": 0.1618, "X4": 0.62726, "Y4": 0.1618, "page": 0, "Index": 126}, {"Word": "airline", "Confidence": 0.901, "X1": 0.65369, "Y1": 0.1502, "X2": 0.69819, "Y2": 0.15, "X3": 0.6968, "Y3": 0.1618, "X4": 0.65229, "Y4": 0.1618, "page": 0, "Index": 127}, {"Word": "tickets,", "Confidence": 0.804, "X1": 0.70097, "Y1": 0.1492, "X2": 0.75243, "Y2": 0.149, "X3": 0.75104, "Y3": 0.1618, "X4": 0.70097, "Y4": 0.1618, "page": 0, "Index": 128}, {"Word": "and", "Confidence": 0.997, "X1": 0.75522, "Y1": 0.1492, "X2": 0.78025, "Y2": 0.149, "X3": 0.78025, "Y3": 0.1618, "X4": 0.75382, "Y4": 0.1618, "page": 0, "Index": 129}, {"Word": "as", "Confidence": 0.795, "X1": 0.78442, "Y1": 0.1492, "X2": 0.79972, "Y2": 0.149, "X3": 0.79833, "Y3": 0.1618, "X4": 0.78303, "Y4": 0.1618, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.957, "X1": 0.8025, "Y1": 0.1492, "X2": 0.82615, "Y2": 0.149, "X3": 0.82476, "Y3": 0.1618, "X4": 0.80111, "Y4": 0.1618, "page": 0, "Index": 131}, {"Word": "paper", "Confidence": 0.993, "X1": 0.82893, "Y1": 0.1502, "X2": 0.86787, "Y2": 0.15, "X3": 0.86648, "Y3": 0.1628, "X4": 0.82754, "Y4": 0.1618, "page": 0, "Index": 132}, {"Word": "in", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.1502, "X2": 0.88734, "Y2": 0.15, "X3": 0.88595, "Y3": 0.1628, "X4": 0.87065, "Y4": 0.1628, "page": 0, "Index": 133}, {"Word": "certain", "Confidence": 0.837, "X1": 0.53547, "Y1": 0.1642, "X2": 0.58414, "Y2": 0.164, "X3": 0.58275, "Y3": 0.1768, "X4": 0.53547, "Y4": 0.1768, "page": 0, "Index": 134}, {"Word": "types", "Confidence": 0.997, "X1": 0.58693, "Y1": 0.1642, "X2": 0.62448, "Y2": 0.164, "X3": 0.62448, "Y3": 0.1768, "X4": 0.58693, "Y4": 0.1768, "page": 0, "Index": 135}, {"Word": "of", "Confidence": 0.998, "X1": 0.62865, "Y1": 0.1642, "X2": 0.64395, "Y2": 0.164, "X3": 0.64256, "Y3": 0.1758, "X4": 0.62726, "Y4": 0.1768, "page": 0, "Index": 136}, {"Word": "adding", "Confidence": 0.997, "X1": 0.64673, "Y1": 0.1642, "X2": 0.69402, "Y2": 0.164, "X3": 0.69263, "Y3": 0.1768, "X4": 0.64673, "Y4": 0.1758, "page": 0, "Index": 137}, {"Word": "machines.", "Confidence": 0.991, "X1": 0.6968, "Y1": 0.1642, "X2": 0.76773, "Y2": 0.164, "X3": 0.76773, "Y3": 0.1768, "X4": 0.6968, "Y4": 0.1768, "page": 0, "Index": 138}, {"Word": "There", "Confidence": 0.955, "X1": 0.12656, "Y1": 0.1682, "X2": 0.16273, "Y2": 0.168, "X3": 0.16273, "Y3": 0.1808, "X4": 0.12656, "Y4": 0.1808, "page": 0, "Index": 139}, {"Word": "is", "Confidence": 0.955, "X1": 0.1669, "Y1": 0.1682, "X2": 0.17942, "Y2": 0.168, "X3": 0.17803, "Y3": 0.1808, "X4": 0.16551, "Y4": 0.1808, "page": 0, "Index": 140}, {"Word": "a", "Confidence": 0.101, "X1": 0.1822, "Y1": 0.1682, "X2": 0.19054, "Y2": 0.168, "X3": 0.19054, "Y3": 0.1808, "X4": 0.1822, "Y4": 0.1808, "page": 0, "Index": 141}, {"Word": "wide", "Confidence": 0.981, "X1": 0.19332, "Y1": 0.1682, "X2": 0.2267, "Y2": 0.168, "X3": 0.2267, "Y3": 0.1818, "X4": 0.19332, "Y4": 0.1808, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.23088, "Y1": 0.1682, "X2": 0.25591, "Y2": 0.168, "X3": 0.25452, "Y3": 0.1818, "X4": 0.22949, "Y4": 0.1818, "page": 0, "Index": 143}, {"Word": "ever", "Confidence": 0.882, "X1": 0.25869, "Y1": 0.1682, "X2": 0.2879, "Y2": 0.168, "X3": 0.2879, "Y3": 0.1818, "X4": 0.25869, "Y4": 0.1818, "page": 0, "Index": 144}, {"Word": "growing", "Confidence": 0.995, "X1": 0.29207, "Y1": 0.1682, "X2": 0.34631, "Y2": 0.168, "X3": 0.34631, "Y3": 0.1818, "X4": 0.29068, "Y4": 0.1818, "page": 0, "Index": 145}, {"Word": "range", "Confidence": 0.989, "X1": 0.35049, "Y1": 0.1682, "X2": 0.38804, "Y2": 0.168, "X3": 0.38804, "Y3": 0.1818, "X4": 0.35049, "Y4": 0.1818, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.998, "X1": 0.39221, "Y1": 0.1682, "X2": 0.40751, "Y2": 0.168, "X3": 0.40612, "Y3": 0.1818, "X4": 0.39082, "Y4": 0.1818, "page": 0, "Index": 147}, {"Word": "end", "Confidence": 0.854, "X1": 0.41029, "Y1": 0.1682, "X2": 0.43672, "Y2": 0.168, "X3": 0.43533, "Y3": 0.1818, "X4": 0.41029, "Y4": 0.1818, "page": 0, "Index": 148}, {"Word": "uses", "Confidence": 0.97, "X1": 0.4395, "Y1": 0.1672, "X2": 0.46871, "Y2": 0.167, "X3": 0.46732, "Y3": 0.1818, "X4": 0.43811, "Y4": 0.1818, "page": 0, "Index": 149}, {"Word": "for", "Confidence": 0.998, "X1": 0.47288, "Y1": 0.1672, "X2": 0.49791, "Y2": 0.167, "X3": 0.49652, "Y3": 0.1818, "X4": 0.47149, "Y4": 0.1818, "page": 0, "Index": 150}, {"Word": "metallised", "Confidence": 0.632, "X1": 0.12517, "Y1": 0.1822, "X2": 0.19471, "Y2": 0.182, "X3": 0.19471, "Y3": 0.1948, "X4": 0.12656, "Y4": 0.1958, "page": 0, "Index": 151}, {"Word": "papers.", "Confidence": 0.986, "X1": 0.1975, "Y1": 0.1822, "X2": 0.24757, "Y2": 0.182, "X3": 0.24757, "Y3": 0.1948, "X4": 0.1975, "Y4": 0.1948, "page": 0, "Index": 152}, {"Word": "Careful", "Confidence": 0.677, "X1": 0.25035, "Y1": 0.1822, "X2": 0.30181, "Y2": 0.182, "X3": 0.30181, "Y3": 0.1948, "X4": 0.25035, "Y4": 0.1948, "page": 0, "Index": 153}, {"Word": "selection", "Confidence": 0.855, "X1": 0.30459, "Y1": 0.1822, "X2": 0.36579, "Y2": 0.182, "X3": 0.36579, "Y3": 0.1948, "X4": 0.30459, "Y4": 0.1948, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.992, "X1": 0.36996, "Y1": 0.1822, "X2": 0.38526, "Y2": 0.182, "X3": 0.38526, "Y3": 0.1948, "X4": 0.36996, "Y4": 0.1948, "page": 0, "Index": 155}, {"Word": "base", "Confidence": 0.991, "X1": 0.38804, "Y1": 0.1822, "X2": 0.41864, "Y2": 0.182, "X3": 0.41864, "Y3": 0.1948, "X4": 0.38804, "Y4": 0.1948, "page": 0, "Index": 156}, {"Word": "papers", "Confidence": 0.997, "X1": 0.42281, "Y1": 0.1832, "X2": 0.47149, "Y2": 0.183, "X3": 0.47149, "Y3": 0.1948, "X4": 0.42281, "Y4": 0.1948, "page": 0, "Index": 157}, {"Word": "Development", "Confidence": 0.971, "X1": 0.53547, "Y1": 0.1902, "X2": 0.62726, "Y2": 0.19, "X3": 0.62587, "Y3": 0.2038, "X4": 0.53408, "Y4": 0.2038, "page": 0, "Index": 158}, {"Word": "effort", "Confidence": 0.847, "X1": 0.63004, "Y1": 0.1902, "X2": 0.67177, "Y2": 0.19, "X3": 0.67038, "Y3": 0.2038, "X4": 0.63004, "Y4": 0.2038, "page": 0, "Index": 159}, {"Word": "with", "Confidence": 0.991, "X1": 0.67455, "Y1": 0.1902, "X2": 0.70793, "Y2": 0.19, "X3": 0.70654, "Y3": 0.2038, "X4": 0.67316, "Y4": 0.2038, "page": 0, "Index": 160}, {"Word": "regard", "Confidence": 0.965, "X1": 0.71071, "Y1": 0.1902, "X2": 0.75382, "Y2": 0.19, "X3": 0.75243, "Y3": 0.2038, "X4": 0.70932, "Y4": 0.2038, "page": 0, "Index": 161}, {"Word": "to", "Confidence": 0.997, "X1": 0.758, "Y1": 0.1912, "X2": 0.7733, "Y2": 0.191, "X3": 0.77191, "Y3": 0.2038, "X4": 0.75661, "Y4": 0.2038, "page": 0, "Index": 162}, {"Word": "metallised", "Confidence": 0.942, "X1": 0.77608, "Y1": 0.1912, "X2": 0.84701, "Y2": 0.191, "X3": 0.84562, "Y3": 0.2038, "X4": 0.77469, "Y4": 0.2038, "page": 0, "Index": 163}, {"Word": "papers,\"", "Confidence": 0.355, "X1": 0.85118, "Y1": 0.1912, "X2": 0.90682, "Y2": 0.191, "X3": 0.90542, "Y3": 0.2038, "X4": 0.8484, "Y4": 0.2038, "page": 0, "Index": 164}, {"Word": "and", "Confidence": 0.959, "X1": 0.12656, "Y1": 0.1972, "X2": 0.15021, "Y2": 0.197, "X3": 0.15021, "Y3": 0.2098, "X4": 0.12517, "Y4": 0.2108, "page": 0, "Index": 165}, {"Word": "prelacquers", "Confidence": 0.691, "X1": 0.15438, "Y1": 0.1962, "X2": 0.23366, "Y2": 0.196, "X3": 0.23227, "Y3": 0.2088, "X4": 0.15299, "Y4": 0.2098, "page": 0, "Index": 166}, {"Word": "provides", "Confidence": 0.994, "X1": 0.23783, "Y1": 0.1962, "X2": 0.29624, "Y2": 0.196, "X3": 0.29485, "Y3": 0.2088, "X4": 0.23644, "Y4": 0.2088, "page": 0, "Index": 167}, {"Word": "products", "Confidence": 0.991, "X1": 0.29903, "Y1": 0.1962, "X2": 0.36022, "Y2": 0.196, "X3": 0.35883, "Y3": 0.2088, "X4": 0.29764, "Y4": 0.2088, "page": 0, "Index": 168}, {"Word": "with", "Confidence": 0.991, "X1": 0.363, "Y1": 0.1962, "X2": 0.39499, "Y2": 0.196, "X3": 0.3936, "Y3": 0.2088, "X4": 0.36161, "Y4": 0.2088, "page": 0, "Index": 169}, {"Word": "properties", "Confidence": 0.897, "X1": 0.39777, "Y1": 0.1962, "X2": 0.47288, "Y2": 0.196, "X3": 0.47149, "Y3": 0.2098, "X4": 0.39777, "Y4": 0.2088, "page": 0, "Index": 170}, {"Word": "In", "Confidence": 0.955, "X1": 0.53547, "Y1": 0.2042, "X2": 0.55076, "Y2": 0.204, "X3": 0.55076, "Y3": 0.2168, "X4": 0.53547, "Y4": 0.2168, "page": 0, "Index": 171}, {"Word": "addition", "Confidence": 0.991, "X1": 0.55494, "Y1": 0.2052, "X2": 0.61057, "Y2": 0.205, "X3": 0.61057, "Y3": 0.2168, "X4": 0.55355, "Y4": 0.2168, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.997, "X1": 0.61474, "Y1": 0.2052, "X2": 0.63004, "Y2": 0.205, "X3": 0.63004, "Y3": 0.2168, "X4": 0.61474, "Y4": 0.2168, "page": 0, "Index": 173}, {"Word": "evaluating", "Confidence": 0.912, "X1": 0.63421, "Y1": 0.2052, "X2": 0.70515, "Y2": 0.205, "X3": 0.70515, "Y3": 0.2168, "X4": 0.63282, "Y4": 0.2168, "page": 0, "Index": 174}, {"Word": "newer", "Confidence": 0.947, "X1": 0.70793, "Y1": 0.2052, "X2": 0.75104, "Y2": 0.205, "X3": 0.74965, "Y3": 0.2168, "X4": 0.70793, "Y4": 0.2168, "page": 0, "Index": 175}, {"Word": "paper", "Confidence": 0.997, "X1": 0.75382, "Y1": 0.2052, "X2": 0.79277, "Y2": 0.205, "X3": 0.79277, "Y3": 0.2168, "X4": 0.75382, "Y4": 0.2168, "page": 0, "Index": 176}, {"Word": "types", "Confidence": 0.997, "X1": 0.79694, "Y1": 0.2052, "X2": 0.83449, "Y2": 0.205, "X3": 0.83449, "Y3": 0.2168, "X4": 0.79555, "Y4": 0.2168, "page": 0, "Index": 177}, {"Word": "and", "Confidence": 0.998, "X1": 0.83727, "Y1": 0.2052, "X2": 0.8637, "Y2": 0.205, "X3": 0.8637, "Y3": 0.2168, "X4": 0.83727, "Y4": 0.2168, "page": 0, "Index": 178}, {"Word": "in", "Confidence": 0.998, "X1": 0.86787, "Y1": 0.2052, "X2": 0.88317, "Y2": 0.205, "X3": 0.88317, "Y3": 0.2168, "X4": 0.86787, "Y4": 0.2168, "page": 0, "Index": 179}, {"Word": "\u00b7", "Confidence": 0.2, "X1": 0.11822, "Y1": 0.2102, "X2": 0.12239, "Y2": 0.21, "X3": 0.12239, "Y3": 0.2228, "X4": 0.11822, "Y4": 0.2228, "page": 0, "Index": 180}, {"Word": "matched", "Confidence": 0.994, "X1": 0.12517, "Y1": 0.2102, "X2": 0.18498, "Y2": 0.21, "X3": 0.18498, "Y3": 0.2228, "X4": 0.12517, "Y4": 0.2228, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.2102, "X2": 0.20445, "Y2": 0.21, "X3": 0.20445, "Y3": 0.2228, "X4": 0.18776, "Y4": 0.2228, "page": 0, "Index": 182}, {"Word": "specific", "Confidence": 0.946, "X1": 0.20723, "Y1": 0.2102, "X2": 0.26008, "Y2": 0.21, "X3": 0.26008, "Y3": 0.2228, "X4": 0.20723, "Y4": 0.2228, "page": 0, "Index": 183}, {"Word": "end", "Confidence": 0.991, "X1": 0.26287, "Y1": 0.2102, "X2": 0.28929, "Y2": 0.21, "X3": 0.2879, "Y3": 0.2228, "X4": 0.26287, "Y4": 0.2228, "page": 0, "Index": 184}, {"Word": "uses.", "Confidence": 0.944, "X1": 0.29207, "Y1": 0.2112, "X2": 0.32684, "Y2": 0.211, "X3": 0.32684, "Y3": 0.2228, "X4": 0.29207, "Y4": 0.2228, "page": 0, "Index": 185}, {"Word": "substantially", "Confidence": 0.941, "X1": 0.53686, "Y1": 0.2182, "X2": 0.62309, "Y2": 0.218, "X3": 0.6217, "Y3": 0.2308, "X4": 0.53408, "Y4": 0.2318, "page": 0, "Index": 186}, {"Word": "reducing", "Confidence": 0.991, "X1": 0.62726, "Y1": 0.2182, "X2": 0.68707, "Y2": 0.218, "X3": 0.68567, "Y3": 0.2308, "X4": 0.62587, "Y4": 0.2308, "page": 0, "Index": 187}, {"Word": "substance", "Confidence": 0.993, "X1": 0.69124, "Y1": 0.2182, "X2": 0.758, "Y2": 0.218, "X3": 0.75661, "Y3": 0.2308, "X4": 0.68985, "Y4": 0.2308, "page": 0, "Index": 188}, {"Word": "in", "Confidence": 0.998, "X1": 0.76217, "Y1": 0.2182, "X2": 0.77608, "Y2": 0.218, "X3": 0.77469, "Y3": 0.2308, "X4": 0.76078, "Y4": 0.2308, "page": 0, "Index": 189}, {"Word": "certain", "Confidence": 0.911, "X1": 0.77886, "Y1": 0.2192, "X2": 0.82754, "Y2": 0.219, "X3": 0.82615, "Y3": 0.2308, "X4": 0.77747, "Y4": 0.2308, "page": 0, "Index": 190}, {"Word": "areas,", "Confidence": 0.941, "X1": 0.83171, "Y1": 0.2192, "X2": 0.86926, "Y2": 0.219, "X3": 0.86926, "Y3": 0.2308, "X4": 0.83032, "Y4": 0.2308, "page": 0, "Index": 191}, {"Word": "is", "Confidence": 0.998, "X1": 0.87344, "Y1": 0.2192, "X2": 0.88873, "Y2": 0.219, "X3": 0.88734, "Y3": 0.2308, "X4": 0.87204, "Y4": 0.2308, "page": 0, "Index": 192}, {"Word": "concentrated", "Confidence": 0.904, "X1": 0.53686, "Y1": 0.2322, "X2": 0.62726, "Y2": 0.232, "X3": 0.62587, "Y3": 0.2448, "X4": 0.53547, "Y4": 0.2448, "page": 0, "Index": 193}, {"Word": "in", "Confidence": 0.998, "X1": 0.63004, "Y1": 0.2322, "X2": 0.64395, "Y2": 0.232, "X3": 0.64395, "Y3": 0.2448, "X4": 0.63004, "Y4": 0.2448, "page": 0, "Index": 194}, {"Word": "further", "Confidence": 0.996, "X1": 0.64812, "Y1": 0.2322, "X2": 0.6968, "Y2": 0.232, "X3": 0.6968, "Y3": 0.2448, "X4": 0.64673, "Y4": 0.2448, "page": 0, "Index": 195}, {"Word": "up-grading", "Confidence": 0.991, "X1": 0.70097, "Y1": 0.2322, "X2": 0.7733, "Y2": 0.232, "X3": 0.7733, "Y3": 0.2448, "X4": 0.70097, "Y4": 0.2448, "page": 0, "Index": 196}, {"Word": "the", "Confidence": 0.958, "X1": 0.77747, "Y1": 0.2322, "X2": 0.80111, "Y2": 0.232, "X3": 0.79972, "Y3": 0.2448, "X4": 0.77747, "Y4": 0.2448, "page": 0, "Index": 197}, {"Word": "metallised", "Confidence": 0.952, "X1": 0.80389, "Y1": 0.2322, "X2": 0.87483, "Y2": 0.232, "X3": 0.87483, "Y3": 0.2448, "X4": 0.80389, "Y4": 0.2448, "page": 0, "Index": 198}, {"Word": "In", "Confidence": 0.989, "X1": 0.12796, "Y1": 0.2372, "X2": 0.14047, "Y2": 0.237, "X3": 0.13908, "Y3": 0.2498, "X4": 0.12656, "Y4": 0.2498, "page": 0, "Index": 199}, {"Word": "labelling,", "Confidence": 0.662, "X1": 0.14465, "Y1": 0.2362, "X2": 0.20723, "Y2": 0.236, "X3": 0.20584, "Y3": 0.2498, "X4": 0.14325, "Y4": 0.2498, "page": 0, "Index": 200}, {"Word": "the", "Confidence": 0.991, "X1": 0.2114, "Y1": 0.2362, "X2": 0.23366, "Y2": 0.236, "X3": 0.23227, "Y3": 0.2498, "X4": 0.21001, "Y4": 0.2498, "page": 0, "Index": 201}, {"Word": "metallic", "Confidence": 0.885, "X1": 0.23644, "Y1": 0.2362, "X2": 0.29346, "Y2": 0.236, "X3": 0.29207, "Y3": 0.2498, "X4": 0.23505, "Y4": 0.2498, "page": 0, "Index": 202}, {"Word": "appearance", "Confidence": 0.966, "X1": 0.29624, "Y1": 0.2372, "X2": 0.37274, "Y2": 0.237, "X3": 0.37135, "Y3": 0.2498, "X4": 0.29485, "Y4": 0.2498, "page": 0, "Index": 203}, {"Word": "enhances", "Confidence": 0.958, "X1": 0.37691, "Y1": 0.2382, "X2": 0.4395, "Y2": 0.238, "X3": 0.43811, "Y3": 0.2508, "X4": 0.37552, "Y4": 0.2498, "page": 0, "Index": 204}, {"Word": "the", "Confidence": 0.998, "X1": 0.44228, "Y1": 0.2382, "X2": 0.46871, "Y2": 0.238, "X3": 0.46732, "Y3": 0.2508, "X4": 0.44089, "Y4": 0.2508, "page": 0, "Index": 205}, {"Word": "lamination", "Confidence": 0.991, "X1": 0.65925, "Y1": 0.2462, "X2": 0.73296, "Y2": 0.246, "X3": 0.73296, "Y3": 0.2578, "X4": 0.65786, "Y4": 0.2588, "page": 0, "Index": 206}, {"Word": "or", "Confidence": 0.991, "X1": 0.73713, "Y1": 0.2462, "X2": 0.75243, "Y2": 0.246, "X3": 0.75104, "Y3": 0.2578, "X4": 0.73574, "Y4": 0.2578, "page": 0, "Index": 207}, {"Word": "coextrusion,", "Confidence": 0.807, "X1": 0.75661, "Y1": 0.2462, "X2": 0.84145, "Y2": 0.246, "X3": 0.84006, "Y3": 0.2578, "X4": 0.75522, "Y4": 0.2578, "page": 0, "Index": 208}, {"Word": "certain", "Confidence": 0.991, "X1": 0.84562, "Y1": 0.2452, "X2": 0.8943, "Y2": 0.245, "X3": 0.8943, "Y3": 0.2578, "X4": 0.84423, "Y4": 0.2578, "page": 0, "Index": 209}, {"Word": "product", "Confidence": 0.993, "X1": 0.12656, "Y1": 0.2512, "X2": 0.18081, "Y2": 0.251, "X3": 0.18081, "Y3": 0.2638, "X4": 0.12656, "Y4": 0.2638, "page": 0, "Index": 210}, {"Word": "Image", "Confidence": 0.808, "X1": 0.18359, "Y1": 0.2512, "X2": 0.22392, "Y2": 0.251, "X3": 0.22392, "Y3": 0.2638, "X4": 0.18359, "Y4": 0.2638, "page": 0, "Index": 211}, {"Word": "while", "Confidence": 0.997, "X1": 0.22809, "Y1": 0.2502, "X2": 0.26565, "Y2": 0.25, "X3": 0.26565, "Y3": 0.2638, "X4": 0.2267, "Y4": 0.2638, "page": 0, "Index": 212}, {"Word": "giving", "Confidence": 0.997, "X1": 0.26982, "Y1": 0.2502, "X2": 0.30876, "Y2": 0.25, "X3": 0.30876, "Y3": 0.2638, "X4": 0.26982, "Y4": 0.2638, "page": 0, "Index": 213}, {"Word": "the", "Confidence": 0.998, "X1": 0.31293, "Y1": 0.2502, "X2": 0.33658, "Y2": 0.25, "X3": 0.33519, "Y3": 0.2638, "X4": 0.31293, "Y4": 0.2638, "page": 0, "Index": 214}, {"Word": "lustre", "Confidence": 0.967, "X1": 0.33936, "Y1": 0.2502, "X2": 0.37969, "Y2": 0.25, "X3": 0.3783, "Y3": 0.2638, "X4": 0.33797, "Y4": 0.2638, "page": 0, "Index": 215}, {"Word": "of", "Confidence": 0.998, "X1": 0.38248, "Y1": 0.2502, "X2": 0.39917, "Y2": 0.25, "X3": 0.39777, "Y3": 0.2638, "X4": 0.38108, "Y4": 0.2638, "page": 0, "Index": 216}, {"Word": "foil", "Confidence": 0.962, "X1": 0.40195, "Y1": 0.2512, "X2": 0.42559, "Y2": 0.251, "X3": 0.4242, "Y3": 0.2638, "X4": 0.40056, "Y4": 0.2638, "page": 0, "Index": 217}, {"Word": "with", "Confidence": 0.986, "X1": 0.42976, "Y1": 0.2512, "X2": 0.46175, "Y2": 0.251, "X3": 0.45897, "Y3": 0.2638, "X4": 0.42837, "Y4": 0.2638, "page": 0, "Index": 218}, {"Word": "the", "Confidence": 0.998, "X1": 0.46453, "Y1": 0.2522, "X2": 0.49096, "Y2": 0.252, "X3": 0.48957, "Y3": 0.2648, "X4": 0.46314, "Y4": 0.2638, "page": 0, "Index": 219}, {"Word": "stock", "Confidence": 0.997, "X1": 0.53686, "Y1": 0.2462, "X2": 0.57441, "Y2": 0.246, "X3": 0.57302, "Y3": 0.2588, "X4": 0.53547, "Y4": 0.2598, "page": 0, "Index": 220}, {"Word": "by", "Confidence": 0.998, "X1": 0.57719, "Y1": 0.2462, "X2": 0.59666, "Y2": 0.246, "X3": 0.59527, "Y3": 0.2588, "X4": 0.5758, "Y4": 0.2588, "page": 0, "Index": 221}, {"Word": "coating,", "Confidence": 0.883, "X1": 0.59944, "Y1": 0.2462, "X2": 0.65508, "Y2": 0.246, "X3": 0.65369, "Y3": 0.2588, "X4": 0.59805, "Y4": 0.2588, "page": 0, "Index": 222}, {"Word": "processing", "Confidence": 0.981, "X1": 0.12796, "Y1": 0.2642, "X2": 0.1975, "Y2": 0.264, "X3": 0.19611, "Y3": 0.2778, "X4": 0.12656, "Y4": 0.2788, "page": 0, "Index": 223}, {"Word": "advantages", "Confidence": 0.947, "X1": 0.20167, "Y1": 0.2642, "X2": 0.27399, "Y2": 0.264, "X3": 0.27399, "Y3": 0.2778, "X4": 0.20028, "Y4": 0.2778, "page": 0, "Index": 224}, {"Word": "of", "Confidence": 0.998, "X1": 0.27816, "Y1": 0.2642, "X2": 0.29346, "Y2": 0.264, "X3": 0.29207, "Y3": 0.2778, "X4": 0.27816, "Y4": 0.2778, "page": 0, "Index": 225}, {"Word": "coated", "Confidence": 0.692, "X1": 0.29764, "Y1": 0.2652, "X2": 0.34353, "Y2": 0.265, "X3": 0.34214, "Y3": 0.2778, "X4": 0.29624, "Y4": 0.2778, "page": 0, "Index": 226}, {"Word": "results", "Confidence": 0.856, "X1": 0.53686, "Y1": 0.2602, "X2": 0.58136, "Y2": 0.26, "X3": 0.57997, "Y3": 0.2718, "X4": 0.53547, "Y4": 0.2728, "page": 0, "Index": 227}, {"Word": "of", "Confidence": 0.998, "X1": 0.58414, "Y1": 0.2602, "X2": 0.60083, "Y2": 0.26, "X3": 0.60083, "Y3": 0.2718, "X4": 0.58414, "Y4": 0.2718, "page": 0, "Index": 228}, {"Word": "which", "Confidence": 0.998, "X1": 0.60362, "Y1": 0.2602, "X2": 0.64673, "Y2": 0.26, "X3": 0.64534, "Y3": 0.2718, "X4": 0.60362, "Y4": 0.2718, "page": 0, "Index": 229}, {"Word": "show", "Confidence": 0.989, "X1": 0.64951, "Y1": 0.2602, "X2": 0.68428, "Y2": 0.26, "X3": 0.68289, "Y3": 0.2718, "X4": 0.64951, "Y4": 0.2718, "page": 0, "Index": 230}, {"Word": "great", "Confidence": 0.815, "X1": 0.68985, "Y1": 0.2602, "X2": 0.72462, "Y2": 0.26, "X3": 0.72462, "Y3": 0.2718, "X4": 0.68846, "Y4": 0.2718, "page": 0, "Index": 231}, {"Word": "promise.", "Confidence": 0.981, "X1": 0.72879, "Y1": 0.2612, "X2": 0.79277, "Y2": 0.261, "X3": 0.79277, "Y3": 0.2718, "X4": 0.7274, "Y4": 0.2718, "page": 0, "Index": 232}, {"Word": "papers.", "Confidence": 0.87, "X1": 0.34631, "Y1": 0.2652, "X2": 0.39777, "Y2": 0.265, "X3": 0.39777, "Y3": 0.2788, "X4": 0.34631, "Y4": 0.2778, "page": 0, "Index": 233}, {"Word": "It", "Confidence": 0.93, "X1": 0.12796, "Y1": 0.2912, "X2": 0.13908, "Y2": 0.291, "X3": 0.13769, "Y3": 0.3048, "X4": 0.12656, "Y4": 0.3048, "page": 0, "Index": 234}, {"Word": "has", "Confidence": 0.991, "X1": 0.14325, "Y1": 0.2912, "X2": 0.16412, "Y2": 0.291, "X3": 0.16412, "Y3": 0.3048, "X4": 0.14186, "Y4": 0.3048, "page": 0, "Index": 235}, {"Word": "been", "Confidence": 0.982, "X1": 0.16829, "Y1": 0.2912, "X2": 0.20028, "Y2": 0.291, "X3": 0.20028, "Y3": 0.3048, "X4": 0.1669, "Y4": 0.3048, "page": 0, "Index": 236}, {"Word": "reported", "Confidence": 0.993, "X1": 0.20445, "Y1": 0.2912, "X2": 0.26426, "Y2": 0.291, "X3": 0.26426, "Y3": 0.3048, "X4": 0.20445, "Y4": 0.3048, "page": 0, "Index": 237}, {"Word": "that", "Confidence": 0.991, "X1": 0.26843, "Y1": 0.2912, "X2": 0.29624, "Y2": 0.291, "X3": 0.29624, "Y3": 0.3048, "X4": 0.26843, "Y4": 0.3048, "page": 0, "Index": 238}, {"Word": "printing", "Confidence": 0.996, "X1": 0.30042, "Y1": 0.2912, "X2": 0.35605, "Y2": 0.291, "X3": 0.35466, "Y3": 0.3048, "X4": 0.29903, "Y4": 0.3048, "page": 0, "Index": 239}, {"Word": "and", "Confidence": 0.998, "X1": 0.35883, "Y1": 0.2922, "X2": 0.38387, "Y2": 0.292, "X3": 0.38387, "Y3": 0.3048, "X4": 0.35883, "Y4": 0.3048, "page": 0, "Index": 240}, {"Word": "die", "Confidence": 0.934, "X1": 0.38804, "Y1": 0.2922, "X2": 0.4089, "Y2": 0.292, "X3": 0.4089, "Y3": 0.3048, "X4": 0.38804, "Y4": 0.3048, "page": 0, "Index": 241}, {"Word": "cutting", "Confidence": 0.994, "X1": 0.41307, "Y1": 0.2932, "X2": 0.46732, "Y2": 0.293, "X3": 0.46592, "Y3": 0.3048, "X4": 0.41307, "Y4": 0.3048, "page": 0, "Index": 242}, {"Word": "3.2", "Confidence": 0.799, "X1": 0.53964, "Y1": 0.2902, "X2": 0.55911, "Y2": 0.29, "X3": 0.55772, "Y3": 0.3038, "X4": 0.53825, "Y4": 0.3038, "page": 0, "Index": 243}, {"Word": "Metallised", "Confidence": 0.903, "X1": 0.56328, "Y1": 0.2902, "X2": 0.63282, "Y2": 0.29, "X3": 0.63143, "Y3": 0.3038, "X4": 0.56189, "Y4": 0.3038, "page": 0, "Index": 244}, {"Word": "plastics", "Confidence": 0.969, "X1": 0.637, "Y1": 0.2912, "X2": 0.68707, "Y2": 0.291, "X3": 0.68567, "Y3": 0.3038, "X4": 0.63561, "Y4": 0.3038, "page": 0, "Index": 245}, {"Word": "and", "Confidence": 0.998, "X1": 0.69124, "Y1": 0.2912, "X2": 0.71766, "Y2": 0.291, "X3": 0.71627, "Y3": 0.3038, "X4": 0.68985, "Y4": 0.3038, "page": 0, "Index": 246}, {"Word": "cellulosic", "Confidence": 0.795, "X1": 0.72045, "Y1": 0.2912, "X2": 0.78442, "Y2": 0.291, "X3": 0.78442, "Y3": 0.3038, "X4": 0.71905, "Y4": 0.3038, "page": 0, "Index": 247}, {"Word": "films", "Confidence": 0.97, "X1": 0.7886, "Y1": 0.2912, "X2": 0.82754, "Y2": 0.291, "X3": 0.82615, "Y3": 0.3038, "X4": 0.7872, "Y4": 0.3038, "page": 0, "Index": 248}, {"Word": "a", "Confidence": 0.088, "X1": 0.52434, "Y1": 0.3042, "X2": 0.53408, "Y2": 0.304, "X3": 0.53268, "Y3": 0.3178, "X4": 0.52295, "Y4": 0.3178, "page": 0, "Index": 249}, {"Word": "Given", "Confidence": 0.928, "X1": 0.53686, "Y1": 0.3052, "X2": 0.57858, "Y2": 0.305, "X3": 0.57719, "Y3": 0.3168, "X4": 0.53547, "Y4": 0.3178, "page": 0, "Index": 250}, {"Word": "the", "Confidence": 0.998, "X1": 0.58136, "Y1": 0.3052, "X2": 0.60362, "Y2": 0.305, "X3": 0.60362, "Y3": 0.3168, "X4": 0.58136, "Y4": 0.3168, "page": 0, "Index": 251}, {"Word": "requirements", "Confidence": 0.874, "X1": 0.60779, "Y1": 0.3052, "X2": 0.69819, "Y2": 0.305, "X3": 0.69819, "Y3": 0.3178, "X4": 0.6064, "Y4": 0.3168, "page": 0, "Index": 252}, {"Word": "of", "Confidence": 0.998, "X1": 0.70236, "Y1": 0.3052, "X2": 0.71766, "Y2": 0.305, "X3": 0.71766, "Y3": 0.3178, "X4": 0.70097, "Y4": 0.3178, "page": 0, "Index": 253}, {"Word": "the", "Confidence": 0.998, "X1": 0.72184, "Y1": 0.3062, "X2": 0.74548, "Y2": 0.306, "X3": 0.74409, "Y3": 0.3178, "X4": 0.72045, "Y4": 0.3178, "page": 0, "Index": 254}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.74826, "Y1": 0.3052, "X2": 0.82197, "Y2": 0.305, "X3": 0.82197, "Y3": 0.3178, "X4": 0.74687, "Y4": 0.3178, "page": 0, "Index": 255}, {"Word": "process,", "Confidence": 0.886, "X1": 0.82615, "Y1": 0.3052, "X2": 0.88317, "Y2": 0.305, "X3": 0.88317, "Y3": 0.3178, "X4": 0.82476, "Y4": 0.3178, "page": 0, "Index": 256}, {"Word": "speeds", "Confidence": 0.806, "X1": 0.12656, "Y1": 0.3062, "X2": 0.17107, "Y2": 0.306, "X3": 0.16968, "Y3": 0.3188, "X4": 0.12656, "Y4": 0.3188, "page": 0, "Index": 257}, {"Word": "have", "Confidence": 0.981, "X1": 0.17385, "Y1": 0.3062, "X2": 0.20584, "Y2": 0.306, "X3": 0.20445, "Y3": 0.3188, "X4": 0.17385, "Y4": 0.3188, "page": 0, "Index": 258}, {"Word": "been", "Confidence": 0.983, "X1": 0.20862, "Y1": 0.3062, "X2": 0.24339, "Y2": 0.306, "X3": 0.242, "Y3": 0.3188, "X4": 0.20862, "Y4": 0.3188, "page": 0, "Index": 259}, {"Word": "increased", "Confidence": 0.942, "X1": 0.24618, "Y1": 0.3062, "X2": 0.31015, "Y2": 0.306, "X3": 0.30876, "Y3": 0.3188, "X4": 0.24618, "Y4": 0.3188, "page": 0, "Index": 260}, {"Word": "by", "Confidence": 0.998, "X1": 0.31293, "Y1": 0.3062, "X2": 0.33102, "Y2": 0.306, "X3": 0.33102, "Y3": 0.3188, "X4": 0.31293, "Y4": 0.3188, "page": 0, "Index": 261}, {"Word": "up", "Confidence": 0.998, "X1": 0.33519, "Y1": 0.3062, "X2": 0.35466, "Y2": 0.306, "X3": 0.35327, "Y3": 0.3188, "X4": 0.33519, "Y4": 0.3188, "page": 0, "Index": 262}, {"Word": "to", "Confidence": 0.992, "X1": 0.35744, "Y1": 0.3062, "X2": 0.37413, "Y2": 0.306, "X3": 0.37413, "Y3": 0.3188, "X4": 0.35744, "Y4": 0.3188, "page": 0, "Index": 263}, {"Word": "30%", "Confidence": 0.998, "X1": 0.3783, "Y1": 0.3062, "X2": 0.40751, "Y2": 0.306, "X3": 0.40612, "Y3": 0.3188, "X4": 0.3783, "Y4": 0.3188, "page": 0, "Index": 264}, {"Word": "on", "Confidence": 0.998, "X1": 0.41029, "Y1": 0.3062, "X2": 0.42837, "Y2": 0.306, "X3": 0.42837, "Y3": 0.3188, "X4": 0.41029, "Y4": 0.3188, "page": 0, "Index": 265}, {"Word": "changing", "Confidence": 0.996, "X1": 0.43255, "Y1": 0.3072, "X2": 0.49791, "Y2": 0.307, "X3": 0.49652, "Y3": 0.3198, "X4": 0.43115, "Y4": 0.3188, "page": 0, "Index": 266}, {"Word": "from", "Confidence": 0.981, "X1": 0.12796, "Y1": 0.3202, "X2": 0.15855, "Y2": 0.32, "X3": 0.15716, "Y3": 0.3328, "X4": 0.12656, "Y4": 0.3328, "page": 0, "Index": 267}, {"Word": "aluminium", "Confidence": 0.991, "X1": 0.16412, "Y1": 0.3202, "X2": 0.23644, "Y2": 0.32, "X3": 0.23505, "Y3": 0.3328, "X4": 0.16412, "Y4": 0.3328, "page": 0, "Index": 268}, {"Word": "foil", "Confidence": 0.649, "X1": 0.242, "Y1": 0.3202, "X2": 0.26565, "Y2": 0.32, "X3": 0.26426, "Y3": 0.3328, "X4": 0.242, "Y4": 0.3328, "page": 0, "Index": 269}, {"Word": "laminates", "Confidence": 0.965, "X1": 0.26843, "Y1": 0.3202, "X2": 0.33658, "Y2": 0.32, "X3": 0.33519, "Y3": 0.3328, "X4": 0.26843, "Y4": 0.3328, "page": 0, "Index": 270}, {"Word": "to", "Confidence": 0.998, "X1": 0.33936, "Y1": 0.3202, "X2": 0.35466, "Y2": 0.32, "X3": 0.35327, "Y3": 0.3328, "X4": 0.33936, "Y4": 0.3328, "page": 0, "Index": 271}, {"Word": "metallised", "Confidence": 0.956, "X1": 0.35744, "Y1": 0.3202, "X2": 0.42698, "Y2": 0.32, "X3": 0.42698, "Y3": 0.3328, "X4": 0.35744, "Y4": 0.3328, "page": 0, "Index": 272}, {"Word": "label", "Confidence": 0.866, "X1": 0.43115, "Y1": 0.3202, "X2": 0.46871, "Y2": 0.32, "X3": 0.46871, "Y3": 0.3328, "X4": 0.43115, "Y4": 0.3328, "page": 0, "Index": 273}, {"Word": "such", "Confidence": 0.987, "X1": 0.53825, "Y1": 0.3192, "X2": 0.56885, "Y2": 0.319, "X3": 0.56745, "Y3": 0.3318, "X4": 0.53686, "Y4": 0.3318, "page": 0, "Index": 274}, {"Word": "being", "Confidence": 0.954, "X1": 0.57302, "Y1": 0.3192, "X2": 0.61057, "Y2": 0.319, "X3": 0.60918, "Y3": 0.3308, "X4": 0.57163, "Y4": 0.3308, "page": 0, "Index": 275}, {"Word": "not", "Confidence": 0.998, "X1": 0.61335, "Y1": 0.3192, "X2": 0.63839, "Y2": 0.319, "X3": 0.637, "Y3": 0.3308, "X4": 0.61196, "Y4": 0.3308, "page": 0, "Index": 276}, {"Word": "unique", "Confidence": 0.996, "X1": 0.64117, "Y1": 0.3192, "X2": 0.68985, "Y2": 0.319, "X3": 0.68846, "Y3": 0.3308, "X4": 0.63978, "Y4": 0.3308, "page": 0, "Index": 277}, {"Word": "to", "Confidence": 0.998, "X1": 0.69402, "Y1": 0.3192, "X2": 0.70932, "Y2": 0.319, "X3": 0.70793, "Y3": 0.3308, "X4": 0.69263, "Y4": 0.3308, "page": 0, "Index": 278}, {"Word": "vacuum", "Confidence": 0.965, "X1": 0.7121, "Y1": 0.3192, "X2": 0.76356, "Y2": 0.319, "X3": 0.76217, "Y3": 0.3308, "X4": 0.71071, "Y4": 0.3308, "page": 0, "Index": 279}, {"Word": "metallising,", "Confidence": 0.672, "X1": 0.77051, "Y1": 0.3192, "X2": 0.85118, "Y2": 0.319, "X3": 0.8484, "Y3": 0.3308, "X4": 0.76912, "Y4": 0.3308, "page": 0, "Index": 280}, {"Word": "it", "Confidence": 0.994, "X1": 0.85396, "Y1": 0.3182, "X2": 0.86509, "Y2": 0.318, "X3": 0.8637, "Y3": 0.3308, "X4": 0.85257, "Y4": 0.3308, "page": 0, "Index": 281}, {"Word": "is", "Confidence": 0.998, "X1": 0.86787, "Y1": 0.3182, "X2": 0.88178, "Y2": 0.318, "X3": 0.879, "Y3": 0.3308, "X4": 0.86648, "Y4": 0.3308, "page": 0, "Index": 282}, {"Word": "stock,", "Confidence": 0.964, "X1": 0.12656, "Y1": 0.3342, "X2": 0.16968, "Y2": 0.334, "X3": 0.16968, "Y3": 0.3468, "X4": 0.12656, "Y4": 0.3468, "page": 0, "Index": 283}, {"Word": "accompanied", "Confidence": 0.955, "X1": 0.17246, "Y1": 0.3342, "X2": 0.26147, "Y2": 0.334, "X3": 0.26147, "Y3": 0.3468, "X4": 0.17246, "Y4": 0.3468, "page": 0, "Index": 284}, {"Word": "by", "Confidence": 0.998, "X1": 0.26565, "Y1": 0.3342, "X2": 0.28373, "Y2": 0.334, "X3": 0.28373, "Y3": 0.3468, "X4": 0.26565, "Y4": 0.3468, "page": 0, "Index": 285}, {"Word": "reductions", "Confidence": 0.885, "X1": 0.2879, "Y1": 0.3342, "X2": 0.36022, "Y2": 0.334, "X3": 0.36022, "Y3": 0.3468, "X4": 0.2879, "Y4": 0.3468, "page": 0, "Index": 286}, {"Word": "In", "Confidence": 0.991, "X1": 0.36439, "Y1": 0.3342, "X2": 0.3783, "Y2": 0.334, "X3": 0.37691, "Y3": 0.3458, "X4": 0.363, "Y4": 0.3468, "page": 0, "Index": 287}, {"Word": "waste.", "Confidence": 0.66, "X1": 0.38108, "Y1": 0.3342, "X2": 0.42698, "Y2": 0.334, "X3": 0.42698, "Y3": 0.3458, "X4": 0.38108, "Y4": 0.3458, "page": 0, "Index": 288}, {"Word": "true", "Confidence": 0.996, "X1": 0.53964, "Y1": 0.3332, "X2": 0.56745, "Y2": 0.333, "X3": 0.56606, "Y3": 0.3448, "X4": 0.53825, "Y4": 0.3458, "page": 0, "Index": 289}, {"Word": "to", "Confidence": 0.998, "X1": 0.57024, "Y1": 0.3332, "X2": 0.58554, "Y2": 0.333, "X3": 0.58414, "Y3": 0.3448, "X4": 0.57024, "Y4": 0.3448, "page": 0, "Index": 290}, {"Word": "state", "Confidence": 0.996, "X1": 0.58832, "Y1": 0.3332, "X2": 0.62309, "Y2": 0.333, "X3": 0.6217, "Y3": 0.3448, "X4": 0.58832, "Y4": 0.3448, "page": 0, "Index": 291}, {"Word": "that", "Confidence": 0.987, "X1": 0.62587, "Y1": 0.3322, "X2": 0.65508, "Y2": 0.332, "X3": 0.65369, "Y3": 0.3448, "X4": 0.62448, "Y4": 0.3448, "page": 0, "Index": 292}, {"Word": "all", "Confidence": 0.814, "X1": 0.65925, "Y1": 0.3322, "X2": 0.67594, "Y2": 0.332, "X3": 0.67455, "Y3": 0.3448, "X4": 0.65786, "Y4": 0.3448, "page": 0, "Index": 293}, {"Word": "plastics", "Confidence": 0.884, "X1": 0.67872, "Y1": 0.3322, "X2": 0.73018, "Y2": 0.332, "X3": 0.73018, "Y3": 0.3448, "X4": 0.67733, "Y4": 0.3448, "page": 0, "Index": 294}, {"Word": "and", "Confidence": 0.998, "X1": 0.73435, "Y1": 0.3322, "X2": 0.75939, "Y2": 0.332, "X3": 0.75939, "Y3": 0.3448, "X4": 0.73296, "Y4": 0.3448, "page": 0, "Index": 295}, {"Word": "cellulosic", "Confidence": 0.743, "X1": 0.76356, "Y1": 0.3322, "X2": 0.82893, "Y2": 0.332, "X3": 0.82754, "Y3": 0.3448, "X4": 0.76217, "Y4": 0.3448, "page": 0, "Index": 296}, {"Word": "films", "Confidence": 0.965, "X1": 0.83171, "Y1": 0.3322, "X2": 0.86648, "Y2": 0.332, "X3": 0.86509, "Y3": 0.3448, "X4": 0.83032, "Y4": 0.3448, "page": 0, "Index": 297}, {"Word": "have", "Confidence": 0.988, "X1": 0.86926, "Y1": 0.3332, "X2": 0.90403, "Y2": 0.333, "X3": 0.90264, "Y3": 0.3448, "X4": 0.86787, "Y4": 0.3448, "page": 0, "Index": 298}, {"Word": "been,", "Confidence": 0.645, "X1": 0.53686, "Y1": 0.3462, "X2": 0.5758, "Y2": 0.346, "X3": 0.57441, "Y3": 0.3588, "X4": 0.53547, "Y4": 0.3598, "page": 0, "Index": 299}, {"Word": "or", "Confidence": 0.993, "X1": 0.57858, "Y1": 0.3462, "X2": 0.59388, "Y2": 0.346, "X3": 0.59249, "Y3": 0.3588, "X4": 0.57719, "Y4": 0.3588, "page": 0, "Index": 300}, {"Word": "can", "Confidence": 0.958, "X1": 0.59805, "Y1": 0.3462, "X2": 0.6217, "Y2": 0.346, "X3": 0.62031, "Y3": 0.3588, "X4": 0.59666, "Y4": 0.3588, "page": 0, "Index": 301}, {"Word": "be,", "Confidence": 0.991, "X1": 0.62587, "Y1": 0.3462, "X2": 0.64673, "Y2": 0.346, "X3": 0.64534, "Y3": 0.3588, "X4": 0.62448, "Y4": 0.3588, "page": 0, "Index": 302}, {"Word": "vacuum", "Confidence": 0.991, "X1": 0.6509, "Y1": 0.3462, "X2": 0.70236, "Y2": 0.346, "X3": 0.70097, "Y3": 0.3588, "X4": 0.64951, "Y4": 0.3588, "page": 0, "Index": 303}, {"Word": "metallised.", "Confidence": 0.883, "X1": 0.70793, "Y1": 0.3462, "X2": 0.78303, "Y2": 0.346, "X3": 0.78164, "Y3": 0.3588, "X4": 0.70654, "Y4": 0.3588, "page": 0, "Index": 304}, {"Word": "Orientated", "Confidence": 0.941, "X1": 0.7872, "Y1": 0.3452, "X2": 0.8637, "Y2": 0.345, "X3": 0.86231, "Y3": 0.3588, "X4": 0.78581, "Y4": 0.3588, "page": 0, "Index": 305}, {"Word": "The", "Confidence": 0.995, "X1": 0.12796, "Y1": 0.3612, "X2": 0.15299, "Y2": 0.361, "X3": 0.15299, "Y3": 0.3748, "X4": 0.12796, "Y4": 0.3748, "page": 0, "Index": 306}, {"Word": "use", "Confidence": 0.606, "X1": 0.15716, "Y1": 0.3612, "X2": 0.17942, "Y2": 0.361, "X3": 0.17942, "Y3": 0.3748, "X4": 0.15716, "Y4": 0.3748, "page": 0, "Index": 307}, {"Word": "of", "Confidence": 0.998, "X1": 0.18359, "Y1": 0.3612, "X2": 0.19889, "Y2": 0.361, "X3": 0.19889, "Y3": 0.3748, "X4": 0.18359, "Y4": 0.3748, "page": 0, "Index": 308}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.20306, "Y1": 0.3612, "X2": 0.27121, "Y2": 0.361, "X3": 0.27121, "Y3": 0.3738, "X4": 0.20306, "Y4": 0.3738, "page": 0, "Index": 309}, {"Word": "labels", "Confidence": 0.991, "X1": 0.27538, "Y1": 0.3612, "X2": 0.31572, "Y2": 0.361, "X3": 0.31572, "Y3": 0.3748, "X4": 0.27538, "Y4": 0.3738, "page": 0, "Index": 310}, {"Word": "implies", "Confidence": 0.955, "X1": 0.31989, "Y1": 0.3612, "X2": 0.36857, "Y2": 0.361, "X3": 0.36857, "Y3": 0.3748, "X4": 0.3185, "Y4": 0.3748, "page": 0, "Index": 311}, {"Word": "that", "Confidence": 0.987, "X1": 0.37274, "Y1": 0.3612, "X2": 0.40056, "Y2": 0.361, "X3": 0.39917, "Y3": 0.3748, "X4": 0.37135, "Y4": 0.3748, "page": 0, "Index": 312}, {"Word": "the", "Confidence": 0.75, "X1": 0.40334, "Y1": 0.3612, "X2": 0.42698, "Y2": 0.361, "X3": 0.42559, "Y3": 0.3748, "X4": 0.40334, "Y4": 0.3748, "page": 0, "Index": 313}, {"Word": "product", "Confidence": 0.627, "X1": 0.42976, "Y1": 0.3612, "X2": 0.49096, "Y2": 0.361, "X3": 0.48957, "Y3": 0.3748, "X4": 0.42976, "Y4": 0.3748, "page": 0, "Index": 314}, {"Word": "polyester", "Confidence": 0.856, "X1": 0.53825, "Y1": 0.3602, "X2": 0.60223, "Y2": 0.36, "X3": 0.60083, "Y3": 0.3728, "X4": 0.53686, "Y4": 0.3738, "page": 0, "Index": 315}, {"Word": "films", "Confidence": 0.849, "X1": 0.60501, "Y1": 0.3602, "X2": 0.64117, "Y2": 0.36, "X3": 0.63978, "Y3": 0.3718, "X4": 0.60362, "Y4": 0.3728, "page": 0, "Index": 316}, {"Word": "are", "Confidence": 0.956, "X1": 0.64534, "Y1": 0.3602, "X2": 0.6662, "Y2": 0.36, "X3": 0.66481, "Y3": 0.3718, "X4": 0.64256, "Y4": 0.3718, "page": 0, "Index": 317}, {"Word": "the", "Confidence": 0.998, "X1": 0.66898, "Y1": 0.3592, "X2": 0.69263, "Y2": 0.359, "X3": 0.69124, "Y3": 0.3718, "X4": 0.66759, "Y4": 0.3718, "page": 0, "Index": 318}, {"Word": "most", "Confidence": 0.988, "X1": 0.69541, "Y1": 0.3592, "X2": 0.73018, "Y2": 0.359, "X3": 0.72879, "Y3": 0.3718, "X4": 0.69402, "Y4": 0.3718, "page": 0, "Index": 319}, {"Word": "widely", "Confidence": 0.993, "X1": 0.73435, "Y1": 0.3592, "X2": 0.78164, "Y2": 0.359, "X3": 0.77886, "Y3": 0.3718, "X4": 0.73157, "Y4": 0.3718, "page": 0, "Index": 320}, {"Word": "used,", "Confidence": 0.991, "X1": 0.78442, "Y1": 0.3602, "X2": 0.82058, "Y2": 0.36, "X3": 0.81919, "Y3": 0.3718, "X4": 0.78303, "Y4": 0.3718, "page": 0, "Index": 321}, {"Word": "but", "Confidence": 0.997, "X1": 0.82337, "Y1": 0.3602, "X2": 0.84701, "Y2": 0.36, "X3": 0.84562, "Y3": 0.3728, "X4": 0.82197, "Y4": 0.3718, "page": 0, "Index": 322}, {"Word": "by", "Confidence": 0.998, "X1": 0.85118, "Y1": 0.3602, "X2": 0.87204, "Y2": 0.36, "X3": 0.87065, "Y3": 0.3728, "X4": 0.84979, "Y4": 0.3728, "page": 0, "Index": 323}, {"Word": "so", "Confidence": 0.964, "X1": 0.12656, "Y1": 0.3742, "X2": 0.14047, "Y2": 0.374, "X3": 0.14047, "Y3": 0.3878, "X4": 0.12656, "Y4": 0.3878, "page": 0, "Index": 324}, {"Word": "labelled", "Confidence": 0.79, "X1": 0.14465, "Y1": 0.3752, "X2": 0.19889, "Y2": 0.375, "X3": 0.19889, "Y3": 0.3878, "X4": 0.14465, "Y4": 0.3878, "page": 0, "Index": 325}, {"Word": "is", "Confidence": 0.998, "X1": 0.20306, "Y1": 0.3752, "X2": 0.21419, "Y2": 0.375, "X3": 0.2128, "Y3": 0.3878, "X4": 0.20167, "Y4": 0.3878, "page": 0, "Index": 326}, {"Word": "of", "Confidence": 0.998, "X1": 0.21697, "Y1": 0.3752, "X2": 0.23227, "Y2": 0.375, "X3": 0.23227, "Y3": 0.3878, "X4": 0.21697, "Y4": 0.3878, "page": 0, "Index": 327}, {"Word": "higher", "Confidence": 0.992, "X1": 0.23644, "Y1": 0.3752, "X2": 0.28095, "Y2": 0.375, "X3": 0.27955, "Y3": 0.3878, "X4": 0.23505, "Y4": 0.3878, "page": 0, "Index": 328}, {"Word": "no", "Confidence": 0.994, "X1": 0.53825, "Y1": 0.3742, "X2": 0.55633, "Y2": 0.374, "X3": 0.55494, "Y3": 0.3868, "X4": 0.53825, "Y4": 0.3868, "page": 0, "Index": 329}, {"Word": "means", "Confidence": 0.995, "X1": 0.55911, "Y1": 0.3732, "X2": 0.60362, "Y2": 0.373, "X3": 0.60223, "Y3": 0.3858, "X4": 0.55772, "Y4": 0.3868, "page": 0, "Index": 330}, {"Word": "universally;", "Confidence": 0.815, "X1": 0.6064, "Y1": 0.3732, "X2": 0.68707, "Y2": 0.373, "X3": 0.68567, "Y3": 0.3858, "X4": 0.60501, "Y4": 0.3858, "page": 0, "Index": 331}, {"Word": "a", "Confidence": 0.991, "X1": 0.68985, "Y1": 0.3732, "X2": 0.69819, "Y2": 0.373, "X3": 0.6968, "Y3": 0.3858, "X4": 0.68846, "Y4": 0.3858, "page": 0, "Index": 332}, {"Word": "list", "Confidence": 0.981, "X1": 0.70097, "Y1": 0.3732, "X2": 0.72323, "Y2": 0.373, "X3": 0.72184, "Y3": 0.3858, "X4": 0.69958, "Y4": 0.3858, "page": 0, "Index": 333}, {"Word": "of", "Confidence": 0.998, "X1": 0.7274, "Y1": 0.3732, "X2": 0.7427, "Y2": 0.373, "X3": 0.74131, "Y3": 0.3858, "X4": 0.72601, "Y4": 0.3858, "page": 0, "Index": 334}, {"Word": "the", "Confidence": 0.998, "X1": 0.74687, "Y1": 0.3732, "X2": 0.76912, "Y2": 0.373, "X3": 0.76773, "Y3": 0.3858, "X4": 0.74548, "Y4": 0.3858, "page": 0, "Index": 335}, {"Word": "more", "Confidence": 0.666, "X1": 0.77191, "Y1": 0.3732, "X2": 0.80946, "Y2": 0.373, "X3": 0.80807, "Y3": 0.3858, "X4": 0.77051, "Y4": 0.3858, "page": 0, "Index": 336}, {"Word": "generally", "Confidence": 0.947, "X1": 0.81224, "Y1": 0.3742, "X2": 0.87761, "Y2": 0.374, "X3": 0.87483, "Y3": 0.3858, "X4": 0.81085, "Y4": 0.3858, "page": 0, "Index": 337}, {"Word": "quality,", "Confidence": 0.791, "X1": 0.28373, "Y1": 0.3752, "X2": 0.33658, "Y2": 0.375, "X3": 0.33658, "Y3": 0.3888, "X4": 0.28373, "Y4": 0.3888, "page": 0, "Index": 338}, {"Word": "more", "Confidence": 0.991, "X1": 0.34075, "Y1": 0.3752, "X2": 0.37691, "Y2": 0.375, "X3": 0.37552, "Y3": 0.3888, "X4": 0.33936, "Y4": 0.3888, "page": 0, "Index": 339}, {"Word": "expensive,", "Confidence": 0.786, "X1": 0.37969, "Y1": 0.3752, "X2": 0.45897, "Y2": 0.375, "X3": 0.45758, "Y3": 0.3888, "X4": 0.37969, "Y4": 0.3888, "page": 0, "Index": 340}, {"Word": "fresher,", "Confidence": 0.97, "X1": 0.12935, "Y1": 0.3882, "X2": 0.17803, "Y2": 0.388, "X3": 0.17803, "Y3": 0.4008, "X4": 0.12935, "Y4": 0.4008, "page": 0, "Index": 341}, {"Word": "etc,", "Confidence": 0.705, "X1": 0.1822, "Y1": 0.3882, "X2": 0.20862, "Y2": 0.388, "X3": 0.20723, "Y3": 0.4008, "X4": 0.1822, "Y4": 0.4008, "page": 0, "Index": 342}, {"Word": "while", "Confidence": 0.998, "X1": 0.2114, "Y1": 0.3892, "X2": 0.25035, "Y2": 0.389, "X3": 0.25035, "Y3": 0.4008, "X4": 0.2114, "Y4": 0.4008, "page": 0, "Index": 343}, {"Word": "the", "Confidence": 0.998, "X1": 0.25313, "Y1": 0.3892, "X2": 0.27538, "Y2": 0.389, "X3": 0.27538, "Y3": 0.4008, "X4": 0.25313, "Y4": 0.4008, "page": 0, "Index": 344}, {"Word": "consequent", "Confidence": 0.957, "X1": 0.27955, "Y1": 0.3892, "X2": 0.35883, "Y2": 0.389, "X3": 0.35744, "Y3": 0.4008, "X4": 0.27816, "Y4": 0.4008, "page": 0, "Index": 345}, {"Word": "package", "Confidence": 0.991, "X1": 0.36161, "Y1": 0.3892, "X2": 0.41725, "Y2": 0.389, "X3": 0.41725, "Y3": 0.4008, "X4": 0.36161, "Y4": 0.4008, "page": 0, "Index": 346}, {"Word": "is", "Confidence": 0.97, "X1": 0.42142, "Y1": 0.3892, "X2": 0.43672, "Y2": 0.389, "X3": 0.43533, "Y3": 0.4008, "X4": 0.42003, "Y4": 0.4008, "page": 0, "Index": 347}, {"Word": "available", "Confidence": 0.637, "X1": 0.53825, "Y1": 0.3872, "X2": 0.59666, "Y2": 0.387, "X3": 0.59666, "Y3": 0.3998, "X4": 0.53825, "Y4": 0.3998, "page": 0, "Index": 348}, {"Word": "metallised", "Confidence": 0.712, "X1": 0.59944, "Y1": 0.3872, "X2": 0.67038, "Y2": 0.387, "X3": 0.67038, "Y3": 0.3998, "X4": 0.59944, "Y4": 0.3998, "page": 0, "Index": 349}, {"Word": "films", "Confidence": 0.995, "X1": 0.67455, "Y1": 0.3872, "X2": 0.70932, "Y2": 0.387, "X3": 0.70932, "Y3": 0.3988, "X4": 0.67455, "Y4": 0.3988, "page": 0, "Index": 350}, {"Word": "would", "Confidence": 0.995, "X1": 0.7121, "Y1": 0.3872, "X2": 0.75661, "Y2": 0.387, "X3": 0.75661, "Y3": 0.3988, "X4": 0.7121, "Y4": 0.3988, "page": 0, "Index": 351}, {"Word": "include", "Confidence": 0.944, "X1": 0.76078, "Y1": 0.3872, "X2": 0.81085, "Y2": 0.387, "X3": 0.81085, "Y3": 0.3988, "X4": 0.75939, "Y4": 0.3988, "page": 0, "Index": 352}, {"Word": "polyethylene", "Confidence": 0.894, "X1": 0.81502, "Y1": 0.3872, "X2": 0.90821, "Y2": 0.387, "X3": 0.90821, "Y3": 0.3998, "X4": 0.81502, "Y4": 0.3988, "page": 0, "Index": 353}, {"Word": "decorative", "Confidence": 0.926, "X1": 0.12796, "Y1": 0.4022, "X2": 0.19889, "Y2": 0.402, "X3": 0.19889, "Y3": 0.4148, "X4": 0.12796, "Y4": 0.4148, "page": 0, "Index": 354}, {"Word": "and", "Confidence": 0.998, "X1": 0.20167, "Y1": 0.4022, "X2": 0.22809, "Y2": 0.402, "X3": 0.22809, "Y3": 0.4148, "X4": 0.20167, "Y4": 0.4148, "page": 0, "Index": 355}, {"Word": "implies", "Confidence": 0.971, "X1": 0.23227, "Y1": 0.4022, "X2": 0.28095, "Y2": 0.402, "X3": 0.28095, "Y3": 0.4148, "X4": 0.23227, "Y4": 0.4148, "page": 0, "Index": 356}, {"Word": "protection.", "Confidence": 0.988, "X1": 0.28373, "Y1": 0.4022, "X2": 0.36161, "Y2": 0.402, "X3": 0.36161, "Y3": 0.4148, "X4": 0.28373, "Y4": 0.4148, "page": 0, "Index": 357}, {"Word": "Additionally,", "Confidence": 0.932, "X1": 0.36579, "Y1": 0.4022, "X2": 0.45619, "Y2": 0.402, "X3": 0.45619, "Y3": 0.4148, "X4": 0.36579, "Y4": 0.4148, "page": 0, "Index": 358}, {"Word": "such", "Confidence": 0.991, "X1": 0.46036, "Y1": 0.4022, "X2": 0.49374, "Y2": 0.402, "X3": 0.49235, "Y3": 0.4148, "X4": 0.45897, "Y4": 0.4148, "page": 0, "Index": 359}, {"Word": "(low", "Confidence": 0.97, "X1": 0.53964, "Y1": 0.4002, "X2": 0.56885, "Y2": 0.4, "X3": 0.56885, "Y3": 0.4138, "X4": 0.53964, "Y4": 0.4138, "page": 0, "Index": 360}, {"Word": "and", "Confidence": 0.998, "X1": 0.57302, "Y1": 0.4002, "X2": 0.59805, "Y2": 0.4, "X3": 0.59805, "Y3": 0.4138, "X4": 0.57302, "Y4": 0.4138, "page": 0, "Index": 361}, {"Word": "high", "Confidence": 0.991, "X1": 0.60223, "Y1": 0.4002, "X2": 0.63143, "Y2": 0.4, "X3": 0.63143, "Y3": 0.4138, "X4": 0.60223, "Y4": 0.4138, "page": 0, "Index": 362}, {"Word": "density),", "Confidence": 0.793, "X1": 0.63561, "Y1": 0.4002, "X2": 0.69819, "Y2": 0.4, "X3": 0.6968, "Y3": 0.4138, "X4": 0.63421, "Y4": 0.4138, "page": 0, "Index": 363}, {"Word": "polypropylene", "Confidence": 0.926, "X1": 0.70097, "Y1": 0.4002, "X2": 0.80389, "Y2": 0.4, "X3": 0.8025, "Y3": 0.4138, "X4": 0.70097, "Y4": 0.4138, "page": 0, "Index": 364}, {"Word": "{biaxially", "Confidence": 0.601, "X1": 0.80668, "Y1": 0.4012, "X2": 0.87344, "Y2": 0.401, "X3": 0.87204, "Y3": 0.4138, "X4": 0.80668, "Y4": 0.4138, "page": 0, "Index": 365}, {"Word": "orientated,", "Confidence": 0.883, "X1": 0.54103, "Y1": 0.4142, "X2": 0.61335, "Y2": 0.414, "X3": 0.61335, "Y3": 0.4268, "X4": 0.54103, "Y4": 0.4278, "page": 0, "Index": 366}, {"Word": "cast,", "Confidence": 0.894, "X1": 0.61613, "Y1": 0.4142, "X2": 0.64951, "Y2": 0.414, "X3": 0.64951, "Y3": 0.4268, "X4": 0.61613, "Y4": 0.4268, "page": 0, "Index": 367}, {"Word": "and", "Confidence": 0.998, "X1": 0.65369, "Y1": 0.4142, "X2": 0.67872, "Y2": 0.414, "X3": 0.67872, "Y3": 0.4268, "X4": 0.65369, "Y4": 0.4268, "page": 0, "Index": 368}, {"Word": "fibrillated),", "Confidence": 0.849, "X1": 0.6815, "Y1": 0.4142, "X2": 0.76078, "Y2": 0.414, "X3": 0.75939, "Y3": 0.4268, "X4": 0.6815, "Y4": 0.4268, "page": 0, "Index": 369}, {"Word": "polyester,", "Confidence": 0.848, "X1": 0.76356, "Y1": 0.4152, "X2": 0.8331, "Y2": 0.415, "X3": 0.83171, "Y3": 0.4268, "X4": 0.76356, "Y4": 0.4268, "page": 0, "Index": 370}, {"Word": "poly-", "Confidence": 0.821, "X1": 0.83727, "Y1": 0.4152, "X2": 0.87622, "Y2": 0.415, "X3": 0.87483, "Y3": 0.4278, "X4": 0.83588, "Y4": 0.4268, "page": 0, "Index": 371}, {"Word": "labelling", "Confidence": 0.894, "X1": 0.12656, "Y1": 0.4152, "X2": 0.18498, "Y2": 0.415, "X3": 0.18498, "Y3": 0.4288, "X4": 0.12656, "Y4": 0.4288, "page": 0, "Index": 372}, {"Word": "is", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.4152, "X2": 0.19889, "Y2": 0.415, "X3": 0.19889, "Y3": 0.4288, "X4": 0.18915, "Y4": 0.4288, "page": 0, "Index": 373}, {"Word": "functional:", "Confidence": 0.939, "X1": 0.20306, "Y1": 0.4152, "X2": 0.28095, "Y2": 0.415, "X3": 0.28095, "Y3": 0.4288, "X4": 0.20306, "Y4": 0.4288, "page": 0, "Index": 374}, {"Word": "beer", "Confidence": 0.843, "X1": 0.28373, "Y1": 0.4162, "X2": 0.31293, "Y2": 0.416, "X3": 0.31293, "Y3": 0.4288, "X4": 0.28373, "Y4": 0.4288, "page": 0, "Index": 375}, {"Word": "and", "Confidence": 0.997, "X1": 0.31711, "Y1": 0.4162, "X2": 0.34214, "Y2": 0.416, "X3": 0.34214, "Y3": 0.4288, "X4": 0.31711, "Y4": 0.4288, "page": 0, "Index": 376}, {"Word": "lager", "Confidence": 0.767, "X1": 0.34631, "Y1": 0.4162, "X2": 0.3783, "Y2": 0.416, "X3": 0.3783, "Y3": 0.4288, "X4": 0.34631, "Y4": 0.4288, "page": 0, "Index": 377}, {"Word": "labels", "Confidence": 0.669, "X1": 0.38248, "Y1": 0.4162, "X2": 0.42281, "Y2": 0.416, "X3": 0.42142, "Y3": 0.4288, "X4": 0.38248, "Y4": 0.4288, "page": 0, "Index": 378}, {"Word": "on", "Confidence": 0.997, "X1": 0.42559, "Y1": 0.4162, "X2": 0.44645, "Y2": 0.416, "X3": 0.44645, "Y3": 0.4288, "X4": 0.42559, "Y4": 0.4288, "page": 0, "Index": 379}, {"Word": "returnable", "Confidence": 0.82, "X1": 0.12656, "Y1": 0.4292, "X2": 0.1975, "Y2": 0.429, "X3": 0.1975, "Y3": 0.4408, "X4": 0.12796, "Y4": 0.4418, "page": 0, "Index": 380}, {"Word": "bottles", "Confidence": 0.793, "X1": 0.20167, "Y1": 0.4292, "X2": 0.24896, "Y2": 0.429, "X3": 0.24896, "Y3": 0.4408, "X4": 0.20167, "Y4": 0.4408, "page": 0, "Index": 381}, {"Word": "benefit", "Confidence": 0.994, "X1": 0.25313, "Y1": 0.4292, "X2": 0.3032, "Y2": 0.429, "X3": 0.3032, "Y3": 0.4408, "X4": 0.25313, "Y4": 0.4408, "page": 0, "Index": 382}, {"Word": "from", "Confidence": 0.988, "X1": 0.30598, "Y1": 0.4292, "X2": 0.33658, "Y2": 0.429, "X3": 0.33658, "Y3": 0.4408, "X4": 0.30598, "Y4": 0.4408, "page": 0, "Index": 383}, {"Word": "the", "Confidence": 0.994, "X1": 0.34492, "Y1": 0.4292, "X2": 0.36718, "Y2": 0.429, "X3": 0.36579, "Y3": 0.4408, "X4": 0.34492, "Y4": 0.4408, "page": 0, "Index": 384}, {"Word": "use", "Confidence": 0.932, "X1": 0.36996, "Y1": 0.4292, "X2": 0.39499, "Y2": 0.429, "X3": 0.3936, "Y3": 0.4408, "X4": 0.36996, "Y4": 0.4408, "page": 0, "Index": 385}, {"Word": "of", "Confidence": 0.998, "X1": 0.39777, "Y1": 0.4292, "X2": 0.41307, "Y2": 0.429, "X3": 0.41168, "Y3": 0.4418, "X4": 0.39638, "Y4": 0.4408, "page": 0, "Index": 386}, {"Word": "metallised", "Confidence": 0.966, "X1": 0.41586, "Y1": 0.4292, "X2": 0.48818, "Y2": 0.429, "X3": 0.48679, "Y3": 0.4418, "X4": 0.41586, "Y4": 0.4418, "page": 0, "Index": 387}, {"Word": "carbonate,", "Confidence": 0.855, "X1": 0.54103, "Y1": 0.4282, "X2": 0.61057, "Y2": 0.428, "X3": 0.61057, "Y3": 0.4408, "X4": 0.54103, "Y4": 0.4408, "page": 0, "Index": 388}, {"Word": "rigid", "Confidence": 0.996, "X1": 0.61474, "Y1": 0.4282, "X2": 0.64673, "Y2": 0.428, "X3": 0.64534, "Y3": 0.4408, "X4": 0.61335, "Y4": 0.4408, "page": 0, "Index": 389}, {"Word": "PVC,", "Confidence": 0.711, "X1": 0.64951, "Y1": 0.4272, "X2": 0.68567, "Y2": 0.427, "X3": 0.68567, "Y3": 0.4408, "X4": 0.64951, "Y4": 0.4408, "page": 0, "Index": 390}, {"Word": "polystyrene,", "Confidence": 0.979, "X1": 0.68985, "Y1": 0.4282, "X2": 0.77608, "Y2": 0.428, "X3": 0.77469, "Y3": 0.4408, "X4": 0.68846, "Y4": 0.4408, "page": 0, "Index": 391}, {"Word": "polyimide,", "Confidence": 0.821, "X1": 0.77886, "Y1": 0.4292, "X2": 0.85675, "Y2": 0.429, "X3": 0.85675, "Y3": 0.4418, "X4": 0.77886, "Y4": 0.4408, "page": 0, "Index": 392}, {"Word": "labels", "Confidence": 0.885, "X1": 0.12796, "Y1": 0.4422, "X2": 0.16551, "Y2": 0.442, "X3": 0.1669, "Y3": 0.4548, "X4": 0.12935, "Y4": 0.4558, "page": 0, "Index": 393}, {"Word": "as", "Confidence": 0.993, "X1": 0.16968, "Y1": 0.4422, "X2": 0.18359, "Y2": 0.442, "X3": 0.18498, "Y3": 0.4548, "X4": 0.17107, "Y4": 0.4548, "page": 0, "Index": 394}, {"Word": "against", "Confidence": 0.8, "X1": 0.18776, "Y1": 0.4422, "X2": 0.23505, "Y2": 0.442, "X3": 0.23644, "Y3": 0.4548, "X4": 0.18776, "Y4": 0.4548, "page": 0, "Index": 395}, {"Word": "aluminium", "Confidence": 0.815, "X1": 0.23922, "Y1": 0.4422, "X2": 0.30876, "Y2": 0.442, "X3": 0.31015, "Y3": 0.4548, "X4": 0.23922, "Y4": 0.4548, "page": 0, "Index": 396}, {"Word": "foil", "Confidence": 0.955, "X1": 0.31711, "Y1": 0.4422, "X2": 0.33936, "Y2": 0.442, "X3": 0.33936, "Y3": 0.4548, "X4": 0.31711, "Y4": 0.4548, "page": 0, "Index": 397}, {"Word": "laminate", "Confidence": 0.93, "X1": 0.34353, "Y1": 0.4422, "X2": 0.40334, "Y2": 0.442, "X3": 0.40334, "Y3": 0.4548, "X4": 0.34353, "Y4": 0.4548, "page": 0, "Index": 398}, {"Word": "labels,", "Confidence": 0.966, "X1": 0.40612, "Y1": 0.4422, "X2": 0.45063, "Y2": 0.442, "X3": 0.45063, "Y3": 0.4548, "X4": 0.40612, "Y4": 0.4548, "page": 0, "Index": 399}, {"Word": "in", "Confidence": 0.998, "X1": 0.4548, "Y1": 0.4422, "X2": 0.46871, "Y2": 0.442, "X3": 0.46871, "Y3": 0.4548, "X4": 0.4548, "Y4": 0.4548, "page": 0, "Index": 400}, {"Word": "the", "Confidence": 0.998, "X1": 0.47288, "Y1": 0.4422, "X2": 0.4993, "Y2": 0.442, "X3": 0.49791, "Y3": 0.4548, "X4": 0.47288, "Y4": 0.4548, "page": 0, "Index": 401}, {"Word": "polyamide", "Confidence": 0.991, "X1": 0.53964, "Y1": 0.4422, "X2": 0.61057, "Y2": 0.442, "X3": 0.61057, "Y3": 0.4548, "X4": 0.53964, "Y4": 0.4558, "page": 0, "Index": 402}, {"Word": "and", "Confidence": 0.998, "X1": 0.61474, "Y1": 0.4422, "X2": 0.63978, "Y2": 0.442, "X3": 0.63978, "Y3": 0.4548, "X4": 0.61335, "Y4": 0.4548, "page": 0, "Index": 403}, {"Word": "cellophane.", "Confidence": 0.992, "X1": 0.64395, "Y1": 0.4422, "X2": 0.72462, "Y2": 0.442, "X3": 0.72601, "Y3": 0.4558, "X4": 0.64395, "Y4": 0.4548, "page": 0, "Index": 404}, {"Word": "relative", "Confidence": 0.678, "X1": 0.12796, "Y1": 0.4562, "X2": 0.17803, "Y2": 0.456, "X3": 0.17803, "Y3": 0.4698, "X4": 0.12935, "Y4": 0.4698, "page": 0, "Index": 405}, {"Word": "ease", "Confidence": 0.892, "X1": 0.1822, "Y1": 0.4552, "X2": 0.20862, "Y2": 0.455, "X3": 0.21001, "Y3": 0.4698, "X4": 0.1822, "Y4": 0.4698, "page": 0, "Index": 406}, {"Word": "with", "Confidence": 0.994, "X1": 0.2128, "Y1": 0.4552, "X2": 0.24478, "Y2": 0.455, "X3": 0.24618, "Y3": 0.4698, "X4": 0.2128, "Y4": 0.4698, "page": 0, "Index": 407}, {"Word": "which", "Confidence": 0.992, "X1": 0.24896, "Y1": 0.4552, "X2": 0.29068, "Y2": 0.455, "X3": 0.29068, "Y3": 0.4698, "X4": 0.24896, "Y4": 0.4698, "page": 0, "Index": 408}, {"Word": "the", "Confidence": 0.994, "X1": 0.29485, "Y1": 0.4552, "X2": 0.31711, "Y2": 0.455, "X3": 0.31711, "Y3": 0.4698, "X4": 0.29485, "Y4": 0.4698, "page": 0, "Index": 409}, {"Word": "label", "Confidence": 0.658, "X1": 0.31989, "Y1": 0.4552, "X2": 0.35466, "Y2": 0.455, "X3": 0.35466, "Y3": 0.4698, "X4": 0.31989, "Y4": 0.4698, "page": 0, "Index": 410}, {"Word": "may", "Confidence": 0.998, "X1": 0.35744, "Y1": 0.4552, "X2": 0.38804, "Y2": 0.455, "X3": 0.38804, "Y3": 0.4698, "X4": 0.35744, "Y4": 0.4698, "page": 0, "Index": 411}, {"Word": "be", "Confidence": 0.998, "X1": 0.39221, "Y1": 0.4562, "X2": 0.4089, "Y2": 0.456, "X3": 0.4089, "Y3": 0.4698, "X4": 0.39221, "Y4": 0.4698, "page": 0, "Index": 412}, {"Word": "removed", "Confidence": 0.918, "X1": 0.41307, "Y1": 0.4562, "X2": 0.47427, "Y2": 0.456, "X3": 0.47427, "Y3": 0.4698, "X4": 0.41168, "Y4": 0.4698, "page": 0, "Index": 413}, {"Word": "upon", "Confidence": 0.985, "X1": 0.12796, "Y1": 0.4702, "X2": 0.16273, "Y2": 0.47, "X3": 0.16273, "Y3": 0.4838, "X4": 0.12796, "Y4": 0.4838, "page": 0, "Index": 414}, {"Word": "return", "Confidence": 0.664, "X1": 0.1669, "Y1": 0.4692, "X2": 0.21001, "Y2": 0.469, "X3": 0.21001, "Y3": 0.4828, "X4": 0.16551, "Y4": 0.4838, "page": 0, "Index": 415}, {"Word": "to", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.4692, "X2": 0.22949, "Y2": 0.469, "X3": 0.22949, "Y3": 0.4828, "X4": 0.21419, "Y4": 0.4828, "page": 0, "Index": 416}, {"Word": "the", "Confidence": 0.998, "X1": 0.23366, "Y1": 0.4702, "X2": 0.25591, "Y2": 0.47, "X3": 0.25452, "Y3": 0.4828, "X4": 0.23366, "Y4": 0.4828, "page": 0, "Index": 417}, {"Word": "bottle", "Confidence": 0.783, "X1": 0.26008, "Y1": 0.4702, "X2": 0.30181, "Y2": 0.47, "X3": 0.30181, "Y3": 0.4828, "X4": 0.25869, "Y4": 0.4828, "page": 0, "Index": 418}, {"Word": "washing", "Confidence": 0.994, "X1": 0.30598, "Y1": 0.4702, "X2": 0.36161, "Y2": 0.47, "X3": 0.36022, "Y3": 0.4828, "X4": 0.30459, "Y4": 0.4828, "page": 0, "Index": 419}, {"Word": "plant.", "Confidence": 0.796, "X1": 0.36439, "Y1": 0.4712, "X2": 0.40751, "Y2": 0.471, "X3": 0.40751, "Y3": 0.4828, "X4": 0.36439, "Y4": 0.4828, "page": 0, "Index": 420}, {"Word": "Before", "Confidence": 0.995, "X1": 0.53964, "Y1": 0.4692, "X2": 0.58554, "Y2": 0.469, "X3": 0.58275, "Y3": 0.4828, "X4": 0.53686, "Y4": 0.4828, "page": 0, "Index": 421}, {"Word": "briefly", "Confidence": 0.918, "X1": 0.58971, "Y1": 0.4692, "X2": 0.63421, "Y2": 0.469, "X3": 0.63282, "Y3": 0.4828, "X4": 0.58693, "Y4": 0.4828, "page": 0, "Index": 422}, {"Word": "considering", "Confidence": 0.993, "X1": 0.63839, "Y1": 0.4692, "X2": 0.71905, "Y2": 0.469, "X3": 0.71627, "Y3": 0.4818, "X4": 0.63561, "Y4": 0.4828, "page": 0, "Index": 423}, {"Word": "each", "Confidence": 0.8, "X1": 0.72184, "Y1": 0.4702, "X2": 0.75382, "Y2": 0.47, "X3": 0.75243, "Y3": 0.4818, "X4": 0.72045, "Y4": 0.4818, "page": 0, "Index": 424}, {"Word": "film", "Confidence": 0.923, "X1": 0.758, "Y1": 0.4702, "X2": 0.78442, "Y2": 0.47, "X3": 0.78303, "Y3": 0.4818, "X4": 0.75661, "Y4": 0.4818, "page": 0, "Index": 425}, {"Word": "group,", "Confidence": 0.972, "X1": 0.78999, "Y1": 0.4702, "X2": 0.83588, "Y2": 0.47, "X3": 0.83449, "Y3": 0.4818, "X4": 0.7886, "Y4": 0.4818, "page": 0, "Index": 426}, {"Word": "it", "Confidence": 0.997, "X1": 0.84006, "Y1": 0.4702, "X2": 0.84979, "Y2": 0.47, "X3": 0.8484, "Y3": 0.4818, "X4": 0.83866, "Y4": 0.4818, "page": 0, "Index": 427}, {"Word": "is", "Confidence": 0.998, "X1": 0.85257, "Y1": 0.4702, "X2": 0.86648, "Y2": 0.47, "X3": 0.86509, "Y3": 0.4818, "X4": 0.85118, "Y4": 0.4818, "page": 0, "Index": 428}, {"Word": "worth", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.4832, "X2": 0.57997, "Y2": 0.483, "X3": 0.57858, "Y3": 0.4968, "X4": 0.54103, "Y4": 0.4968, "page": 0, "Index": 429}, {"Word": "noting", "Confidence": 0.994, "X1": 0.58414, "Y1": 0.4832, "X2": 0.62865, "Y2": 0.483, "X3": 0.62726, "Y3": 0.4968, "X4": 0.58275, "Y4": 0.4968, "page": 0, "Index": 430}, {"Word": "the", "Confidence": 0.994, "X1": 0.63282, "Y1": 0.4832, "X2": 0.65647, "Y2": 0.483, "X3": 0.65508, "Y3": 0.4968, "X4": 0.63143, "Y4": 0.4968, "page": 0, "Index": 431}, {"Word": "following", "Confidence": 0.994, "X1": 0.65925, "Y1": 0.4832, "X2": 0.72601, "Y2": 0.483, "X3": 0.72462, "Y3": 0.4968, "X4": 0.65925, "Y4": 0.4968, "page": 0, "Index": 432}, {"Word": "properties", "Confidence": 0.991, "X1": 0.72879, "Y1": 0.4842, "X2": 0.79972, "Y2": 0.484, "X3": 0.79833, "Y3": 0.4968, "X4": 0.7274, "Y4": 0.4968, "page": 0, "Index": 433}, {"Word": "relative", "Confidence": 0.991, "X1": 0.8025, "Y1": 0.4842, "X2": 0.85396, "Y2": 0.484, "X3": 0.85257, "Y3": 0.4958, "X4": 0.80111, "Y4": 0.4968, "page": 0, "Index": 434}, {"Word": "to", "Confidence": 0.998, "X1": 0.85814, "Y1": 0.4842, "X2": 0.87344, "Y2": 0.484, "X3": 0.87204, "Y3": 0.4958, "X4": 0.85675, "Y4": 0.4958, "page": 0, "Index": 435}, {"Word": "the", "Confidence": 0.998, "X1": 0.87622, "Y1": 0.4842, "X2": 0.90264, "Y2": 0.484, "X3": 0.90125, "Y3": 0.4958, "X4": 0.87483, "Y4": 0.4958, "page": 0, "Index": 436}, {"Word": "Packaging", "Confidence": 0.993, "X1": 0.13074, "Y1": 0.4972, "X2": 0.19611, "Y2": 0.497, "X3": 0.19611, "Y3": 0.5108, "X4": 0.12935, "Y4": 0.5108, "page": 0, "Index": 437}, {"Word": "and", "Confidence": 0.998, "X1": 0.20028, "Y1": 0.4972, "X2": 0.22531, "Y2": 0.497, "X3": 0.22531, "Y3": 0.5108, "X4": 0.19889, "Y4": 0.5108, "page": 0, "Index": 438}, {"Word": "overwrap", "Confidence": 0.994, "X1": 0.22949, "Y1": 0.4972, "X2": 0.29346, "Y2": 0.497, "X3": 0.29346, "Y3": 0.5108, "X4": 0.22809, "Y4": 0.5108, "page": 0, "Index": 439}, {"Word": "applications,", "Confidence": 0.901, "X1": 0.29764, "Y1": 0.4972, "X2": 0.38387, "Y2": 0.497, "X3": 0.38248, "Y3": 0.5108, "X4": 0.29624, "Y4": 0.5108, "page": 0, "Index": 440}, {"Word": "primarily", "Confidence": 0.994, "X1": 0.38804, "Y1": 0.4972, "X2": 0.45063, "Y2": 0.497, "X3": 0.45063, "Y3": 0.5108, "X4": 0.38665, "Y4": 0.5108, "page": 0, "Index": 441}, {"Word": "based", "Confidence": 0.996, "X1": 0.4548, "Y1": 0.4972, "X2": 0.49652, "Y2": 0.497, "X3": 0.49513, "Y3": 0.5108, "X4": 0.45341, "Y4": 0.5108, "page": 0, "Index": 442}, {"Word": "deposited", "Confidence": 0.991, "X1": 0.54242, "Y1": 0.4982, "X2": 0.60501, "Y2": 0.498, "X3": 0.60362, "Y3": 0.5108, "X4": 0.54103, "Y4": 0.5108, "page": 0, "Index": 443}, {"Word": "metal", "Confidence": 0.955, "X1": 0.60918, "Y1": 0.4982, "X2": 0.64673, "Y2": 0.498, "X3": 0.64673, "Y3": 0.5108, "X4": 0.60779, "Y4": 0.5108, "page": 0, "Index": 444}, {"Word": "which", "Confidence": 0.993, "X1": 0.6509, "Y1": 0.4982, "X2": 0.69402, "Y2": 0.498, "X3": 0.69263, "Y3": 0.5108, "X4": 0.64951, "Y4": 0.5108, "page": 0, "Index": 445}, {"Word": "are", "Confidence": 0.998, "X1": 0.69819, "Y1": 0.4982, "X2": 0.71905, "Y2": 0.498, "X3": 0.71766, "Y3": 0.5108, "X4": 0.6968, "Y4": 0.5108, "page": 0, "Index": 446}, {"Word": "common", "Confidence": 0.996, "X1": 0.72323, "Y1": 0.4982, "X2": 0.78442, "Y2": 0.498, "X3": 0.78303, "Y3": 0.5108, "X4": 0.72184, "Y4": 0.5108, "page": 0, "Index": 447}, {"Word": "to", "Confidence": 0.998, "X1": 0.7872, "Y1": 0.4982, "X2": 0.80389, "Y2": 0.498, "X3": 0.8025, "Y3": 0.5108, "X4": 0.7872, "Y4": 0.5108, "page": 0, "Index": 448}, {"Word": "all", "Confidence": 0.941, "X1": 0.80668, "Y1": 0.4982, "X2": 0.82476, "Y2": 0.498, "X3": 0.82337, "Y3": 0.5108, "X4": 0.80529, "Y4": 0.5108, "page": 0, "Index": 449}, {"Word": "films.", "Confidence": 0.991, "X1": 0.82893, "Y1": 0.4982, "X2": 0.86787, "Y2": 0.498, "X3": 0.86648, "Y3": 0.5108, "X4": 0.82754, "Y4": 0.5108, "page": 0, "Index": 450}, {"Word": "The", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.4982, "X2": 0.90125, "Y2": 0.498, "X3": 0.89986, "Y3": 0.5098, "X4": 0.87065, "Y4": 0.5108, "page": 0, "Index": 451}, {"Word": "on", "Confidence": 0.934, "X1": 0.12935, "Y1": 0.5122, "X2": 0.14465, "Y2": 0.512, "X3": 0.14465, "Y3": 0.5248, "X4": 0.12796, "Y4": 0.5258, "page": 0, "Index": 452}, {"Word": "coated", "Confidence": 0.994, "X1": 0.14882, "Y1": 0.5122, "X2": 0.19611, "Y2": 0.512, "X3": 0.19611, "Y3": 0.5248, "X4": 0.14743, "Y4": 0.5248, "page": 0, "Index": 453}, {"Word": "supercalendered", "Confidence": 0.968, "X1": 0.20028, "Y1": 0.5122, "X2": 0.31015, "Y2": 0.512, "X3": 0.31015, "Y3": 0.5248, "X4": 0.19889, "Y4": 0.5248, "page": 0, "Index": 454}, {"Word": "kraft", "Confidence": 0.847, "X1": 0.31433, "Y1": 0.5122, "X2": 0.3491, "Y2": 0.512, "X3": 0.34771, "Y3": 0.5248, "X4": 0.31293, "Y4": 0.5248, "page": 0, "Index": 455}, {"Word": "stock,", "Confidence": 0.972, "X1": 0.35327, "Y1": 0.5122, "X2": 0.39499, "Y2": 0.512, "X3": 0.3936, "Y3": 0.5248, "X4": 0.35188, "Y4": 0.5248, "page": 0, "Index": 456}, {"Word": "but", "Confidence": 0.998, "X1": 0.39777, "Y1": 0.5132, "X2": 0.42281, "Y2": 0.513, "X3": 0.42142, "Y3": 0.5248, "X4": 0.39638, "Y4": 0.5248, "page": 0, "Index": 457}, {"Word": "also", "Confidence": 0.805, "X1": 0.42559, "Y1": 0.5132, "X2": 0.4548, "Y2": 0.513, "X3": 0.45341, "Y3": 0.5248, "X4": 0.4242, "Y4": 0.5248, "page": 0, "Index": 458}, {"Word": "deposited", "Confidence": 0.936, "X1": 0.53964, "Y1": 0.5122, "X2": 0.6064, "Y2": 0.512, "X3": 0.60501, "Y3": 0.5248, "X4": 0.53825, "Y4": 0.5248, "page": 0, "Index": 459}, {"Word": "aluminium", "Confidence": 0.969, "X1": 0.60918, "Y1": 0.5122, "X2": 0.6815, "Y2": 0.512, "X3": 0.68011, "Y3": 0.5248, "X4": 0.60779, "Y4": 0.5248, "page": 0, "Index": 460}, {"Word": "is", "Confidence": 0.998, "X1": 0.68707, "Y1": 0.5122, "X2": 0.69958, "Y2": 0.512, "X3": 0.69819, "Y3": 0.5248, "X4": 0.68707, "Y4": 0.5248, "page": 0, "Index": 461}, {"Word": "usually", "Confidence": 0.863, "X1": 0.70376, "Y1": 0.5112, "X2": 0.75243, "Y2": 0.511, "X3": 0.75104, "Y3": 0.5248, "X4": 0.70236, "Y4": 0.5248, "page": 0, "Index": 462}, {"Word": "built", "Confidence": 0.993, "X1": 0.75661, "Y1": 0.5112, "X2": 0.78999, "Y2": 0.511, "X3": 0.7886, "Y3": 0.5248, "X4": 0.75522, "Y4": 0.5248, "page": 0, "Index": 463}, {"Word": "up", "Confidence": 0.997, "X1": 0.79277, "Y1": 0.5112, "X2": 0.81085, "Y2": 0.511, "X3": 0.81085, "Y3": 0.5248, "X4": 0.79277, "Y4": 0.5248, "page": 0, "Index": 464}, {"Word": "of", "Confidence": 0.998, "X1": 0.81502, "Y1": 0.5122, "X2": 0.83032, "Y2": 0.512, "X3": 0.83032, "Y3": 0.5248, "X4": 0.81363, "Y4": 0.5248, "page": 0, "Index": 465}, {"Word": "relatively", "Confidence": 0.991, "X1": 0.83449, "Y1": 0.5122, "X2": 0.90125, "Y2": 0.512, "X3": 0.89986, "Y3": 0.5248, "X4": 0.8331, "Y4": 0.5248, "page": 0, "Index": 466}, {"Word": "employing", "Confidence": 0.944, "X1": 0.12935, "Y1": 0.5262, "X2": 0.20028, "Y2": 0.526, "X3": 0.19889, "Y3": 0.5398, "X4": 0.12796, "Y4": 0.5398, "page": 0, "Index": 467}, {"Word": "coated", "Confidence": 0.955, "X1": 0.20445, "Y1": 0.5262, "X2": 0.25174, "Y2": 0.526, "X3": 0.25035, "Y3": 0.5398, "X4": 0.20306, "Y4": 0.5398, "page": 0, "Index": 468}, {"Word": "packaging", "Confidence": 0.941, "X1": 0.25452, "Y1": 0.5262, "X2": 0.32267, "Y2": 0.526, "X3": 0.32128, "Y3": 0.5388, "X4": 0.25452, "Y4": 0.5398, "page": 0, "Index": 469}, {"Word": "stock", "Confidence": 0.997, "X1": 0.32684, "Y1": 0.5262, "X2": 0.36439, "Y2": 0.526, "X3": 0.363, "Y3": 0.5388, "X4": 0.32545, "Y4": 0.5388, "page": 0, "Index": 470}, {"Word": "and", "Confidence": 0.997, "X1": 0.36718, "Y1": 0.5262, "X2": 0.39221, "Y2": 0.526, "X3": 0.39221, "Y3": 0.5388, "X4": 0.36718, "Y4": 0.5388, "page": 0, "Index": 471}, {"Word": "coated", "Confidence": 0.991, "X1": 0.39638, "Y1": 0.5262, "X2": 0.44228, "Y2": 0.526, "X3": 0.44228, "Y3": 0.5388, "X4": 0.39499, "Y4": 0.5388, "page": 0, "Index": 472}, {"Word": "light-", "Confidence": 0.659, "X1": 0.44645, "Y1": 0.5262, "X2": 0.48679, "Y2": 0.526, "X3": 0.4854, "Y3": 0.5388, "X4": 0.44506, "Y4": 0.5388, "page": 0, "Index": 473}, {"Word": "fine", "Confidence": 0.987, "X1": 0.54242, "Y1": 0.5262, "X2": 0.56606, "Y2": 0.526, "X3": 0.56467, "Y3": 0.5388, "X4": 0.54103, "Y4": 0.5388, "page": 0, "Index": 474}, {"Word": "grained,", "Confidence": 0.971, "X1": 0.57024, "Y1": 0.5262, "X2": 0.62448, "Y2": 0.526, "X3": 0.62309, "Y3": 0.5398, "X4": 0.56885, "Y4": 0.5388, "page": 0, "Index": 475}, {"Word": "discrete", "Confidence": 0.993, "X1": 0.62726, "Y1": 0.5262, "X2": 0.6815, "Y2": 0.526, "X3": 0.6815, "Y3": 0.5398, "X4": 0.62726, "Y4": 0.5398, "page": 0, "Index": 476}, {"Word": "particles", "Confidence": 0.95, "X1": 0.68567, "Y1": 0.5262, "X2": 0.74409, "Y2": 0.526, "X3": 0.74409, "Y3": 0.5398, "X4": 0.68428, "Y4": 0.5398, "page": 0, "Index": 477}, {"Word": "of", "Confidence": 0.992, "X1": 0.74826, "Y1": 0.5262, "X2": 0.76356, "Y2": 0.526, "X3": 0.76356, "Y3": 0.5398, "X4": 0.74687, "Y4": 0.5398, "page": 0, "Index": 478}, {"Word": "aluminium.", "Confidence": 0.926, "X1": 0.76773, "Y1": 0.5262, "X2": 0.84701, "Y2": 0.526, "X3": 0.84562, "Y3": 0.5388, "X4": 0.76634, "Y4": 0.5398, "page": 0, "Index": 479}, {"Word": "Such", "Confidence": 0.989, "X1": 0.84979, "Y1": 0.5262, "X2": 0.88456, "Y2": 0.526, "X3": 0.88317, "Y3": 0.5388, "X4": 0.84979, "Y4": 0.5388, "page": 0, "Index": 480}, {"Word": "a", "Confidence": 0.634, "X1": 0.88873, "Y1": 0.5262, "X2": 0.89847, "Y2": 0.526, "X3": 0.89847, "Y3": 0.5388, "X4": 0.88734, "Y4": 0.5388, "page": 0, "Index": 481}, {"Word": "weight", "Confidence": 0.919, "X1": 0.12935, "Y1": 0.5402, "X2": 0.17385, "Y2": 0.54, "X3": 0.17385, "Y3": 0.5538, "X4": 0.12935, "Y4": 0.5548, "page": 0, "Index": 482}, {"Word": "printing", "Confidence": 0.995, "X1": 0.17803, "Y1": 0.5402, "X2": 0.23366, "Y2": 0.54, "X3": 0.23227, "Y3": 0.5538, "X4": 0.17663, "Y4": 0.5538, "page": 0, "Index": 483}, {"Word": "papers,", "Confidence": 0.987, "X1": 0.23644, "Y1": 0.5402, "X2": 0.28651, "Y2": 0.54, "X3": 0.28651, "Y3": 0.5538, "X4": 0.23644, "Y4": 0.5538, "page": 0, "Index": 484}, {"Word": "are", "Confidence": 0.997, "X1": 0.29068, "Y1": 0.5402, "X2": 0.31015, "Y2": 0.54, "X3": 0.30876, "Y3": 0.5538, "X4": 0.28929, "Y4": 0.5538, "page": 0, "Index": 485}, {"Word": "steadily", "Confidence": 0.993, "X1": 0.31433, "Y1": 0.5402, "X2": 0.36857, "Y2": 0.54, "X3": 0.36718, "Y3": 0.5528, "X4": 0.31293, "Y4": 0.5538, "page": 0, "Index": 486}, {"Word": "expanding.", "Confidence": 0.884, "X1": 0.37135, "Y1": 0.5412, "X2": 0.44645, "Y2": 0.541, "X3": 0.44506, "Y3": 0.5528, "X4": 0.37135, "Y4": 0.5528, "page": 0, "Index": 487}, {"Word": "deposition", "Confidence": 0.943, "X1": 0.53964, "Y1": 0.5402, "X2": 0.61196, "Y2": 0.54, "X3": 0.61057, "Y3": 0.5528, "X4": 0.53825, "Y4": 0.5528, "page": 0, "Index": 488}, {"Word": "is", "Confidence": 0.997, "X1": 0.61474, "Y1": 0.5402, "X2": 0.62726, "Y2": 0.54, "X3": 0.62587, "Y3": 0.5528, "X4": 0.61335, "Y4": 0.5528, "page": 0, "Index": 489}, {"Word": "invariably", "Confidence": 0.945, "X1": 0.63004, "Y1": 0.5402, "X2": 0.69958, "Y2": 0.54, "X3": 0.69819, "Y3": 0.5528, "X4": 0.62865, "Y4": 0.5528, "page": 0, "Index": 490}, {"Word": "porous", "Confidence": 0.997, "X1": 0.70236, "Y1": 0.5402, "X2": 0.75243, "Y2": 0.54, "X3": 0.75104, "Y3": 0.5528, "X4": 0.70097, "Y4": 0.5528, "page": 0, "Index": 491}, {"Word": "and", "Confidence": 0.998, "X1": 0.75522, "Y1": 0.5402, "X2": 0.78025, "Y2": 0.54, "X3": 0.77886, "Y3": 0.5528, "X4": 0.75382, "Y4": 0.5528, "page": 0, "Index": 492}, {"Word": "may", "Confidence": 0.998, "X1": 0.78303, "Y1": 0.5412, "X2": 0.81502, "Y2": 0.541, "X3": 0.81363, "Y3": 0.5528, "X4": 0.78164, "Y4": 0.5528, "page": 0, "Index": 493}, {"Word": "contain", "Confidence": 0.996, "X1": 0.8178, "Y1": 0.5412, "X2": 0.87344, "Y2": 0.541, "X3": 0.87204, "Y3": 0.5528, "X4": 0.8178, "Y4": 0.5528, "page": 0, "Index": 494}, {"Word": "microscopic", "Confidence": 0.741, "X1": 0.53964, "Y1": 0.5532, "X2": 0.6217, "Y2": 0.553, "X3": 0.6217, "Y3": 0.5658, "X4": 0.53964, "Y4": 0.5658, "page": 0, "Index": 495}, {"Word": "discontinuities", "Confidence": 0.991, "X1": 0.62587, "Y1": 0.5532, "X2": 0.7274, "Y2": 0.553, "X3": 0.72601, "Y3": 0.5658, "X4": 0.62448, "Y4": 0.5658, "page": 0, "Index": 496}, {"Word": "due", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.5532, "X2": 0.75661, "Y2": 0.553, "X3": 0.75661, "Y3": 0.5658, "X4": 0.72879, "Y4": 0.5658, "page": 0, "Index": 497}, {"Word": "to", "Confidence": 0.998, "X1": 0.76078, "Y1": 0.5532, "X2": 0.77608, "Y2": 0.553, "X3": 0.77608, "Y3": 0.5658, "X4": 0.75939, "Y4": 0.5658, "page": 0, "Index": 498}, {"Word": "contaminating", "Confidence": 0.907, "X1": 0.78025, "Y1": 0.5542, "X2": 0.88178, "Y2": 0.554, "X3": 0.88039, "Y3": 0.5658, "X4": 0.77886, "Y4": 0.5658, "page": 0, "Index": 499}, {"Word": "Initially", "Confidence": 0.849, "X1": 0.12935, "Y1": 0.5662, "X2": 0.1822, "Y2": 0.566, "X3": 0.1822, "Y3": 0.5798, "X4": 0.12935, "Y4": 0.5808, "page": 0, "Index": 500}, {"Word": "stemming", "Confidence": 0.99, "X1": 0.18637, "Y1": 0.5662, "X2": 0.25313, "Y2": 0.566, "X3": 0.25313, "Y3": 0.5798, "X4": 0.18637, "Y4": 0.5798, "page": 0, "Index": 501}, {"Word": "from", "Confidence": 0.969, "X1": 0.2573, "Y1": 0.5662, "X2": 0.28929, "Y2": 0.566, "X3": 0.28929, "Y3": 0.5798, "X4": 0.25591, "Y4": 0.5798, "page": 0, "Index": 502}, {"Word": "the", "Confidence": 0.991, "X1": 0.29624, "Y1": 0.5662, "X2": 0.3185, "Y2": 0.566, "X3": 0.31711, "Y3": 0.5798, "X4": 0.29624, "Y4": 0.5798, "page": 0, "Index": 503}, {"Word": "requirements", "Confidence": 0.962, "X1": 0.32128, "Y1": 0.5662, "X2": 0.41307, "Y2": 0.566, "X3": 0.41168, "Y3": 0.5798, "X4": 0.32128, "Y4": 0.5798, "page": 0, "Index": 504}, {"Word": "of", "Confidence": 0.998, "X1": 0.41586, "Y1": 0.5662, "X2": 0.43115, "Y2": 0.566, "X3": 0.43115, "Y3": 0.5798, "X4": 0.41586, "Y4": 0.5798, "page": 0, "Index": 505}, {"Word": "the", "Confidence": 0.994, "X1": 0.43533, "Y1": 0.5662, "X2": 0.45758, "Y2": 0.566, "X3": 0.45758, "Y3": 0.5798, "X4": 0.43533, "Y4": 0.5798, "page": 0, "Index": 506}, {"Word": "UK", "Confidence": 0.998, "X1": 0.46175, "Y1": 0.5662, "X2": 0.48679, "Y2": 0.566, "X3": 0.4854, "Y3": 0.5798, "X4": 0.46036, "Y4": 0.5798, "page": 0, "Index": 507}, {"Word": "particles", "Confidence": 0.887, "X1": 0.54103, "Y1": 0.5672, "X2": 0.59666, "Y2": 0.567, "X3": 0.59666, "Y3": 0.5798, "X4": 0.54103, "Y4": 0.5798, "page": 0, "Index": 508}, {"Word": "in", "Confidence": 0.998, "X1": 0.60083, "Y1": 0.5672, "X2": 0.61474, "Y2": 0.567, "X3": 0.61474, "Y3": 0.5798, "X4": 0.60083, "Y4": 0.5798, "page": 0, "Index": 509}, {"Word": "the", "Confidence": 0.997, "X1": 0.61752, "Y1": 0.5672, "X2": 0.64117, "Y2": 0.567, "X3": 0.64117, "Y3": 0.5798, "X4": 0.61752, "Y4": 0.5798, "page": 0, "Index": 510}, {"Word": "film", "Confidence": 0.987, "X1": 0.64534, "Y1": 0.5672, "X2": 0.67177, "Y2": 0.567, "X3": 0.67177, "Y3": 0.5798, "X4": 0.64534, "Y4": 0.5798, "page": 0, "Index": 511}, {"Word": "surface", "Confidence": 0.904, "X1": 0.67733, "Y1": 0.5662, "X2": 0.72601, "Y2": 0.566, "X3": 0.72601, "Y3": 0.5798, "X4": 0.67733, "Y4": 0.5798, "page": 0, "Index": 512}, {"Word": "during", "Confidence": 0.993, "X1": 0.73018, "Y1": 0.5662, "X2": 0.77469, "Y2": 0.566, "X3": 0.77469, "Y3": 0.5798, "X4": 0.73018, "Y4": 0.5798, "page": 0, "Index": 513}, {"Word": "deposition.", "Confidence": 0.937, "X1": 0.77886, "Y1": 0.5672, "X2": 0.85814, "Y2": 0.567, "X3": 0.85675, "Y3": 0.5808, "X4": 0.77886, "Y4": 0.5798, "page": 0, "Index": 514}, {"Word": "Such", "Confidence": 0.981, "X1": 0.86092, "Y1": 0.5672, "X2": 0.89847, "Y2": 0.567, "X3": 0.89847, "Y3": 0.5808, "X4": 0.86092, "Y4": 0.5808, "page": 0, "Index": 515}, {"Word": "cigarette", "Confidence": 0.889, "X1": 0.12935, "Y1": 0.5812, "X2": 0.18776, "Y2": 0.581, "X3": 0.18776, "Y3": 0.5938, "X4": 0.12935, "Y4": 0.5948, "page": 0, "Index": 516}, {"Word": "industry", "Confidence": 0.996, "X1": 0.19054, "Y1": 0.5802, "X2": 0.24896, "Y2": 0.58, "X3": 0.24896, "Y3": 0.5938, "X4": 0.19193, "Y4": 0.5938, "page": 0, "Index": 517}, {"Word": "to", "Confidence": 0.998, "X1": 0.25174, "Y1": 0.5802, "X2": 0.26843, "Y2": 0.58, "X3": 0.26843, "Y3": 0.5938, "X4": 0.25174, "Y4": 0.5938, "page": 0, "Index": 518}, {"Word": "obtain", "Confidence": 0.995, "X1": 0.27121, "Y1": 0.5802, "X2": 0.31711, "Y2": 0.58, "X3": 0.31711, "Y3": 0.5928, "X4": 0.27121, "Y4": 0.5938, "page": 0, "Index": 519}, {"Word": "economic", "Confidence": 0.783, "X1": 0.31989, "Y1": 0.5812, "X2": 0.38804, "Y2": 0.581, "X3": 0.38665, "Y3": 0.5928, "X4": 0.31989, "Y4": 0.5928, "page": 0, "Index": 520}, {"Word": "substitutes", "Confidence": 0.964, "X1": 0.39082, "Y1": 0.5812, "X2": 0.46592, "Y2": 0.581, "X3": 0.46453, "Y3": 0.5938, "X4": 0.39082, "Y4": 0.5928, "page": 0, "Index": 521}, {"Word": "for", "Confidence": 0.998, "X1": 0.46871, "Y1": 0.5812, "X2": 0.49513, "Y2": 0.581, "X3": 0.49374, "Y3": 0.5938, "X4": 0.46871, "Y4": 0.5938, "page": 0, "Index": 522}, {"Word": "coatings", "Confidence": 0.882, "X1": 0.53964, "Y1": 0.5812, "X2": 0.59527, "Y2": 0.581, "X3": 0.59527, "Y3": 0.5948, "X4": 0.53964, "Y4": 0.5948, "page": 0, "Index": 523}, {"Word": "are", "Confidence": 0.998, "X1": 0.59805, "Y1": 0.5812, "X2": 0.62031, "Y2": 0.581, "X3": 0.62031, "Y3": 0.5948, "X4": 0.59944, "Y4": 0.5948, "page": 0, "Index": 524}, {"Word": "therefore", "Confidence": 0.958, "X1": 0.62309, "Y1": 0.5812, "X2": 0.68846, "Y2": 0.581, "X3": 0.68846, "Y3": 0.5938, "X4": 0.62448, "Y4": 0.5948, "page": 0, "Index": 525}, {"Word": "never", "Confidence": 0.982, "X1": 0.69263, "Y1": 0.5812, "X2": 0.73018, "Y2": 0.581, "X3": 0.73018, "Y3": 0.5938, "X4": 0.69263, "Y4": 0.5938, "page": 0, "Index": 526}, {"Word": "completely", "Confidence": 0.881, "X1": 0.73296, "Y1": 0.5812, "X2": 0.81085, "Y2": 0.581, "X3": 0.81085, "Y3": 0.5938, "X4": 0.73296, "Y4": 0.5938, "page": 0, "Index": 527}, {"Word": "impermeable,", "Confidence": 0.761, "X1": 0.81502, "Y1": 0.5812, "X2": 0.91238, "Y2": 0.581, "X3": 0.91238, "Y3": 0.5938, "X4": 0.81502, "Y4": 0.5938, "page": 0, "Index": 528}, {"Word": "aluminium", "Confidence": 0.671, "X1": 0.12935, "Y1": 0.5942, "X2": 0.20028, "Y2": 0.594, "X3": 0.19889, "Y3": 0.6068, "X4": 0.12935, "Y4": 0.6068, "page": 0, "Index": 529}, {"Word": "foil", "Confidence": 0.983, "X1": 0.20723, "Y1": 0.5942, "X2": 0.22949, "Y2": 0.594, "X3": 0.22949, "Y3": 0.6068, "X4": 0.20723, "Y4": 0.6068, "page": 0, "Index": 530}, {"Word": "complexes", "Confidence": 0.955, "X1": 0.23366, "Y1": 0.5942, "X2": 0.30737, "Y2": 0.594, "X3": 0.30737, "Y3": 0.6068, "X4": 0.23227, "Y4": 0.6068, "page": 0, "Index": 531}, {"Word": "employed", "Confidence": 0.921, "X1": 0.31154, "Y1": 0.5942, "X2": 0.37969, "Y2": 0.594, "X3": 0.3783, "Y3": 0.6068, "X4": 0.31015, "Y4": 0.6068, "page": 0, "Index": 532}, {"Word": "as", "Confidence": 0.997, "X1": 0.38387, "Y1": 0.5942, "X2": 0.39638, "Y2": 0.594, "X3": 0.39638, "Y3": 0.6068, "X4": 0.38248, "Y4": 0.6068, "page": 0, "Index": 533}, {"Word": "liners", "Confidence": 0.944, "X1": 0.40056, "Y1": 0.5952, "X2": 0.43811, "Y2": 0.595, "X3": 0.43672, "Y3": 0.6068, "X4": 0.39917, "Y4": 0.6068, "page": 0, "Index": 534}, {"Word": "or", "Confidence": 0.996, "X1": 0.44228, "Y1": 0.5952, "X2": 0.46036, "Y2": 0.595, "X3": 0.45897, "Y3": 0.6068, "X4": 0.44089, "Y4": 0.6068, "page": 0, "Index": 535}, {"Word": "but", "Confidence": 0.998, "X1": 0.54103, "Y1": 0.5942, "X2": 0.56328, "Y2": 0.594, "X3": 0.56189, "Y3": 0.6078, "X4": 0.54103, "Y4": 0.6078, "page": 0, "Index": 536}, {"Word": "they", "Confidence": 0.988, "X1": 0.56606, "Y1": 0.5942, "X2": 0.59805, "Y2": 0.594, "X3": 0.59666, "Y3": 0.6078, "X4": 0.56606, "Y4": 0.6078, "page": 0, "Index": 537}, {"Word": "considerably", "Confidence": 0.859, "X1": 0.60083, "Y1": 0.5952, "X2": 0.68985, "Y2": 0.595, "X3": 0.68985, "Y3": 0.6068, "X4": 0.60083, "Y4": 0.6078, "page": 0, "Index": 538}, {"Word": "reduce", "Confidence": 0.971, "X1": 0.69402, "Y1": 0.5952, "X2": 0.73992, "Y2": 0.595, "X3": 0.73992, "Y3": 0.6068, "X4": 0.69402, "Y4": 0.6068, "page": 0, "Index": 539}, {"Word": "the", "Confidence": 0.998, "X1": 0.74409, "Y1": 0.5952, "X2": 0.76634, "Y2": 0.595, "X3": 0.76634, "Y3": 0.6068, "X4": 0.7427, "Y4": 0.6068, "page": 0, "Index": 540}, {"Word": "rate", "Confidence": 0.857, "X1": 0.77051, "Y1": 0.5952, "X2": 0.79833, "Y2": 0.595, "X3": 0.79694, "Y3": 0.6068, "X4": 0.76912, "Y4": 0.6068, "page": 0, "Index": 541}, {"Word": "at", "Confidence": 0.998, "X1": 0.80111, "Y1": 0.5952, "X2": 0.81502, "Y2": 0.595, "X3": 0.81502, "Y3": 0.6068, "X4": 0.80111, "Y4": 0.6068, "page": 0, "Index": 542}, {"Word": "which", "Confidence": 0.994, "X1": 0.81919, "Y1": 0.5952, "X2": 0.86231, "Y2": 0.595, "X3": 0.86092, "Y3": 0.6068, "X4": 0.8178, "Y4": 0.6068, "page": 0, "Index": 543}, {"Word": "gases", "Confidence": 0.969, "X1": 0.86509, "Y1": 0.5952, "X2": 0.90403, "Y2": 0.595, "X3": 0.90264, "Y3": 0.6068, "X4": 0.86509, "Y4": 0.6068, "page": 0, "Index": 544}, {"Word": "bundling", "Confidence": 0.991, "X1": 0.12935, "Y1": 0.6082, "X2": 0.18915, "Y2": 0.608, "X3": 0.18915, "Y3": 0.6208, "X4": 0.12935, "Y4": 0.6218, "page": 0, "Index": 545}, {"Word": "tissue", "Confidence": 0.995, "X1": 0.19332, "Y1": 0.6082, "X2": 0.23227, "Y2": 0.608, "X3": 0.23088, "Y3": 0.6208, "X4": 0.19193, "Y4": 0.6208, "page": 0, "Index": 546}, {"Word": "in", "Confidence": 0.998, "X1": 0.23505, "Y1": 0.6082, "X2": 0.24896, "Y2": 0.608, "X3": 0.24757, "Y3": 0.6208, "X4": 0.23505, "Y4": 0.6208, "page": 0, "Index": 547}, {"Word": "cigarette", "Confidence": 0.901, "X1": 0.25174, "Y1": 0.6082, "X2": 0.31293, "Y2": 0.608, "X3": 0.31154, "Y3": 0.6208, "X4": 0.25174, "Y4": 0.6208, "page": 0, "Index": 548}, {"Word": "packs,", "Confidence": 0.813, "X1": 0.31572, "Y1": 0.6082, "X2": 0.36022, "Y2": 0.608, "X3": 0.35883, "Y3": 0.6208, "X4": 0.31433, "Y4": 0.6208, "page": 0, "Index": 549}, {"Word": "the", "Confidence": 0.998, "X1": 0.363, "Y1": 0.6082, "X2": 0.38665, "Y2": 0.608, "X3": 0.38526, "Y3": 0.6208, "X4": 0.36161, "Y4": 0.6208, "page": 0, "Index": 550}, {"Word": "applications", "Confidence": 0.956, "X1": 0.38943, "Y1": 0.6092, "X2": 0.47705, "Y2": 0.609, "X3": 0.47566, "Y3": 0.6208, "X4": 0.38804, "Y4": 0.6208, "page": 0, "Index": 551}, {"Word": "and", "Confidence": 0.997, "X1": 0.54103, "Y1": 0.6082, "X2": 0.56467, "Y2": 0.608, "X3": 0.56467, "Y3": 0.6218, "X4": 0.53964, "Y4": 0.6218, "page": 0, "Index": 552}, {"Word": "vapours", "Confidence": 0.993, "X1": 0.56885, "Y1": 0.6082, "X2": 0.6217, "Y2": 0.608, "X3": 0.6217, "Y3": 0.6208, "X4": 0.56885, "Y4": 0.6218, "page": 0, "Index": 553}, {"Word": "are", "Confidence": 0.884, "X1": 0.62448, "Y1": 0.6082, "X2": 0.64812, "Y2": 0.608, "X3": 0.64673, "Y3": 0.6208, "X4": 0.62448, "Y4": 0.6208, "page": 0, "Index": 554}, {"Word": "able", "Confidence": 0.981, "X1": 0.6509, "Y1": 0.6082, "X2": 0.67872, "Y2": 0.608, "X3": 0.67872, "Y3": 0.6208, "X4": 0.6509, "Y4": 0.6208, "page": 0, "Index": 555}, {"Word": "to", "Confidence": 0.998, "X1": 0.68289, "Y1": 0.6082, "X2": 0.69819, "Y2": 0.608, "X3": 0.69819, "Y3": 0.6208, "X4": 0.68289, "Y4": 0.6208, "page": 0, "Index": 556}, {"Word": "diffuse", "Confidence": 0.959, "X1": 0.70097, "Y1": 0.6082, "X2": 0.75104, "Y2": 0.608, "X3": 0.75104, "Y3": 0.6208, "X4": 0.70097, "Y4": 0.6208, "page": 0, "Index": 557}, {"Word": "into", "Confidence": 0.988, "X1": 0.75522, "Y1": 0.6082, "X2": 0.78303, "Y2": 0.608, "X3": 0.78303, "Y3": 0.6208, "X4": 0.75382, "Y4": 0.6208, "page": 0, "Index": 558}, {"Word": "er", "Confidence": 0.608, "X1": 0.78581, "Y1": 0.6082, "X2": 0.8025, "Y2": 0.608, "X3": 0.8025, "Y3": 0.6208, "X4": 0.78581, "Y4": 0.6208, "page": 0, "Index": 559}, {"Word": "out", "Confidence": 0.997, "X1": 0.80668, "Y1": 0.6082, "X2": 0.83171, "Y2": 0.608, "X3": 0.83032, "Y3": 0.6208, "X4": 0.80529, "Y4": 0.6208, "page": 0, "Index": 560}, {"Word": "of", "Confidence": 0.998, "X1": 0.83449, "Y1": 0.6082, "X2": 0.84979, "Y2": 0.608, "X3": 0.84979, "Y3": 0.6208, "X4": 0.83449, "Y4": 0.6208, "page": 0, "Index": 561}, {"Word": "the", "Confidence": 0.998, "X1": 0.85396, "Y1": 0.6092, "X2": 0.88039, "Y2": 0.609, "X3": 0.88039, "Y3": 0.6208, "X4": 0.85257, "Y4": 0.6208, "page": 0, "Index": 562}, {"Word": "within", "Confidence": 0.994, "X1": 0.12796, "Y1": 0.6222, "X2": 0.17246, "Y2": 0.622, "X3": 0.17385, "Y3": 0.6348, "X4": 0.12935, "Y4": 0.6348, "page": 0, "Index": 563}, {"Word": "the", "Confidence": 0.994, "X1": 0.17663, "Y1": 0.6212, "X2": 0.19889, "Y2": 0.621, "X3": 0.19889, "Y3": 0.6348, "X4": 0.17663, "Y4": 0.6348, "page": 0, "Index": 564}, {"Word": "cigarette", "Confidence": 0.883, "X1": 0.20306, "Y1": 0.6212, "X2": 0.26287, "Y2": 0.621, "X3": 0.26147, "Y3": 0.6348, "X4": 0.20306, "Y4": 0.6348, "page": 0, "Index": 565}, {"Word": "industry", "Confidence": 0.995, "X1": 0.26565, "Y1": 0.6212, "X2": 0.32267, "Y2": 0.621, "X3": 0.32267, "Y3": 0.6348, "X4": 0.26565, "Y4": 0.6348, "page": 0, "Index": 566}, {"Word": "have", "Confidence": 0.812, "X1": 0.32684, "Y1": 0.6212, "X2": 0.35883, "Y2": 0.621, "X3": 0.35883, "Y3": 0.6348, "X4": 0.32684, "Y4": 0.6348, "page": 0, "Index": 567}, {"Word": "now", "Confidence": 0.998, "X1": 0.36161, "Y1": 0.6212, "X2": 0.39221, "Y2": 0.621, "X3": 0.39221, "Y3": 0.6348, "X4": 0.36161, "Y4": 0.6348, "page": 0, "Index": 568}, {"Word": "been", "Confidence": 0.986, "X1": 0.39638, "Y1": 0.6222, "X2": 0.42976, "Y2": 0.622, "X3": 0.42837, "Y3": 0.6348, "X4": 0.39638, "Y4": 0.6348, "page": 0, "Index": 569}, {"Word": "Increased", "Confidence": 0.947, "X1": 0.43255, "Y1": 0.6222, "X2": 0.49791, "Y2": 0.622, "X3": 0.49791, "Y3": 0.6348, "X4": 0.43255, "Y4": 0.6348, "page": 0, "Index": 570}, {"Word": "metallised", "Confidence": 0.814, "X1": 0.53964, "Y1": 0.6222, "X2": 0.60918, "Y2": 0.622, "X3": 0.60918, "Y3": 0.6348, "X4": 0.53964, "Y4": 0.6358, "page": 0, "Index": 571}, {"Word": "substrate,", "Confidence": 0.955, "X1": 0.61196, "Y1": 0.6212, "X2": 0.68011, "Y2": 0.621, "X3": 0.68011, "Y3": 0.6348, "X4": 0.61196, "Y4": 0.6348, "page": 0, "Index": 572}, {"Word": "thereby", "Confidence": 0.616, "X1": 0.68289, "Y1": 0.6212, "X2": 0.73853, "Y2": 0.621, "X3": 0.73853, "Y3": 0.6348, "X4": 0.68289, "Y4": 0.6348, "page": 0, "Index": 573}, {"Word": "beneficially", "Confidence": 0.991, "X1": 0.74131, "Y1": 0.6222, "X2": 0.82197, "Y2": 0.622, "X3": 0.82197, "Y3": 0.6348, "X4": 0.74131, "Y4": 0.6348, "page": 0, "Index": 574}, {"Word": "affecting", "Confidence": 0.769, "X1": 0.82476, "Y1": 0.6222, "X2": 0.89013, "Y2": 0.622, "X3": 0.89013, "Y3": 0.6348, "X4": 0.82476, "Y4": 0.6348, "page": 0, "Index": 575}, {"Word": "Include", "Confidence": 0.889, "X1": 0.14743, "Y1": 0.6352, "X2": 0.1975, "Y2": 0.635, "X3": 0.1975, "Y3": 0.6478, "X4": 0.14743, "Y4": 0.6488, "page": 0, "Index": 576}, {"Word": "the", "Confidence": 0.998, "X1": 0.20167, "Y1": 0.6352, "X2": 0.22392, "Y2": 0.635, "X3": 0.22392, "Y3": 0.6478, "X4": 0.20028, "Y4": 0.6478, "page": 0, "Index": 577}, {"Word": "metallic", "Confidence": 0.791, "X1": 0.22809, "Y1": 0.6352, "X2": 0.28373, "Y2": 0.635, "X3": 0.28373, "Y3": 0.6478, "X4": 0.22809, "Y4": 0.6478, "page": 0, "Index": 578}, {"Word": "tissue", "Confidence": 0.881, "X1": 0.2879, "Y1": 0.6352, "X2": 0.32684, "Y2": 0.635, "X3": 0.32545, "Y3": 0.6478, "X4": 0.28651, "Y4": 0.6478, "page": 0, "Index": 579}, {"Word": "in", "Confidence": 0.998, "X1": 0.32962, "Y1": 0.6352, "X2": 0.34353, "Y2": 0.635, "X3": 0.34353, "Y3": 0.6478, "X4": 0.32962, "Y4": 0.6478, "page": 0, "Index": 580}, {"Word": "packs", "Confidence": 0.997, "X1": 0.34771, "Y1": 0.6352, "X2": 0.38665, "Y2": 0.635, "X3": 0.38526, "Y3": 0.6478, "X4": 0.34631, "Y4": 0.6478, "page": 0, "Index": 581}, {"Word": "to", "Confidence": 0.998, "X1": 0.13074, "Y1": 0.6352, "X2": 0.14325, "Y2": 0.635, "X3": 0.14325, "Y3": 0.6488, "X4": 0.13074, "Y4": 0.6488, "page": 0, "Index": 582}, {"Word": "of", "Confidence": 0.998, "X1": 0.38943, "Y1": 0.6352, "X2": 0.40473, "Y2": 0.635, "X3": 0.40334, "Y3": 0.6488, "X4": 0.38943, "Y4": 0.6478, "page": 0, "Index": 583}, {"Word": "cigars,", "Confidence": 0.934, "X1": 0.4089, "Y1": 0.6362, "X2": 0.45341, "Y2": 0.636, "X3": 0.45202, "Y3": 0.6488, "X4": 0.40751, "Y4": 0.6488, "page": 0, "Index": 584}, {"Word": "and", "Confidence": 0.998, "X1": 0.45758, "Y1": 0.6362, "X2": 0.48401, "Y2": 0.636, "X3": 0.48261, "Y3": 0.6498, "X4": 0.45619, "Y4": 0.6488, "page": 0, "Index": 585}, {"Word": "the", "Confidence": 0.998, "X1": 0.53964, "Y1": 0.6352, "X2": 0.56189, "Y2": 0.635, "X3": 0.56189, "Y3": 0.6488, "X4": 0.53964, "Y4": 0.6478, "page": 0, "Index": 586}, {"Word": "barrier", "Confidence": 0.994, "X1": 0.56606, "Y1": 0.6352, "X2": 0.61196, "Y2": 0.635, "X3": 0.61196, "Y3": 0.6488, "X4": 0.56467, "Y4": 0.6488, "page": 0, "Index": 587}, {"Word": "properties", "Confidence": 0.993, "X1": 0.61613, "Y1": 0.6352, "X2": 0.68707, "Y2": 0.635, "X3": 0.68567, "Y3": 0.6488, "X4": 0.61474, "Y4": 0.6488, "page": 0, "Index": 588}, {"Word": "of", "Confidence": 0.998, "X1": 0.68985, "Y1": 0.6352, "X2": 0.70515, "Y2": 0.635, "X3": 0.70376, "Y3": 0.6488, "X4": 0.68985, "Y4": 0.6488, "page": 0, "Index": 589}, {"Word": "the", "Confidence": 0.995, "X1": 0.70932, "Y1": 0.6362, "X2": 0.73157, "Y2": 0.636, "X3": 0.73157, "Y3": 0.6488, "X4": 0.70793, "Y4": 0.6488, "page": 0, "Index": 590}, {"Word": "material.\"", "Confidence": 0.195, "X1": 0.73574, "Y1": 0.6362, "X2": 0.80389, "Y2": 0.636, "X3": 0.8025, "Y3": 0.6488, "X4": 0.73435, "Y4": 0.6488, "page": 0, "Index": 591}, {"Word": "the", "Confidence": 0.994, "X1": 0.12935, "Y1": 0.6492, "X2": 0.1516, "Y2": 0.649, "X3": 0.1516, "Y3": 0.6628, "X4": 0.12935, "Y4": 0.6628, "page": 0, "Index": 592}, {"Word": "outer", "Confidence": 0.991, "X1": 0.15438, "Y1": 0.6492, "X2": 0.19193, "Y2": 0.649, "X3": 0.19193, "Y3": 0.6628, "X4": 0.15438, "Y4": 0.6628, "page": 0, "Index": 593}, {"Word": "layers", "Confidence": 0.994, "X1": 0.19611, "Y1": 0.6492, "X2": 0.23644, "Y2": 0.649, "X3": 0.23644, "Y3": 0.6618, "X4": 0.19471, "Y4": 0.6628, "page": 0, "Index": 594}, {"Word": "in", "Confidence": 0.998, "X1": 0.23922, "Y1": 0.6492, "X2": 0.25313, "Y2": 0.649, "X3": 0.25313, "Y3": 0.6618, "X4": 0.23922, "Y4": 0.6618, "page": 0, "Index": 595}, {"Word": "soft", "Confidence": 0.991, "X1": 0.2573, "Y1": 0.6492, "X2": 0.28512, "Y2": 0.649, "X3": 0.28512, "Y3": 0.6618, "X4": 0.2573, "Y4": 0.6618, "page": 0, "Index": 596}, {"Word": "pack", "Confidence": 0.988, "X1": 0.2879, "Y1": 0.6492, "X2": 0.31989, "Y2": 0.649, "X3": 0.31989, "Y3": 0.6618, "X4": 0.2879, "Y4": 0.6618, "page": 0, "Index": 597}, {"Word": "construction.", "Confidence": 0.976, "X1": 0.32406, "Y1": 0.6502, "X2": 0.42003, "Y2": 0.65, "X3": 0.42003, "Y3": 0.6618, "X4": 0.32406, "Y4": 0.6618, "page": 0, "Index": 598}, {"Word": "Deposited", "Confidence": 0.991, "X1": 0.54242, "Y1": 0.6612, "X2": 0.60779, "Y2": 0.661, "X3": 0.60779, "Y3": 0.6758, "X4": 0.54103, "Y4": 0.6758, "page": 0, "Index": 599}, {"Word": "metal", "Confidence": 0.828, "X1": 0.61196, "Y1": 0.6622, "X2": 0.6509, "Y2": 0.662, "X3": 0.6509, "Y3": 0.6758, "X4": 0.61057, "Y4": 0.6758, "page": 0, "Index": 600}, {"Word": "rarely", "Confidence": 0.85, "X1": 0.65508, "Y1": 0.6622, "X2": 0.69541, "Y2": 0.662, "X3": 0.69402, "Y3": 0.6758, "X4": 0.65369, "Y4": 0.6758, "page": 0, "Index": 601}, {"Word": "exceeds", "Confidence": 0.802, "X1": 0.69958, "Y1": 0.6622, "X2": 0.75382, "Y2": 0.662, "X3": 0.75382, "Y3": 0.6758, "X4": 0.69819, "Y4": 0.6758, "page": 0, "Index": 602}, {"Word": "500", "Confidence": 0.955, "X1": 0.758, "Y1": 0.6622, "X2": 0.78581, "Y2": 0.662, "X3": 0.78581, "Y3": 0.6758, "X4": 0.75661, "Y4": 0.6758, "page": 0, "Index": 603}, {"Word": "Angstroms", "Confidence": 0.994, "X1": 0.78999, "Y1": 0.6622, "X2": 0.8637, "Y2": 0.662, "X3": 0.86231, "Y3": 0.6758, "X4": 0.78999, "Y4": 0.6758, "page": 0, "Index": 604}, {"Word": "in", "Confidence": 0.998, "X1": 0.86787, "Y1": 0.6632, "X2": 0.88456, "Y2": 0.663, "X3": 0.88317, "Y3": 0.6758, "X4": 0.86648, "Y4": 0.6758, "page": 0, "Index": 605}, {"Word": "Interest", "Confidence": 0.878, "X1": 0.13074, "Y1": 0.6762, "X2": 0.1822, "Y2": 0.676, "X3": 0.1822, "Y3": 0.6898, "X4": 0.13074, "Y4": 0.6908, "page": 0, "Index": 606}, {"Word": "originated", "Confidence": 0.994, "X1": 0.18637, "Y1": 0.6762, "X2": 0.2573, "Y2": 0.676, "X3": 0.25591, "Y3": 0.6898, "X4": 0.18637, "Y4": 0.6898, "page": 0, "Index": 607}, {"Word": "from", "Confidence": 0.988, "X1": 0.26008, "Y1": 0.6762, "X2": 0.29207, "Y2": 0.676, "X3": 0.29068, "Y3": 0.6898, "X4": 0.26008, "Y4": 0.6898, "page": 0, "Index": 608}, {"Word": "those", "Confidence": 0.992, "X1": 0.29764, "Y1": 0.6762, "X2": 0.33519, "Y2": 0.676, "X3": 0.33519, "Y3": 0.6898, "X4": 0.29764, "Y4": 0.6898, "page": 0, "Index": 609}, {"Word": "areas", "Confidence": 0.996, "X1": 0.33936, "Y1": 0.6772, "X2": 0.37413, "Y2": 0.677, "X3": 0.37274, "Y3": 0.6898, "X4": 0.33936, "Y4": 0.6898, "page": 0, "Index": 610}, {"Word": "where", "Confidence": 0.993, "X1": 0.37691, "Y1": 0.6772, "X2": 0.42003, "Y2": 0.677, "X3": 0.41864, "Y3": 0.6898, "X4": 0.37691, "Y4": 0.6898, "page": 0, "Index": 611}, {"Word": "foil", "Confidence": 0.826, "X1": 0.4242, "Y1": 0.6772, "X2": 0.45063, "Y2": 0.677, "X3": 0.44924, "Y3": 0.6898, "X4": 0.42281, "Y4": 0.6898, "page": 0, "Index": 612}, {"Word": "thickness", "Confidence": 0.941, "X1": 0.54242, "Y1": 0.6762, "X2": 0.60362, "Y2": 0.676, "X3": 0.60223, "Y3": 0.6898, "X4": 0.54103, "Y4": 0.6888, "page": 0, "Index": 613}, {"Word": "and", "Confidence": 0.998, "X1": 0.6064, "Y1": 0.6762, "X2": 0.63282, "Y2": 0.676, "X3": 0.63143, "Y3": 0.6898, "X4": 0.6064, "Y4": 0.6898, "page": 0, "Index": 614}, {"Word": "thus", "Confidence": 0.987, "X1": 0.63561, "Y1": 0.6772, "X2": 0.6662, "Y2": 0.677, "X3": 0.66481, "Y3": 0.6898, "X4": 0.63561, "Y4": 0.6898, "page": 0, "Index": 615}, {"Word": "cannot", "Confidence": 0.995, "X1": 0.67038, "Y1": 0.6772, "X2": 0.71905, "Y2": 0.677, "X3": 0.71766, "Y3": 0.6898, "X4": 0.66898, "Y4": 0.6898, "page": 0, "Index": 616}, {"Word": "be", "Confidence": 0.997, "X1": 0.72184, "Y1": 0.6772, "X2": 0.73853, "Y2": 0.677, "X3": 0.73853, "Y3": 0.6898, "X4": 0.72184, "Y4": 0.6898, "page": 0, "Index": 617}, {"Word": "polished,", "Confidence": 0.951, "X1": 0.7427, "Y1": 0.6762, "X2": 0.80529, "Y2": 0.676, "X3": 0.80529, "Y3": 0.6898, "X4": 0.74131, "Y4": 0.6898, "page": 0, "Index": 618}, {"Word": "etc;", "Confidence": 0.79, "X1": 0.80946, "Y1": 0.6762, "X2": 0.83588, "Y2": 0.676, "X3": 0.83449, "Y3": 0.6898, "X4": 0.80807, "Y4": 0.6898, "page": 0, "Index": 619}, {"Word": "Indeed,", "Confidence": 0.941, "X1": 0.83866, "Y1": 0.6762, "X2": 0.89013, "Y2": 0.676, "X3": 0.89013, "Y3": 0.6898, "X4": 0.83866, "Y4": 0.6898, "page": 0, "Index": 620}, {"Word": "as", "Confidence": 0.997, "X1": 0.8943, "Y1": 0.6752, "X2": 0.91099, "Y2": 0.675, "X3": 0.91099, "Y3": 0.6888, "X4": 0.8943, "Y4": 0.6898, "page": 0, "Index": 621}, {"Word": "laminates", "Confidence": 0.847, "X1": 0.13074, "Y1": 0.6902, "X2": 0.19332, "Y2": 0.69, "X3": 0.19332, "Y3": 0.7048, "X4": 0.13074, "Y4": 0.7048, "page": 0, "Index": 622}, {"Word": "were", "Confidence": 0.944, "X1": 0.1975, "Y1": 0.6912, "X2": 0.22949, "Y2": 0.691, "X3": 0.22949, "Y3": 0.7048, "X4": 0.1975, "Y4": 0.7048, "page": 0, "Index": 623}, {"Word": "employed", "Confidence": 0.963, "X1": 0.23366, "Y1": 0.6912, "X2": 0.3032, "Y2": 0.691, "X3": 0.3032, "Y3": 0.7038, "X4": 0.23366, "Y4": 0.7048, "page": 0, "Index": 624}, {"Word": "solely", "Confidence": 0.663, "X1": 0.30737, "Y1": 0.6912, "X2": 0.34631, "Y2": 0.691, "X3": 0.34631, "Y3": 0.7038, "X4": 0.30737, "Y4": 0.7038, "page": 0, "Index": 625}, {"Word": "for", "Confidence": 0.998, "X1": 0.35049, "Y1": 0.6912, "X2": 0.37274, "Y2": 0.691, "X3": 0.37274, "Y3": 0.7048, "X4": 0.35049, "Y4": 0.7038, "page": 0, "Index": 626}, {"Word": "the", "Confidence": 0.998, "X1": 0.37691, "Y1": 0.6912, "X2": 0.39777, "Y2": 0.691, "X3": 0.39777, "Y3": 0.7048, "X4": 0.37552, "Y4": 0.7048, "page": 0, "Index": 627}, {"Word": "aesthetics", "Confidence": 0.607, "X1": 0.40195, "Y1": 0.6912, "X2": 0.46871, "Y2": 0.691, "X3": 0.46871, "Y3": 0.7048, "X4": 0.40195, "Y4": 0.7048, "page": 0, "Index": 628}, {"Word": "of", "Confidence": 0.998, "X1": 0.47288, "Y1": 0.6912, "X2": 0.49235, "Y2": 0.691, "X3": 0.49235, "Y3": 0.7048, "X4": 0.47288, "Y4": 0.7048, "page": 0, "Index": 629}, {"Word": "may", "Confidence": 0.969, "X1": 0.53964, "Y1": 0.6902, "X2": 0.56885, "Y2": 0.69, "X3": 0.56885, "Y3": 0.7038, "X4": 0.53825, "Y4": 0.7038, "page": 0, "Index": 630}, {"Word": "be", "Confidence": 0.995, "X1": 0.57302, "Y1": 0.6902, "X2": 0.58971, "Y2": 0.69, "X3": 0.58971, "Y3": 0.7038, "X4": 0.57302, "Y4": 0.7038, "page": 0, "Index": 631}, {"Word": "expected", "Confidence": 0.991, "X1": 0.59388, "Y1": 0.6902, "X2": 0.65508, "Y2": 0.69, "X3": 0.65508, "Y3": 0.7038, "X4": 0.59249, "Y4": 0.7038, "page": 0, "Index": 632}, {"Word": "from", "Confidence": 0.986, "X1": 0.65925, "Y1": 0.6902, "X2": 0.69263, "Y2": 0.69, "X3": 0.69124, "Y3": 0.7038, "X4": 0.65925, "Y4": 0.7038, "page": 0, "Index": 633}, {"Word": "a", "Confidence": 0.854, "X1": 0.69819, "Y1": 0.6902, "X2": 0.70654, "Y2": 0.69, "X3": 0.70515, "Y3": 0.7038, "X4": 0.69819, "Y4": 0.7038, "page": 0, "Index": 634}, {"Word": "thin", "Confidence": 0.987, "X1": 0.71071, "Y1": 0.6902, "X2": 0.73853, "Y2": 0.69, "X3": 0.73713, "Y3": 0.7038, "X4": 0.70932, "Y4": 0.7038, "page": 0, "Index": 635}, {"Word": "layer", "Confidence": 0.634, "X1": 0.74131, "Y1": 0.6902, "X2": 0.77747, "Y2": 0.69, "X3": 0.77608, "Y3": 0.7038, "X4": 0.74131, "Y4": 0.7038, "page": 0, "Index": 636}, {"Word": "only", "Confidence": 0.983, "X1": 0.78164, "Y1": 0.6902, "X2": 0.81224, "Y2": 0.69, "X3": 0.81224, "Y3": 0.7038, "X4": 0.78025, "Y4": 0.7038, "page": 0, "Index": 637}, {"Word": "a", "Confidence": 0.981, "X1": 0.81641, "Y1": 0.6902, "X2": 0.82476, "Y2": 0.69, "X3": 0.82476, "Y3": 0.7038, "X4": 0.81641, "Y4": 0.7038, "page": 0, "Index": 638}, {"Word": "fraction", "Confidence": 0.995, "X1": 0.82893, "Y1": 0.6902, "X2": 0.88317, "Y2": 0.69, "X3": 0.88317, "Y3": 0.7028, "X4": 0.82893, "Y4": 0.7038, "page": 0, "Index": 639}, {"Word": "of", "Confidence": 0.998, "X1": 0.88734, "Y1": 0.6902, "X2": 0.90821, "Y2": 0.69, "X3": 0.90821, "Y3": 0.7028, "X4": 0.88734, "Y4": 0.7028, "page": 0, "Index": 640}, {"Word": "without", "Confidence": 0.996, "X1": 0.19611, "Y1": 0.7042, "X2": 0.25174, "Y2": 0.704, "X3": 0.25174, "Y3": 0.7178, "X4": 0.19611, "Y4": 0.7178, "page": 0, "Index": 641}, {"Word": "the", "Confidence": 0.991, "X1": 0.25591, "Y1": 0.7052, "X2": 0.27816, "Y2": 0.705, "X3": 0.27677, "Y3": 0.7178, "X4": 0.25452, "Y4": 0.7178, "page": 0, "Index": 642}, {"Word": "requirement", "Confidence": 0.851, "X1": 0.28095, "Y1": 0.7052, "X2": 0.36579, "Y2": 0.705, "X3": 0.36579, "Y3": 0.7178, "X4": 0.28095, "Y4": 0.7178, "page": 0, "Index": 643}, {"Word": "for", "Confidence": 0.998, "X1": 0.36996, "Y1": 0.7052, "X2": 0.39082, "Y2": 0.705, "X3": 0.39082, "Y3": 0.7178, "X4": 0.36996, "Y4": 0.7178, "page": 0, "Index": 644}, {"Word": "the", "Confidence": 0.998, "X1": 0.39499, "Y1": 0.7052, "X2": 0.41725, "Y2": 0.705, "X3": 0.41725, "Y3": 0.7178, "X4": 0.39499, "Y4": 0.7178, "page": 0, "Index": 645}, {"Word": "total", "Confidence": 0.971, "X1": 0.42142, "Y1": 0.7062, "X2": 0.45619, "Y2": 0.706, "X3": 0.45619, "Y3": 0.7178, "X4": 0.42142, "Y4": 0.7178, "page": 0, "Index": 646}, {"Word": "a", "Confidence": 0.904, "X1": 0.54103, "Y1": 0.7042, "X2": 0.54798, "Y2": 0.704, "X3": 0.54659, "Y3": 0.7178, "X4": 0.53964, "Y4": 0.7178, "page": 0, "Index": 647}, {"Word": "micron", "Confidence": 0.955, "X1": 0.55076, "Y1": 0.7042, "X2": 0.60083, "Y2": 0.704, "X3": 0.59944, "Y3": 0.7168, "X4": 0.55076, "Y4": 0.7168, "page": 0, "Index": 648}, {"Word": "in", "Confidence": 0.998, "X1": 0.60362, "Y1": 0.7042, "X2": 0.61892, "Y2": 0.704, "X3": 0.61752, "Y3": 0.7168, "X4": 0.60362, "Y4": 0.7168, "page": 0, "Index": 649}, {"Word": "thickness,", "Confidence": 0.96, "X1": 0.6217, "Y1": 0.7042, "X2": 0.69124, "Y2": 0.704, "X3": 0.69124, "Y3": 0.7168, "X4": 0.6217, "Y4": 0.7168, "page": 0, "Index": 650}, {"Word": "it", "Confidence": 0.998, "X1": 0.69402, "Y1": 0.7042, "X2": 0.70515, "Y2": 0.704, "X3": 0.70515, "Y3": 0.7168, "X4": 0.69402, "Y4": 0.7168, "page": 0, "Index": 651}, {"Word": "can", "Confidence": 0.993, "X1": 0.70932, "Y1": 0.7042, "X2": 0.73435, "Y2": 0.704, "X3": 0.73435, "Y3": 0.7168, "X4": 0.70932, "Y4": 0.7168, "page": 0, "Index": 652}, {"Word": "be", "Confidence": 0.971, "X1": 0.73713, "Y1": 0.7042, "X2": 0.75382, "Y2": 0.704, "X3": 0.75382, "Y3": 0.7168, "X4": 0.73713, "Y4": 0.7168, "page": 0, "Index": 653}, {"Word": "damaged", "Confidence": 0.955, "X1": 0.75661, "Y1": 0.7042, "X2": 0.81919, "Y2": 0.704, "X3": 0.81919, "Y3": 0.7168, "X4": 0.75661, "Y4": 0.7168, "page": 0, "Index": 654}, {"Word": "fairly", "Confidence": 0.846, "X1": 0.82337, "Y1": 0.7042, "X2": 0.85953, "Y2": 0.704, "X3": 0.86092, "Y3": 0.7178, "X4": 0.82337, "Y4": 0.7168, "page": 0, "Index": 655}, {"Word": "easily.", "Confidence": 0.875, "X1": 0.8637, "Y1": 0.7042, "X2": 0.91377, "Y2": 0.704, "X3": 0.91516, "Y3": 0.7178, "X4": 0.8637, "Y4": 0.7178, "page": 0, "Index": 656}, {"Word": "the", "Confidence": 0.996, "X1": 0.13074, "Y1": 0.7042, "X2": 0.1516, "Y2": 0.704, "X3": 0.15021, "Y3": 0.7188, "X4": 0.13074, "Y4": 0.7188, "page": 0, "Index": 657}, {"Word": "pack,", "Confidence": 0.805, "X1": 0.15438, "Y1": 0.7042, "X2": 0.19332, "Y2": 0.704, "X3": 0.19193, "Y3": 0.7188, "X4": 0.15438, "Y4": 0.7188, "page": 0, "Index": 658}, {"Word": "barrier", "Confidence": 0.991, "X1": 0.13213, "Y1": 0.7192, "X2": 0.17524, "Y2": 0.719, "X3": 0.17524, "Y3": 0.7328, "X4": 0.13074, "Y4": 0.7338, "page": 0, "Index": 659}, {"Word": "properties", "Confidence": 0.993, "X1": 0.17942, "Y1": 0.7192, "X2": 0.24896, "Y2": 0.719, "X3": 0.24896, "Y3": 0.7318, "X4": 0.17942, "Y4": 0.7328, "page": 0, "Index": 660}, {"Word": "exhibited", "Confidence": 0.324, "X1": 0.25313, "Y1": 0.7192, "X2": 0.31711, "Y2": 0.719, "X3": 0.31711, "Y3": 0.7318, "X4": 0.25174, "Y4": 0.7318, "page": 0, "Index": 661}, {"Word": "by", "Confidence": 0.997, "X1": 0.32128, "Y1": 0.7192, "X2": 0.34075, "Y2": 0.719, "X3": 0.33936, "Y3": 0.7318, "X4": 0.32128, "Y4": 0.7318, "page": 0, "Index": 662}, {"Word": "foil", "Confidence": 0.955, "X1": 0.34353, "Y1": 0.7192, "X2": 0.36857, "Y2": 0.719, "X3": 0.36718, "Y3": 0.7318, "X4": 0.34353, "Y4": 0.7318, "page": 0, "Index": 663}, {"Word": "complexes.", "Confidence": 0.822, "X1": 0.37135, "Y1": 0.7202, "X2": 0.45202, "Y2": 0.72, "X3": 0.45202, "Y3": 0.7318, "X4": 0.37135, "Y4": 0.7318, "page": 0, "Index": 664}, {"Word": "Table", "Confidence": 0.967, "X1": 0.54103, "Y1": 0.7172, "X2": 0.57997, "Y2": 0.717, "X3": 0.57997, "Y3": 0.7308, "X4": 0.54103, "Y4": 0.7308, "page": 0, "Index": 665}, {"Word": "1", "Confidence": 0.941, "X1": 0.58414, "Y1": 0.7172, "X2": 0.5911, "Y2": 0.717, "X3": 0.58971, "Y3": 0.7308, "X4": 0.58275, "Y4": 0.7308, "page": 0, "Index": 666}, {"Word": "shows", "Confidence": 0.996, "X1": 0.59388, "Y1": 0.7172, "X2": 0.637, "Y2": 0.717, "X3": 0.637, "Y3": 0.7308, "X4": 0.59388, "Y4": 0.7308, "page": 0, "Index": 667}, {"Word": "the", "Confidence": 0.998, "X1": 0.64117, "Y1": 0.7182, "X2": 0.66342, "Y2": 0.718, "X3": 0.66342, "Y3": 0.7308, "X4": 0.63978, "Y4": 0.7308, "page": 0, "Index": 668}, {"Word": "effect", "Confidence": 0.941, "X1": 0.66759, "Y1": 0.7182, "X2": 0.70793, "Y2": 0.718, "X3": 0.70793, "Y3": 0.7308, "X4": 0.6662, "Y4": 0.7308, "page": 0, "Index": 669}, {"Word": "on", "Confidence": 0.998, "X1": 0.7121, "Y1": 0.7182, "X2": 0.73018, "Y2": 0.718, "X3": 0.73018, "Y3": 0.7308, "X4": 0.71071, "Y4": 0.7308, "page": 0, "Index": 670}, {"Word": "barrier", "Confidence": 0.96, "X1": 0.73435, "Y1": 0.7182, "X2": 0.78025, "Y2": 0.718, "X3": 0.77886, "Y3": 0.7308, "X4": 0.73296, "Y4": 0.7308, "page": 0, "Index": 671}, {"Word": "properties", "Confidence": 0.991, "X1": 0.78442, "Y1": 0.7182, "X2": 0.85535, "Y2": 0.718, "X3": 0.85396, "Y3": 0.7308, "X4": 0.78303, "Y4": 0.7308, "page": 0, "Index": 672}, {"Word": "of", "Confidence": 0.992, "X1": 0.85953, "Y1": 0.7182, "X2": 0.879, "Y2": 0.718, "X3": 0.87761, "Y3": 0.7308, "X4": 0.85814, "Y4": 0.7308, "page": 0, "Index": 673}, {"Word": "varying", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.7322, "X2": 0.58971, "Y2": 0.732, "X3": 0.58971, "Y3": 0.7448, "X4": 0.54103, "Y4": 0.7448, "page": 0, "Index": 674}, {"Word": "degrees", "Confidence": 0.67, "X1": 0.59388, "Y1": 0.7322, "X2": 0.64534, "Y2": 0.732, "X3": 0.64534, "Y3": 0.7448, "X4": 0.59249, "Y4": 0.7448, "page": 0, "Index": 675}, {"Word": "of", "Confidence": 0.998, "X1": 0.64951, "Y1": 0.7322, "X2": 0.66342, "Y2": 0.732, "X3": 0.66342, "Y3": 0.7448, "X4": 0.64812, "Y4": 0.7448, "page": 0, "Index": 676}, {"Word": "damage", "Confidence": 0.656, "X1": 0.66759, "Y1": 0.7322, "X2": 0.72045, "Y2": 0.732, "X3": 0.72045, "Y3": 0.7448, "X4": 0.6662, "Y4": 0.7448, "page": 0, "Index": 677}, {"Word": "to", "Confidence": 0.998, "X1": 0.72462, "Y1": 0.7322, "X2": 0.73853, "Y2": 0.732, "X3": 0.73853, "Y3": 0.7448, "X4": 0.72323, "Y4": 0.7448, "page": 0, "Index": 678}, {"Word": "the", "Confidence": 0.998, "X1": 0.7427, "Y1": 0.7322, "X2": 0.76634, "Y2": 0.732, "X3": 0.76495, "Y3": 0.7448, "X4": 0.74131, "Y4": 0.7448, "page": 0, "Index": 679}, {"Word": "metallised", "Confidence": 0.822, "X1": 0.76912, "Y1": 0.7322, "X2": 0.84006, "Y2": 0.732, "X3": 0.83866, "Y3": 0.7448, "X4": 0.76773, "Y4": 0.7448, "page": 0, "Index": 680}, {"Word": "layer,", "Confidence": 0.939, "X1": 0.84284, "Y1": 0.7322, "X2": 0.88317, "Y2": 0.732, "X3": 0.88178, "Y3": 0.7448, "X4": 0.84284, "Y4": 0.7448, "page": 0, "Index": 681}, {"Word": "end", "Confidence": 0.722, "X1": 0.88734, "Y1": 0.7322, "X2": 0.91516, "Y2": 0.732, "X3": 0.91377, "Y3": 0.7448, "X4": 0.88595, "Y4": 0.7448, "page": 0, "Index": 682}, {"Word": "also", "Confidence": 0.9, "X1": 0.54103, "Y1": 0.7442, "X2": 0.56745, "Y2": 0.744, "X3": 0.56606, "Y3": 0.7578, "X4": 0.53964, "Y4": 0.7578, "page": 0, "Index": 683}, {"Word": "illustrates", "Confidence": 0.991, "X1": 0.57024, "Y1": 0.7452, "X2": 0.637, "Y2": 0.745, "X3": 0.637, "Y3": 0.7578, "X4": 0.56885, "Y4": 0.7578, "page": 0, "Index": 684}, {"Word": "the", "Confidence": 0.996, "X1": 0.64117, "Y1": 0.7452, "X2": 0.66481, "Y2": 0.745, "X3": 0.66342, "Y3": 0.7578, "X4": 0.63978, "Y4": 0.7578, "page": 0, "Index": 685}, {"Word": "protective", "Confidence": 0.909, "X1": 0.66759, "Y1": 0.7452, "X2": 0.73713, "Y2": 0.745, "X3": 0.73713, "Y3": 0.7578, "X4": 0.66759, "Y4": 0.7578, "page": 0, "Index": 686}, {"Word": "nature", "Confidence": 0.635, "X1": 0.74131, "Y1": 0.7462, "X2": 0.7886, "Y2": 0.746, "X3": 0.7872, "Y3": 0.7578, "X4": 0.73992, "Y4": 0.7578, "page": 0, "Index": 687}, {"Word": "of", "Confidence": 0.992, "X1": 0.79138, "Y1": 0.7462, "X2": 0.80529, "Y2": 0.746, "X3": 0.80529, "Y3": 0.7578, "X4": 0.79138, "Y4": 0.7578, "page": 0, "Index": 688}, {"Word": "lamination", "Confidence": 0.885, "X1": 0.80946, "Y1": 0.7462, "X2": 0.88595, "Y2": 0.746, "X3": 0.88456, "Y3": 0.7578, "X4": 0.80807, "Y4": 0.7578, "page": 0, "Index": 689}, {"Word": "If", "Confidence": 0.878, "X1": 0.13074, "Y1": 0.7462, "X2": 0.14186, "Y2": 0.746, "X3": 0.14047, "Y3": 0.7598, "X4": 0.12935, "Y4": 0.7608, "page": 0, "Index": 690}, {"Word": "barrier", "Confidence": 0.994, "X1": 0.14604, "Y1": 0.7462, "X2": 0.19193, "Y2": 0.746, "X3": 0.19193, "Y3": 0.7598, "X4": 0.14465, "Y4": 0.7598, "page": 0, "Index": 691}, {"Word": "properties", "Confidence": 0.941, "X1": 0.19611, "Y1": 0.7462, "X2": 0.26565, "Y2": 0.746, "X3": 0.26565, "Y3": 0.7598, "X4": 0.19471, "Y4": 0.7598, "page": 0, "Index": 692}, {"Word": "of", "Confidence": 0.998, "X1": 0.26982, "Y1": 0.7472, "X2": 0.28512, "Y2": 0.747, "X3": 0.28373, "Y3": 0.7598, "X4": 0.26843, "Y4": 0.7598, "page": 0, "Index": 693}, {"Word": "moisture,", "Confidence": 0.946, "X1": 0.2879, "Y1": 0.7472, "X2": 0.35327, "Y2": 0.747, "X3": 0.35188, "Y3": 0.7598, "X4": 0.2879, "Y4": 0.7598, "page": 0, "Index": 694}, {"Word": "grease,", "Confidence": 0.923, "X1": 0.35605, "Y1": 0.7472, "X2": 0.40334, "Y2": 0.747, "X3": 0.40195, "Y3": 0.7598, "X4": 0.35605, "Y4": 0.7598, "page": 0, "Index": 695}, {"Word": "sunlight,", "Confidence": 0.955, "X1": 0.40612, "Y1": 0.7472, "X2": 0.46732, "Y2": 0.747, "X3": 0.46592, "Y3": 0.7608, "X4": 0.40612, "Y4": 0.7598, "page": 0, "Index": 696}, {"Word": "or", "Confidence": 0.997, "X1": 0.4701, "Y1": 0.7472, "X2": 0.48957, "Y2": 0.747, "X3": 0.48957, "Y3": 0.7608, "X4": 0.4701, "Y4": 0.7608, "page": 0, "Index": 697}, {"Word": "anti-fungicidal", "Confidence": 0.498, "X1": 0.13074, "Y1": 0.7612, "X2": 0.22949, "Y2": 0.761, "X3": 0.22949, "Y3": 0.7738, "X4": 0.13074, "Y4": 0.7738, "page": 0, "Index": 698}, {"Word": "protection", "Confidence": 0.941, "X1": 0.23227, "Y1": 0.7612, "X2": 0.30598, "Y2": 0.761, "X3": 0.30459, "Y3": 0.7728, "X4": 0.23227, "Y4": 0.7738, "page": 0, "Index": 699}, {"Word": "are", "Confidence": 0.998, "X1": 0.30876, "Y1": 0.7612, "X2": 0.32962, "Y2": 0.761, "X3": 0.32962, "Y3": 0.7728, "X4": 0.30876, "Y4": 0.7728, "page": 0, "Index": 700}, {"Word": "required,", "Confidence": 0.94, "X1": 0.3338, "Y1": 0.7612, "X2": 0.39638, "Y2": 0.761, "X3": 0.39499, "Y3": 0.7738, "X4": 0.33241, "Y4": 0.7728, "page": 0, "Index": 701}, {"Word": "each", "Confidence": 0.981, "X1": 0.39917, "Y1": 0.7612, "X2": 0.43115, "Y2": 0.761, "X3": 0.42976, "Y3": 0.7738, "X4": 0.39917, "Y4": 0.7738, "page": 0, "Index": 702}, {"Word": "case", "Confidence": 0.961, "X1": 0.43533, "Y1": 0.7612, "X2": 0.46732, "Y2": 0.761, "X3": 0.46592, "Y3": 0.7738, "X4": 0.43394, "Y4": 0.7738, "page": 0, "Index": 703}, {"Word": "and", "Confidence": 0.994, "X1": 0.54242, "Y1": 0.7592, "X2": 0.56467, "Y2": 0.759, "X3": 0.56467, "Y3": 0.7718, "X4": 0.54103, "Y4": 0.7718, "page": 0, "Index": 704}, {"Word": "coatings", "Confidence": 0.933, "X1": 0.56745, "Y1": 0.7592, "X2": 0.62726, "Y2": 0.759, "X3": 0.62587, "Y3": 0.7718, "X4": 0.56745, "Y4": 0.7718, "page": 0, "Index": 705}, {"Word": "to", "Confidence": 0.998, "X1": 0.63004, "Y1": 0.7592, "X2": 0.64534, "Y2": 0.759, "X3": 0.64395, "Y3": 0.7718, "X4": 0.63004, "Y4": 0.7718, "page": 0, "Index": 706}, {"Word": "the", "Confidence": 0.998, "X1": 0.64812, "Y1": 0.7592, "X2": 0.67177, "Y2": 0.759, "X3": 0.67038, "Y3": 0.7718, "X4": 0.64812, "Y4": 0.7718, "page": 0, "Index": 707}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.67455, "Y1": 0.7592, "X2": 0.74409, "Y2": 0.759, "X3": 0.74409, "Y3": 0.7708, "X4": 0.67455, "Y4": 0.7718, "page": 0, "Index": 708}, {"Word": "layer,", "Confidence": 0.721, "X1": 0.74826, "Y1": 0.7592, "X2": 0.78999, "Y2": 0.759, "X3": 0.7886, "Y3": 0.7708, "X4": 0.74687, "Y4": 0.7708, "page": 0, "Index": 709}, {"Word": "and", "Confidence": 0.291, "X1": 0.79277, "Y1": 0.7592, "X2": 0.8178, "Y2": 0.759, "X3": 0.8178, "Y3": 0.7708, "X4": 0.79277, "Y4": 0.7708, "page": 0, "Index": 710}, {"Word": "the", "Confidence": 0.998, "X1": 0.82197, "Y1": 0.7592, "X2": 0.84562, "Y2": 0.759, "X3": 0.84423, "Y3": 0.7708, "X4": 0.82058, "Y4": 0.7708, "page": 0, "Index": 711}, {"Word": "fact", "Confidence": 0.982, "X1": 0.8484, "Y1": 0.7592, "X2": 0.87761, "Y2": 0.759, "X3": 0.87761, "Y3": 0.7708, "X4": 0.8484, "Y4": 0.7708, "page": 0, "Index": 712}, {"Word": "must", "Confidence": 0.988, "X1": 0.12935, "Y1": 0.7752, "X2": 0.16412, "Y2": 0.775, "X3": 0.16551, "Y3": 0.7868, "X4": 0.13074, "Y4": 0.7868, "page": 0, "Index": 713}, {"Word": "be", "Confidence": 0.941, "X1": 0.16829, "Y1": 0.7752, "X2": 0.18359, "Y2": 0.775, "X3": 0.18498, "Y3": 0.7868, "X4": 0.16829, "Y4": 0.7868, "page": 0, "Index": 714}, {"Word": "individually", "Confidence": 0.806, "X1": 0.18776, "Y1": 0.7752, "X2": 0.26982, "Y2": 0.775, "X3": 0.26982, "Y3": 0.7868, "X4": 0.18776, "Y4": 0.7868, "page": 0, "Index": 715}, {"Word": "examined", "Confidence": 0.8, "X1": 0.27399, "Y1": 0.7752, "X2": 0.34075, "Y2": 0.775, "X3": 0.34075, "Y3": 0.7868, "X4": 0.27399, "Y4": 0.7868, "page": 0, "Index": 716}, {"Word": "to", "Confidence": 0.998, "X1": 0.34353, "Y1": 0.7752, "X2": 0.35883, "Y2": 0.775, "X3": 0.35883, "Y3": 0.7868, "X4": 0.34353, "Y4": 0.7868, "page": 0, "Index": 717}, {"Word": "establish", "Confidence": 0.95, "X1": 0.363, "Y1": 0.7752, "X2": 0.42281, "Y2": 0.775, "X3": 0.42281, "Y3": 0.7868, "X4": 0.363, "Y4": 0.7868, "page": 0, "Index": 718}, {"Word": "whether", "Confidence": 0.797, "X1": 0.42698, "Y1": 0.7752, "X2": 0.48401, "Y2": 0.775, "X3": 0.48401, "Y3": 0.7868, "X4": 0.42559, "Y4": 0.7868, "page": 0, "Index": 719}, {"Word": "that,", "Confidence": 0.919, "X1": 0.54103, "Y1": 0.7732, "X2": 0.57302, "Y2": 0.773, "X3": 0.57163, "Y3": 0.7858, "X4": 0.53964, "Y4": 0.7858, "page": 0, "Index": 720}, {"Word": "when", "Confidence": 0.934, "X1": 0.57719, "Y1": 0.7732, "X2": 0.61474, "Y2": 0.773, "X3": 0.61335, "Y3": 0.7858, "X4": 0.5758, "Y4": 0.7858, "page": 0, "Index": 721}, {"Word": "suitably", "Confidence": 0.981, "X1": 0.61752, "Y1": 0.7732, "X2": 0.67455, "Y2": 0.773, "X3": 0.67316, "Y3": 0.7848, "X4": 0.61613, "Y4": 0.7858, "page": 0, "Index": 722}, {"Word": "protected,", "Confidence": 0.955, "X1": 0.67733, "Y1": 0.7732, "X2": 0.74965, "Y2": 0.773, "X3": 0.74965, "Y3": 0.7848, "X4": 0.67733, "Y4": 0.7848, "page": 0, "Index": 723}, {"Word": "the", "Confidence": 0.998, "X1": 0.75382, "Y1": 0.7732, "X2": 0.77608, "Y2": 0.773, "X3": 0.77608, "Y3": 0.7858, "X4": 0.75243, "Y4": 0.7848, "page": 0, "Index": 724}, {"Word": "overall", "Confidence": 0.631, "X1": 0.78025, "Y1": 0.7732, "X2": 0.82476, "Y2": 0.773, "X3": 0.82476, "Y3": 0.7858, "X4": 0.77886, "Y4": 0.7858, "page": 0, "Index": 725}, {"Word": "result", "Confidence": 0.662, "X1": 0.82893, "Y1": 0.7732, "X2": 0.86926, "Y2": 0.773, "X3": 0.86787, "Y3": 0.7858, "X4": 0.82893, "Y4": 0.7858, "page": 0, "Index": 726}, {"Word": "is", "Confidence": 0.998, "X1": 0.87204, "Y1": 0.7722, "X2": 0.88734, "Y2": 0.772, "X3": 0.88595, "Y3": 0.7858, "X4": 0.87204, "Y4": 0.7858, "page": 0, "Index": 727}, {"Word": "suitable", "Confidence": 0.969, "X1": 0.13074, "Y1": 0.7892, "X2": 0.18359, "Y2": 0.789, "X3": 0.18359, "Y3": 0.8008, "X4": 0.13074, "Y4": 0.8008, "page": 0, "Index": 728}, {"Word": "metallised", "Confidence": 0.944, "X1": 0.18776, "Y1": 0.7892, "X2": 0.2573, "Y2": 0.789, "X3": 0.2573, "Y3": 0.8008, "X4": 0.18637, "Y4": 0.8008, "page": 0, "Index": 729}, {"Word": "papers", "Confidence": 0.956, "X1": 0.26147, "Y1": 0.7892, "X2": 0.30598, "Y2": 0.789, "X3": 0.30459, "Y3": 0.8008, "X4": 0.26008, "Y4": 0.8008, "page": 0, "Index": 730}, {"Word": "may", "Confidence": 0.998, "X1": 0.30876, "Y1": 0.7892, "X2": 0.33936, "Y2": 0.789, "X3": 0.33797, "Y3": 0.8008, "X4": 0.30737, "Y4": 0.8008, "page": 0, "Index": 731}, {"Word": "be", "Confidence": 0.997, "X1": 0.34353, "Y1": 0.7892, "X2": 0.36022, "Y2": 0.789, "X3": 0.35883, "Y3": 0.8008, "X4": 0.34214, "Y4": 0.8008, "page": 0, "Index": 732}, {"Word": "converted", "Confidence": 0.901, "X1": 0.363, "Y1": 0.7892, "X2": 0.43115, "Y2": 0.789, "X3": 0.42976, "Y3": 0.8008, "X4": 0.36161, "Y4": 0.8008, "page": 0, "Index": 733}, {"Word": "by", "Confidence": 0.998, "X1": 0.43533, "Y1": 0.7892, "X2": 0.4548, "Y2": 0.789, "X3": 0.45341, "Y3": 0.8008, "X4": 0.43255, "Y4": 0.8008, "page": 0, "Index": 734}, {"Word": "the", "Confidence": 0.998, "X1": 0.45758, "Y1": 0.7892, "X2": 0.48261, "Y2": 0.789, "X3": 0.48122, "Y3": 0.8008, "X4": 0.45619, "Y4": 0.8008, "page": 0, "Index": 735}, {"Word": "still", "Confidence": 0.991, "X1": 0.54103, "Y1": 0.7862, "X2": 0.56606, "Y2": 0.786, "X3": 0.56606, "Y3": 0.7998, "X4": 0.54103, "Y4": 0.7998, "page": 0, "Index": 736}, {"Word": "an", "Confidence": 0.997, "X1": 0.57024, "Y1": 0.7862, "X2": 0.58693, "Y2": 0.786, "X3": 0.58693, "Y3": 0.7998, "X4": 0.57024, "Y4": 0.7998, "page": 0, "Index": 737}, {"Word": "acceptable", "Confidence": 0.8, "X1": 0.58971, "Y1": 0.7862, "X2": 0.66203, "Y2": 0.786, "X3": 0.66203, "Y3": 0.7998, "X4": 0.58971, "Y4": 0.7998, "page": 0, "Index": 738}, {"Word": "barrier", "Confidence": 0.952, "X1": 0.66481, "Y1": 0.7862, "X2": 0.71349, "Y2": 0.786, "X3": 0.71349, "Y3": 0.7998, "X4": 0.66481, "Y4": 0.7998, "page": 0, "Index": 739}, {"Word": "for", "Confidence": 0.998, "X1": 0.71627, "Y1": 0.7862, "X2": 0.73992, "Y2": 0.786, "X3": 0.73853, "Y3": 0.7998, "X4": 0.71627, "Y4": 0.7998, "page": 0, "Index": 740}, {"Word": "a", "Confidence": 0.994, "X1": 0.7427, "Y1": 0.7862, "X2": 0.75104, "Y2": 0.786, "X3": 0.75104, "Y3": 0.7998, "X4": 0.7427, "Y4": 0.7998, "page": 0, "Index": 741}, {"Word": "great", "Confidence": 0.688, "X1": 0.75382, "Y1": 0.7872, "X2": 0.78999, "Y2": 0.787, "X3": 0.7886, "Y3": 0.7998, "X4": 0.75382, "Y4": 0.7998, "page": 0, "Index": 742}, {"Word": "many", "Confidence": 0.988, "X1": 0.79277, "Y1": 0.7872, "X2": 0.83032, "Y2": 0.787, "X3": 0.83032, "Y3": 0.8008, "X4": 0.79277, "Y4": 0.7998, "page": 0, "Index": 743}, {"Word": "purposes.", "Confidence": 0.83, "X1": 0.83449, "Y1": 0.7882, "X2": 0.90682, "Y2": 0.788, "X3": 0.90542, "Y3": 0.8008, "X4": 0.83449, "Y4": 0.8008, "page": 0, "Index": 744}, {"Word": "use", "Confidence": 0.413, "X1": 0.12935, "Y1": 0.8022, "X2": 0.15299, "Y2": 0.802, "X3": 0.1516, "Y3": 0.8148, "X4": 0.12935, "Y4": 0.8148, "page": 0, "Index": 745}, {"Word": "of", "Confidence": 0.998, "X1": 0.15577, "Y1": 0.8022, "X2": 0.17107, "Y2": 0.802, "X3": 0.17107, "Y3": 0.8148, "X4": 0.15577, "Y4": 0.8148, "page": 0, "Index": 746}, {"Word": "coatings", "Confidence": 0.991, "X1": 0.17524, "Y1": 0.8022, "X2": 0.23088, "Y2": 0.802, "X3": 0.23088, "Y3": 0.8148, "X4": 0.17524, "Y4": 0.8148, "page": 0, "Index": 747}, {"Word": "or", "Confidence": 0.994, "X1": 0.23505, "Y1": 0.8012, "X2": 0.25035, "Y2": 0.801, "X3": 0.25035, "Y3": 0.8148, "X4": 0.23505, "Y4": 0.8148, "page": 0, "Index": 748}, {"Word": "laminates", "Confidence": 0.971, "X1": 0.25452, "Y1": 0.8012, "X2": 0.31989, "Y2": 0.801, "X3": 0.31989, "Y3": 0.8148, "X4": 0.25313, "Y4": 0.8148, "page": 0, "Index": 749}, {"Word": "to", "Confidence": 0.997, "X1": 0.32406, "Y1": 0.8012, "X2": 0.33936, "Y2": 0.801, "X3": 0.33797, "Y3": 0.8148, "X4": 0.32267, "Y4": 0.8148, "page": 0, "Index": 750}, {"Word": "serve", "Confidence": 0.993, "X1": 0.34214, "Y1": 0.8022, "X2": 0.3783, "Y2": 0.802, "X3": 0.37691, "Y3": 0.8148, "X4": 0.34214, "Y4": 0.8148, "page": 0, "Index": 751}, {"Word": "such", "Confidence": 0.986, "X1": 0.38108, "Y1": 0.8022, "X2": 0.41307, "Y2": 0.802, "X3": 0.41168, "Y3": 0.8148, "X4": 0.38108, "Y4": 0.8148, "page": 0, "Index": 752}, {"Word": "a", "Confidence": 0.934, "X1": 0.41725, "Y1": 0.8022, "X2": 0.4242, "Y2": 0.802, "X3": 0.42281, "Y3": 0.8148, "X4": 0.41586, "Y4": 0.8148, "page": 0, "Index": 753}, {"Word": "purpose.", "Confidence": 0.852, "X1": 0.42698, "Y1": 0.8032, "X2": 0.49374, "Y2": 0.803, "X3": 0.49235, "Y3": 0.8158, "X4": 0.42559, "Y4": 0.8148, "page": 0, "Index": 754}, {"Word": "This", "Confidence": 0.992, "X1": 0.13213, "Y1": 0.8152, "X2": 0.15855, "Y2": 0.815, "X3": 0.15855, "Y3": 0.8278, "X4": 0.13213, "Y4": 0.8278, "page": 0, "Index": 755}, {"Word": "has", "Confidence": 0.972, "X1": 0.16273, "Y1": 0.8152, "X2": 0.18637, "Y2": 0.815, "X3": 0.18637, "Y3": 0.8278, "X4": 0.16273, "Y4": 0.8278, "page": 0, "Index": 756}, {"Word": "already", "Confidence": 0.946, "X1": 0.19054, "Y1": 0.8152, "X2": 0.24061, "Y2": 0.815, "X3": 0.23922, "Y3": 0.8278, "X4": 0.19054, "Y4": 0.8278, "page": 0, "Index": 757}, {"Word": "been", "Confidence": 0.981, "X1": 0.24339, "Y1": 0.8152, "X2": 0.27816, "Y2": 0.815, "X3": 0.27677, "Y3": 0.8278, "X4": 0.24339, "Y4": 0.8278, "page": 0, "Index": 758}, {"Word": "achieved", "Confidence": 0.939, "X1": 0.28095, "Y1": 0.8152, "X2": 0.34075, "Y2": 0.815, "X3": 0.33936, "Y3": 0.8278, "X4": 0.27955, "Y4": 0.8278, "page": 0, "Index": 759}, {"Word": "In", "Confidence": 0.991, "X1": 0.34353, "Y1": 0.8152, "X2": 0.35744, "Y2": 0.815, "X3": 0.35605, "Y3": 0.8278, "X4": 0.34353, "Y4": 0.8278, "page": 0, "Index": 760}, {"Word": "certain", "Confidence": 0.85, "X1": 0.36161, "Y1": 0.8152, "X2": 0.41029, "Y2": 0.815, "X3": 0.4089, "Y3": 0.8278, "X4": 0.36022, "Y4": 0.8278, "page": 0, "Index": 761}, {"Word": "Evaporated", "Confidence": 0.896, "X1": 0.54242, "Y1": 0.8132, "X2": 0.62031, "Y2": 0.813, "X3": 0.61892, "Y3": 0.8268, "X4": 0.54103, "Y4": 0.8268, "page": 0, "Index": 762}, {"Word": "films", "Confidence": 0.923, "X1": 0.62309, "Y1": 0.8132, "X2": 0.65786, "Y2": 0.813, "X3": 0.65647, "Y3": 0.8258, "X4": 0.6217, "Y4": 0.8268, "page": 0, "Index": 763}, {"Word": "are", "Confidence": 0.998, "X1": 0.66203, "Y1": 0.8132, "X2": 0.68289, "Y2": 0.813, "X3": 0.6815, "Y3": 0.8258, "X4": 0.66064, "Y4": 0.8258, "page": 0, "Index": 764}, {"Word": "also", "Confidence": 0.803, "X1": 0.68707, "Y1": 0.8132, "X2": 0.71349, "Y2": 0.813, "X3": 0.71349, "Y3": 0.8258, "X4": 0.68567, "Y4": 0.8258, "page": 0, "Index": 765}, {"Word": "subject", "Confidence": 0.991, "X1": 0.71766, "Y1": 0.8142, "X2": 0.76773, "Y2": 0.814, "X3": 0.76634, "Y3": 0.8268, "X4": 0.71627, "Y4": 0.8258, "page": 0, "Index": 766}, {"Word": "to", "Confidence": 0.998, "X1": 0.77191, "Y1": 0.8142, "X2": 0.7872, "Y2": 0.814, "X3": 0.78581, "Y3": 0.8268, "X4": 0.77051, "Y4": 0.8268, "page": 0, "Index": 767}, {"Word": "other", "Confidence": 0.997, "X1": 0.78999, "Y1": 0.8152, "X2": 0.83171, "Y2": 0.815, "X3": 0.83032, "Y3": 0.8268, "X4": 0.78999, "Y4": 0.8268, "page": 0, "Index": 768}, {"Word": "areas", "Confidence": 0.662, "X1": 0.41446, "Y1": 0.8152, "X2": 0.44784, "Y2": 0.815, "X3": 0.44645, "Y3": 0.8288, "X4": 0.41307, "Y4": 0.8278, "page": 0, "Index": 769}, {"Word": "of", "Confidence": 0.991, "X1": 0.45202, "Y1": 0.8162, "X2": 0.47149, "Y2": 0.816, "X3": 0.4701, "Y3": 0.8288, "X4": 0.45063, "Y4": 0.8288, "page": 0, "Index": 770}, {"Word": "medical", "Confidence": 0.917, "X1": 0.13213, "Y1": 0.8292, "X2": 0.18359, "Y2": 0.829, "X3": 0.18359, "Y3": 0.8418, "X4": 0.13074, "Y4": 0.8418, "page": 0, "Index": 771}, {"Word": "and", "Confidence": 0.998, "X1": 0.18776, "Y1": 0.8292, "X2": 0.2128, "Y2": 0.829, "X3": 0.2114, "Y3": 0.8418, "X4": 0.18637, "Y4": 0.8418, "page": 0, "Index": 772}, {"Word": "confectionery", "Confidence": 0.981, "X1": 0.21558, "Y1": 0.8292, "X2": 0.31293, "Y2": 0.829, "X3": 0.31154, "Y3": 0.8418, "X4": 0.21558, "Y4": 0.8418, "page": 0, "Index": 773}, {"Word": "packaging", "Confidence": 0.994, "X1": 0.31572, "Y1": 0.8292, "X2": 0.38526, "Y2": 0.829, "X3": 0.38387, "Y3": 0.8418, "X4": 0.31572, "Y4": 0.8418, "page": 0, "Index": 774}, {"Word": "employing", "Confidence": 0.991, "X1": 0.38804, "Y1": 0.8292, "X2": 0.46175, "Y2": 0.829, "X3": 0.46036, "Y3": 0.8418, "X4": 0.38804, "Y4": 0.8418, "page": 0, "Index": 775}, {"Word": "heat", "Confidence": 0.982, "X1": 0.46453, "Y1": 0.8292, "X2": 0.4993, "Y2": 0.829, "X3": 0.49791, "Y3": 0.8418, "X4": 0.46314, "Y4": 0.8418, "page": 0, "Index": 776}, {"Word": "instabilities,", "Confidence": 0.309, "X1": 0.54103, "Y1": 0.8272, "X2": 0.62309, "Y2": 0.827, "X3": 0.62309, "Y3": 0.8408, "X4": 0.54242, "Y4": 0.8408, "page": 0, "Index": 777}, {"Word": "for", "Confidence": 0.998, "X1": 0.62726, "Y1": 0.8272, "X2": 0.64812, "Y2": 0.827, "X3": 0.64812, "Y3": 0.8408, "X4": 0.62726, "Y4": 0.8408, "page": 0, "Index": 778}, {"Word": "example,", "Confidence": 0.97, "X1": 0.6509, "Y1": 0.8272, "X2": 0.71627, "Y2": 0.827, "X3": 0.71627, "Y3": 0.8408, "X4": 0.6509, "Y4": 0.8408, "page": 0, "Index": 779}, {"Word": "the", "Confidence": 0.998, "X1": 0.71905, "Y1": 0.8272, "X2": 0.74131, "Y2": 0.827, "X3": 0.74131, "Y3": 0.8408, "X4": 0.71905, "Y4": 0.8408, "page": 0, "Index": 780}, {"Word": "conductivity", "Confidence": 0.964, "X1": 0.74548, "Y1": 0.8272, "X2": 0.8331, "Y2": 0.827, "X3": 0.8331, "Y3": 0.8408, "X4": 0.74548, "Y4": 0.8408, "page": 0, "Index": 781}, {"Word": "of", "Confidence": 0.998, "X1": 0.83727, "Y1": 0.8272, "X2": 0.85257, "Y2": 0.827, "X3": 0.85257, "Y3": 0.8408, "X4": 0.83727, "Y4": 0.8408, "page": 0, "Index": 782}, {"Word": "a", "Confidence": 0.782, "X1": 0.85675, "Y1": 0.8272, "X2": 0.86509, "Y2": 0.827, "X3": 0.86509, "Y3": 0.8408, "X4": 0.85675, "Y4": 0.8408, "page": 0, "Index": 783}, {"Word": "film", "Confidence": 0.991, "X1": 0.86926, "Y1": 0.8272, "X2": 0.89569, "Y2": 0.827, "X3": 0.89569, "Y3": 0.8408, "X4": 0.86926, "Y4": 0.8408, "page": 0, "Index": 784}, {"Word": "seal", "Confidence": 0.902, "X1": 0.12935, "Y1": 0.8432, "X2": 0.15577, "Y2": 0.843, "X3": 0.15577, "Y3": 0.8558, "X4": 0.13074, "Y4": 0.8558, "page": 0, "Index": 785}, {"Word": "and", "Confidence": 0.998, "X1": 0.15855, "Y1": 0.8422, "X2": 0.18359, "Y2": 0.842, "X3": 0.18359, "Y3": 0.8558, "X4": 0.15994, "Y4": 0.8558, "page": 0, "Index": 786}, {"Word": "cold", "Confidence": 0.991, "X1": 0.18637, "Y1": 0.8422, "X2": 0.21836, "Y2": 0.842, "X3": 0.21836, "Y3": 0.8558, "X4": 0.18776, "Y4": 0.8558, "page": 0, "Index": 787}, {"Word": "seal", "Confidence": 0.96, "X1": 0.22253, "Y1": 0.8422, "X2": 0.24618, "Y2": 0.842, "X3": 0.24618, "Y3": 0.8548, "X4": 0.22253, "Y4": 0.8558, "page": 0, "Index": 788}, {"Word": "coatings,", "Confidence": 0.849, "X1": 0.25035, "Y1": 0.8422, "X2": 0.31293, "Y2": 0.842, "X3": 0.31154, "Y3": 0.8548, "X4": 0.25035, "Y4": 0.8548, "page": 0, "Index": 789}, {"Word": "and", "Confidence": 0.998, "X1": 0.31572, "Y1": 0.8422, "X2": 0.34214, "Y2": 0.842, "X3": 0.34075, "Y3": 0.8548, "X4": 0.31572, "Y4": 0.8548, "page": 0, "Index": 790}, {"Word": "fats", "Confidence": 0.985, "X1": 0.34492, "Y1": 0.8422, "X2": 0.37274, "Y2": 0.842, "X3": 0.37135, "Y3": 0.8548, "X4": 0.34492, "Y4": 0.8548, "page": 0, "Index": 791}, {"Word": "resistant", "Confidence": 0.987, "X1": 0.37552, "Y1": 0.8422, "X2": 0.43394, "Y2": 0.842, "X3": 0.43255, "Y3": 0.8558, "X4": 0.37552, "Y4": 0.8548, "page": 0, "Index": 792}, {"Word": "and", "Confidence": 0.998, "X1": 0.43811, "Y1": 0.8432, "X2": 0.46592, "Y2": 0.843, "X3": 0.46453, "Y3": 0.8558, "X4": 0.43672, "Y4": 0.8558, "page": 0, "Index": 793}, {"Word": "may", "Confidence": 0.996, "X1": 0.53964, "Y1": 0.8422, "X2": 0.57024, "Y2": 0.842, "X3": 0.57024, "Y3": 0.8548, "X4": 0.53964, "Y4": 0.8558, "page": 0, "Index": 794}, {"Word": "gradually", "Confidence": 0.955, "X1": 0.57302, "Y1": 0.8412, "X2": 0.637, "Y2": 0.841, "X3": 0.637, "Y3": 0.8538, "X4": 0.57302, "Y4": 0.8548, "page": 0, "Index": 795}, {"Word": "increase", "Confidence": 0.993, "X1": 0.64117, "Y1": 0.8412, "X2": 0.6968, "Y2": 0.841, "X3": 0.6968, "Y3": 0.8538, "X4": 0.64117, "Y4": 0.8538, "page": 0, "Index": 796}, {"Word": "after", "Confidence": 0.991, "X1": 0.69958, "Y1": 0.8412, "X2": 0.73296, "Y2": 0.841, "X3": 0.73296, "Y3": 0.8538, "X4": 0.69958, "Y4": 0.8538, "page": 0, "Index": 797}, {"Word": "deposition", "Confidence": 0.993, "X1": 0.73713, "Y1": 0.8412, "X2": 0.81085, "Y2": 0.841, "X3": 0.80946, "Y3": 0.8538, "X4": 0.73574, "Y4": 0.8538, "page": 0, "Index": 798}, {"Word": "due", "Confidence": 0.997, "X1": 0.81363, "Y1": 0.8412, "X2": 0.84145, "Y2": 0.841, "X3": 0.84006, "Y3": 0.8538, "X4": 0.81363, "Y4": 0.8538, "page": 0, "Index": 799}, {"Word": "to", "Confidence": 0.94, "X1": 0.84423, "Y1": 0.8422, "X2": 0.85953, "Y2": 0.842, "X3": 0.85814, "Y3": 0.8538, "X4": 0.84423, "Y4": 0.8538, "page": 0, "Index": 800}, {"Word": "recrystallisation", "Confidence": 0.91, "X1": 0.54103, "Y1": 0.8552, "X2": 0.64951, "Y2": 0.855, "X3": 0.64951, "Y3": 0.8678, "X4": 0.54242, "Y4": 0.8688, "page": 0, "Index": 801}, {"Word": "or", "Confidence": 0.996, "X1": 0.65369, "Y1": 0.8552, "X2": 0.67038, "Y2": 0.855, "X3": 0.66898, "Y3": 0.8678, "X4": 0.65369, "Y4": 0.8678, "page": 0, "Index": 802}, {"Word": "decrease,", "Confidence": 0.941, "X1": 0.67316, "Y1": 0.8552, "X2": 0.73713, "Y2": 0.855, "X3": 0.73713, "Y3": 0.8668, "X4": 0.67316, "Y4": 0.8678, "page": 0, "Index": 803}, {"Word": "as", "Confidence": 0.995, "X1": 0.74131, "Y1": 0.8552, "X2": 0.75522, "Y2": 0.855, "X3": 0.75382, "Y3": 0.8668, "X4": 0.73992, "Y4": 0.8668, "page": 0, "Index": 804}, {"Word": "in", "Confidence": 0.998, "X1": 0.758, "Y1": 0.8552, "X2": 0.77191, "Y2": 0.855, "X3": 0.77051, "Y3": 0.8668, "X4": 0.75661, "Y4": 0.8668, "page": 0, "Index": 805}, {"Word": "the", "Confidence": 0.998, "X1": 0.77469, "Y1": 0.8552, "X2": 0.79972, "Y2": 0.855, "X3": 0.79833, "Y3": 0.8668, "X4": 0.77469, "Y4": 0.8668, "page": 0, "Index": 806}, {"Word": "case", "Confidence": 0.938, "X1": 0.8025, "Y1": 0.8552, "X2": 0.8331, "Y2": 0.855, "X3": 0.83032, "Y3": 0.8668, "X4": 0.80111, "Y4": 0.8668, "page": 0, "Index": 807}, {"Word": "of", "Confidence": 0.998, "X1": 0.83588, "Y1": 0.8552, "X2": 0.85118, "Y2": 0.855, "X3": 0.84979, "Y3": 0.8668, "X4": 0.83449, "Y4": 0.8668, "page": 0, "Index": 808}, {"Word": "alu-", "Confidence": 0.776, "X1": 0.85396, "Y1": 0.8562, "X2": 0.88178, "Y2": 0.856, "X3": 0.88039, "Y3": 0.8668, "X4": 0.85257, "Y4": 0.8668, "page": 0, "Index": 809}, {"Word": "greaseproof", "Confidence": 0.9, "X1": 0.12935, "Y1": 0.8562, "X2": 0.21001, "Y2": 0.856, "X3": 0.21001, "Y3": 0.8698, "X4": 0.13074, "Y4": 0.8698, "page": 0, "Index": 810}, {"Word": "papers", "Confidence": 0.996, "X1": 0.21419, "Y1": 0.8562, "X2": 0.25869, "Y2": 0.856, "X3": 0.2573, "Y3": 0.8688, "X4": 0.21419, "Y4": 0.8698, "page": 0, "Index": 811}, {"Word": "when", "Confidence": 0.941, "X1": 0.26147, "Y1": 0.8562, "X2": 0.29903, "Y2": 0.856, "X3": 0.29903, "Y3": 0.8688, "X4": 0.26147, "Y4": 0.8688, "page": 0, "Index": 812}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.30181, "Y1": 0.8562, "X2": 0.37274, "Y2": 0.856, "X3": 0.37274, "Y3": 0.8688, "X4": 0.30181, "Y4": 0.8688, "page": 0, "Index": 813}, {"Word": "possess", "Confidence": 0.995, "X1": 0.37691, "Y1": 0.8562, "X2": 0.42559, "Y2": 0.856, "X3": 0.4242, "Y3": 0.8688, "X4": 0.37552, "Y4": 0.8688, "page": 0, "Index": 814}, {"Word": "the", "Confidence": 0.998, "X1": 0.42976, "Y1": 0.8562, "X2": 0.45619, "Y2": 0.856, "X3": 0.4548, "Y3": 0.8688, "X4": 0.42837, "Y4": 0.8688, "page": 0, "Index": 815}, {"Word": "additional", "Confidence": 0.969, "X1": 0.13213, "Y1": 0.8702, "X2": 0.20028, "Y2": 0.87, "X3": 0.20028, "Y3": 0.8818, "X4": 0.13213, "Y4": 0.8818, "page": 0, "Index": 816}, {"Word": "property", "Confidence": 0.994, "X1": 0.20445, "Y1": 0.8702, "X2": 0.26426, "Y2": 0.87, "X3": 0.26426, "Y3": 0.8818, "X4": 0.20306, "Y4": 0.8818, "page": 0, "Index": 817}, {"Word": "that", "Confidence": 0.988, "X1": 0.26843, "Y1": 0.8702, "X2": 0.29624, "Y2": 0.87, "X3": 0.29624, "Y3": 0.8818, "X4": 0.26704, "Y4": 0.8818, "page": 0, "Index": 818}, {"Word": "photo-degradation", "Confidence": 0.848, "X1": 0.30042, "Y1": 0.8692, "X2": 0.42698, "Y2": 0.869, "X3": 0.42698, "Y3": 0.8828, "X4": 0.29903, "Y4": 0.8818, "page": 0, "Index": 819}, {"Word": "of", "Confidence": 0.998, "X1": 0.43115, "Y1": 0.8692, "X2": 0.44784, "Y2": 0.869, "X3": 0.44645, "Y3": 0.8828, "X4": 0.42976, "Y4": 0.8828, "page": 0, "Index": 820}, {"Word": "fats", "Confidence": 0.988, "X1": 0.45063, "Y1": 0.8692, "X2": 0.47566, "Y2": 0.869, "X3": 0.47566, "Y3": 0.8828, "X4": 0.45063, "Y4": 0.8828, "page": 0, "Index": 821}, {"Word": "is", "Confidence": 0.998, "X1": 0.47983, "Y1": 0.8692, "X2": 0.49513, "Y2": 0.869, "X3": 0.49513, "Y3": 0.8828, "X4": 0.47844, "Y4": 0.8828, "page": 0, "Index": 822}, {"Word": "minium,", "Confidence": 0.992, "X1": 0.54103, "Y1": 0.8692, "X2": 0.59805, "Y2": 0.869, "X3": 0.59805, "Y3": 0.8808, "X4": 0.54103, "Y4": 0.8818, "page": 0, "Index": 823}, {"Word": "due", "Confidence": 0.938, "X1": 0.60223, "Y1": 0.8692, "X2": 0.62865, "Y2": 0.869, "X3": 0.62865, "Y3": 0.8808, "X4": 0.60083, "Y4": 0.8808, "page": 0, "Index": 824}, {"Word": "to", "Confidence": 0.998, "X1": 0.63143, "Y1": 0.8692, "X2": 0.64812, "Y2": 0.869, "X3": 0.64673, "Y3": 0.8808, "X4": 0.63143, "Y4": 0.8808, "page": 0, "Index": 825}, {"Word": "the", "Confidence": 0.998, "X1": 0.6509, "Y1": 0.8692, "X2": 0.67455, "Y2": 0.869, "X3": 0.67455, "Y3": 0.8808, "X4": 0.6509, "Y4": 0.8808, "page": 0, "Index": 826}, {"Word": "formation", "Confidence": 0.995, "X1": 0.67872, "Y1": 0.8692, "X2": 0.74826, "Y2": 0.869, "X3": 0.74687, "Y3": 0.8808, "X4": 0.67733, "Y4": 0.8808, "page": 0, "Index": 827}, {"Word": "of", "Confidence": 0.998, "X1": 0.75243, "Y1": 0.8692, "X2": 0.76773, "Y2": 0.869, "X3": 0.76634, "Y3": 0.8808, "X4": 0.75104, "Y4": 0.8808, "page": 0, "Index": 828}, {"Word": "surface", "Confidence": 0.953, "X1": 0.77191, "Y1": 0.8692, "X2": 0.82197, "Y2": 0.869, "X3": 0.82058, "Y3": 0.8808, "X4": 0.77051, "Y4": 0.8808, "page": 0, "Index": 829}, {"Word": "oxide.", "Confidence": 0.943, "X1": 0.82476, "Y1": 0.8692, "X2": 0.87065, "Y2": 0.869, "X3": 0.86787, "Y3": 0.8808, "X4": 0.82337, "Y4": 0.8808, "page": 0, "Index": 830}, {"Word": "In", "Confidence": 0.985, "X1": 0.87344, "Y1": 0.8692, "X2": 0.89013, "Y2": 0.869, "X3": 0.88873, "Y3": 0.8808, "X4": 0.87204, "Y4": 0.8808, "page": 0, "Index": 831}, {"Word": "lessened", "Confidence": 0.848, "X1": 0.13074, "Y1": 0.8832, "X2": 0.18637, "Y2": 0.883, "X3": 0.18498, "Y3": 0.8958, "X4": 0.13074, "Y4": 0.8958, "page": 0, "Index": 832}, {"Word": "by", "Confidence": 0.998, "X1": 0.18915, "Y1": 0.8832, "X2": 0.20862, "Y2": 0.883, "X3": 0.20862, "Y3": 0.8958, "X4": 0.18915, "Y4": 0.8958, "page": 0, "Index": 833}, {"Word": "the", "Confidence": 0.998, "X1": 0.2114, "Y1": 0.8832, "X2": 0.23366, "Y2": 0.883, "X3": 0.23366, "Y3": 0.8958, "X4": 0.2114, "Y4": 0.8958, "page": 0, "Index": 834}, {"Word": "increased", "Confidence": 0.958, "X1": 0.23783, "Y1": 0.8832, "X2": 0.30181, "Y2": 0.883, "X3": 0.30181, "Y3": 0.8958, "X4": 0.23783, "Y4": 0.8958, "page": 0, "Index": 835}, {"Word": "opacity", "Confidence": 0.854, "X1": 0.30598, "Y1": 0.8832, "X2": 0.35744, "Y2": 0.883, "X3": 0.35744, "Y3": 0.8968, "X4": 0.30598, "Y4": 0.8958, "page": 0, "Index": 836}, {"Word": "of", "Confidence": 0.997, "X1": 0.36161, "Y1": 0.8832, "X2": 0.37691, "Y2": 0.883, "X3": 0.37691, "Y3": 0.8968, "X4": 0.36161, "Y4": 0.8968, "page": 0, "Index": 837}, {"Word": "the", "Confidence": 0.892, "X1": 0.37969, "Y1": 0.8832, "X2": 0.40334, "Y2": 0.883, "X3": 0.40195, "Y3": 0.8968, "X4": 0.37969, "Y4": 0.8968, "page": 0, "Index": 838}, {"Word": "metallised", "Confidence": 0.861, "X1": 0.40612, "Y1": 0.8832, "X2": 0.47983, "Y2": 0.883, "X3": 0.47844, "Y3": 0.8968, "X4": 0.40612, "Y4": 0.8968, "page": 0, "Index": 839}, {"Word": "practical", "Confidence": 0.962, "X1": 0.54103, "Y1": 0.8822, "X2": 0.59944, "Y2": 0.882, "X3": 0.59944, "Y3": 0.8958, "X4": 0.54103, "Y4": 0.8958, "page": 0, "Index": 840}, {"Word": "terms", "Confidence": 0.955, "X1": 0.60223, "Y1": 0.8832, "X2": 0.64256, "Y2": 0.883, "X3": 0.64256, "Y3": 0.8958, "X4": 0.60362, "Y4": 0.8958, "page": 0, "Index": 841}, {"Word": "the", "Confidence": 0.998, "X1": 0.64673, "Y1": 0.8832, "X2": 0.66759, "Y2": 0.883, "X3": 0.66898, "Y3": 0.8958, "X4": 0.64673, "Y4": 0.8958, "page": 0, "Index": 842}, {"Word": "measure", "Confidence": 0.954, "X1": 0.67177, "Y1": 0.8832, "X2": 0.73018, "Y2": 0.883, "X3": 0.73018, "Y3": 0.8958, "X4": 0.67177, "Y4": 0.8958, "page": 0, "Index": 843}, {"Word": "of", "Confidence": 0.998, "X1": 0.73435, "Y1": 0.8832, "X2": 0.74826, "Y2": 0.883, "X3": 0.74826, "Y3": 0.8958, "X4": 0.73435, "Y4": 0.8958, "page": 0, "Index": 844}, {"Word": "deposition", "Confidence": 0.991, "X1": 0.75243, "Y1": 0.8832, "X2": 0.82615, "Y2": 0.883, "X3": 0.82615, "Y3": 0.8958, "X4": 0.75243, "Y4": 0.8958, "page": 0, "Index": 845}, {"Word": "is,", "Confidence": 0.956, "X1": 0.82893, "Y1": 0.8832, "X2": 0.84562, "Y2": 0.883, "X3": 0.84562, "Y3": 0.8958, "X4": 0.83032, "Y4": 0.8958, "page": 0, "Index": 846}, {"Word": "as", "Confidence": 0.97, "X1": 0.8484, "Y1": 0.8832, "X2": 0.86648, "Y2": 0.883, "X3": 0.86648, "Y3": 0.8958, "X4": 0.8484, "Y4": 0.8958, "page": 0, "Index": 847}, {"Word": "layer", "Confidence": 0.813, "X1": 0.13074, "Y1": 0.8972, "X2": 0.16412, "Y2": 0.897, "X3": 0.16412, "Y3": 0.9108, "X4": 0.13074, "Y4": 0.9108, "page": 0, "Index": 848}, {"Word": "to", "Confidence": 0.998, "X1": 0.1669, "Y1": 0.8972, "X2": 0.1822, "Y2": 0.897, "X3": 0.1822, "Y3": 0.9098, "X4": 0.1669, "Y4": 0.9108, "page": 0, "Index": 849}, {"Word": "both", "Confidence": 0.991, "X1": 0.18637, "Y1": 0.8962, "X2": 0.21975, "Y2": 0.896, "X3": 0.21975, "Y3": 0.9098, "X4": 0.18637, "Y4": 0.9098, "page": 0, "Index": 850}, {"Word": "IR", "Confidence": 0.994, "X1": 0.22392, "Y1": 0.8962, "X2": 0.24061, "Y2": 0.896, "X3": 0.24061, "Y3": 0.9098, "X4": 0.22392, "Y4": 0.9098, "page": 0, "Index": 851}, {"Word": "and", "Confidence": 0.998, "X1": 0.24478, "Y1": 0.8962, "X2": 0.27121, "Y2": 0.896, "X3": 0.27121, "Y3": 0.9098, "X4": 0.24478, "Y4": 0.9098, "page": 0, "Index": 852}, {"Word": "UV", "Confidence": 0.998, "X1": 0.27538, "Y1": 0.8962, "X2": 0.29903, "Y2": 0.896, "X3": 0.29764, "Y3": 0.9098, "X4": 0.27399, "Y4": 0.9098, "page": 0, "Index": 853}, {"Word": "light.", "Confidence": 0.958, "X1": 0.30181, "Y1": 0.8962, "X2": 0.34214, "Y2": 0.896, "X3": 0.34214, "Y3": 0.9098, "X4": 0.30181, "Y4": 0.9098, "page": 0, "Index": 854}, {"Word": "described", "Confidence": 0.605, "X1": 0.54242, "Y1": 0.8962, "X2": 0.6064, "Y2": 0.896, "X3": 0.60501, "Y3": 0.9088, "X4": 0.54103, "Y4": 0.9088, "page": 0, "Index": 855}, {"Word": "earlier,", "Confidence": 0.848, "X1": 0.60918, "Y1": 0.8962, "X2": 0.65925, "Y2": 0.896, "X3": 0.65786, "Y3": 0.9088, "X4": 0.60779, "Y4": 0.9088, "page": 0, "Index": 856}, {"Word": "In", "Confidence": 0.951, "X1": 0.66203, "Y1": 0.8962, "X2": 0.67594, "Y2": 0.896, "X3": 0.67455, "Y3": 0.9088, "X4": 0.66064, "Y4": 0.9088, "page": 0, "Index": 857}, {"Word": "terms", "Confidence": 0.996, "X1": 0.68011, "Y1": 0.8962, "X2": 0.71905, "Y2": 0.896, "X3": 0.71766, "Y3": 0.9088, "X4": 0.67872, "Y4": 0.9088, "page": 0, "Index": 858}, {"Word": "of", "Confidence": 0.998, "X1": 0.72323, "Y1": 0.8962, "X2": 0.73853, "Y2": 0.896, "X3": 0.73713, "Y3": 0.9088, "X4": 0.72184, "Y4": 0.9088, "page": 0, "Index": 859}, {"Word": "ohms/square,", "Confidence": 0.634, "X1": 0.74131, "Y1": 0.8972, "X2": 0.83449, "Y2": 0.897, "X3": 0.8331, "Y3": 0.9088, "X4": 0.73992, "Y4": 0.9088, "page": 0, "Index": 860}, {"Word": "and", "Confidence": 0.998, "X1": 0.83866, "Y1": 0.8972, "X2": 0.8637, "Y2": 0.897, "X3": 0.86231, "Y3": 0.9088, "X4": 0.83588, "Y4": 0.9088, "page": 0, "Index": 861}, {"Word": "the", "Confidence": 0.998, "X1": 0.86787, "Y1": 0.8972, "X2": 0.8943, "Y2": 0.897, "X3": 0.89152, "Y3": 0.9088, "X4": 0.86509, "Y4": 0.9088, "page": 0, "Index": 862}, {"Word": "formation", "Confidence": 0.992, "X1": 0.54103, "Y1": 0.9092, "X2": 0.61057, "Y2": 0.909, "X3": 0.60918, "Y3": 0.9218, "X4": 0.54103, "Y4": 0.9228, "page": 0, "Index": 863}, {"Word": "of", "Confidence": 0.998, "X1": 0.61335, "Y1": 0.9102, "X2": 0.63004, "Y2": 0.91, "X3": 0.62865, "Y3": 0.9218, "X4": 0.61335, "Y4": 0.9218, "page": 0, "Index": 864}, {"Word": "surface", "Confidence": 0.994, "X1": 0.63421, "Y1": 0.9102, "X2": 0.68428, "Y2": 0.91, "X3": 0.68289, "Y3": 0.9218, "X4": 0.63282, "Y4": 0.9218, "page": 0, "Index": 865}, {"Word": "oxide", "Confidence": 0.996, "X1": 0.68707, "Y1": 0.9102, "X2": 0.7274, "Y2": 0.91, "X3": 0.72601, "Y3": 0.9218, "X4": 0.68567, "Y4": 0.9218, "page": 0, "Index": 866}, {"Word": "may", "Confidence": 0.998, "X1": 0.73018, "Y1": 0.9102, "X2": 0.76217, "Y2": 0.91, "X3": 0.75939, "Y3": 0.9218, "X4": 0.72879, "Y4": 0.9218, "page": 0, "Index": 867}, {"Word": "affect", "Confidence": 0.899, "X1": 0.76495, "Y1": 0.9102, "X2": 0.80529, "Y2": 0.91, "X3": 0.8025, "Y3": 0.9218, "X4": 0.76356, "Y4": 0.9218, "page": 0, "Index": 868}, {"Word": "such", "Confidence": 0.989, "X1": 0.80807, "Y1": 0.9102, "X2": 0.84006, "Y2": 0.91, "X3": 0.83866, "Y3": 0.9228, "X4": 0.80668, "Y4": 0.9218, "page": 0, "Index": 869}, {"Word": "readings", "Confidence": 0.995, "X1": 0.84423, "Y1": 0.9102, "X2": 0.90542, "Y2": 0.91, "X3": 0.90264, "Y3": 0.9238, "X4": 0.84284, "Y4": 0.9228, "page": 0, "Index": 870}, {"Word": "A", "Confidence": 0.995, "X1": 0.13074, "Y1": 0.9232, "X2": 0.14047, "Y2": 0.923, "X3": 0.14047, "Y3": 0.9368, "X4": 0.12935, "Y4": 0.9368, "page": 0, "Index": 871}, {"Word": "successful", "Confidence": 0.955, "X1": 0.14465, "Y1": 0.9232, "X2": 0.2128, "Y2": 0.923, "X3": 0.2114, "Y3": 0.9358, "X4": 0.14465, "Y4": 0.9368, "page": 0, "Index": 872}, {"Word": "metallised", "Confidence": 0.621, "X1": 0.21697, "Y1": 0.9232, "X2": 0.28651, "Y2": 0.923, "X3": 0.28512, "Y3": 0.9358, "X4": 0.21558, "Y4": 0.9358, "page": 0, "Index": 873}, {"Word": "paper", "Confidence": 0.996, "X1": 0.29068, "Y1": 0.9232, "X2": 0.32962, "Y2": 0.923, "X3": 0.32823, "Y3": 0.9358, "X4": 0.28929, "Y4": 0.9358, "page": 0, "Index": 874}, {"Word": "wallpaper", "Confidence": 0.942, "X1": 0.3338, "Y1": 0.9232, "X2": 0.39917, "Y2": 0.923, "X3": 0.39917, "Y3": 0.9358, "X4": 0.33241, "Y4": 0.9358, "page": 0, "Index": 875}, {"Word": "base", "Confidence": 0.985, "X1": 0.40334, "Y1": 0.9232, "X2": 0.43394, "Y2": 0.923, "X3": 0.43255, "Y3": 0.9358, "X4": 0.40195, "Y4": 0.9358, "page": 0, "Index": 876}, {"Word": "has", "Confidence": 0.627, "X1": 0.43811, "Y1": 0.9232, "X2": 0.46175, "Y2": 0.923, "X3": 0.46036, "Y3": 0.9358, "X4": 0.43672, "Y4": 0.9358, "page": 0, "Index": 877}, {"Word": "been", "Confidence": 0.938, "X1": 0.46453, "Y1": 0.9232, "X2": 0.5007, "Y2": 0.923, "X3": 0.4993, "Y3": 0.9368, "X4": 0.46453, "Y4": 0.9358, "page": 0, "Index": 878}, {"Word": "until", "Confidence": 0.955, "X1": 0.54103, "Y1": 0.9232, "X2": 0.57302, "Y2": 0.923, "X3": 0.57302, "Y3": 0.9358, "X4": 0.53964, "Y4": 0.9368, "page": 0, "Index": 879}, {"Word": "such", "Confidence": 0.993, "X1": 0.57719, "Y1": 0.9232, "X2": 0.60918, "Y2": 0.923, "X3": 0.60779, "Y3": 0.9358, "X4": 0.57719, "Y4": 0.9358, "page": 0, "Index": 880}, {"Word": "time", "Confidence": 0.986, "X1": 0.61196, "Y1": 0.9232, "X2": 0.64534, "Y2": 0.923, "X3": 0.64534, "Y3": 0.9358, "X4": 0.61196, "Y4": 0.9358, "page": 0, "Index": 881}, {"Word": "as", "Confidence": 0.995, "X1": 0.64951, "Y1": 0.9232, "X2": 0.66342, "Y2": 0.923, "X3": 0.66203, "Y3": 0.9358, "X4": 0.64812, "Y4": 0.9358, "page": 0, "Index": 882}, {"Word": "oxidation", "Confidence": 0.829, "X1": 0.6662, "Y1": 0.9232, "X2": 0.73435, "Y2": 0.923, "X3": 0.73296, "Y3": 0.9358, "X4": 0.6662, "Y4": 0.9358, "page": 0, "Index": 883}, {"Word": "is", "Confidence": 0.997, "X1": 0.73713, "Y1": 0.9232, "X2": 0.74965, "Y2": 0.923, "X3": 0.74826, "Y3": 0.9358, "X4": 0.73713, "Y4": 0.9358, "page": 0, "Index": 884}, {"Word": "at", "Confidence": 0.998, "X1": 0.75243, "Y1": 0.9232, "X2": 0.76634, "Y2": 0.923, "X3": 0.76634, "Y3": 0.9358, "X4": 0.75243, "Y4": 0.9358, "page": 0, "Index": 885}, {"Word": "its", "Confidence": 0.998, "X1": 0.77051, "Y1": 0.9232, "X2": 0.7886, "Y2": 0.923, "X3": 0.7872, "Y3": 0.9358, "X4": 0.76912, "Y4": 0.9358, "page": 0, "Index": 886}, {"Word": "maximum.", "Confidence": 0.955, "X1": 0.79138, "Y1": 0.9232, "X2": 0.86926, "Y2": 0.923, "X3": 0.86926, "Y3": 0.9358, "X4": 0.79138, "Y4": 0.9358, "page": 0, "Index": 887}, {"Word": "developed", "Confidence": 0.849, "X1": 0.12796, "Y1": 0.9372, "X2": 0.19889, "Y2": 0.937, "X3": 0.19889, "Y3": 0.9498, "X4": 0.12796, "Y4": 0.9498, "page": 0, "Index": 888}, {"Word": "and", "Confidence": 0.998, "X1": 0.20306, "Y1": 0.9372, "X2": 0.22809, "Y2": 0.937, "X3": 0.22809, "Y3": 0.9498, "X4": 0.20167, "Y4": 0.9498, "page": 0, "Index": 889}, {"Word": "is", "Confidence": 0.998, "X1": 0.23227, "Y1": 0.9372, "X2": 0.24339, "Y2": 0.937, "X3": 0.242, "Y3": 0.9498, "X4": 0.23227, "Y4": 0.9498, "page": 0, "Index": 890}, {"Word": "currently", "Confidence": 0.932, "X1": 0.24618, "Y1": 0.9372, "X2": 0.31015, "Y2": 0.937, "X3": 0.31015, "Y3": 0.9498, "X4": 0.24618, "Y4": 0.9498, "page": 0, "Index": 891}, {"Word": "being", "Confidence": 0.995, "X1": 0.31293, "Y1": 0.9372, "X2": 0.35188, "Y2": 0.937, "X3": 0.35049, "Y3": 0.9488, "X4": 0.31293, "Y4": 0.9498, "page": 0, "Index": 892}, {"Word": "marketed.", "Confidence": 0.922, "X1": 0.35466, "Y1": 0.9362, "X2": 0.42559, "Y2": 0.936, "X3": 0.42559, "Y3": 0.9488, "X4": 0.35466, "Y4": 0.9488, "page": 0, "Index": 893}, {"Word": "Based", "Confidence": 0.997, "X1": 0.42976, "Y1": 0.9362, "X2": 0.4701, "Y2": 0.936, "X3": 0.4701, "Y3": 0.9488, "X4": 0.42837, "Y4": 0.9488, "page": 0, "Index": 894}, {"Word": "Additionally,", "Confidence": 0.979, "X1": 0.54242, "Y1": 0.9372, "X2": 0.63282, "Y2": 0.937, "X3": 0.63143, "Y3": 0.9498, "X4": 0.54242, "Y4": 0.9498, "page": 0, "Index": 895}, {"Word": "the", "Confidence": 0.998, "X1": 0.63561, "Y1": 0.9372, "X2": 0.65925, "Y2": 0.937, "X3": 0.65786, "Y3": 0.9498, "X4": 0.63561, "Y4": 0.9498, "page": 0, "Index": 896}, {"Word": "physical", "Confidence": 0.994, "X1": 0.66203, "Y1": 0.9372, "X2": 0.72045, "Y2": 0.937, "X3": 0.72045, "Y3": 0.9498, "X4": 0.66203, "Y4": 0.9498, "page": 0, "Index": 897}, {"Word": "measurement", "Confidence": 0.937, "X1": 0.72462, "Y1": 0.9372, "X2": 0.81641, "Y2": 0.937, "X3": 0.81641, "Y3": 0.9498, "X4": 0.72323, "Y4": 0.9498, "page": 0, "Index": 898}, {"Word": "of", "Confidence": 0.998, "X1": 0.82058, "Y1": 0.9372, "X2": 0.83588, "Y2": 0.937, "X3": 0.83449, "Y3": 0.9498, "X4": 0.81919, "Y4": 0.9498, "page": 0, "Index": 899}, {"Word": "surface", "Confidence": 0.994, "X1": 0.83866, "Y1": 0.9372, "X2": 0.89291, "Y2": 0.937, "X3": 0.89152, "Y3": 0.9498, "X4": 0.83866, "Y4": 0.9498, "page": 0, "Index": 900}, {"Word": "upon", "Confidence": 0.995, "X1": 0.13074, "Y1": 0.9512, "X2": 0.16551, "Y2": 0.951, "X3": 0.16551, "Y3": 0.9638, "X4": 0.13074, "Y4": 0.9648, "page": 0, "Index": 901}, {"Word": "a", "Confidence": 0.998, "X1": 0.16829, "Y1": 0.9512, "X2": 0.17524, "Y2": 0.951, "X3": 0.17524, "Y3": 0.9638, "X4": 0.16829, "Y4": 0.9638, "page": 0, "Index": 902}, {"Word": "carefully", "Confidence": 0.767, "X1": 0.17942, "Y1": 0.9512, "X2": 0.242, "Y2": 0.951, "X3": 0.242, "Y3": 0.9638, "X4": 0.17942, "Y4": 0.9638, "page": 0, "Index": 903}, {"Word": "selected", "Confidence": 0.661, "X1": 0.24478, "Y1": 0.9502, "X2": 0.30042, "Y2": 0.95, "X3": 0.30042, "Y3": 0.9628, "X4": 0.24478, "Y4": 0.9638, "page": 0, "Index": 904}, {"Word": "paper,", "Confidence": 0.851, "X1": 0.30459, "Y1": 0.9502, "X2": 0.34771, "Y2": 0.95, "X3": 0.34631, "Y3": 0.9628, "X4": 0.3032, "Y4": 0.9628, "page": 0, "Index": 905}, {"Word": "this", "Confidence": 0.991, "X1": 0.35049, "Y1": 0.9502, "X2": 0.37691, "Y2": 0.95, "X3": 0.37691, "Y3": 0.9628, "X4": 0.35049, "Y4": 0.9628, "page": 0, "Index": 906}, {"Word": "material", "Confidence": 0.991, "X1": 0.38108, "Y1": 0.9502, "X2": 0.43672, "Y2": 0.95, "X3": 0.43672, "Y3": 0.9628, "X4": 0.37969, "Y4": 0.9628, "page": 0, "Index": 907}, {"Word": "exhibits", "Confidence": 0.94, "X1": 0.44089, "Y1": 0.9502, "X2": 0.5007, "Y2": 0.95, "X3": 0.5007, "Y3": 0.9628, "X4": 0.44089, "Y4": 0.9628, "page": 0, "Index": 908}, {"Word": "resistivity", "Confidence": 0.975, "X1": 0.54381, "Y1": 0.9502, "X2": 0.60779, "Y2": 0.95, "X3": 0.60501, "Y3": 0.9638, "X4": 0.54103, "Y4": 0.9638, "page": 0, "Index": 909}, {"Word": "can", "Confidence": 0.994, "X1": 0.61057, "Y1": 0.9502, "X2": 0.637, "Y2": 0.95, "X3": 0.63561, "Y3": 0.9628, "X4": 0.60918, "Y4": 0.9638, "page": 0, "Index": 910}, {"Word": "be", "Confidence": 0.995, "X1": 0.64117, "Y1": 0.9502, "X2": 0.65647, "Y2": 0.95, "X3": 0.65508, "Y3": 0.9628, "X4": 0.63839, "Y4": 0.9628, "page": 0, "Index": 911}, {"Word": "described", "Confidence": 0.883, "X1": 0.66064, "Y1": 0.9502, "X2": 0.7274, "Y2": 0.95, "X3": 0.72601, "Y3": 0.9628, "X4": 0.65925, "Y4": 0.9628, "page": 0, "Index": 912}, {"Word": "as", "Confidence": 0.991, "X1": 0.73018, "Y1": 0.9502, "X2": 0.74548, "Y2": 0.95, "X3": 0.74409, "Y3": 0.9628, "X4": 0.72879, "Y4": 0.9628, "page": 0, "Index": 913}, {"Word": "'operator", "Confidence": 0.885, "X1": 0.74826, "Y1": 0.9502, "X2": 0.81224, "Y2": 0.95, "X3": 0.81224, "Y3": 0.9628, "X4": 0.74687, "Y4": 0.9628, "page": 0, "Index": 914}, {"Word": "dependent\",", "Confidence": 0.416, "X1": 0.81641, "Y1": 0.9512, "X2": 0.90125, "Y2": 0.951, "X3": 0.89986, "Y3": 0.9638, "X4": 0.81502, "Y4": 0.9628, "page": 0, "Index": 915}, {"Word": "18:6", "Confidence": 0.794, "X1": 0.13074, "Y1": 0.9852, "X2": 0.16134, "Y2": 0.985, "X3": 0.16134, "Y3": 0.9958, "X4": 0.13074, "Y4": 0.9948, "page": 0, "Index": 916}, {"Word": "100491268", "Confidence": 0.994, "X1": 0.95132, "Y1": 0.9932, "X2": 0.94854, "Y2": 0.993, "X3": 0.91933, "Y3": 0.9928, "X4": 0.91933, "Y4": 0.8798, "page": 0, "Index": 917}]}
"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"
ffwp0205
7
{"lines_data": [{"Word": "plies ere to be considered, and these again would", "Confidence": 0.88944, "X1": 0.12688, "Y1": 0.0362, "X2": 0.45157, "Y2": 0.036, "X3": 0.45157, "Y3": 0.0478, "X4": 0.12688, "Y4": 0.0488, "page": 0}, {"Word": "together with increased production capacity for", "Confidence": 0.96567, "X1": 0.52251, "Y1": 0.0362, "X2": 0.84311, "Y2": 0.036, "X3": 0.84311, "Y3": 0.0498, "X4": 0.52251, "Y4": 0.0488, "page": 0}, {"Word": "have improved barrier and finish when metallised", "Confidence": 0.97871, "X1": 0.12551, "Y1": 0.0502, "X2": 0.4543, "Y2": 0.05, "X3": 0.4543, "Y3": 0.0628, "X4": 0.12551, "Y4": 0.0628, "page": 0}, {"Word": "orientated polypropylene film.", "Confidence": 0.78967, "X1": 0.51842, "Y1": 0.0502, "X2": 0.73124, "Y2": 0.05, "X3": 0.73124, "Y3": 0.0628, "X4": 0.51842, "Y4": 0.0628, "page": 0}, {"Word": "and would be preferred against a metallised LDPE.", "Confidence": 0.95012, "X1": 0.1296, "Y1": 0.0642, "X2": 0.46385, "Y2": 0.064, "X3": 0.46385, "Y3": 0.0768, "X4": 0.1296, "Y4": 0.0768, "page": 0}, {"Word": "Metallised cast polypropylene is of interest when", "Confidence": 0.98043, "X1": 0.52387, "Y1": 0.0782, "X2": 0.84857, "Y2": 0.078, "X3": 0.84857, "Y3": 0.0898, "X4": 0.52387, "Y4": 0.0898, "page": 0}, {"Word": "One main area of interest for metallised LDPE is In", "Confidence": 0.953, "X1": 0.12688, "Y1": 0.0902, "X2": 0.46794, "Y2": 0.09, "X3": 0.46794, "Y3": 0.1048, "X4": 0.12688, "Y4": 0.1048, "page": 0}, {"Word": "distortion-free packs are required after high tempera-", "Confidence": 0.90786, "X1": 0.52387, "Y1": 0.0912, "X2": 0.87722, "Y2": 0.091, "X3": 0.87722, "Y3": 0.1038, "X4": 0.52387, "Y4": 0.1038, "page": 0}, {"Word": "thermal insulation, especially of body heat. The low", "Confidence": 0.92238, "X1": 0.12824, "Y1": 0.1042, "X2": 0.47476, "Y2": 0.104, "X3": 0.47476, "Y3": 0.1168, "X4": 0.12824, "Y4": 0.1168, "page": 0}, {"Word": "ture treatment. As the cast films do not have stresses", "Confidence": 0.9888, "X1": 0.52387, "Y1": 0.1052, "X2": 0.87858, "Y2": 0.105, "X3": 0.87858, "Y3": 0.1178, "X4": 0.52251, "Y4": 0.1168, "page": 0}, {"Word": "infra red absorption of LDPE makes it an excellent", "Confidence": 0.91211, "X1": 0.12824, "Y1": 0.1182, "X2": 0.4693, "Y2": 0.118, "X3": 0.4693, "Y3": 0.1318, "X4": 0.12824, "Y4": 0.1308, "page": 0}, {"Word": "built in during manufacture there is no stress relaxa-", "Confidence": 0.93122, "X1": 0.52251, "Y1": 0.1192, "X2": 0.8704, "Y2": 0.119, "X3": 0.8704, "Y3": 0.1308, "X4": 0.52251, "Y4": 0.1308, "page": 0}, {"Word": "reflector substrate. At a normal human body", "Confidence": 0.97214, "X1": 0.12688, "Y1": 0.1322, "X2": 0.42428, "Y2": 0.132, "X3": 0.42428, "Y3": 0.1448, "X4": 0.12688, "Y4": 0.1438, "page": 0}, {"Word": "tion as the film softens under heat. Additionally, the", "Confidence": 0.93033, "X1": 0.52387, "Y1": 0.1322, "X2": 0.87449, "Y2": 0.132, "X3": 0.87449, "Y3": 0.1438, "X4": 0.52387, "Y4": 0.1448, "page": 0}, {"Word": "remaining high elongation of polypropylene suggests", "Confidence": 0.95283, "X1": 0.52387, "Y1": 0.1452, "X2": 0.87585, "Y2": 0.145, "X3": 0.87585, "Y3": 0.1578, "X4": 0.52387, "Y4": 0.1578, "page": 0}, {"Word": "temperature, infra red radiation of the frequencies 10", "Confidence": 0.80175, "X1": 0.12824, "Y1": 0.1452, "X2": 0.48295, "Y2": 0.145, "X3": 0.48295, "Y3": 0.1598, "X4": 0.12824, "Y4": 0.1588, "page": 0}, {"Word": "associated will be reflected and returned by a", "Confidence": 0.94175, "X1": 0.1296, "Y1": 0.1582, "X2": 0.42974, "Y2": 0.158, "X3": 0.42974, "Y3": 0.1718, "X4": 0.1296, "Y4": 0.1708, "page": 0}, {"Word": "that it may be vacuum formed, accepting that experi-", "Confidence": 0.95244, "X1": 0.52524, "Y1": 0.1592, "X2": 0.88131, "Y2": 0.159, "X3": 0.87995, "Y3": 0.1708, "X4": 0.52524, "Y4": 0.1698, "page": 0}, {"Word": "metallised LDPE film instead of being absorbed. In", "Confidence": 0.93663, "X1": 0.12824, "Y1": 0.1722, "X2": 0.4693, "Y2": 0.172, "X3": 0.4693, "Y3": 0.1858, "X4": 0.12824, "Y4": 0.1848, "page": 0}, {"Word": "mentation is required to establish the acceptable", "Confidence": 0.96643, "X1": 0.52251, "Y1": 0.1722, "X2": 0.84993, "Y2": 0.172, "X3": 0.84993, "Y3": 0.1838, "X4": 0.52251, "Y4": 0.1838, "page": 0}, {"Word": "addition, considering the comparative costs of", "Confidence": 0.98583, "X1": 0.12824, "Y1": 0.1852, "X2": 0.4352, "Y2": 0.185, "X3": 0.4352, "Y3": 0.1988, "X4": 0.12824, "Y4": 0.1978, "page": 0}, {"Word": "level of thinning of the deposited metal layer.", "Confidence": 0.93125, "X1": 0.52387, "Y1": 0.1852, "X2": 0.82947, "Y2": 0.185, "X3": 0.82947, "Y3": 0.1988, "X4": 0.52387, "Y4": 0.1978, "page": 0}, {"Word": "metallised LDPE, 30 um metallised LDPE is approxi-", "Confidence": 0.92325, "X1": 0.12824, "Y1": 0.1992, "X2": 0.48022, "Y2": 0.199, "X3": 0.48022, "Y3": 0.2118, "X4": 0.12824, "Y4": 0.2118, "page": 0}, {"Word": "mately 75% of the cost of 12 um metallised poly-", "Confidence": 0.8808, "X1": 0.12824, "Y1": 0.2122, "X2": 0.45839, "Y2": 0.212, "X3": 0.45839, "Y3": 0.2258, "X4": 0.12824, "Y4": 0.2258, "page": 0}, {"Word": "Metallised fibrillated polypropylenes of 130 um", "Confidence": 0.87133, "X1": 0.52524, "Y1": 0.2112, "X2": 0.84447, "Y2": 0.211, "X3": 0.84447, "Y3": 0.2248, "X4": 0.52524, "Y4": 0.2238, "page": 0}, {"Word": "thickness are available and are primarily used for", "Confidence": 0.97325, "X1": 0.52387, "Y1": 0.2252, "X2": 0.84993, "Y2": 0.225, "X3": 0.84993, "Y3": 0.2378, "X4": 0.52387, "Y4": 0.2378, "page": 0}, {"Word": "ester, and its weldability makes it an acceptable", "Confidence": 0.92625, "X1": 0.13097, "Y1": 0.2262, "X2": 0.44338, "Y2": 0.226, "X3": 0.44338, "Y3": 0.2398, "X4": 0.13097, "Y4": 0.2388, "page": 0}, {"Word": "medium for use in the construction of leisure", "Confidence": 0.99588, "X1": 0.1296, "Y1": 0.2392, "X2": 0.43247, "Y2": 0.239, "X3": 0.43247, "Y3": 0.2528, "X4": 0.1296, "Y4": 0.2528, "page": 0}, {"Word": "their decorative effect In soap and cosmetic", "Confidence": 0.94543, "X1": 0.52251, "Y1": 0.2382, "X2": 0.81719, "Y2": 0.238, "X3": 0.81719, "Y3": 0.2518, "X4": 0.52251, "Y4": 0.2518, "page": 0}, {"Word": "products such as campers' blankets, sun bathing", "Confidence": 0.905, "X1": 0.12824, "Y1": 0.2532, "X2": 0.44748, "Y2": 0.253, "X3": 0.44748, "Y3": 0.2668, "X4": 0.12824, "Y4": 0.2668, "page": 0}, {"Word": "wrappings.", "Confidence": 0.991, "X1": 0.52524, "Y1": 0.2532, "X2": 0.59754, "Y2": 0.253, "X3": 0.59754, "Y3": 0.2658, "X4": 0.52524, "Y4": 0.2658, "page": 0}, {"Word": "sheets etc.", "Confidence": 0.929, "X1": 0.1296, "Y1": 0.2672, "X2": 0.20191, "Y2": 0.267, "X3": 0.20191, "Y3": 0.2778, "X4": 0.1296, "Y4": 0.2778, "page": 0}, {"Word": "3.2.3 Polyester", "Confidence": 0.956, "X1": 0.54707, "Y1": 0.2842, "X2": 0.65484, "Y2": 0.284, "X3": 0.65348, "Y3": 0.2978, "X4": 0.54707, "Y4": 0.2968, "page": 0}, {"Word": "The development of market acceptable, metallised", "Confidence": 0.92917, "X1": 0.1296, "Y1": 0.2932, "X2": 0.46658, "Y2": 0.293, "X3": 0.46658, "Y3": 0.3068, "X4": 0.1296, "Y4": 0.3048, "page": 0}, {"Word": "Currently the most widely used of all metallised", "Confidence": 0.95212, "X1": 0.52251, "Y1": 0.2982, "X2": 0.84584, "Y2": 0.298, "X3": 0.84584, "Y3": 0.3108, "X4": 0.52251, "Y4": 0.3108, "page": 0}, {"Word": "high density polyethylene film is continuing, with", "Confidence": 0.92529, "X1": 0.1296, "Y1": 0.3072, "X2": 0.46248, "Y2": 0.307, "X3": 0.46248, "Y3": 0.3198, "X4": 0.1296, "Y4": 0.3188, "page": 0}, {"Word": "\"films in a functional sense, and mainly in the", "Confidence": 0.907, "X1": 0.51978, "Y1": 0.3122, "X2": 0.8281, "Y2": 0.312, "X3": 0.8281, "Y3": 0.3248, "X4": 0.51978, "Y4": 0.3238, "page": 0}, {"Word": "work primarily concentrating on establishing a more", "Confidence": 0.95314, "X1": 0.12824, "Y1": 0.3202, "X2": 0.47749, "Y2": 0.32, "X3": 0.47613, "Y3": 0.3328, "X4": 0.12824, "Y4": 0.3318, "page": 0}, {"Word": "reflective and scuff resistant finish than is currently", "Confidence": 0.90675, "X1": 0.13097, "Y1": 0.3332, "X2": 0.47476, "Y2": 0.333, "X3": 0.47476, "Y3": 0.3458, "X4": 0.13097, "Y4": 0.3448, "page": 0}, {"Word": "laminated form employing metallised 12 um poly-", "Confidence": 0.852, "X1": 0.52387, "Y1": 0.3252, "X2": 0.86767, "Y2": 0.325, "X3": 0.86767, "Y3": 0.3388, "X4": 0.52387, "Y4": 0.3388, "page": 0}, {"Word": "achieved.", "Confidence": 0.957, "X1": 0.13097, "Y1": 0.3472, "X2": 0.19509, "Y2": 0.347, "X3": 0.19509, "Y3": 0.3578, "X4": 0.13097, "Y4": 0.3578, "page": 0}, {"Word": "ester. Typical barrier properties of coated and lamina-", "Confidence": 0.90425, "X1": 0.5266, "Y1": 0.3382, "X2": 0.88267, "Y2": 0.338, "X3": 0.88267, "Y3": 0.3518, "X4": 0.5266, "Y4": 0.3518, "page": 0}, {"Word": "ted metallised polyester films are shown in Tables 1", "Confidence": 0.95456, "X1": 0.52524, "Y1": 0.3522, "X2": 0.87449, "Y2": 0.352, "X3": 0.87449, "Y3": 0.3648, "X4": 0.52524, "Y4": 0.3658, "page": 0}, {"Word": "and 2, and compared with other commonly accepted", "Confidence": 0.92938, "X1": 0.52387, "Y1": 0.3662, "X2": 0.87995, "Y2": 0.366, "X3": 0.87995, "Y3": 0.3798, "X4": 0.52387, "Y4": 0.3788, "page": 0}, {"Word": "3.2.2 Polypropylene", "Confidence": 0.974, "X1": 0.15689, "Y1": 0.3772, "X2": 0.29604, "Y2": 0.377, "X3": 0.29604, "Y3": 0.3908, "X4": 0.15689, "Y4": 0.3888, "page": 0}, {"Word": "packaging laminates in Table 3.", "Confidence": 0.8878, "X1": 0.52524, "Y1": 0.3792, "X2": 0.73533, "Y2": 0.379, "X3": 0.73533, "Y3": 0.3918, "X4": 0.52524, "Y4": 0.3938, "page": 0}, {"Word": "Among the more recent of materials to be success-", "Confidence": 0.96444, "X1": 0.13233, "Y1": 0.3912, "X2": 0.46521, "Y2": 0.391, "X3": 0.46521, "Y3": 0.4038, "X4": 0.13233, "Y4": 0.4038, "page": 0}, {"Word": "fully marketed in a metallised form, polypropylene,", "Confidence": 0.95086, "X1": 0.1337, "Y1": 0.4062, "X2": 0.47613, "Y2": 0.406, "X3": 0.47613, "Y3": 0.4188, "X4": 0.13233, "Y4": 0.4168, "page": 0}, {"Word": "In the past three years the growth in use of metallised", "Confidence": 0.97227, "X1": 0.52524, "Y1": 0.4062, "X2": 0.8854, "Y2": 0.406, "X3": 0.8854, "Y3": 0.4198, "X4": 0.52524, "Y4": 0.4198, "page": 0}, {"Word": "especially the biaxially orientated form, is envisaged", "Confidence": 0.92086, "X1": 0.13233, "Y1": 0.4192, "X2": 0.47749, "Y2": 0.419, "X3": 0.47749, "Y3": 0.4318, "X4": 0.13233, "Y4": 0.4308, "page": 0}, {"Word": "polyester, notably because of its use in flexible", "Confidence": 0.95775, "X1": 0.52524, "Y1": 0.4212, "X2": 0.83902, "Y2": 0.421, "X3": 0.83902, "Y3": 0.4338, "X4": 0.52524, "Y4": 0.4338, "page": 0}, {"Word": "as one of the metallised mediums with the highest", "Confidence": 0.99189, "X1": 0.13233, "Y1": 0.4312, "X2": 0.46658, "Y2": 0.431, "X3": 0.46658, "Y3": 0.4448, "X4": 0.13233, "Y4": 0.4438, "page": 0}, {"Word": "packaging, has been enormous, and DuPont estimates", "Confidence": 0.917, "X1": 0.5266, "Y1": 0.4342, "X2": 0.88404, "Y2": 0.434, "X3": 0.88404, "Y3": 0.4468, "X4": 0.5266, "Y4": 0.4478, "page": 0}, {"Word": "market.", "Confidence": 0.939, "X1": 0.13233, "Y1": 0.4462, "X2": 0.1869, "Y2": 0.446, "X3": 0.1869, "Y3": 0.4568, "X4": 0.13233, "Y4": 0.4568, "page": 0}, {"Word": "the growth in Europe and the USA to have risen", "Confidence": 0.9857, "X1": 0.5266, "Y1": 0.4462, "X2": 0.84993, "Y2": 0.446, "X3": 0.84993, "Y3": 0.4598, "X4": 0.5266, "Y4": 0.4598, "page": 0}, {"Word": "from an approximate total of 100 tonnes in 1975 to", "Confidence": 0.9935, "X1": 0.52797, "Y1": 0.4602, "X2": 0.87858, "Y2": 0.46, "X3": 0.87858, "Y3": 0.4738, "X4": 0.52797, "Y4": 0.4738, "page": 0}, {"Word": "Orientated polypropylenes are currently offered in a", "Confidence": 0.94457, "X1": 0.1337, "Y1": 0.4722, "X2": 0.48158, "Y2": 0.472, "X3": 0.48158, "Y3": 0.4848, "X4": 0.1337, "Y4": 0.4848, "page": 0}, {"Word": "1850 tonnes in 1877.", "Confidence": 0.93375, "X1": 0.52933, "Y1": 0.4742, "X2": 0.67121, "Y2": 0.474, "X3": 0.67121, "Y3": 0.4878, "X4": 0.52933, "Y4": 0.4878, "page": 0}, {"Word": "metallised form based upon coextruded and coated", "Confidence": 0.91786, "X1": 0.1337, "Y1": 0.4862, "X2": 0.47476, "Y2": 0.486, "X3": 0.47476, "Y3": 0.4988, "X4": 0.1337, "Y4": 0.4978, "page": 0}, {"Word": "films, and Mobil have announced their metallised", "Confidence": 0.87843, "X1": 0.13233, "Y1": 0.4992, "X2": 0.46112, "Y2": 0.499, "X3": 0.46112, "Y3": 0.5118, "X4": 0.13233, "Y4": 0.5118, "page": 0}, {"Word": "The range of metallised polyest", "Confidence": 0.9774, "X1": 0.5266, "Y1": 0.5032, "X2": 0.73943, "Y2": 0.503, "X3": 0.73943, "Y3": 0.5158, "X4": 0.5266, "Y4": 0.5148, "page": 0}, {"Word": "themselves now", "Confidence": 0.8125, "X1": 0.75443, "Y1": 0.5032, "X2": 0.86494, "Y2": 0.503, "X3": 0.86494, "Y3": 0.5148, "X4": 0.75443, "Y4": 0.5148, "page": 0}, {"Word": "Bicor CM coextruded polypropylene film, as have", "Confidence": 0.91857, "X1": 0.13233, "Y1": 0.5132, "X2": 0.46521, "Y2": 0.513, "X3": 0.46521, "Y3": 0.5258, "X4": 0.13233, "Y4": 0.5248, "page": 0}, {"Word": "offer a variety of properties to the packaging tech-", "Confidence": 0.92456, "X1": 0.52933, "Y1": 0.5162, "X2": 0.86221, "Y2": 0.516, "X3": 0.86221, "Y3": 0.5288, "X4": 0.52933, "Y4": 0.5278, "page": 0}, {"Word": "Shorko Films their SCM range. Additionally.", "Confidence": 0.95083, "X1": 0.13233, "Y1": 0.5272, "X2": 0.43247, "Y2": 0.527, "X3": 0.43247, "Y3": 0.5398, "X4": 0.13233, "Y4": 0.5388, "page": 0}, {"Word": "nologist, enabling the design of new packages specific.", "Confidence": 0.91675, "X1": 0.5266, "Y1": 0.5292, "X2": 0.88813, "Y2": 0.529, "X3": 0.88813, "Y3": 0.5418, "X4": 0.5266, "Y4": 0.5408, "page": 0}, {"Word": "metallising companies themselves have also developed", "Confidence": 0.8965, "X1": 0.1337, "Y1": 0.5402, "X2": 0.48977, "Y2": 0.54, "X3": 0.48977, "Y3": 0.5518, "X4": 0.1337, "Y4": 0.5528, "page": 0}, {"Word": "ally employing metallised polyester and not as", "Confidence": 0.86714, "X1": 0.52933, "Y1": 0.5422, "X2": 0.83902, "Y2": 0.542, "X3": 0.83902, "Y3": 0.5548, "X4": 0.52933, "Y4": 0.5558, "page": 0}, {"Word": "metallised orientated polypropylene films indepen-", "Confidence": 0.9084, "X1": 0.13233, "Y1": 0.5532, "X2": 0.47476, "Y2": 0.553, "X3": 0.47476, "Y3": 0.5658, "X4": 0.13233, "Y4": 0.5648, "page": 0}, {"Word": "replacements for aluminium foil. This is especially", "Confidence": 0.90614, "X1": 0.5266, "Y1": 0.5552, "X2": 0.86085, "Y2": 0.555, "X3": 0.86085, "Y3": 0.5678, "X4": 0.5266, "Y4": 0.5678, "page": 0}, {"Word": "dantly of film manufacturers.", "Confidence": 0.85075, "X1": 0.13233, "Y1": 0.5672, "X2": 0.33288, "Y2": 0.567, "X3": 0.33288, "Y3": 0.5788, "X4": 0.13233, "Y4": 0.5778, "page": 0}, {"Word": "critical in view of proposed legislation of the type", "Confidence": 0.95467, "X1": 0.52933, "Y1": 0.5682, "X2": 0.86221, "Y2": 0.568, "X3": 0.86221, "Y3": 0.5818, "X4": 0.52933, "Y4": 0.5808, "page": 0}, {"Word": "considered in California and introduced in Minnesota", "Confidence": 0.94243, "X1": 0.5266, "Y1": 0.5822, "X2": 0.88404, "Y2": 0.582, "X3": 0.88404, "Y3": 0.5948, "X4": 0.5266, "Y4": 0.5938, "page": 0}, {"Word": "Employing metallised polyester as a standard botis", "Confidence": 0.889, "X1": 0.1337, "Y1": 0.5932, "X2": 0.4693, "Y2": 0.593, "X3": 0.4693, "Y3": 0.6058, "X4": 0.1337, "Y4": 0.6058, "page": 0}, {"Word": "which, among other things, requires: minimising total", "Confidence": 0.962, "X1": 0.5266, "Y1": 0.5952, "X2": 0.88813, "Y2": 0.595, "X3": 0.88813, "Y3": 0.6078, "X4": 0.5266, "Y4": 0.6078, "page": 0}, {"Word": "for cost and performance there are certain advantages", "Confidence": 0.97688, "X1": 0.13506, "Y1": 0.6072, "X2": 0.48977, "Y2": 0.607, "X3": 0.48977, "Y3": 0.6198, "X4": 0.13506, "Y4": 0.6188, "page": 0}, {"Word": "system energy costs: for new packages, reducing such", "Confidence": 0.95012, "X1": 0.5266, "Y1": 0.6092, "X2": 0.88404, "Y2": 0.609, "X3": 0.88404, "Y3": 0.6208, "X4": 0.5266, "Y4": 0.6208, "page": 0}, {"Word": "in employing metallised OPP. In both multi-and", "Confidence": 0.93643, "X1": 0.1337, "Y1": 0.6202, "X2": 0.45293, "Y2": 0.62, "X3": 0.45293, "Y3": 0.6318, "X4": 0.1337, "Y4": 0.6318, "page": 0}, {"Word": "energy costs by at least 5% as compared to existing", "Confidence": 0.9281, "X1": 0.52797, "Y1": 0.6212, "X2": 0.86903, "Y2": 0.621, "X3": 0.86903, "Y3": 0.6338, "X4": 0.52797, "Y4": 0.6338, "page": 0}, {"Word": "single-ply construction, use can be made of the heat", "Confidence": 0.96111, "X1": 0.1337, "Y1": 0.6342, "X2": 0.48022, "Y2": 0.634, "X3": 0.48022, "Y3": 0.6468, "X4": 0.1337, "Y4": 0.6468, "page": 0}, {"Word": "or feasible alternatives; and decreasing the amount of", "Confidence": 0.90137, "X1": 0.52797, "Y1": 0.6352, "X2": 0.88404, "Y2": 0.635, "X3": 0.88404, "Y3": 0.6468, "X4": 0.52797, "Y4": 0.6468, "page": 0}, {"Word": "sealability of the OPP film, accepting that for single-", "Confidence": 0.92811, "X1": 0.1337, "Y1": 0.6472, "X2": 0.48295, "Y2": 0.647, "X3": 0.48295, "Y3": 0.6608, "X4": 0.1337, "Y4": 0.6598, "page": 0}, {"Word": "materials in excess of that needed to coritain the", "Confidence": 0.93556, "X1": 0.52797, "Y1": 0.6482, "X2": 0.85266, "Y2": 0.648, "X3": 0.85266, "Y3": 0.6608, "X4": 0.52797, "Y4": 0.6608, "page": 0}, {"Word": "ply construction a side or fin seal arrangement must", "Confidence": 0.96989, "X1": 0.1337, "Y1": 0.6612, "X2": 0.48022, "Y2": 0.661, "X3": 0.48022, "Y3": 0.6738, "X4": 0.1337, "Y4": 0.6738, "page": 0}, {"Word": "contents of the package.", "Confidence": 0.962, "X1": 0.5266, "Y1": 0.6622, "X2": 0.69441, "Y2": 0.662, "X3": 0.69441, "Y3": 0.6748, "X4": 0.5266, "Y4": 0.6738, "page": 0}, {"Word": "be employed as only the unmetallised face is heat", "Confidence": 0.95856, "X1": 0.13233, "Y1": 0.6742, "X2": 0.46658, "Y2": 0.674, "X3": 0.46658, "Y3": 0.6878, "X4": 0.13233, "Y4": 0.6868, "page": 0}, {"Word": "sealable.", "Confidence": 0.662, "X1": 0.1337, "Y1": 0.6882, "X2": 0.19509, "Y2": 0.688, "X3": 0.19509, "Y3": 0.6998, "X4": 0.1337, "Y4": 0.7008, "page": 0}, {"Word": "Developments of metallised ICi Melinex 850 are", "Confidence": 0.83029, "X1": 0.52933, "Y1": 0.6882, "X2": 0.8513, "Y2": 0.688, "X3": 0.8513, "Y3": 0.7018, "X4": 0.52933, "Y4": 0.7008, "page": 0}, {"Word": "intended to provide a heat sealable metallised.", "Confidence": 0.896, "X1": 0.52933, "Y1": 0.7022, "X2": 0.83902, "Y2": 0.702, "X3": 0.83902, "Y3": 0.7148, "X4": 0.52933, "Y4": 0.7148, "page": 0}, {"Word": "As for metallised polyester, optimum barrier proper-", "Confidence": 0.97971, "X1": 0.13506, "Y1": 0.7152, "X2": 0.48431, "Y2": 0.715, "X3": 0.48431, "Y3": 0.7278, "X4": 0.13506, "Y4": 0.7268, "page": 0}, {"Word": "polyester to counter the Introduction of OPP and to", "Confidence": 0.96822, "X1": 0.52933, "Y1": 0.7152, "X2": 0.87995, "Y2": 0.715, "X3": 0.87995, "Y3": 0.7278, "X4": 0.52933, "Y4": 0.7288, "page": 0}, {"Word": "ties are achieved for metal depositions of 1 to 2 ohms", "Confidence": 0.96818, "X1": 0.1337, "Y1": 0.7282, "X2": 0.49113, "Y2": 0.728, "X3": 0.49113, "Y3": 0.7408, "X4": 0.1337, "Y4": 0.7408, "page": 0}, {"Word": "attack the metallised cellophane market. DuPont's", "Confidence": 0.87917, "X1": 0.52933, "Y1": 0.7292, "X2": 0.8704, "Y2": 0.729, "X3": 0.8704, "Y3": 0.7418, "X4": 0.52933, "Y4": 0.7408, "page": 0}, {"Word": "per square, little improvement being noted at below", "Confidence": 0.87113, "X1": 0.13506, "Y1": 0.7412, "X2": 0.48295, "Y2": 0.741, "X3": 0.48295, "Y3": 0.7548, "X4": 0.13506, "Y4": 0.7538, "page": 0}, {"Word": "50 M-30 and La Cellophane's DX-2 are PVC coated", "Confidence": 0.908, "X1": 0.52933, "Y1": 0.7432, "X2": 0.88267, "Y2": 0.743, "X3": 0.88267, "Y3": 0.7558, "X4": 0.52933, "Y4": 0.7548, "page": 0}, {"Word": "1 ohm per square and unacceptable variations at", "Confidence": 0.84687, "X1": 0.13643, "Y1": 0.7562, "X2": 0.45703, "Y2": 0.756, "X3": 0.45703, "Y3": 0.7678, "X4": 0.13643, "Y4": 0.7668, "page": 0}, {"Word": "films, two side and one side coated respectively.", "Confidence": 0.87088, "X1": 0.5307, "Y1": 0.7572, "X2": 0.85402, "Y2": 0.757, "X3": 0.85402, "Y3": 0.7688, "X4": 0.5307, "Y4": 0.7688, "page": 0}, {"Word": "greater than 2 ohms per square.", "Confidence": 0.9545, "X1": 0.13233, "Y1": 0.7692, "X2": 0.34516, "Y2": 0.769, "X3": 0.34516, "Y3": 0.7828, "X4": 0.13233, "Y4": 0.7818, "page": 0}, {"Word": "aimed at producing high barrier property metallised", "Confidence": 0.96071, "X1": 0.5307, "Y1": 0.7702, "X2": 0.87585, "Y2": 0.77, "X3": 0.87585, "Y3": 0.7848, "X4": 0.5307, "Y4": 0.7838, "page": 0}, {"Word": "polyester for lamination or single-ply unse.", "Confidence": 0.9235, "X1": 0.52933, "Y1": 0.7842, "X2": 0.809, "Y2": 0.784, "X3": 0.809, "Y3": 0.7978, "X4": 0.52933, "Y4": 0.7968, "page": 0}, {"Word": "One particular area, highlighted by Mobil, of the", "Confidence": 0.96813, "X1": 0.13643, "Y1": 0.7952, "X2": 0.46385, "Y2": 0.795, "X3": 0.46385, "Y3": 0.8078, "X4": 0.13643, "Y4": 0.8078, "page": 0}, {"Word": "application of metallised OPP is for the packaging of", "Confidence": 0.97589, "X1": 0.13643, "Y1": 0.8082, "X2": 0.4884, "Y2": 0.808, "X3": 0.4884, "Y3": 0.8218, "X4": 0.13643, "Y4": 0.8218, "page": 0}, {"Word": "Metallised Metinex 813 and Melinex 393 offer 'print", "Confidence": 0.92975, "X1": 0.52797, "Y1": 0.8092, "X2": 0.88131, "Y2": 0.809, "X3": 0.88131, "Y3": 0.8248, "X4": 0.52797, "Y4": 0.8248, "page": 0}, {"Word": "semi-moist pet foods. A web of metallised OPP", "Confidence": 0.95025, "X1": 0.1337, "Y1": 0.8222, "X2": 0.4502, "Y2": 0.822, "X3": 0.4502, "Y3": 0.8338, "X4": 0.1337, "Y4": 0.8348, "page": 0}, {"Word": "receptive' grades of polyester not only for flexible", "Confidence": 0.929, "X1": 0.52933, "Y1": 0.8242, "X2": 0.86767, "Y2": 0.824, "X3": 0.86767, "Y3": 0.8368, "X4": 0.52933, "Y4": 0.8368, "page": 0}, {"Word": "laminated with paper on the outside is claimed to", "Confidence": 0.976, "X1": 0.13643, "Y1": 0.8352, "X2": 0.46521, "Y2": 0.835, "X3": 0.46521, "Y3": 0.8468, "X4": 0.13643, "Y4": 0.8478, "page": 0}, {"Word": "packaging but for labels, etc.", "Confidence": 0.9186, "X1": 0.5307, "Y1": 0.8372, "X2": 0.72306, "Y2": 0.837, "X3": 0.72306, "Y3": 0.8508, "X4": 0.5307, "Y4": 0.8508, "page": 0}, {"Word": "offer similar functionality to certain foil structures", "Confidence": 0.94343, "X1": 0.13779, "Y1": 0.8482, "X2": 0.4734, "Y2": 0.848, "X3": 0.4734, "Y3": 0.8618, "X4": 0.13779, "Y4": 0.8608, "page": 0}, {"Word": "currently employed.", "Confidence": 0.9535, "X1": 0.13506, "Y1": 0.8622, "X2": 0.27422, "Y2": 0.862, "X3": 0.27422, "Y3": 0.8748, "X4": 0.13506, "Y4": 0.8758, "page": 0}, {"Word": "In considering polyester, while flexible packaging", "Confidence": 0.93133, "X1": 0.52933, "Y1": 0.8642, "X2": 0.86357, "Y2": 0.864, "X3": 0.86357, "Y3": 0.8768, "X4": 0.52933, "Y4": 0.8768, "page": 0}, {"Word": "represents an Immense and rapidly growing market, it", "Confidence": 0.9525, "X1": 0.52933, "Y1": 0.8772, "X2": 0.88813, "Y2": 0.877, "X3": 0.88813, "Y3": 0.8898, "X4": 0.52933, "Y4": 0.8898, "page": 0}, {"Word": "The economics of polypropylene versus polyester", "Confidence": 0.96, "X1": 0.1337, "Y1": 0.8892, "X2": 0.46521, "Y2": 0.889, "X3": 0.46521, "Y3": 0.9018, "X4": 0.1337, "Y4": 0.9008, "page": 0}, {"Word": "cannot be forgotten that other uses of metallised", "Confidence": 0.88712, "X1": 0.5266, "Y1": 0.8902, "X2": 0.85812, "Y2": 0.89, "X3": 0.85812, "Y3": 0.9028, "X4": 0.5266, "Y4": 0.9018, "page": 0}, {"Word": "already show savings for OPP, and developments", "Confidence": 0.94857, "X1": 0.13233, "Y1": 0.9012, "X2": 0.46112, "Y2": 0.901, "X3": 0.46112, "Y3": 0.9148, "X4": 0.13233, "Y4": 0.9148, "page": 0}, {"Word": "polyester are currently as large. For example, in", "Confidence": 0.9445, "X1": 0.52933, "Y1": 0.9032, "X2": 0.8513, "Y2": 0.903, "X3": 0.85266, "Y3": 0.9158, "X4": 0.52933, "Y4": 0.9158, "page": 0}, {"Word": "within the petrochemicals industry suggest that the", "Confidence": 0.94314, "X1": 0.13643, "Y1": 0.9152, "X2": 0.47749, "Y2": 0.915, "X3": 0.47749, "Y3": 0.9278, "X4": 0.13643, "Y4": 0.9278, "page": 0}, {"Word": "specialist lamination to unpasted and prepasted", "Confidence": 0.98217, "X1": 0.52933, "Y1": 0.9162, "X2": 0.84857, "Y2": 0.916, "X3": 0.84857, "Y3": 0.9288, "X4": 0.52933, "Y4": 0.9288, "page": 0}, {"Word": "economics of OPP will become increasingly attractive", "Confidence": 0.92557, "X1": 0.1337, "Y1": 0.9282, "X2": 0.49113, "Y2": 0.928, "X3": 0.49113, "Y3": 0.9428, "X4": 0.1337, "Y4": 0.9418, "page": 0}, {"Word": "wallpaper base, the use of metallised polyester for", "Confidence": 0.9125, "X1": 0.52933, "Y1": 0.9292, "X2": 0.8663, "Y2": 0.929, "X3": 0.8663, "Y3": 0.9418, "X4": 0.52933, "Y4": 0.9418, "page": 0}, {"Word": "in the longer term, especially when considered", "Confidence": 0.86329, "X1": 0.1337, "Y1": 0.9422, "X2": 0.44338, "Y2": 0.942, "X3": 0.44338, "Y3": 0.9548, "X4": 0.1337, "Y4": 0.9548, "page": 0}, {"Word": "wall coverings is somewhat larger than that for", "Confidence": 0.88625, "X1": 0.52933, "Y1": 0.9412, "X2": 0.84311, "Y2": 0.941, "X3": 0.84311, "Y3": 0.9548, "X4": 0.52933, "Y4": 0.9558, "page": 0}, {"Word": "100491270", "Confidence": 0.991, "X1": 0.93588, "Y1": 0.9632, "X2": 0.93588, "Y2": 0.963, "X3": 0.90177, "Y3": 0.9628, "X4": 0.90177, "Y4": 0.8448, "page": 0}, {"Word": "18:8", "Confidence": 0.925, "X1": 0.13506, "Y1": 0.9782, "X2": 0.1719, "Y2": 0.978, "X3": 0.17326, "Y3": 0.9888, "X4": 0.13506, "Y4": 0.9888, "page": 0}], "words_data": [{"Word": "plies", "Confidence": 0.795, "X1": 0.12688, "Y1": 0.0372, "X2": 0.15689, "Y2": 0.037, "X3": 0.15689, "Y3": 0.0498, "X4": 0.12688, "Y4": 0.0498, "page": 0, "Index": 0}, {"Word": "ere", "Confidence": 0.685, "X1": 0.15962, "Y1": 0.0372, "X2": 0.18008, "Y2": 0.037, "X3": 0.18008, "Y3": 0.0498, "X4": 0.15962, "Y4": 0.0498, "page": 0, "Index": 1}, {"Word": "to", "Confidence": 0.997, "X1": 0.18281, "Y1": 0.0372, "X2": 0.19782, "Y2": 0.037, "X3": 0.19782, "Y3": 0.0498, "X4": 0.18281, "Y4": 0.0498, "page": 0, "Index": 2}, {"Word": "be", "Confidence": 0.997, "X1": 0.20191, "Y1": 0.0372, "X2": 0.21828, "Y2": 0.037, "X3": 0.21828, "Y3": 0.0498, "X4": 0.20191, "Y4": 0.0498, "page": 0, "Index": 3}, {"Word": "considered,", "Confidence": 0.603, "X1": 0.22101, "Y1": 0.0372, "X2": 0.29741, "Y2": 0.037, "X3": 0.29741, "Y3": 0.0488, "X4": 0.22101, "Y4": 0.0498, "page": 0, "Index": 4}, {"Word": "and", "Confidence": 0.998, "X1": 0.3015, "Y1": 0.0372, "X2": 0.32606, "Y2": 0.037, "X3": 0.32606, "Y3": 0.0488, "X4": 0.3015, "Y4": 0.0488, "page": 0, "Index": 5}, {"Word": "these", "Confidence": 0.996, "X1": 0.32879, "Y1": 0.0362, "X2": 0.36562, "Y2": 0.036, "X3": 0.36426, "Y3": 0.0488, "X4": 0.32879, "Y4": 0.0488, "page": 0, "Index": 6}, {"Word": "again", "Confidence": 0.941, "X1": 0.36835, "Y1": 0.0362, "X2": 0.40246, "Y2": 0.036, "X3": 0.40109, "Y3": 0.0488, "X4": 0.36835, "Y4": 0.0488, "page": 0, "Index": 7}, {"Word": "would", "Confidence": 0.993, "X1": 0.40518, "Y1": 0.0362, "X2": 0.4502, "Y2": 0.036, "X3": 0.4502, "Y3": 0.0488, "X4": 0.40518, "Y4": 0.0488, "page": 0, "Index": 8}, {"Word": "together", "Confidence": 0.942, "X1": 0.52387, "Y1": 0.0362, "X2": 0.57844, "Y2": 0.036, "X3": 0.57708, "Y3": 0.0488, "X4": 0.52251, "Y4": 0.0498, "page": 0, "Index": 9}, {"Word": "with", "Confidence": 0.991, "X1": 0.58117, "Y1": 0.0362, "X2": 0.61255, "Y2": 0.036, "X3": 0.61119, "Y3": 0.0488, "X4": 0.58117, "Y4": 0.0488, "page": 0, "Index": 10}, {"Word": "increased", "Confidence": 0.93, "X1": 0.61528, "Y1": 0.0362, "X2": 0.67804, "Y2": 0.036, "X3": 0.67667, "Y3": 0.0488, "X4": 0.61528, "Y4": 0.0488, "page": 0, "Index": 11}, {"Word": "production", "Confidence": 0.942, "X1": 0.68076, "Y1": 0.0362, "X2": 0.7558, "Y2": 0.036, "X3": 0.7558, "Y3": 0.0488, "X4": 0.68076, "Y4": 0.0488, "page": 0, "Index": 12}, {"Word": "capacity", "Confidence": 0.991, "X1": 0.75989, "Y1": 0.0362, "X2": 0.81583, "Y2": 0.036, "X3": 0.81446, "Y3": 0.0498, "X4": 0.75853, "Y4": 0.0488, "page": 0, "Index": 13}, {"Word": "for", "Confidence": 0.998, "X1": 0.81992, "Y1": 0.0362, "X2": 0.84311, "Y2": 0.036, "X3": 0.84175, "Y3": 0.0498, "X4": 0.81855, "Y4": 0.0498, "page": 0, "Index": 14}, {"Word": "have", "Confidence": 0.982, "X1": 0.12824, "Y1": 0.0502, "X2": 0.15689, "Y2": 0.05, "X3": 0.15689, "Y3": 0.0638, "X4": 0.12688, "Y4": 0.0638, "page": 0, "Index": 15}, {"Word": "improved", "Confidence": 0.994, "X1": 0.16098, "Y1": 0.0502, "X2": 0.22374, "Y2": 0.05, "X3": 0.22374, "Y3": 0.0628, "X4": 0.16098, "Y4": 0.0638, "page": 0, "Index": 16}, {"Word": "barrier", "Confidence": 0.942, "X1": 0.22783, "Y1": 0.0502, "X2": 0.27149, "Y2": 0.05, "X3": 0.27149, "Y3": 0.0628, "X4": 0.22647, "Y4": 0.0628, "page": 0, "Index": 17}, {"Word": "and", "Confidence": 0.998, "X1": 0.27558, "Y1": 0.0502, "X2": 0.30014, "Y2": 0.05, "X3": 0.30014, "Y3": 0.0628, "X4": 0.27422, "Y4": 0.0628, "page": 0, "Index": 18}, {"Word": "finish", "Confidence": 0.994, "X1": 0.30423, "Y1": 0.0502, "X2": 0.3397, "Y2": 0.05, "X3": 0.3397, "Y3": 0.0628, "X4": 0.30286, "Y4": 0.0628, "page": 0, "Index": 19}, {"Word": "when", "Confidence": 0.986, "X1": 0.34379, "Y1": 0.0512, "X2": 0.38063, "Y2": 0.051, "X3": 0.37926, "Y3": 0.0628, "X4": 0.34243, "Y4": 0.0628, "page": 0, "Index": 20}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.38336, "Y1": 0.0512, "X2": 0.45293, "Y2": 0.051, "X3": 0.45157, "Y3": 0.0628, "X4": 0.38336, "Y4": 0.0628, "page": 0, "Index": 21}, {"Word": "orientated", "Confidence": 0.768, "X1": 0.52251, "Y1": 0.0502, "X2": 0.59072, "Y2": 0.05, "X3": 0.59072, "Y3": 0.0638, "X4": 0.52115, "Y4": 0.0638, "page": 0, "Index": 22}, {"Word": "polypropylene", "Confidence": 0.61, "X1": 0.59482, "Y1": 0.0512, "X2": 0.69304, "Y2": 0.051, "X3": 0.69168, "Y3": 0.0628, "X4": 0.59345, "Y4": 0.0638, "page": 0, "Index": 23}, {"Word": "film.", "Confidence": 0.991, "X1": 0.69577, "Y1": 0.0522, "X2": 0.73124, "Y2": 0.052, "X3": 0.72988, "Y3": 0.0618, "X4": 0.69577, "Y4": 0.0628, "page": 0, "Index": 24}, {"Word": "and", "Confidence": 0.998, "X1": 0.1296, "Y1": 0.0642, "X2": 0.15143, "Y2": 0.064, "X3": 0.15007, "Y3": 0.0768, "X4": 0.1296, "Y4": 0.0768, "page": 0, "Index": 25}, {"Word": "would", "Confidence": 0.993, "X1": 0.15416, "Y1": 0.0642, "X2": 0.19645, "Y2": 0.064, "X3": 0.19645, "Y3": 0.0778, "X4": 0.15416, "Y4": 0.0778, "page": 0, "Index": 26}, {"Word": "be", "Confidence": 0.958, "X1": 0.20055, "Y1": 0.0642, "X2": 0.21555, "Y2": 0.064, "X3": 0.21555, "Y3": 0.0778, "X4": 0.20055, "Y4": 0.0778, "page": 0, "Index": 27}, {"Word": "preferred", "Confidence": 0.991, "X1": 0.21965, "Y1": 0.0642, "X2": 0.28104, "Y2": 0.064, "X3": 0.27967, "Y3": 0.0778, "X4": 0.21965, "Y4": 0.0778, "page": 0, "Index": 28}, {"Word": "against", "Confidence": 0.966, "X1": 0.28513, "Y1": 0.0642, "X2": 0.33015, "Y2": 0.064, "X3": 0.33015, "Y3": 0.0768, "X4": 0.28377, "Y4": 0.0778, "page": 0, "Index": 29}, {"Word": "a", "Confidence": 0.941, "X1": 0.33424, "Y1": 0.0642, "X2": 0.34106, "Y2": 0.064, "X3": 0.34106, "Y3": 0.0768, "X4": 0.33288, "Y4": 0.0768, "page": 0, "Index": 30}, {"Word": "metallised", "Confidence": 0.865, "X1": 0.34516, "Y1": 0.0642, "X2": 0.41337, "Y2": 0.064, "X3": 0.41201, "Y3": 0.0768, "X4": 0.34379, "Y4": 0.0768, "page": 0, "Index": 31}, {"Word": "LDPE.", "Confidence": 0.889, "X1": 0.4161, "Y1": 0.0642, "X2": 0.46385, "Y2": 0.064, "X3": 0.46385, "Y3": 0.0768, "X4": 0.4161, "Y4": 0.0768, "page": 0, "Index": 32}, {"Word": "Metallised", "Confidence": 0.991, "X1": 0.52524, "Y1": 0.0782, "X2": 0.59072, "Y2": 0.078, "X3": 0.58936, "Y3": 0.0908, "X4": 0.52524, "Y4": 0.0898, "page": 0, "Index": 33}, {"Word": "cast", "Confidence": 0.989, "X1": 0.59345, "Y1": 0.0782, "X2": 0.62074, "Y2": 0.078, "X3": 0.61937, "Y3": 0.0908, "X4": 0.59345, "Y4": 0.0908, "page": 0, "Index": 34}, {"Word": "polypropylene", "Confidence": 0.958, "X1": 0.62347, "Y1": 0.0792, "X2": 0.72033, "Y2": 0.079, "X3": 0.72033, "Y3": 0.0908, "X4": 0.62347, "Y4": 0.0908, "page": 0, "Index": 35}, {"Word": "is", "Confidence": 0.991, "X1": 0.72442, "Y1": 0.0792, "X2": 0.7367, "Y2": 0.079, "X3": 0.73533, "Y3": 0.0908, "X4": 0.72306, "Y4": 0.0908, "page": 0, "Index": 36}, {"Word": "of", "Confidence": 0.998, "X1": 0.73943, "Y1": 0.0792, "X2": 0.75307, "Y2": 0.079, "X3": 0.75307, "Y3": 0.0908, "X4": 0.73943, "Y4": 0.0908, "page": 0, "Index": 37}, {"Word": "interest", "Confidence": 0.945, "X1": 0.75716, "Y1": 0.0782, "X2": 0.80764, "Y2": 0.078, "X3": 0.80764, "Y3": 0.0908, "X4": 0.75716, "Y4": 0.0908, "page": 0, "Index": 38}, {"Word": "when", "Confidence": 0.991, "X1": 0.81173, "Y1": 0.0782, "X2": 0.84857, "Y2": 0.078, "X3": 0.84857, "Y3": 0.0908, "X4": 0.81037, "Y4": 0.0908, "page": 0, "Index": 39}, {"Word": "One", "Confidence": 0.997, "X1": 0.12824, "Y1": 0.0912, "X2": 0.15416, "Y2": 0.091, "X3": 0.15416, "Y3": 0.1048, "X4": 0.12688, "Y4": 0.1048, "page": 0, "Index": 40}, {"Word": "main", "Confidence": 0.984, "X1": 0.15825, "Y1": 0.0912, "X2": 0.191, "Y2": 0.091, "X3": 0.18963, "Y3": 0.1048, "X4": 0.15825, "Y4": 0.1048, "page": 0, "Index": 41}, {"Word": "area", "Confidence": 0.877, "X1": 0.19372, "Y1": 0.0912, "X2": 0.22237, "Y2": 0.091, "X3": 0.22237, "Y3": 0.1048, "X4": 0.19372, "Y4": 0.1048, "page": 0, "Index": 42}, {"Word": "of", "Confidence": 0.998, "X1": 0.22647, "Y1": 0.0912, "X2": 0.24011, "Y2": 0.091, "X3": 0.24011, "Y3": 0.1048, "X4": 0.2251, "Y4": 0.1048, "page": 0, "Index": 43}, {"Word": "interest", "Confidence": 0.994, "X1": 0.2442, "Y1": 0.0912, "X2": 0.29468, "Y2": 0.091, "X3": 0.29332, "Y3": 0.1048, "X4": 0.24284, "Y4": 0.1048, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.29741, "Y1": 0.0912, "X2": 0.31651, "Y2": 0.091, "X3": 0.31651, "Y3": 0.1048, "X4": 0.29741, "Y4": 0.1048, "page": 0, "Index": 45}, {"Word": "metallised", "Confidence": 0.81, "X1": 0.3206, "Y1": 0.0912, "X2": 0.38881, "Y2": 0.091, "X3": 0.38881, "Y3": 0.1048, "X4": 0.3206, "Y4": 0.1048, "page": 0, "Index": 46}, {"Word": "LDPE", "Confidence": 0.964, "X1": 0.39291, "Y1": 0.0912, "X2": 0.43247, "Y2": 0.091, "X3": 0.43247, "Y3": 0.1048, "X4": 0.39154, "Y4": 0.1048, "page": 0, "Index": 47}, {"Word": "is", "Confidence": 0.969, "X1": 0.43656, "Y1": 0.0912, "X2": 0.44611, "Y2": 0.091, "X3": 0.44611, "Y3": 0.1048, "X4": 0.4352, "Y4": 0.1048, "page": 0, "Index": 48}, {"Word": "In", "Confidence": 0.939, "X1": 0.4502, "Y1": 0.0912, "X2": 0.46658, "Y2": 0.091, "X3": 0.46658, "Y3": 0.1048, "X4": 0.4502, "Y4": 0.1048, "page": 0, "Index": 49}, {"Word": "distortion-free", "Confidence": 0.881, "X1": 0.52387, "Y1": 0.0922, "X2": 0.61801, "Y2": 0.092, "X3": 0.61801, "Y3": 0.1048, "X4": 0.52387, "Y4": 0.1038, "page": 0, "Index": 50}, {"Word": "packs", "Confidence": 0.995, "X1": 0.6221, "Y1": 0.0922, "X2": 0.6603, "Y2": 0.092, "X3": 0.6603, "Y3": 0.1048, "X4": 0.6221, "Y4": 0.1048, "page": 0, "Index": 51}, {"Word": "are", "Confidence": 0.958, "X1": 0.66439, "Y1": 0.0922, "X2": 0.68349, "Y2": 0.092, "X3": 0.68349, "Y3": 0.1048, "X4": 0.66303, "Y4": 0.1048, "page": 0, "Index": 52}, {"Word": "required", "Confidence": 0.967, "X1": 0.68622, "Y1": 0.0922, "X2": 0.74352, "Y2": 0.092, "X3": 0.74352, "Y3": 0.1048, "X4": 0.68622, "Y4": 0.1048, "page": 0, "Index": 53}, {"Word": "after", "Confidence": 0.791, "X1": 0.74625, "Y1": 0.0922, "X2": 0.77763, "Y2": 0.092, "X3": 0.77899, "Y3": 0.1048, "X4": 0.74625, "Y4": 0.1048, "page": 0, "Index": 54}, {"Word": "high", "Confidence": 0.989, "X1": 0.78172, "Y1": 0.0922, "X2": 0.81173, "Y2": 0.092, "X3": 0.81173, "Y3": 0.1048, "X4": 0.78172, "Y4": 0.1048, "page": 0, "Index": 55}, {"Word": "tempera-", "Confidence": 0.774, "X1": 0.81446, "Y1": 0.0922, "X2": 0.87722, "Y2": 0.092, "X3": 0.87722, "Y3": 0.1038, "X4": 0.81446, "Y4": 0.1048, "page": 0, "Index": 56}, {"Word": "thermal", "Confidence": 0.991, "X1": 0.13097, "Y1": 0.1042, "X2": 0.17872, "Y2": 0.104, "X3": 0.17872, "Y3": 0.1178, "X4": 0.1296, "Y4": 0.1178, "page": 0, "Index": 57}, {"Word": "insulation,", "Confidence": 0.942, "X1": 0.18281, "Y1": 0.1052, "X2": 0.25239, "Y2": 0.105, "X3": 0.25102, "Y3": 0.1168, "X4": 0.18145, "Y4": 0.1178, "page": 0, "Index": 58}, {"Word": "especially", "Confidence": 0.955, "X1": 0.25648, "Y1": 0.1052, "X2": 0.31924, "Y2": 0.105, "X3": 0.31924, "Y3": 0.1178, "X4": 0.25512, "Y4": 0.1168, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.957, "X1": 0.32333, "Y1": 0.1052, "X2": 0.33697, "Y2": 0.105, "X3": 0.33697, "Y3": 0.1178, "X4": 0.32333, "Y4": 0.1178, "page": 0, "Index": 60}, {"Word": "body", "Confidence": 0.985, "X1": 0.34106, "Y1": 0.1052, "X2": 0.37517, "Y2": 0.105, "X3": 0.37517, "Y3": 0.1178, "X4": 0.3397, "Y4": 0.1178, "page": 0, "Index": 61}, {"Word": "heat.", "Confidence": 0.662, "X1": 0.37926, "Y1": 0.1052, "X2": 0.41473, "Y2": 0.105, "X3": 0.41337, "Y3": 0.1178, "X4": 0.37926, "Y4": 0.1178, "page": 0, "Index": 62}, {"Word": "The", "Confidence": 0.955, "X1": 0.41746, "Y1": 0.1052, "X2": 0.44202, "Y2": 0.105, "X3": 0.44202, "Y3": 0.1178, "X4": 0.41746, "Y4": 0.1178, "page": 0, "Index": 63}, {"Word": "low", "Confidence": 0.932, "X1": 0.44611, "Y1": 0.1052, "X2": 0.4693, "Y2": 0.105, "X3": 0.4693, "Y3": 0.1178, "X4": 0.44475, "Y4": 0.1178, "page": 0, "Index": 64}, {"Word": "ture", "Confidence": 0.991, "X1": 0.52524, "Y1": 0.1052, "X2": 0.55116, "Y2": 0.105, "X3": 0.55116, "Y3": 0.1178, "X4": 0.52387, "Y4": 0.1178, "page": 0, "Index": 65}, {"Word": "treatment.", "Confidence": 0.955, "X1": 0.55525, "Y1": 0.1052, "X2": 0.62619, "Y2": 0.105, "X3": 0.62619, "Y3": 0.1178, "X4": 0.55389, "Y4": 0.1178, "page": 0, "Index": 66}, {"Word": "As", "Confidence": 0.997, "X1": 0.63029, "Y1": 0.1052, "X2": 0.64666, "Y2": 0.105, "X3": 0.64666, "Y3": 0.1178, "X4": 0.62892, "Y4": 0.1178, "page": 0, "Index": 67}, {"Word": "the", "Confidence": 0.995, "X1": 0.64939, "Y1": 0.1052, "X2": 0.67121, "Y2": 0.105, "X3": 0.67121, "Y3": 0.1178, "X4": 0.64939, "Y4": 0.1178, "page": 0, "Index": 68}, {"Word": "cast", "Confidence": 0.986, "X1": 0.67531, "Y1": 0.1052, "X2": 0.70259, "Y2": 0.105, "X3": 0.70123, "Y3": 0.1178, "X4": 0.67394, "Y4": 0.1178, "page": 0, "Index": 69}, {"Word": "films", "Confidence": 0.991, "X1": 0.70532, "Y1": 0.1052, "X2": 0.73806, "Y2": 0.105, "X3": 0.73806, "Y3": 0.1178, "X4": 0.70532, "Y4": 0.1178, "page": 0, "Index": 70}, {"Word": "do", "Confidence": 0.997, "X1": 0.74216, "Y1": 0.1052, "X2": 0.75989, "Y2": 0.105, "X3": 0.75989, "Y3": 0.1178, "X4": 0.74079, "Y4": 0.1178, "page": 0, "Index": 71}, {"Word": "not", "Confidence": 0.998, "X1": 0.76262, "Y1": 0.1052, "X2": 0.78718, "Y2": 0.105, "X3": 0.78718, "Y3": 0.1178, "X4": 0.76262, "Y4": 0.1178, "page": 0, "Index": 72}, {"Word": "have", "Confidence": 0.984, "X1": 0.7899, "Y1": 0.1052, "X2": 0.82128, "Y2": 0.105, "X3": 0.82128, "Y3": 0.1178, "X4": 0.7899, "Y4": 0.1178, "page": 0, "Index": 73}, {"Word": "stresses", "Confidence": 0.994, "X1": 0.82401, "Y1": 0.1052, "X2": 0.87722, "Y2": 0.105, "X3": 0.87722, "Y3": 0.1188, "X4": 0.82401, "Y4": 0.1178, "page": 0, "Index": 74}, {"Word": "infra", "Confidence": 0.967, "X1": 0.12824, "Y1": 0.1182, "X2": 0.15962, "Y2": 0.118, "X3": 0.15825, "Y3": 0.1308, "X4": 0.12824, "Y4": 0.1318, "page": 0, "Index": 75}, {"Word": "red", "Confidence": 0.994, "X1": 0.16235, "Y1": 0.1182, "X2": 0.18554, "Y2": 0.118, "X3": 0.18554, "Y3": 0.1308, "X4": 0.16235, "Y4": 0.1308, "page": 0, "Index": 76}, {"Word": "absorption", "Confidence": 0.955, "X1": 0.18963, "Y1": 0.1182, "X2": 0.26057, "Y2": 0.118, "X3": 0.25921, "Y3": 0.1308, "X4": 0.18827, "Y4": 0.1308, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.2633, "Y1": 0.1182, "X2": 0.27967, "Y2": 0.118, "X3": 0.27831, "Y3": 0.1308, "X4": 0.26194, "Y4": 0.1308, "page": 0, "Index": 78}, {"Word": "LDPE", "Confidence": 0.62, "X1": 0.2824, "Y1": 0.1182, "X2": 0.32196, "Y2": 0.118, "X3": 0.3206, "Y3": 0.1308, "X4": 0.2824, "Y4": 0.1308, "page": 0, "Index": 79}, {"Word": "makes", "Confidence": 0.997, "X1": 0.32606, "Y1": 0.1192, "X2": 0.36698, "Y2": 0.119, "X3": 0.36562, "Y3": 0.1308, "X4": 0.32469, "Y4": 0.1308, "page": 0, "Index": 80}, {"Word": "it", "Confidence": 0.998, "X1": 0.37108, "Y1": 0.1192, "X2": 0.38063, "Y2": 0.119, "X3": 0.37926, "Y3": 0.1308, "X4": 0.36971, "Y4": 0.1308, "page": 0, "Index": 81}, {"Word": "an", "Confidence": 0.886, "X1": 0.38472, "Y1": 0.1192, "X2": 0.40109, "Y2": 0.119, "X3": 0.39973, "Y3": 0.1318, "X4": 0.38336, "Y4": 0.1308, "page": 0, "Index": 82}, {"Word": "excellent", "Confidence": 0.794, "X1": 0.40518, "Y1": 0.1192, "X2": 0.4693, "Y2": 0.119, "X3": 0.46658, "Y3": 0.1318, "X4": 0.40382, "Y4": 0.1318, "page": 0, "Index": 83}, {"Word": "built", "Confidence": 0.994, "X1": 0.52387, "Y1": 0.1192, "X2": 0.55525, "Y2": 0.119, "X3": 0.55525, "Y3": 0.1308, "X4": 0.52251, "Y4": 0.1308, "page": 0, "Index": 84}, {"Word": "in", "Confidence": 0.998, "X1": 0.55935, "Y1": 0.1192, "X2": 0.57162, "Y2": 0.119, "X3": 0.57026, "Y3": 0.1308, "X4": 0.55798, "Y4": 0.1308, "page": 0, "Index": 85}, {"Word": "during", "Confidence": 0.996, "X1": 0.57435, "Y1": 0.1192, "X2": 0.61937, "Y2": 0.119, "X3": 0.61937, "Y3": 0.1308, "X4": 0.57435, "Y4": 0.1308, "page": 0, "Index": 86}, {"Word": "manufacture", "Confidence": 0.962, "X1": 0.6221, "Y1": 0.1192, "X2": 0.70805, "Y2": 0.119, "X3": 0.70805, "Y3": 0.1308, "X4": 0.6221, "Y4": 0.1308, "page": 0, "Index": 87}, {"Word": "there", "Confidence": 0.955, "X1": 0.71078, "Y1": 0.1192, "X2": 0.74625, "Y2": 0.119, "X3": 0.74488, "Y3": 0.1308, "X4": 0.71078, "Y4": 0.1308, "page": 0, "Index": 88}, {"Word": "is", "Confidence": 0.998, "X1": 0.74898, "Y1": 0.1192, "X2": 0.75989, "Y2": 0.119, "X3": 0.75853, "Y3": 0.1308, "X4": 0.74898, "Y4": 0.1308, "page": 0, "Index": 89}, {"Word": "no", "Confidence": 0.997, "X1": 0.76262, "Y1": 0.1192, "X2": 0.78035, "Y2": 0.119, "X3": 0.78035, "Y3": 0.1308, "X4": 0.76262, "Y4": 0.1308, "page": 0, "Index": 90}, {"Word": "stress", "Confidence": 0.833, "X1": 0.78445, "Y1": 0.1192, "X2": 0.82128, "Y2": 0.119, "X3": 0.81992, "Y3": 0.1318, "X4": 0.78308, "Y4": 0.1318, "page": 0, "Index": 91}, {"Word": "relaxa-", "Confidence": 0.648, "X1": 0.82401, "Y1": 0.1192, "X2": 0.8704, "Y2": 0.119, "X3": 0.8704, "Y3": 0.1318, "X4": 0.82401, "Y4": 0.1318, "page": 0, "Index": 92}, {"Word": "reflector", "Confidence": 0.857, "X1": 0.12824, "Y1": 0.1322, "X2": 0.18554, "Y2": 0.132, "X3": 0.18554, "Y3": 0.1448, "X4": 0.12688, "Y4": 0.1448, "page": 0, "Index": 93}, {"Word": "substrate.", "Confidence": 0.991, "X1": 0.18963, "Y1": 0.1332, "X2": 0.25512, "Y2": 0.133, "X3": 0.25375, "Y3": 0.1448, "X4": 0.18827, "Y4": 0.1448, "page": 0, "Index": 94}, {"Word": "At", "Confidence": 0.998, "X1": 0.25784, "Y1": 0.1332, "X2": 0.27558, "Y2": 0.133, "X3": 0.27422, "Y3": 0.1448, "X4": 0.25648, "Y4": 0.1448, "page": 0, "Index": 95}, {"Word": "a", "Confidence": 0.981, "X1": 0.27967, "Y1": 0.1332, "X2": 0.28649, "Y2": 0.133, "X3": 0.28513, "Y3": 0.1448, "X4": 0.27831, "Y4": 0.1448, "page": 0, "Index": 96}, {"Word": "normal", "Confidence": 0.994, "X1": 0.28922, "Y1": 0.1332, "X2": 0.33697, "Y2": 0.133, "X3": 0.33424, "Y3": 0.1448, "X4": 0.28786, "Y4": 0.1448, "page": 0, "Index": 97}, {"Word": "human", "Confidence": 0.996, "X1": 0.3397, "Y1": 0.1332, "X2": 0.38745, "Y2": 0.133, "X3": 0.38472, "Y3": 0.1448, "X4": 0.33834, "Y4": 0.1448, "page": 0, "Index": 98}, {"Word": "body", "Confidence": 0.988, "X1": 0.39018, "Y1": 0.1332, "X2": 0.42565, "Y2": 0.133, "X3": 0.42292, "Y3": 0.1448, "X4": 0.38881, "Y4": 0.1448, "page": 0, "Index": 99}, {"Word": "tion", "Confidence": 0.991, "X1": 0.52524, "Y1": 0.1332, "X2": 0.55116, "Y2": 0.133, "X3": 0.55116, "Y3": 0.1448, "X4": 0.52387, "Y4": 0.1458, "page": 0, "Index": 100}, {"Word": "as", "Confidence": 0.998, "X1": 0.55525, "Y1": 0.1332, "X2": 0.56889, "Y2": 0.133, "X3": 0.56753, "Y3": 0.1448, "X4": 0.55389, "Y4": 0.1448, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.998, "X1": 0.57162, "Y1": 0.1332, "X2": 0.59482, "Y2": 0.133, "X3": 0.59345, "Y3": 0.1448, "X4": 0.57162, "Y4": 0.1448, "page": 0, "Index": 102}, {"Word": "film", "Confidence": 0.982, "X1": 0.59754, "Y1": 0.1332, "X2": 0.6221, "Y2": 0.133, "X3": 0.6221, "Y3": 0.1448, "X4": 0.59754, "Y4": 0.1448, "page": 0, "Index": 103}, {"Word": "softens", "Confidence": 0.991, "X1": 0.62892, "Y1": 0.1332, "X2": 0.67531, "Y2": 0.133, "X3": 0.67531, "Y3": 0.1448, "X4": 0.62756, "Y4": 0.1448, "page": 0, "Index": 104}, {"Word": "under", "Confidence": 0.996, "X1": 0.6794, "Y1": 0.1332, "X2": 0.71896, "Y2": 0.133, "X3": 0.7176, "Y3": 0.1448, "X4": 0.67804, "Y4": 0.1448, "page": 0, "Index": 105}, {"Word": "heat.", "Confidence": 0.667, "X1": 0.72169, "Y1": 0.1332, "X2": 0.75716, "Y2": 0.133, "X3": 0.7558, "Y3": 0.1448, "X4": 0.72169, "Y4": 0.1448, "page": 0, "Index": 106}, {"Word": "Additionally,", "Confidence": 0.754, "X1": 0.75989, "Y1": 0.1322, "X2": 0.84857, "Y2": 0.132, "X3": 0.84857, "Y3": 0.1448, "X4": 0.75989, "Y4": 0.1448, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.996, "X1": 0.8513, "Y1": 0.1322, "X2": 0.87449, "Y2": 0.132, "X3": 0.87449, "Y3": 0.1448, "X4": 0.8513, "Y4": 0.1448, "page": 0, "Index": 108}, {"Word": "temperature,", "Confidence": 0.761, "X1": 0.1296, "Y1": 0.1462, "X2": 0.21419, "Y2": 0.146, "X3": 0.21282, "Y3": 0.1578, "X4": 0.1296, "Y4": 0.1598, "page": 0, "Index": 109}, {"Word": "infra", "Confidence": 0.87, "X1": 0.21692, "Y1": 0.1462, "X2": 0.24966, "Y2": 0.146, "X3": 0.24829, "Y3": 0.1578, "X4": 0.21692, "Y4": 0.1578, "page": 0, "Index": 110}, {"Word": "red", "Confidence": 0.995, "X1": 0.25239, "Y1": 0.1452, "X2": 0.27422, "Y2": 0.145, "X3": 0.27285, "Y3": 0.1578, "X4": 0.25239, "Y4": 0.1578, "page": 0, "Index": 111}, {"Word": "radiation", "Confidence": 0.991, "X1": 0.27694, "Y1": 0.1462, "X2": 0.33834, "Y2": 0.146, "X3": 0.33697, "Y3": 0.1578, "X4": 0.27558, "Y4": 0.1578, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.941, "X1": 0.34106, "Y1": 0.1462, "X2": 0.35607, "Y2": 0.146, "X3": 0.35471, "Y3": 0.1578, "X4": 0.3397, "Y4": 0.1578, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.36016, "Y1": 0.1462, "X2": 0.38199, "Y2": 0.146, "X3": 0.38063, "Y3": 0.1578, "X4": 0.3588, "Y4": 0.1578, "page": 0, "Index": 114}, {"Word": "remaining", "Confidence": 0.99, "X1": 0.52524, "Y1": 0.1462, "X2": 0.58936, "Y2": 0.146, "X3": 0.58936, "Y3": 0.1578, "X4": 0.52524, "Y4": 0.1578, "page": 0, "Index": 115}, {"Word": "high", "Confidence": 0.991, "X1": 0.59345, "Y1": 0.1462, "X2": 0.6221, "Y2": 0.146, "X3": 0.62074, "Y3": 0.1578, "X4": 0.59209, "Y4": 0.1578, "page": 0, "Index": 116}, {"Word": "elongation", "Confidence": 0.848, "X1": 0.62483, "Y1": 0.1462, "X2": 0.69577, "Y2": 0.146, "X3": 0.69577, "Y3": 0.1578, "X4": 0.62483, "Y4": 0.1578, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.69986, "Y1": 0.1462, "X2": 0.71351, "Y2": 0.146, "X3": 0.71351, "Y3": 0.1578, "X4": 0.6985, "Y4": 0.1578, "page": 0, "Index": 118}, {"Word": "frequencies", "Confidence": 0.669, "X1": 0.38472, "Y1": 0.1462, "X2": 0.45975, "Y2": 0.146, "X3": 0.45839, "Y3": 0.1598, "X4": 0.38336, "Y4": 0.1578, "page": 0, "Index": 119}, {"Word": "10", "Confidence": 0.189, "X1": 0.46385, "Y1": 0.1472, "X2": 0.48158, "Y2": 0.147, "X3": 0.47885, "Y3": 0.1598, "X4": 0.46112, "Y4": 0.1598, "page": 0, "Index": 120}, {"Word": "polypropylene", "Confidence": 0.896, "X1": 0.7176, "Y1": 0.1462, "X2": 0.81583, "Y2": 0.146, "X3": 0.81446, "Y3": 0.1588, "X4": 0.71623, "Y4": 0.1578, "page": 0, "Index": 121}, {"Word": "suggests", "Confidence": 0.994, "X1": 0.81855, "Y1": 0.1472, "X2": 0.87585, "Y2": 0.147, "X3": 0.87449, "Y3": 0.1588, "X4": 0.81719, "Y4": 0.1588, "page": 0, "Index": 122}, {"Word": "associated", "Confidence": 0.932, "X1": 0.13097, "Y1": 0.1582, "X2": 0.19509, "Y2": 0.158, "X3": 0.19509, "Y3": 0.1708, "X4": 0.1296, "Y4": 0.1718, "page": 0, "Index": 123}, {"Word": "will", "Confidence": 0.974, "X1": 0.19918, "Y1": 0.1582, "X2": 0.2251, "Y2": 0.158, "X3": 0.22374, "Y3": 0.1708, "X4": 0.19782, "Y4": 0.1708, "page": 0, "Index": 124}, {"Word": "be", "Confidence": 0.996, "X1": 0.22783, "Y1": 0.1582, "X2": 0.24284, "Y2": 0.158, "X3": 0.24147, "Y3": 0.1708, "X4": 0.22647, "Y4": 0.1708, "page": 0, "Index": 125}, {"Word": "reflected", "Confidence": 0.769, "X1": 0.24693, "Y1": 0.1582, "X2": 0.30559, "Y2": 0.158, "X3": 0.30423, "Y3": 0.1708, "X4": 0.24557, "Y4": 0.1708, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.994, "X1": 0.30969, "Y1": 0.1582, "X2": 0.33424, "Y2": 0.158, "X3": 0.33288, "Y3": 0.1718, "X4": 0.30832, "Y4": 0.1708, "page": 0, "Index": 127}, {"Word": "returned", "Confidence": 0.965, "X1": 0.33697, "Y1": 0.1592, "X2": 0.39427, "Y2": 0.159, "X3": 0.39291, "Y3": 0.1718, "X4": 0.33561, "Y4": 0.1718, "page": 0, "Index": 128}, {"Word": "by", "Confidence": 0.998, "X1": 0.397, "Y1": 0.1602, "X2": 0.4161, "Y2": 0.16, "X3": 0.41473, "Y3": 0.1728, "X4": 0.39563, "Y4": 0.1718, "page": 0, "Index": 129}, {"Word": "a", "Confidence": 0.906, "X1": 0.42019, "Y1": 0.1602, "X2": 0.42974, "Y2": 0.16, "X3": 0.42838, "Y3": 0.1728, "X4": 0.41746, "Y4": 0.1728, "page": 0, "Index": 130}, {"Word": "that", "Confidence": 0.959, "X1": 0.5266, "Y1": 0.1582, "X2": 0.55116, "Y2": 0.158, "X3": 0.55116, "Y3": 0.1708, "X4": 0.5266, "Y4": 0.1708, "page": 0, "Index": 131}, {"Word": "it", "Confidence": 0.998, "X1": 0.55525, "Y1": 0.1582, "X2": 0.5648, "Y2": 0.158, "X3": 0.5648, "Y3": 0.1708, "X4": 0.55389, "Y4": 0.1708, "page": 0, "Index": 132}, {"Word": "may", "Confidence": 0.991, "X1": 0.56889, "Y1": 0.1582, "X2": 0.59754, "Y2": 0.158, "X3": 0.59754, "Y3": 0.1708, "X4": 0.56753, "Y4": 0.1708, "page": 0, "Index": 133}, {"Word": "be", "Confidence": 0.998, "X1": 0.60164, "Y1": 0.1592, "X2": 0.61664, "Y2": 0.159, "X3": 0.61664, "Y3": 0.1708, "X4": 0.60027, "Y4": 0.1708, "page": 0, "Index": 134}, {"Word": "vacuum", "Confidence": 0.952, "X1": 0.62074, "Y1": 0.1592, "X2": 0.66985, "Y2": 0.159, "X3": 0.66985, "Y3": 0.1708, "X4": 0.61937, "Y4": 0.1708, "page": 0, "Index": 135}, {"Word": "formed,", "Confidence": 0.991, "X1": 0.67667, "Y1": 0.1592, "X2": 0.73124, "Y2": 0.159, "X3": 0.73124, "Y3": 0.1708, "X4": 0.67667, "Y4": 0.1708, "page": 0, "Index": 136}, {"Word": "accepting", "Confidence": 0.852, "X1": 0.73533, "Y1": 0.1592, "X2": 0.79673, "Y2": 0.159, "X3": 0.79673, "Y3": 0.1718, "X4": 0.73397, "Y4": 0.1708, "page": 0, "Index": 137}, {"Word": "that", "Confidence": 0.988, "X1": 0.80082, "Y1": 0.1592, "X2": 0.8281, "Y2": 0.159, "X3": 0.82674, "Y3": 0.1718, "X4": 0.79945, "Y4": 0.1718, "page": 0, "Index": 138}, {"Word": "experi-", "Confidence": 0.843, "X1": 0.83083, "Y1": 0.1592, "X2": 0.88131, "Y2": 0.159, "X3": 0.87995, "Y3": 0.1718, "X4": 0.82947, "Y4": 0.1718, "page": 0, "Index": 139}, {"Word": "metallised", "Confidence": 0.941, "X1": 0.1296, "Y1": 0.1722, "X2": 0.19645, "Y2": 0.172, "X3": 0.19509, "Y3": 0.1848, "X4": 0.1296, "Y4": 0.1858, "page": 0, "Index": 140}, {"Word": "LDPE", "Confidence": 0.787, "X1": 0.19918, "Y1": 0.1722, "X2": 0.24011, "Y2": 0.172, "X3": 0.23874, "Y3": 0.1848, "X4": 0.19918, "Y4": 0.1848, "page": 0, "Index": 141}, {"Word": "film", "Confidence": 0.983, "X1": 0.2442, "Y1": 0.1722, "X2": 0.27012, "Y2": 0.172, "X3": 0.26876, "Y3": 0.1848, "X4": 0.24284, "Y4": 0.1848, "page": 0, "Index": 142}, {"Word": "instead", "Confidence": 0.934, "X1": 0.27558, "Y1": 0.1722, "X2": 0.32196, "Y2": 0.172, "X3": 0.3206, "Y3": 0.1848, "X4": 0.27422, "Y4": 0.1848, "page": 0, "Index": 143}, {"Word": "of", "Confidence": 0.882, "X1": 0.32606, "Y1": 0.1722, "X2": 0.3397, "Y2": 0.172, "X3": 0.33834, "Y3": 0.1848, "X4": 0.32469, "Y4": 0.1848, "page": 0, "Index": 144}, {"Word": "being", "Confidence": 0.993, "X1": 0.34379, "Y1": 0.1722, "X2": 0.37926, "Y2": 0.172, "X3": 0.3779, "Y3": 0.1848, "X4": 0.34243, "Y4": 0.1848, "page": 0, "Index": 145}, {"Word": "absorbed.", "Confidence": 0.982, "X1": 0.38336, "Y1": 0.1732, "X2": 0.44884, "Y2": 0.173, "X3": 0.44611, "Y3": 0.1858, "X4": 0.38199, "Y4": 0.1848, "page": 0, "Index": 146}, {"Word": "In", "Confidence": 0.991, "X1": 0.45157, "Y1": 0.1732, "X2": 0.46794, "Y2": 0.173, "X3": 0.46521, "Y3": 0.1858, "X4": 0.4502, "Y4": 0.1858, "page": 0, "Index": 147}, {"Word": "mentation", "Confidence": 0.991, "X1": 0.52524, "Y1": 0.1722, "X2": 0.59209, "Y2": 0.172, "X3": 0.59209, "Y3": 0.1838, "X4": 0.52387, "Y4": 0.1848, "page": 0, "Index": 148}, {"Word": "is", "Confidence": 0.998, "X1": 0.59618, "Y1": 0.1722, "X2": 0.60709, "Y2": 0.172, "X3": 0.60573, "Y3": 0.1838, "X4": 0.59482, "Y4": 0.1838, "page": 0, "Index": 149}, {"Word": "required", "Confidence": 0.846, "X1": 0.60982, "Y1": 0.1722, "X2": 0.66712, "Y2": 0.172, "X3": 0.66576, "Y3": 0.1838, "X4": 0.60982, "Y4": 0.1838, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.66985, "Y1": 0.1722, "X2": 0.68486, "Y2": 0.172, "X3": 0.68349, "Y3": 0.1838, "X4": 0.66985, "Y4": 0.1838, "page": 0, "Index": 151}, {"Word": "establish", "Confidence": 0.992, "X1": 0.68759, "Y1": 0.1722, "X2": 0.74625, "Y2": 0.172, "X3": 0.74488, "Y3": 0.1838, "X4": 0.68759, "Y4": 0.1838, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.998, "X1": 0.74898, "Y1": 0.1722, "X2": 0.7708, "Y2": 0.172, "X3": 0.7708, "Y3": 0.1848, "X4": 0.74898, "Y4": 0.1838, "page": 0, "Index": 153}, {"Word": "acceptable", "Confidence": 0.942, "X1": 0.7749, "Y1": 0.1732, "X2": 0.8472, "Y2": 0.173, "X3": 0.8472, "Y3": 0.1848, "X4": 0.77353, "Y4": 0.1848, "page": 0, "Index": 154}, {"Word": "level", "Confidence": 0.719, "X1": 0.52524, "Y1": 0.1852, "X2": 0.55525, "Y2": 0.185, "X3": 0.55525, "Y3": 0.1978, "X4": 0.52387, "Y4": 0.1978, "page": 0, "Index": 155}, {"Word": "of", "Confidence": 0.998, "X1": 0.55935, "Y1": 0.1852, "X2": 0.57299, "Y2": 0.185, "X3": 0.57162, "Y3": 0.1978, "X4": 0.55798, "Y4": 0.1978, "page": 0, "Index": 156}, {"Word": "thinning", "Confidence": 0.995, "X1": 0.57572, "Y1": 0.1852, "X2": 0.63165, "Y2": 0.185, "X3": 0.63165, "Y3": 0.1978, "X4": 0.57572, "Y4": 0.1978, "page": 0, "Index": 157}, {"Word": "of", "Confidence": 0.997, "X1": 0.63574, "Y1": 0.1852, "X2": 0.65211, "Y2": 0.185, "X3": 0.65075, "Y3": 0.1978, "X4": 0.63574, "Y4": 0.1978, "page": 0, "Index": 158}, {"Word": "the", "Confidence": 0.997, "X1": 0.65484, "Y1": 0.1852, "X2": 0.67531, "Y2": 0.185, "X3": 0.67531, "Y3": 0.1978, "X4": 0.65484, "Y4": 0.1978, "page": 0, "Index": 159}, {"Word": "deposited", "Confidence": 0.95, "X1": 0.6794, "Y1": 0.1862, "X2": 0.74488, "Y2": 0.186, "X3": 0.74352, "Y3": 0.1978, "X4": 0.6794, "Y4": 0.1978, "page": 0, "Index": 160}, {"Word": "metal", "Confidence": 0.832, "X1": 0.74761, "Y1": 0.1862, "X2": 0.78445, "Y2": 0.186, "X3": 0.78445, "Y3": 0.1978, "X4": 0.74761, "Y4": 0.1978, "page": 0, "Index": 161}, {"Word": "addition,", "Confidence": 0.95, "X1": 0.1296, "Y1": 0.1862, "X2": 0.18827, "Y2": 0.186, "X3": 0.18827, "Y3": 0.1988, "X4": 0.1296, "Y4": 0.1988, "page": 0, "Index": 162}, {"Word": "considering", "Confidence": 0.991, "X1": 0.19236, "Y1": 0.1862, "X2": 0.26739, "Y2": 0.186, "X3": 0.26739, "Y3": 0.1988, "X4": 0.19236, "Y4": 0.1988, "page": 0, "Index": 163}, {"Word": "the", "Confidence": 0.998, "X1": 0.27149, "Y1": 0.1862, "X2": 0.29332, "Y2": 0.186, "X3": 0.29195, "Y3": 0.1988, "X4": 0.27012, "Y4": 0.1988, "page": 0, "Index": 164}, {"Word": "comparative", "Confidence": 0.981, "X1": 0.29604, "Y1": 0.1862, "X2": 0.3779, "Y2": 0.186, "X3": 0.37653, "Y3": 0.1988, "X4": 0.29604, "Y4": 0.1988, "page": 0, "Index": 165}, {"Word": "costs", "Confidence": 0.997, "X1": 0.38199, "Y1": 0.1862, "X2": 0.41473, "Y2": 0.186, "X3": 0.41337, "Y3": 0.1988, "X4": 0.38063, "Y4": 0.1988, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.998, "X1": 0.41883, "Y1": 0.1862, "X2": 0.4352, "Y2": 0.186, "X3": 0.43383, "Y3": 0.1988, "X4": 0.41746, "Y4": 0.1988, "page": 0, "Index": 167}, {"Word": "layer.", "Confidence": 0.962, "X1": 0.78854, "Y1": 0.1872, "X2": 0.82947, "Y2": 0.187, "X3": 0.82947, "Y3": 0.1988, "X4": 0.78718, "Y4": 0.1978, "page": 0, "Index": 168}, {"Word": "metallised", "Confidence": 0.838, "X1": 0.1296, "Y1": 0.1992, "X2": 0.19782, "Y2": 0.199, "X3": 0.19782, "Y3": 0.2118, "X4": 0.13097, "Y4": 0.2118, "page": 0, "Index": 169}, {"Word": "LDPE,", "Confidence": 0.81, "X1": 0.20055, "Y1": 0.1992, "X2": 0.2442, "Y2": 0.199, "X3": 0.2442, "Y3": 0.2118, "X4": 0.20055, "Y4": 0.2118, "page": 0, "Index": 170}, {"Word": "30", "Confidence": 0.998, "X1": 0.24829, "Y1": 0.1992, "X2": 0.26467, "Y2": 0.199, "X3": 0.26467, "Y3": 0.2118, "X4": 0.24829, "Y4": 0.2118, "page": 0, "Index": 171}, {"Word": "um", "Confidence": 0.897, "X1": 0.26876, "Y1": 0.1992, "X2": 0.28922, "Y2": 0.199, "X3": 0.28922, "Y3": 0.2118, "X4": 0.26739, "Y4": 0.2118, "page": 0, "Index": 172}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.29468, "Y1": 0.1992, "X2": 0.36153, "Y2": 0.199, "X3": 0.36016, "Y3": 0.2118, "X4": 0.29332, "Y4": 0.2118, "page": 0, "Index": 173}, {"Word": "LDPE", "Confidence": 0.896, "X1": 0.36562, "Y1": 0.1992, "X2": 0.40382, "Y2": 0.199, "X3": 0.40246, "Y3": 0.2118, "X4": 0.36426, "Y4": 0.2118, "page": 0, "Index": 174}, {"Word": "is", "Confidence": 0.998, "X1": 0.40791, "Y1": 0.1992, "X2": 0.41883, "Y2": 0.199, "X3": 0.41883, "Y3": 0.2118, "X4": 0.40655, "Y4": 0.2118, "page": 0, "Index": 175}, {"Word": "approxi-", "Confidence": 0.994, "X1": 0.42292, "Y1": 0.1992, "X2": 0.48022, "Y2": 0.199, "X3": 0.47885, "Y3": 0.2128, "X4": 0.42156, "Y4": 0.2118, "page": 0, "Index": 176}, {"Word": "mately", "Confidence": 0.66, "X1": 0.1296, "Y1": 0.2122, "X2": 0.17599, "Y2": 0.212, "X3": 0.17599, "Y3": 0.2258, "X4": 0.1296, "Y4": 0.2268, "page": 0, "Index": 177}, {"Word": "75%", "Confidence": 0.991, "X1": 0.17872, "Y1": 0.2122, "X2": 0.20737, "Y2": 0.212, "X3": 0.20737, "Y3": 0.2258, "X4": 0.17872, "Y4": 0.2258, "page": 0, "Index": 178}, {"Word": "of", "Confidence": 0.998, "X1": 0.21146, "Y1": 0.2122, "X2": 0.2251, "Y2": 0.212, "X3": 0.2251, "Y3": 0.2258, "X4": 0.2101, "Y4": 0.2258, "page": 0, "Index": 179}, {"Word": "the", "Confidence": 0.995, "X1": 0.2292, "Y1": 0.2122, "X2": 0.25102, "Y2": 0.212, "X3": 0.25102, "Y3": 0.2258, "X4": 0.2292, "Y4": 0.2258, "page": 0, "Index": 180}, {"Word": "cost", "Confidence": 0.988, "X1": 0.25512, "Y1": 0.2122, "X2": 0.28104, "Y2": 0.212, "X3": 0.28104, "Y3": 0.2258, "X4": 0.25375, "Y4": 0.2258, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.998, "X1": 0.28513, "Y1": 0.2122, "X2": 0.3015, "Y2": 0.212, "X3": 0.30014, "Y3": 0.2258, "X4": 0.28513, "Y4": 0.2258, "page": 0, "Index": 182}, {"Word": "12", "Confidence": 0.998, "X1": 0.30423, "Y1": 0.2122, "X2": 0.32196, "Y2": 0.212, "X3": 0.3206, "Y3": 0.2258, "X4": 0.30423, "Y4": 0.2258, "page": 0, "Index": 183}, {"Word": "um", "Confidence": 0.44, "X1": 0.32469, "Y1": 0.2132, "X2": 0.34516, "Y2": 0.213, "X3": 0.34516, "Y3": 0.2258, "X4": 0.32469, "Y4": 0.2258, "page": 0, "Index": 184}, {"Word": "metallised", "Confidence": 0.812, "X1": 0.35061, "Y1": 0.2132, "X2": 0.41746, "Y2": 0.213, "X3": 0.4161, "Y3": 0.2258, "X4": 0.34925, "Y4": 0.2258, "page": 0, "Index": 185}, {"Word": "poly-", "Confidence": 0.928, "X1": 0.42156, "Y1": 0.2142, "X2": 0.45839, "Y2": 0.214, "X3": 0.45703, "Y3": 0.2258, "X4": 0.42019, "Y4": 0.2258, "page": 0, "Index": 186}, {"Word": "Metallised", "Confidence": 0.991, "X1": 0.5266, "Y1": 0.2112, "X2": 0.59072, "Y2": 0.211, "X3": 0.59072, "Y3": 0.2248, "X4": 0.52524, "Y4": 0.2248, "page": 0, "Index": 187}, {"Word": "fibrillated", "Confidence": 0.957, "X1": 0.59482, "Y1": 0.2112, "X2": 0.6603, "Y2": 0.211, "X3": 0.6603, "Y3": 0.2248, "X4": 0.59345, "Y4": 0.2248, "page": 0, "Index": 188}, {"Word": "polypropylenes", "Confidence": 0.672, "X1": 0.66439, "Y1": 0.2122, "X2": 0.76808, "Y2": 0.212, "X3": 0.76808, "Y3": 0.2248, "X4": 0.66439, "Y4": 0.2248, "page": 0, "Index": 189}, {"Word": "of", "Confidence": 0.998, "X1": 0.77217, "Y1": 0.2122, "X2": 0.78718, "Y2": 0.212, "X3": 0.78718, "Y3": 0.2248, "X4": 0.7708, "Y4": 0.2248, "page": 0, "Index": 190}, {"Word": "130", "Confidence": 0.998, "X1": 0.79127, "Y1": 0.2122, "X2": 0.81583, "Y2": 0.212, "X3": 0.81583, "Y3": 0.2248, "X4": 0.79127, "Y4": 0.2248, "page": 0, "Index": 191}, {"Word": "um", "Confidence": 0.612, "X1": 0.81855, "Y1": 0.2132, "X2": 0.83902, "Y2": 0.213, "X3": 0.83902, "Y3": 0.2248, "X4": 0.81855, "Y4": 0.2248, "page": 0, "Index": 192}, {"Word": "thickness", "Confidence": 0.994, "X1": 0.52524, "Y1": 0.2262, "X2": 0.58663, "Y2": 0.226, "X3": 0.58527, "Y3": 0.2378, "X4": 0.52524, "Y4": 0.2388, "page": 0, "Index": 193}, {"Word": "are", "Confidence": 0.967, "X1": 0.59072, "Y1": 0.2252, "X2": 0.61119, "Y2": 0.225, "X3": 0.60982, "Y3": 0.2378, "X4": 0.58936, "Y4": 0.2378, "page": 0, "Index": 194}, {"Word": "available", "Confidence": 0.951, "X1": 0.61392, "Y1": 0.2252, "X2": 0.67258, "Y2": 0.225, "X3": 0.67121, "Y3": 0.2378, "X4": 0.61255, "Y4": 0.2378, "page": 0, "Index": 195}, {"Word": "and", "Confidence": 0.998, "X1": 0.67531, "Y1": 0.2252, "X2": 0.70123, "Y2": 0.225, "X3": 0.69986, "Y3": 0.2378, "X4": 0.67394, "Y4": 0.2378, "page": 0, "Index": 196}, {"Word": "are", "Confidence": 0.901, "X1": 0.70396, "Y1": 0.2252, "X2": 0.72442, "Y2": 0.225, "X3": 0.72306, "Y3": 0.2378, "X4": 0.70259, "Y4": 0.2378, "page": 0, "Index": 197}, {"Word": "primarily", "Confidence": 0.994, "X1": 0.72851, "Y1": 0.2252, "X2": 0.7899, "Y2": 0.225, "X3": 0.78854, "Y3": 0.2378, "X4": 0.72715, "Y4": 0.2378, "page": 0, "Index": 198}, {"Word": "used", "Confidence": 0.983, "X1": 0.79263, "Y1": 0.2262, "X2": 0.82401, "Y2": 0.226, "X3": 0.82265, "Y3": 0.2378, "X4": 0.79127, "Y4": 0.2378, "page": 0, "Index": 199}, {"Word": "for", "Confidence": 0.998, "X1": 0.82674, "Y1": 0.2262, "X2": 0.8513, "Y2": 0.226, "X3": 0.84993, "Y3": 0.2378, "X4": 0.82538, "Y4": 0.2378, "page": 0, "Index": 200}, {"Word": "ester,", "Confidence": 0.627, "X1": 0.13233, "Y1": 0.2262, "X2": 0.16644, "Y2": 0.226, "X3": 0.16508, "Y3": 0.2388, "X4": 0.13097, "Y4": 0.2398, "page": 0, "Index": 201}, {"Word": "and", "Confidence": 0.998, "X1": 0.16917, "Y1": 0.2262, "X2": 0.19372, "Y2": 0.226, "X3": 0.19236, "Y3": 0.2388, "X4": 0.16917, "Y4": 0.2388, "page": 0, "Index": 202}, {"Word": "its", "Confidence": 0.998, "X1": 0.19645, "Y1": 0.2262, "X2": 0.21419, "Y2": 0.226, "X3": 0.21282, "Y3": 0.2388, "X4": 0.19645, "Y4": 0.2388, "page": 0, "Index": 203}, {"Word": "weldability", "Confidence": 0.85, "X1": 0.21692, "Y1": 0.2262, "X2": 0.29059, "Y2": 0.226, "X3": 0.28922, "Y3": 0.2388, "X4": 0.21692, "Y4": 0.2388, "page": 0, "Index": 204}, {"Word": "makes", "Confidence": 0.996, "X1": 0.29468, "Y1": 0.2262, "X2": 0.33697, "Y2": 0.226, "X3": 0.33561, "Y3": 0.2388, "X4": 0.29332, "Y4": 0.2388, "page": 0, "Index": 205}, {"Word": "it", "Confidence": 0.998, "X1": 0.3397, "Y1": 0.2262, "X2": 0.35061, "Y2": 0.226, "X3": 0.34925, "Y3": 0.2388, "X4": 0.3397, "Y4": 0.2388, "page": 0, "Index": 206}, {"Word": "an", "Confidence": 0.998, "X1": 0.35334, "Y1": 0.2272, "X2": 0.36971, "Y2": 0.227, "X3": 0.36835, "Y3": 0.2388, "X4": 0.35334, "Y4": 0.2388, "page": 0, "Index": 207}, {"Word": "acceptable", "Confidence": 0.945, "X1": 0.37381, "Y1": 0.2282, "X2": 0.44338, "Y2": 0.228, "X3": 0.44202, "Y3": 0.2398, "X4": 0.37244, "Y4": 0.2388, "page": 0, "Index": 208}, {"Word": "medium", "Confidence": 0.994, "X1": 0.13097, "Y1": 0.2402, "X2": 0.18145, "Y2": 0.24, "X3": 0.18145, "Y3": 0.2528, "X4": 0.13097, "Y4": 0.2528, "page": 0, "Index": 209}, {"Word": "for", "Confidence": 0.998, "X1": 0.18827, "Y1": 0.2402, "X2": 0.20737, "Y2": 0.24, "X3": 0.20737, "Y3": 0.2528, "X4": 0.18827, "Y4": 0.2528, "page": 0, "Index": 210}, {"Word": "use", "Confidence": 0.998, "X1": 0.21146, "Y1": 0.2402, "X2": 0.23329, "Y2": 0.24, "X3": 0.23329, "Y3": 0.2528, "X4": 0.21146, "Y4": 0.2528, "page": 0, "Index": 211}, {"Word": "in", "Confidence": 0.998, "X1": 0.23738, "Y1": 0.2402, "X2": 0.25102, "Y2": 0.24, "X3": 0.25102, "Y3": 0.2528, "X4": 0.23602, "Y4": 0.2528, "page": 0, "Index": 212}, {"Word": "the", "Confidence": 0.998, "X1": 0.25375, "Y1": 0.2402, "X2": 0.27558, "Y2": 0.24, "X3": 0.27422, "Y3": 0.2528, "X4": 0.25375, "Y4": 0.2528, "page": 0, "Index": 213}, {"Word": "construction", "Confidence": 0.991, "X1": 0.27831, "Y1": 0.2402, "X2": 0.36289, "Y2": 0.24, "X3": 0.36153, "Y3": 0.2528, "X4": 0.27831, "Y4": 0.2528, "page": 0, "Index": 214}, {"Word": "of", "Confidence": 0.996, "X1": 0.36698, "Y1": 0.2402, "X2": 0.38199, "Y2": 0.24, "X3": 0.38063, "Y3": 0.2528, "X4": 0.36562, "Y4": 0.2528, "page": 0, "Index": 215}, {"Word": "leisure", "Confidence": 0.994, "X1": 0.38472, "Y1": 0.2412, "X2": 0.43111, "Y2": 0.241, "X3": 0.42974, "Y3": 0.2528, "X4": 0.38472, "Y4": 0.2528, "page": 0, "Index": 216}, {"Word": "their", "Confidence": 0.993, "X1": 0.52524, "Y1": 0.2392, "X2": 0.55662, "Y2": 0.239, "X3": 0.55525, "Y3": 0.2518, "X4": 0.52387, "Y4": 0.2518, "page": 0, "Index": 217}, {"Word": "decorative", "Confidence": 0.991, "X1": 0.56071, "Y1": 0.2382, "X2": 0.62756, "Y2": 0.238, "X3": 0.62756, "Y3": 0.2508, "X4": 0.55935, "Y4": 0.2518, "page": 0, "Index": 218}, {"Word": "effect", "Confidence": 0.755, "X1": 0.63165, "Y1": 0.2382, "X2": 0.67121, "Y2": 0.238, "X3": 0.66985, "Y3": 0.2508, "X4": 0.63029, "Y4": 0.2508, "page": 0, "Index": 219}, {"Word": "In", "Confidence": 0.942, "X1": 0.67394, "Y1": 0.2382, "X2": 0.68759, "Y2": 0.238, "X3": 0.68622, "Y3": 0.2508, "X4": 0.67258, "Y4": 0.2508, "page": 0, "Index": 220}, {"Word": "soap", "Confidence": 0.946, "X1": 0.69168, "Y1": 0.2392, "X2": 0.72306, "Y2": 0.239, "X3": 0.72169, "Y3": 0.2508, "X4": 0.69031, "Y4": 0.2508, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.72715, "Y1": 0.2392, "X2": 0.75034, "Y2": 0.239, "X3": 0.74898, "Y3": 0.2508, "X4": 0.72442, "Y4": 0.2508, "page": 0, "Index": 222}, {"Word": "cosmetic", "Confidence": 0.993, "X1": 0.75307, "Y1": 0.2412, "X2": 0.81719, "Y2": 0.241, "X3": 0.81446, "Y3": 0.2518, "X4": 0.75171, "Y4": 0.2508, "page": 0, "Index": 223}, {"Word": "products", "Confidence": 0.942, "X1": 0.13097, "Y1": 0.2542, "X2": 0.18963, "Y2": 0.254, "X3": 0.18827, "Y3": 0.2658, "X4": 0.1296, "Y4": 0.2668, "page": 0, "Index": 224}, {"Word": "such", "Confidence": 0.985, "X1": 0.19236, "Y1": 0.2542, "X2": 0.22374, "Y2": 0.254, "X3": 0.22237, "Y3": 0.2658, "X4": 0.19236, "Y4": 0.2658, "page": 0, "Index": 225}, {"Word": "as", "Confidence": 0.965, "X1": 0.22647, "Y1": 0.2542, "X2": 0.24011, "Y2": 0.254, "X3": 0.23874, "Y3": 0.2658, "X4": 0.22647, "Y4": 0.2658, "page": 0, "Index": 226}, {"Word": "campers'", "Confidence": 0.632, "X1": 0.24284, "Y1": 0.2542, "X2": 0.3015, "Y2": 0.254, "X3": 0.3015, "Y3": 0.2658, "X4": 0.24284, "Y4": 0.2658, "page": 0, "Index": 227}, {"Word": "blankets,", "Confidence": 0.817, "X1": 0.30559, "Y1": 0.2542, "X2": 0.36426, "Y2": 0.254, "X3": 0.36426, "Y3": 0.2668, "X4": 0.30423, "Y4": 0.2658, "page": 0, "Index": 228}, {"Word": "sun", "Confidence": 0.998, "X1": 0.36835, "Y1": 0.2542, "X2": 0.39154, "Y2": 0.254, "X3": 0.39018, "Y3": 0.2668, "X4": 0.36698, "Y4": 0.2668, "page": 0, "Index": 229}, {"Word": "bathing", "Confidence": 0.996, "X1": 0.39427, "Y1": 0.2542, "X2": 0.44884, "Y2": 0.254, "X3": 0.44748, "Y3": 0.2678, "X4": 0.39427, "Y4": 0.2668, "page": 0, "Index": 230}, {"Word": "wrappings.", "Confidence": 0.991, "X1": 0.5266, "Y1": 0.2542, "X2": 0.59754, "Y2": 0.254, "X3": 0.59754, "Y3": 0.2668, "X4": 0.52524, "Y4": 0.2658, "page": 0, "Index": 231}, {"Word": "sheets", "Confidence": 0.995, "X1": 0.1296, "Y1": 0.2682, "X2": 0.1719, "Y2": 0.268, "X3": 0.1719, "Y3": 0.2788, "X4": 0.1296, "Y4": 0.2788, "page": 0, "Index": 232}, {"Word": "etc.", "Confidence": 0.863, "X1": 0.17462, "Y1": 0.2682, "X2": 0.20191, "Y2": 0.268, "X3": 0.20191, "Y3": 0.2788, "X4": 0.17462, "Y4": 0.2788, "page": 0, "Index": 233}, {"Word": "3.2.3", "Confidence": 0.963, "X1": 0.55252, "Y1": 0.2852, "X2": 0.5839, "Y2": 0.285, "X3": 0.5839, "Y3": 0.2978, "X4": 0.55116, "Y4": 0.2968, "page": 0, "Index": 234}, {"Word": "The", "Confidence": 0.994, "X1": 0.13233, "Y1": 0.2922, "X2": 0.15689, "Y2": 0.292, "X3": 0.15553, "Y3": 0.3058, "X4": 0.13233, "Y4": 0.3058, "page": 0, "Index": 235}, {"Word": "development", "Confidence": 0.928, "X1": 0.15962, "Y1": 0.2932, "X2": 0.24557, "Y2": 0.293, "X3": 0.24557, "Y3": 0.3058, "X4": 0.15962, "Y4": 0.3058, "page": 0, "Index": 236}, {"Word": "of", "Confidence": 0.998, "X1": 0.24966, "Y1": 0.2932, "X2": 0.2633, "Y2": 0.293, "X3": 0.2633, "Y3": 0.3058, "X4": 0.24966, "Y4": 0.3058, "page": 0, "Index": 237}, {"Word": "market", "Confidence": 0.896, "X1": 0.26739, "Y1": 0.2932, "X2": 0.31514, "Y2": 0.293, "X3": 0.31514, "Y3": 0.3058, "X4": 0.26603, "Y4": 0.3058, "page": 0, "Index": 238}, {"Word": "acceptable,", "Confidence": 0.812, "X1": 0.31924, "Y1": 0.2942, "X2": 0.39291, "Y2": 0.294, "X3": 0.39154, "Y3": 0.3058, "X4": 0.31787, "Y4": 0.3058, "page": 0, "Index": 239}, {"Word": "metallised", "Confidence": 0.947, "X1": 0.39563, "Y1": 0.2942, "X2": 0.46385, "Y2": 0.294, "X3": 0.46248, "Y3": 0.3068, "X4": 0.39563, "Y4": 0.3058, "page": 0, "Index": 240}, {"Word": "Polyester", "Confidence": 0.949, "X1": 0.58799, "Y1": 0.2852, "X2": 0.65348, "Y2": 0.285, "X3": 0.65484, "Y3": 0.2988, "X4": 0.58799, "Y4": 0.2978, "page": 0, "Index": 241}, {"Word": "Currently", "Confidence": 0.94, "X1": 0.52524, "Y1": 0.2992, "X2": 0.58799, "Y2": 0.299, "X3": 0.58663, "Y3": 0.3118, "X4": 0.52524, "Y4": 0.3118, "page": 0, "Index": 242}, {"Word": "the", "Confidence": 0.898, "X1": 0.59072, "Y1": 0.2992, "X2": 0.61528, "Y2": 0.299, "X3": 0.61392, "Y3": 0.3118, "X4": 0.59072, "Y4": 0.3118, "page": 0, "Index": 243}, {"Word": "most", "Confidence": 0.988, "X1": 0.61801, "Y1": 0.2992, "X2": 0.65211, "Y2": 0.299, "X3": 0.65075, "Y3": 0.3118, "X4": 0.61801, "Y4": 0.3118, "page": 0, "Index": 244}, {"Word": "widely", "Confidence": 0.931, "X1": 0.65484, "Y1": 0.2992, "X2": 0.69986, "Y2": 0.299, "X3": 0.6985, "Y3": 0.3118, "X4": 0.65484, "Y4": 0.3118, "page": 0, "Index": 245}, {"Word": "used", "Confidence": 0.984, "X1": 0.70259, "Y1": 0.2992, "X2": 0.73397, "Y2": 0.299, "X3": 0.73261, "Y3": 0.3118, "X4": 0.70123, "Y4": 0.3118, "page": 0, "Index": 246}, {"Word": "of", "Confidence": 0.992, "X1": 0.7367, "Y1": 0.2992, "X2": 0.75171, "Y2": 0.299, "X3": 0.75034, "Y3": 0.3118, "X4": 0.7367, "Y4": 0.3118, "page": 0, "Index": 247}, {"Word": "all", "Confidence": 0.955, "X1": 0.75443, "Y1": 0.2992, "X2": 0.7708, "Y2": 0.299, "X3": 0.7708, "Y3": 0.3118, "X4": 0.75443, "Y4": 0.3118, "page": 0, "Index": 248}, {"Word": "metallised", "Confidence": 0.929, "X1": 0.7749, "Y1": 0.2992, "X2": 0.84447, "Y2": 0.299, "X3": 0.84311, "Y3": 0.3118, "X4": 0.77353, "Y4": 0.3118, "page": 0, "Index": 249}, {"Word": "high", "Confidence": 0.987, "X1": 0.13097, "Y1": 0.3062, "X2": 0.15962, "Y2": 0.306, "X3": 0.15962, "Y3": 0.3188, "X4": 0.13097, "Y4": 0.3198, "page": 0, "Index": 250}, {"Word": "density", "Confidence": 0.925, "X1": 0.16371, "Y1": 0.3062, "X2": 0.21146, "Y2": 0.306, "X3": 0.21146, "Y3": 0.3188, "X4": 0.16371, "Y4": 0.3188, "page": 0, "Index": 251}, {"Word": "polyethylene", "Confidence": 0.982, "X1": 0.21419, "Y1": 0.3072, "X2": 0.30286, "Y2": 0.307, "X3": 0.3015, "Y3": 0.3188, "X4": 0.21419, "Y4": 0.3188, "page": 0, "Index": 252}, {"Word": "film", "Confidence": 0.983, "X1": 0.30559, "Y1": 0.3072, "X2": 0.33015, "Y2": 0.307, "X3": 0.33015, "Y3": 0.3188, "X4": 0.30559, "Y4": 0.3188, "page": 0, "Index": 253}, {"Word": "is", "Confidence": 0.994, "X1": 0.33561, "Y1": 0.3072, "X2": 0.34652, "Y2": 0.307, "X3": 0.34516, "Y3": 0.3188, "X4": 0.33561, "Y4": 0.3188, "page": 0, "Index": 254}, {"Word": "continuing,", "Confidence": 0.941, "X1": 0.34925, "Y1": 0.3082, "X2": 0.42701, "Y2": 0.308, "X3": 0.42565, "Y3": 0.3198, "X4": 0.34925, "Y4": 0.3188, "page": 0, "Index": 255}, {"Word": "with", "Confidence": 0.665, "X1": 0.42974, "Y1": 0.3082, "X2": 0.46248, "Y2": 0.308, "X3": 0.46112, "Y3": 0.3198, "X4": 0.42838, "Y4": 0.3198, "page": 0, "Index": 256}, {"Word": "\"films", "Confidence": 0.451, "X1": 0.52115, "Y1": 0.3122, "X2": 0.55798, "Y2": 0.312, "X3": 0.55798, "Y3": 0.3248, "X4": 0.51978, "Y4": 0.3248, "page": 0, "Index": 257}, {"Word": "in", "Confidence": 0.998, "X1": 0.56207, "Y1": 0.3122, "X2": 0.57572, "Y2": 0.312, "X3": 0.57435, "Y3": 0.3248, "X4": 0.56071, "Y4": 0.3248, "page": 0, "Index": 258}, {"Word": "a", "Confidence": 0.994, "X1": 0.57981, "Y1": 0.3122, "X2": 0.58663, "Y2": 0.312, "X3": 0.58527, "Y3": 0.3248, "X4": 0.57844, "Y4": 0.3248, "page": 0, "Index": 259}, {"Word": "functional", "Confidence": 0.941, "X1": 0.58936, "Y1": 0.3132, "X2": 0.65894, "Y2": 0.313, "X3": 0.65757, "Y3": 0.3248, "X4": 0.58936, "Y4": 0.3248, "page": 0, "Index": 260}, {"Word": "sense,", "Confidence": 0.794, "X1": 0.66166, "Y1": 0.3132, "X2": 0.70259, "Y2": 0.313, "X3": 0.70123, "Y3": 0.3248, "X4": 0.66166, "Y4": 0.3248, "page": 0, "Index": 261}, {"Word": "and", "Confidence": 0.995, "X1": 0.70668, "Y1": 0.3132, "X2": 0.72988, "Y2": 0.313, "X3": 0.72988, "Y3": 0.3248, "X4": 0.70532, "Y4": 0.3248, "page": 0, "Index": 262}, {"Word": "mainly", "Confidence": 0.994, "X1": 0.73397, "Y1": 0.3132, "X2": 0.78035, "Y2": 0.313, "X3": 0.77899, "Y3": 0.3248, "X4": 0.73261, "Y4": 0.3248, "page": 0, "Index": 263}, {"Word": "in", "Confidence": 0.998, "X1": 0.78308, "Y1": 0.3132, "X2": 0.79673, "Y2": 0.313, "X3": 0.79673, "Y3": 0.3248, "X4": 0.78308, "Y4": 0.3248, "page": 0, "Index": 264}, {"Word": "the", "Confidence": 0.998, "X1": 0.80082, "Y1": 0.3122, "X2": 0.82538, "Y2": 0.312, "X3": 0.82538, "Y3": 0.3248, "X4": 0.79945, "Y4": 0.3248, "page": 0, "Index": 265}, {"Word": "work", "Confidence": 0.988, "X1": 0.13097, "Y1": 0.3202, "X2": 0.16644, "Y2": 0.32, "X3": 0.16644, "Y3": 0.3328, "X4": 0.13097, "Y4": 0.3328, "page": 0, "Index": 266}, {"Word": "primarily", "Confidence": 0.991, "X1": 0.17053, "Y1": 0.3202, "X2": 0.23056, "Y2": 0.32, "X3": 0.2292, "Y3": 0.3318, "X4": 0.16917, "Y4": 0.3328, "page": 0, "Index": 267}, {"Word": "concentrating", "Confidence": 0.992, "X1": 0.23329, "Y1": 0.3202, "X2": 0.32606, "Y2": 0.32, "X3": 0.32469, "Y3": 0.3318, "X4": 0.23329, "Y4": 0.3318, "page": 0, "Index": 268}, {"Word": "on", "Confidence": 0.998, "X1": 0.32879, "Y1": 0.3202, "X2": 0.34516, "Y2": 0.32, "X3": 0.34516, "Y3": 0.3328, "X4": 0.32742, "Y4": 0.3318, "page": 0, "Index": 269}, {"Word": "establishing", "Confidence": 0.991, "X1": 0.34925, "Y1": 0.3212, "X2": 0.42701, "Y2": 0.321, "X3": 0.42565, "Y3": 0.3328, "X4": 0.34789, "Y4": 0.3328, "page": 0, "Index": 270}, {"Word": "a", "Confidence": 0.936, "X1": 0.43111, "Y1": 0.3212, "X2": 0.43793, "Y2": 0.321, "X3": 0.43793, "Y3": 0.3328, "X4": 0.42974, "Y4": 0.3328, "page": 0, "Index": 271}, {"Word": "more", "Confidence": 0.776, "X1": 0.44202, "Y1": 0.3212, "X2": 0.47749, "Y2": 0.321, "X3": 0.47749, "Y3": 0.3328, "X4": 0.44065, "Y4": 0.3328, "page": 0, "Index": 272}, {"Word": "reflective", "Confidence": 0.775, "X1": 0.13233, "Y1": 0.3332, "X2": 0.19236, "Y2": 0.333, "X3": 0.19236, "Y3": 0.3448, "X4": 0.13233, "Y4": 0.3448, "page": 0, "Index": 273}, {"Word": "and", "Confidence": 0.998, "X1": 0.19645, "Y1": 0.3332, "X2": 0.22101, "Y2": 0.333, "X3": 0.21965, "Y3": 0.3458, "X4": 0.19509, "Y4": 0.3448, "page": 0, "Index": 274}, {"Word": "scuff", "Confidence": 0.958, "X1": 0.22374, "Y1": 0.3332, "X2": 0.25648, "Y2": 0.333, "X3": 0.25648, "Y3": 0.3458, "X4": 0.22374, "Y4": 0.3458, "page": 0, "Index": 275}, {"Word": "resistant", "Confidence": 0.625, "X1": 0.26057, "Y1": 0.3332, "X2": 0.31651, "Y2": 0.333, "X3": 0.31514, "Y3": 0.3458, "X4": 0.26057, "Y4": 0.3458, "page": 0, "Index": 276}, {"Word": "finish", "Confidence": 0.994, "X1": 0.31924, "Y1": 0.3332, "X2": 0.35744, "Y2": 0.333, "X3": 0.35607, "Y3": 0.3458, "X4": 0.31924, "Y4": 0.3458, "page": 0, "Index": 277}, {"Word": "than", "Confidence": 0.987, "X1": 0.36016, "Y1": 0.3332, "X2": 0.39018, "Y2": 0.333, "X3": 0.39018, "Y3": 0.3458, "X4": 0.36016, "Y4": 0.3458, "page": 0, "Index": 278}, {"Word": "is", "Confidence": 0.991, "X1": 0.39291, "Y1": 0.3332, "X2": 0.40382, "Y2": 0.333, "X3": 0.40382, "Y3": 0.3468, "X4": 0.39291, "Y4": 0.3458, "page": 0, "Index": 279}, {"Word": "currently", "Confidence": 0.926, "X1": 0.40791, "Y1": 0.3342, "X2": 0.47203, "Y2": 0.334, "X3": 0.47203, "Y3": 0.3468, "X4": 0.40655, "Y4": 0.3468, "page": 0, "Index": 280}, {"Word": "laminated", "Confidence": 0.953, "X1": 0.5266, "Y1": 0.3262, "X2": 0.59209, "Y2": 0.326, "X3": 0.59072, "Y3": 0.3388, "X4": 0.52524, "Y4": 0.3388, "page": 0, "Index": 281}, {"Word": "form", "Confidence": 0.958, "X1": 0.59618, "Y1": 0.3252, "X2": 0.62619, "Y2": 0.325, "X3": 0.62619, "Y3": 0.3388, "X4": 0.59482, "Y4": 0.3388, "page": 0, "Index": 282}, {"Word": "employing", "Confidence": 0.804, "X1": 0.63165, "Y1": 0.3252, "X2": 0.70123, "Y2": 0.325, "X3": 0.69986, "Y3": 0.3388, "X4": 0.63029, "Y4": 0.3388, "page": 0, "Index": 283}, {"Word": "metallised", "Confidence": 0.87, "X1": 0.70532, "Y1": 0.3262, "X2": 0.7749, "Y2": 0.326, "X3": 0.77353, "Y3": 0.3388, "X4": 0.70396, "Y4": 0.3388, "page": 0, "Index": 284}, {"Word": "12", "Confidence": 0.997, "X1": 0.77899, "Y1": 0.3262, "X2": 0.794, "Y2": 0.326, "X3": 0.79263, "Y3": 0.3388, "X4": 0.77763, "Y4": 0.3388, "page": 0, "Index": 285}, {"Word": "um", "Confidence": 0.778, "X1": 0.79809, "Y1": 0.3262, "X2": 0.81855, "Y2": 0.326, "X3": 0.81719, "Y3": 0.3388, "X4": 0.79673, "Y4": 0.3388, "page": 0, "Index": 286}, {"Word": "poly-", "Confidence": 0.604, "X1": 0.82401, "Y1": 0.3262, "X2": 0.86494, "Y2": 0.326, "X3": 0.86357, "Y3": 0.3398, "X4": 0.82265, "Y4": 0.3388, "page": 0, "Index": 287}, {"Word": "ester.", "Confidence": 0.833, "X1": 0.5266, "Y1": 0.3392, "X2": 0.56207, "Y2": 0.339, "X3": 0.56207, "Y3": 0.3528, "X4": 0.5266, "Y4": 0.3528, "page": 0, "Index": 288}, {"Word": "Typical", "Confidence": 0.991, "X1": 0.56617, "Y1": 0.3392, "X2": 0.61528, "Y2": 0.339, "X3": 0.61528, "Y3": 0.3518, "X4": 0.56617, "Y4": 0.3528, "page": 0, "Index": 289}, {"Word": "barrier", "Confidence": 0.962, "X1": 0.61801, "Y1": 0.3392, "X2": 0.66303, "Y2": 0.339, "X3": 0.66303, "Y3": 0.3518, "X4": 0.61801, "Y4": 0.3518, "page": 0, "Index": 290}, {"Word": "properties", "Confidence": 0.847, "X1": 0.66712, "Y1": 0.3392, "X2": 0.73533, "Y2": 0.339, "X3": 0.73533, "Y3": 0.3518, "X4": 0.66712, "Y4": 0.3518, "page": 0, "Index": 291}, {"Word": "of", "Confidence": 0.998, "X1": 0.73943, "Y1": 0.3392, "X2": 0.75307, "Y2": 0.339, "X3": 0.75307, "Y3": 0.3518, "X4": 0.73806, "Y4": 0.3518, "page": 0, "Index": 292}, {"Word": "coated", "Confidence": 0.993, "X1": 0.7558, "Y1": 0.3392, "X2": 0.80218, "Y2": 0.339, "X3": 0.80218, "Y3": 0.3518, "X4": 0.7558, "Y4": 0.3518, "page": 0, "Index": 293}, {"Word": "and", "Confidence": 0.998, "X1": 0.80491, "Y1": 0.3402, "X2": 0.83083, "Y2": 0.34, "X3": 0.83083, "Y3": 0.3518, "X4": 0.80491, "Y4": 0.3518, "page": 0, "Index": 294}, {"Word": "lamina-", "Confidence": 0.612, "X1": 0.83356, "Y1": 0.3402, "X2": 0.88404, "Y2": 0.34, "X3": 0.88267, "Y3": 0.3518, "X4": 0.83356, "Y4": 0.3518, "page": 0, "Index": 295}, {"Word": "achieved.", "Confidence": 0.957, "X1": 0.1337, "Y1": 0.3482, "X2": 0.19645, "Y2": 0.348, "X3": 0.19509, "Y3": 0.3588, "X4": 0.13233, "Y4": 0.3578, "page": 0, "Index": 296}, {"Word": "ted", "Confidence": 0.997, "X1": 0.5266, "Y1": 0.3532, "X2": 0.54843, "Y2": 0.353, "X3": 0.54843, "Y3": 0.3658, "X4": 0.5266, "Y4": 0.3658, "page": 0, "Index": 297}, {"Word": "metallised", "Confidence": 0.812, "X1": 0.55116, "Y1": 0.3532, "X2": 0.61801, "Y2": 0.353, "X3": 0.61937, "Y3": 0.3658, "X4": 0.55116, "Y4": 0.3658, "page": 0, "Index": 298}, {"Word": "polyester", "Confidence": 0.891, "X1": 0.6221, "Y1": 0.3532, "X2": 0.68349, "Y2": 0.353, "X3": 0.68349, "Y3": 0.3658, "X4": 0.6221, "Y4": 0.3658, "page": 0, "Index": 299}, {"Word": "films", "Confidence": 0.98, "X1": 0.68622, "Y1": 0.3532, "X2": 0.72169, "Y2": 0.353, "X3": 0.72169, "Y3": 0.3658, "X4": 0.68759, "Y4": 0.3658, "page": 0, "Index": 300}, {"Word": "are", "Confidence": 0.998, "X1": 0.72442, "Y1": 0.3532, "X2": 0.74488, "Y2": 0.353, "X3": 0.74488, "Y3": 0.3658, "X4": 0.72442, "Y4": 0.3658, "page": 0, "Index": 301}, {"Word": "shown", "Confidence": 0.997, "X1": 0.74898, "Y1": 0.3532, "X2": 0.79127, "Y2": 0.353, "X3": 0.79127, "Y3": 0.3658, "X4": 0.74898, "Y4": 0.3658, "page": 0, "Index": 302}, {"Word": "in", "Confidence": 0.998, "X1": 0.79536, "Y1": 0.3532, "X2": 0.81037, "Y2": 0.353, "X3": 0.81037, "Y3": 0.3658, "X4": 0.79536, "Y4": 0.3658, "page": 0, "Index": 303}, {"Word": "Tables", "Confidence": 0.991, "X1": 0.8131, "Y1": 0.3532, "X2": 0.85812, "Y2": 0.353, "X3": 0.85812, "Y3": 0.3648, "X4": 0.8131, "Y4": 0.3658, "page": 0, "Index": 304}, {"Word": "1", "Confidence": 0.927, "X1": 0.86085, "Y1": 0.3532, "X2": 0.87176, "Y2": 0.353, "X3": 0.87176, "Y3": 0.3648, "X4": 0.86085, "Y4": 0.3648, "page": 0, "Index": 305}, {"Word": "and", "Confidence": 0.955, "X1": 0.5266, "Y1": 0.3662, "X2": 0.55252, "Y2": 0.366, "X3": 0.55116, "Y3": 0.3798, "X4": 0.52524, "Y4": 0.3798, "page": 0, "Index": 306}, {"Word": "2,", "Confidence": 0.621, "X1": 0.55662, "Y1": 0.3662, "X2": 0.56889, "Y2": 0.366, "X3": 0.56753, "Y3": 0.3798, "X4": 0.55389, "Y4": 0.3798, "page": 0, "Index": 307}, {"Word": "and", "Confidence": 0.998, "X1": 0.57299, "Y1": 0.3672, "X2": 0.59618, "Y2": 0.367, "X3": 0.59482, "Y3": 0.3788, "X4": 0.57026, "Y4": 0.3798, "page": 0, "Index": 308}, {"Word": "compared", "Confidence": 0.991, "X1": 0.59891, "Y1": 0.3672, "X2": 0.66576, "Y2": 0.367, "X3": 0.66576, "Y3": 0.3788, "X4": 0.59754, "Y4": 0.3788, "page": 0, "Index": 309}, {"Word": "with", "Confidence": 0.989, "X1": 0.66985, "Y1": 0.3672, "X2": 0.69986, "Y2": 0.367, "X3": 0.69986, "Y3": 0.3788, "X4": 0.66849, "Y4": 0.3788, "page": 0, "Index": 310}, {"Word": "other", "Confidence": 0.994, "X1": 0.70396, "Y1": 0.3672, "X2": 0.73943, "Y2": 0.367, "X3": 0.73806, "Y3": 0.3798, "X4": 0.70259, "Y4": 0.3788, "page": 0, "Index": 311}, {"Word": "commonly", "Confidence": 0.932, "X1": 0.74216, "Y1": 0.3672, "X2": 0.81583, "Y2": 0.367, "X3": 0.81446, "Y3": 0.3798, "X4": 0.74216, "Y4": 0.3798, "page": 0, "Index": 312}, {"Word": "accepted", "Confidence": 0.955, "X1": 0.81855, "Y1": 0.3672, "X2": 0.87995, "Y2": 0.367, "X3": 0.87995, "Y3": 0.3808, "X4": 0.81855, "Y4": 0.3798, "page": 0, "Index": 313}, {"Word": "3.2.2", "Confidence": 0.993, "X1": 0.15962, "Y1": 0.3762, "X2": 0.191, "Y2": 0.376, "X3": 0.18963, "Y3": 0.3898, "X4": 0.15962, "Y4": 0.3888, "page": 0, "Index": 314}, {"Word": "Polypropylene", "Confidence": 0.955, "X1": 0.19372, "Y1": 0.3782, "X2": 0.29468, "Y2": 0.378, "X3": 0.29468, "Y3": 0.3908, "X4": 0.19372, "Y4": 0.3898, "page": 0, "Index": 315}, {"Word": "packaging", "Confidence": 0.981, "X1": 0.5266, "Y1": 0.3802, "X2": 0.59072, "Y2": 0.38, "X3": 0.59072, "Y3": 0.3938, "X4": 0.5266, "Y4": 0.3938, "page": 0, "Index": 316}, {"Word": "laminates", "Confidence": 0.645, "X1": 0.59482, "Y1": 0.3802, "X2": 0.65757, "Y2": 0.38, "X3": 0.65757, "Y3": 0.3928, "X4": 0.59345, "Y4": 0.3938, "page": 0, "Index": 317}, {"Word": "in", "Confidence": 0.997, "X1": 0.66166, "Y1": 0.3802, "X2": 0.67667, "Y2": 0.38, "X3": 0.67667, "Y3": 0.3928, "X4": 0.6603, "Y4": 0.3928, "page": 0, "Index": 318}, {"Word": "Table", "Confidence": 0.848, "X1": 0.68076, "Y1": 0.3802, "X2": 0.7176, "Y2": 0.38, "X3": 0.7176, "Y3": 0.3928, "X4": 0.6794, "Y4": 0.3928, "page": 0, "Index": 319}, {"Word": "3.", "Confidence": 0.968, "X1": 0.72033, "Y1": 0.3802, "X2": 0.73533, "Y2": 0.38, "X3": 0.73533, "Y3": 0.3928, "X4": 0.72033, "Y4": 0.3928, "page": 0, "Index": 320}, {"Word": "Among", "Confidence": 0.941, "X1": 0.1337, "Y1": 0.3912, "X2": 0.18008, "Y2": 0.391, "X3": 0.18008, "Y3": 0.4038, "X4": 0.1337, "Y4": 0.4038, "page": 0, "Index": 321}, {"Word": "the", "Confidence": 0.998, "X1": 0.18281, "Y1": 0.3912, "X2": 0.206, "Y2": 0.391, "X3": 0.206, "Y3": 0.4038, "X4": 0.18281, "Y4": 0.4038, "page": 0, "Index": 322}, {"Word": "more", "Confidence": 0.989, "X1": 0.2101, "Y1": 0.3912, "X2": 0.2442, "Y2": 0.391, "X3": 0.2442, "Y3": 0.4038, "X4": 0.2101, "Y4": 0.4038, "page": 0, "Index": 323}, {"Word": "recent", "Confidence": 0.991, "X1": 0.24693, "Y1": 0.3922, "X2": 0.28922, "Y2": 0.392, "X3": 0.28786, "Y3": 0.4038, "X4": 0.24693, "Y4": 0.4038, "page": 0, "Index": 324}, {"Word": "of", "Confidence": 0.997, "X1": 0.29195, "Y1": 0.3922, "X2": 0.30696, "Y2": 0.392, "X3": 0.30559, "Y3": 0.4038, "X4": 0.29195, "Y4": 0.4038, "page": 0, "Index": 325}, {"Word": "materials", "Confidence": 0.816, "X1": 0.30969, "Y1": 0.3922, "X2": 0.37108, "Y2": 0.392, "X3": 0.36971, "Y3": 0.4038, "X4": 0.30969, "Y4": 0.4038, "page": 0, "Index": 326}, {"Word": "to", "Confidence": 0.998, "X1": 0.37381, "Y1": 0.3922, "X2": 0.38745, "Y2": 0.392, "X3": 0.38745, "Y3": 0.4038, "X4": 0.37381, "Y4": 0.4038, "page": 0, "Index": 327}, {"Word": "be", "Confidence": 0.997, "X1": 0.39154, "Y1": 0.3922, "X2": 0.40928, "Y2": 0.392, "X3": 0.40791, "Y3": 0.4038, "X4": 0.39018, "Y4": 0.4038, "page": 0, "Index": 328}, {"Word": "success-", "Confidence": 0.953, "X1": 0.41201, "Y1": 0.3922, "X2": 0.46658, "Y2": 0.392, "X3": 0.46521, "Y3": 0.4048, "X4": 0.41064, "Y4": 0.4038, "page": 0, "Index": 329}, {"Word": "fully", "Confidence": 0.993, "X1": 0.1337, "Y1": 0.4052, "X2": 0.16371, "Y2": 0.405, "X3": 0.16371, "Y3": 0.4168, "X4": 0.1337, "Y4": 0.4178, "page": 0, "Index": 330}, {"Word": "marketed", "Confidence": 0.994, "X1": 0.1678, "Y1": 0.4052, "X2": 0.23056, "Y2": 0.405, "X3": 0.23056, "Y3": 0.4168, "X4": 0.16644, "Y4": 0.4168, "page": 0, "Index": 331}, {"Word": "in", "Confidence": 0.998, "X1": 0.23465, "Y1": 0.4052, "X2": 0.24829, "Y2": 0.405, "X3": 0.24829, "Y3": 0.4168, "X4": 0.23329, "Y4": 0.4168, "page": 0, "Index": 332}, {"Word": "a", "Confidence": 0.994, "X1": 0.25239, "Y1": 0.4052, "X2": 0.25921, "Y2": 0.405, "X3": 0.25784, "Y3": 0.4168, "X4": 0.25102, "Y4": 0.4168, "page": 0, "Index": 333}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.26194, "Y1": 0.4052, "X2": 0.33015, "Y2": 0.405, "X3": 0.32879, "Y3": 0.4178, "X4": 0.26194, "Y4": 0.4168, "page": 0, "Index": 334}, {"Word": "form,", "Confidence": 0.991, "X1": 0.33288, "Y1": 0.4062, "X2": 0.36971, "Y2": 0.406, "X3": 0.36971, "Y3": 0.4178, "X4": 0.33288, "Y4": 0.4178, "page": 0, "Index": 335}, {"Word": "polypropylene,", "Confidence": 0.695, "X1": 0.37381, "Y1": 0.4072, "X2": 0.47613, "Y2": 0.407, "X3": 0.47476, "Y3": 0.4198, "X4": 0.37244, "Y4": 0.4178, "page": 0, "Index": 336}, {"Word": "In", "Confidence": 0.991, "X1": 0.52797, "Y1": 0.4072, "X2": 0.54025, "Y2": 0.407, "X3": 0.54025, "Y3": 0.4208, "X4": 0.5266, "Y4": 0.4208, "page": 0, "Index": 337}, {"Word": "the", "Confidence": 0.995, "X1": 0.54434, "Y1": 0.4072, "X2": 0.56617, "Y2": 0.407, "X3": 0.56617, "Y3": 0.4208, "X4": 0.54434, "Y4": 0.4208, "page": 0, "Index": 338}, {"Word": "past", "Confidence": 0.991, "X1": 0.57026, "Y1": 0.4082, "X2": 0.59754, "Y2": 0.408, "X3": 0.59754, "Y3": 0.4208, "X4": 0.57026, "Y4": 0.4208, "page": 0, "Index": 339}, {"Word": "three", "Confidence": 0.995, "X1": 0.60164, "Y1": 0.4082, "X2": 0.63574, "Y2": 0.408, "X3": 0.63574, "Y3": 0.4208, "X4": 0.60027, "Y4": 0.4208, "page": 0, "Index": 340}, {"Word": "years", "Confidence": 0.944, "X1": 0.63984, "Y1": 0.4082, "X2": 0.67394, "Y2": 0.408, "X3": 0.67394, "Y3": 0.4208, "X4": 0.63847, "Y4": 0.4208, "page": 0, "Index": 341}, {"Word": "the", "Confidence": 0.998, "X1": 0.67804, "Y1": 0.4082, "X2": 0.69986, "Y2": 0.408, "X3": 0.69986, "Y3": 0.4208, "X4": 0.67667, "Y4": 0.4208, "page": 0, "Index": 342}, {"Word": "growth", "Confidence": 0.997, "X1": 0.70396, "Y1": 0.4082, "X2": 0.75171, "Y2": 0.408, "X3": 0.75034, "Y3": 0.4208, "X4": 0.70396, "Y4": 0.4208, "page": 0, "Index": 343}, {"Word": "in", "Confidence": 0.998, "X1": 0.75443, "Y1": 0.4082, "X2": 0.76808, "Y2": 0.408, "X3": 0.76808, "Y3": 0.4208, "X4": 0.75443, "Y4": 0.4208, "page": 0, "Index": 344}, {"Word": "use", "Confidence": 0.998, "X1": 0.7708, "Y1": 0.4082, "X2": 0.794, "Y2": 0.408, "X3": 0.794, "Y3": 0.4208, "X4": 0.7708, "Y4": 0.4208, "page": 0, "Index": 345}, {"Word": "of", "Confidence": 0.998, "X1": 0.79809, "Y1": 0.4072, "X2": 0.81173, "Y2": 0.407, "X3": 0.81173, "Y3": 0.4208, "X4": 0.79673, "Y4": 0.4208, "page": 0, "Index": 346}, {"Word": "metallised", "Confidence": 0.79, "X1": 0.81583, "Y1": 0.4072, "X2": 0.8854, "Y2": 0.407, "X3": 0.8854, "Y3": 0.4208, "X4": 0.81583, "Y4": 0.4208, "page": 0, "Index": 347}, {"Word": "especially", "Confidence": 0.892, "X1": 0.1337, "Y1": 0.4182, "X2": 0.19645, "Y2": 0.418, "X3": 0.19782, "Y3": 0.4308, "X4": 0.1337, "Y4": 0.4318, "page": 0, "Index": 348}, {"Word": "the", "Confidence": 0.998, "X1": 0.20055, "Y1": 0.4182, "X2": 0.22237, "Y2": 0.418, "X3": 0.22237, "Y3": 0.4308, "X4": 0.20055, "Y4": 0.4308, "page": 0, "Index": 349}, {"Word": "biaxially", "Confidence": 0.618, "X1": 0.2251, "Y1": 0.4182, "X2": 0.2824, "Y2": 0.418, "X3": 0.2824, "Y3": 0.4308, "X4": 0.22647, "Y4": 0.4308, "page": 0, "Index": 350}, {"Word": "orientated", "Confidence": 0.981, "X1": 0.28649, "Y1": 0.4192, "X2": 0.35471, "Y2": 0.419, "X3": 0.35471, "Y3": 0.4318, "X4": 0.28649, "Y4": 0.4308, "page": 0, "Index": 351}, {"Word": "form,", "Confidence": 0.969, "X1": 0.3588, "Y1": 0.4192, "X2": 0.397, "Y2": 0.419, "X3": 0.39563, "Y3": 0.4318, "X4": 0.35744, "Y4": 0.4318, "page": 0, "Index": 352}, {"Word": "is", "Confidence": 0.997, "X1": 0.39973, "Y1": 0.4192, "X2": 0.41064, "Y2": 0.419, "X3": 0.40928, "Y3": 0.4318, "X4": 0.39973, "Y4": 0.4318, "page": 0, "Index": 353}, {"Word": "envisaged", "Confidence": 0.991, "X1": 0.41337, "Y1": 0.4202, "X2": 0.47749, "Y2": 0.42, "X3": 0.47613, "Y3": 0.4318, "X4": 0.41337, "Y4": 0.4318, "page": 0, "Index": 354}, {"Word": "polyester,", "Confidence": 0.94, "X1": 0.5266, "Y1": 0.4222, "X2": 0.59209, "Y2": 0.422, "X3": 0.59209, "Y3": 0.4338, "X4": 0.5266, "Y4": 0.4348, "page": 0, "Index": 355}, {"Word": "notably", "Confidence": 0.981, "X1": 0.59618, "Y1": 0.4222, "X2": 0.64802, "Y2": 0.422, "X3": 0.64802, "Y3": 0.4338, "X4": 0.59482, "Y4": 0.4338, "page": 0, "Index": 356}, {"Word": "because", "Confidence": 0.954, "X1": 0.65075, "Y1": 0.4222, "X2": 0.70259, "Y2": 0.422, "X3": 0.70259, "Y3": 0.4338, "X4": 0.65075, "Y4": 0.4338, "page": 0, "Index": 357}, {"Word": "of", "Confidence": 0.941, "X1": 0.70668, "Y1": 0.4222, "X2": 0.72169, "Y2": 0.422, "X3": 0.72169, "Y3": 0.4338, "X4": 0.70668, "Y4": 0.4338, "page": 0, "Index": 358}, {"Word": "its", "Confidence": 0.998, "X1": 0.72442, "Y1": 0.4222, "X2": 0.74216, "Y2": 0.422, "X3": 0.74216, "Y3": 0.4338, "X4": 0.72442, "Y4": 0.4338, "page": 0, "Index": 359}, {"Word": "use", "Confidence": 0.998, "X1": 0.74488, "Y1": 0.4222, "X2": 0.76671, "Y2": 0.422, "X3": 0.76671, "Y3": 0.4338, "X4": 0.74488, "Y4": 0.4338, "page": 0, "Index": 360}, {"Word": "in", "Confidence": 0.998, "X1": 0.7708, "Y1": 0.4222, "X2": 0.78445, "Y2": 0.422, "X3": 0.78445, "Y3": 0.4338, "X4": 0.7708, "Y4": 0.4338, "page": 0, "Index": 361}, {"Word": "flexible", "Confidence": 0.852, "X1": 0.78854, "Y1": 0.4222, "X2": 0.83902, "Y2": 0.422, "X3": 0.83902, "Y3": 0.4338, "X4": 0.78854, "Y4": 0.4338, "page": 0, "Index": 362}, {"Word": "as", "Confidence": 0.995, "X1": 0.1337, "Y1": 0.4322, "X2": 0.14734, "Y2": 0.432, "X3": 0.14734, "Y3": 0.4438, "X4": 0.1337, "Y4": 0.4438, "page": 0, "Index": 363}, {"Word": "one", "Confidence": 0.998, "X1": 0.15007, "Y1": 0.4312, "X2": 0.17462, "Y2": 0.431, "X3": 0.17326, "Y3": 0.4448, "X4": 0.15007, "Y4": 0.4438, "page": 0, "Index": 364}, {"Word": "of", "Confidence": 0.997, "X1": 0.17735, "Y1": 0.4312, "X2": 0.19236, "Y2": 0.431, "X3": 0.19236, "Y3": 0.4448, "X4": 0.17735, "Y4": 0.4448, "page": 0, "Index": 365}, {"Word": "the", "Confidence": 0.998, "X1": 0.19645, "Y1": 0.4312, "X2": 0.21692, "Y2": 0.431, "X3": 0.21692, "Y3": 0.4448, "X4": 0.19645, "Y4": 0.4448, "page": 0, "Index": 366}, {"Word": "metallised", "Confidence": 0.967, "X1": 0.22101, "Y1": 0.4312, "X2": 0.28786, "Y2": 0.431, "X3": 0.28786, "Y3": 0.4448, "X4": 0.22101, "Y4": 0.4448, "page": 0, "Index": 367}, {"Word": "mediums", "Confidence": 0.994, "X1": 0.29195, "Y1": 0.4322, "X2": 0.35198, "Y2": 0.432, "X3": 0.35198, "Y3": 0.4448, "X4": 0.29059, "Y4": 0.4448, "page": 0, "Index": 368}, {"Word": "with", "Confidence": 0.989, "X1": 0.35607, "Y1": 0.4322, "X2": 0.38472, "Y2": 0.432, "X3": 0.38472, "Y3": 0.4448, "X4": 0.35607, "Y4": 0.4448, "page": 0, "Index": 369}, {"Word": "the", "Confidence": 0.998, "X1": 0.38881, "Y1": 0.4322, "X2": 0.40928, "Y2": 0.432, "X3": 0.40928, "Y3": 0.4448, "X4": 0.38881, "Y4": 0.4448, "page": 0, "Index": 370}, {"Word": "highest", "Confidence": 0.991, "X1": 0.41337, "Y1": 0.4332, "X2": 0.46521, "Y2": 0.433, "X3": 0.46521, "Y3": 0.4448, "X4": 0.41337, "Y4": 0.4448, "page": 0, "Index": 371}, {"Word": "packaging,", "Confidence": 0.859, "X1": 0.52797, "Y1": 0.4352, "X2": 0.59618, "Y2": 0.435, "X3": 0.59618, "Y3": 0.4478, "X4": 0.52797, "Y4": 0.4478, "page": 0, "Index": 372}, {"Word": "has", "Confidence": 0.998, "X1": 0.60027, "Y1": 0.4352, "X2": 0.6221, "Y2": 0.435, "X3": 0.6221, "Y3": 0.4468, "X4": 0.59891, "Y4": 0.4478, "page": 0, "Index": 373}, {"Word": "been", "Confidence": 0.608, "X1": 0.62483, "Y1": 0.4352, "X2": 0.65757, "Y2": 0.435, "X3": 0.65757, "Y3": 0.4468, "X4": 0.62483, "Y4": 0.4468, "page": 0, "Index": 374}, {"Word": "enormous,", "Confidence": 0.971, "X1": 0.66166, "Y1": 0.4352, "X2": 0.73261, "Y2": 0.435, "X3": 0.73124, "Y3": 0.4468, "X4": 0.6603, "Y4": 0.4468, "page": 0, "Index": 375}, {"Word": "and", "Confidence": 0.998, "X1": 0.73533, "Y1": 0.4352, "X2": 0.75989, "Y2": 0.435, "X3": 0.75853, "Y3": 0.4468, "X4": 0.73397, "Y4": 0.4468, "page": 0, "Index": 376}, {"Word": "DuPont", "Confidence": 0.994, "X1": 0.76398, "Y1": 0.4352, "X2": 0.81583, "Y2": 0.435, "X3": 0.81583, "Y3": 0.4468, "X4": 0.76262, "Y4": 0.4468, "page": 0, "Index": 377}, {"Word": "estimates", "Confidence": 0.991, "X1": 0.81992, "Y1": 0.4352, "X2": 0.88404, "Y2": 0.435, "X3": 0.88404, "Y3": 0.4478, "X4": 0.81855, "Y4": 0.4468, "page": 0, "Index": 378}, {"Word": "market.", "Confidence": 0.939, "X1": 0.1337, "Y1": 0.4462, "X2": 0.1869, "Y2": 0.446, "X3": 0.1869, "Y3": 0.4578, "X4": 0.1337, "Y4": 0.4578, "page": 0, "Index": 379}, {"Word": "the", "Confidence": 0.996, "X1": 0.52797, "Y1": 0.4482, "X2": 0.54707, "Y2": 0.448, "X3": 0.54843, "Y3": 0.4608, "X4": 0.52797, "Y4": 0.4608, "page": 0, "Index": 380}, {"Word": "growth", "Confidence": 0.997, "X1": 0.55116, "Y1": 0.4472, "X2": 0.59891, "Y2": 0.447, "X3": 0.59891, "Y3": 0.4608, "X4": 0.55116, "Y4": 0.4608, "page": 0, "Index": 381}, {"Word": "in", "Confidence": 0.998, "X1": 0.60164, "Y1": 0.4472, "X2": 0.61664, "Y2": 0.447, "X3": 0.61801, "Y3": 0.4608, "X4": 0.60164, "Y4": 0.4608, "page": 0, "Index": 382}, {"Word": "Europe", "Confidence": 0.954, "X1": 0.62074, "Y1": 0.4472, "X2": 0.66849, "Y2": 0.447, "X3": 0.66849, "Y3": 0.4608, "X4": 0.62074, "Y4": 0.4608, "page": 0, "Index": 383}, {"Word": "and", "Confidence": 0.998, "X1": 0.67258, "Y1": 0.4472, "X2": 0.69714, "Y2": 0.447, "X3": 0.69714, "Y3": 0.4608, "X4": 0.67258, "Y4": 0.4608, "page": 0, "Index": 384}, {"Word": "the", "Confidence": 0.998, "X1": 0.70123, "Y1": 0.4472, "X2": 0.72169, "Y2": 0.447, "X3": 0.72169, "Y3": 0.4608, "X4": 0.70123, "Y4": 0.4608, "page": 0, "Index": 385}, {"Word": "USA", "Confidence": 0.998, "X1": 0.72578, "Y1": 0.4472, "X2": 0.75853, "Y2": 0.447, "X3": 0.75853, "Y3": 0.4608, "X4": 0.72578, "Y4": 0.4608, "page": 0, "Index": 386}, {"Word": "to", "Confidence": 0.998, "X1": 0.76262, "Y1": 0.4472, "X2": 0.77763, "Y2": 0.447, "X3": 0.77763, "Y3": 0.4608, "X4": 0.76262, "Y4": 0.4608, "page": 0, "Index": 387}, {"Word": "have", "Confidence": 0.923, "X1": 0.78172, "Y1": 0.4482, "X2": 0.81037, "Y2": 0.448, "X3": 0.81037, "Y3": 0.4608, "X4": 0.78035, "Y4": 0.4608, "page": 0, "Index": 388}, {"Word": "risen", "Confidence": 0.997, "X1": 0.81446, "Y1": 0.4492, "X2": 0.84857, "Y2": 0.449, "X3": 0.8472, "Y3": 0.4608, "X4": 0.81446, "Y4": 0.4608, "page": 0, "Index": 389}, {"Word": "from", "Confidence": 0.984, "X1": 0.52797, "Y1": 0.4612, "X2": 0.55798, "Y2": 0.461, "X3": 0.55798, "Y3": 0.4738, "X4": 0.52797, "Y4": 0.4738, "page": 0, "Index": 390}, {"Word": "an", "Confidence": 0.998, "X1": 0.56344, "Y1": 0.4612, "X2": 0.57981, "Y2": 0.461, "X3": 0.57981, "Y3": 0.4738, "X4": 0.56344, "Y4": 0.4738, "page": 0, "Index": 391}, {"Word": "approximate", "Confidence": 0.991, "X1": 0.58254, "Y1": 0.4612, "X2": 0.66712, "Y2": 0.461, "X3": 0.66712, "Y3": 0.4738, "X4": 0.58254, "Y4": 0.4738, "page": 0, "Index": 392}, {"Word": "total", "Confidence": 0.996, "X1": 0.67121, "Y1": 0.4612, "X2": 0.70396, "Y2": 0.461, "X3": 0.70259, "Y3": 0.4738, "X4": 0.67121, "Y4": 0.4738, "page": 0, "Index": 393}, {"Word": "of", "Confidence": 0.998, "X1": 0.70668, "Y1": 0.4612, "X2": 0.72306, "Y2": 0.461, "X3": 0.72169, "Y3": 0.4748, "X4": 0.70668, "Y4": 0.4738, "page": 0, "Index": 394}, {"Word": "100", "Confidence": 0.998, "X1": 0.72578, "Y1": 0.4612, "X2": 0.75171, "Y2": 0.461, "X3": 0.75034, "Y3": 0.4748, "X4": 0.72578, "Y4": 0.4748, "page": 0, "Index": 395}, {"Word": "tonnes", "Confidence": 0.993, "X1": 0.75443, "Y1": 0.4612, "X2": 0.79945, "Y2": 0.461, "X3": 0.79945, "Y3": 0.4748, "X4": 0.75443, "Y4": 0.4748, "page": 0, "Index": 396}, {"Word": "in", "Confidence": 0.998, "X1": 0.80355, "Y1": 0.4612, "X2": 0.81855, "Y2": 0.461, "X3": 0.81719, "Y3": 0.4748, "X4": 0.80355, "Y4": 0.4748, "page": 0, "Index": 397}, {"Word": "1975", "Confidence": 0.981, "X1": 0.82128, "Y1": 0.4612, "X2": 0.85539, "Y2": 0.461, "X3": 0.85402, "Y3": 0.4748, "X4": 0.82128, "Y4": 0.4748, "page": 0, "Index": 398}, {"Word": "to", "Confidence": 0.998, "X1": 0.85812, "Y1": 0.4612, "X2": 0.87585, "Y2": 0.461, "X3": 0.87585, "Y3": 0.4748, "X4": 0.85812, "Y4": 0.4748, "page": 0, "Index": 399}, {"Word": "Orientated", "Confidence": 0.958, "X1": 0.1337, "Y1": 0.4722, "X2": 0.20464, "Y2": 0.472, "X3": 0.20327, "Y3": 0.4848, "X4": 0.1337, "Y4": 0.4848, "page": 0, "Index": 400}, {"Word": "polypropylenes", "Confidence": 0.936, "X1": 0.20737, "Y1": 0.4732, "X2": 0.30969, "Y2": 0.473, "X3": 0.30969, "Y3": 0.4858, "X4": 0.20737, "Y4": 0.4848, "page": 0, "Index": 401}, {"Word": "are", "Confidence": 0.994, "X1": 0.31378, "Y1": 0.4732, "X2": 0.33288, "Y2": 0.473, "X3": 0.33288, "Y3": 0.4858, "X4": 0.31378, "Y4": 0.4858, "page": 0, "Index": 402}, {"Word": "currently", "Confidence": 0.794, "X1": 0.33697, "Y1": 0.4732, "X2": 0.39836, "Y2": 0.473, "X3": 0.39836, "Y3": 0.4858, "X4": 0.33697, "Y4": 0.4858, "page": 0, "Index": 403}, {"Word": "offered", "Confidence": 0.994, "X1": 0.40246, "Y1": 0.4732, "X2": 0.4502, "Y2": 0.473, "X3": 0.4502, "Y3": 0.4858, "X4": 0.40246, "Y4": 0.4858, "page": 0, "Index": 404}, {"Word": "in", "Confidence": 0.997, "X1": 0.4543, "Y1": 0.4732, "X2": 0.46794, "Y2": 0.473, "X3": 0.46794, "Y3": 0.4858, "X4": 0.4543, "Y4": 0.4858, "page": 0, "Index": 405}, {"Word": "a", "Confidence": 0.939, "X1": 0.47203, "Y1": 0.4722, "X2": 0.48158, "Y2": 0.472, "X3": 0.48158, "Y3": 0.4848, "X4": 0.47203, "Y4": 0.4858, "page": 0, "Index": 406}, {"Word": "1850", "Confidence": 0.981, "X1": 0.5307, "Y1": 0.4742, "X2": 0.56071, "Y2": 0.474, "X3": 0.56071, "Y3": 0.4878, "X4": 0.5307, "Y4": 0.4878, "page": 0, "Index": 407}, {"Word": "tonnes", "Confidence": 0.996, "X1": 0.5648, "Y1": 0.4742, "X2": 0.60982, "Y2": 0.474, "X3": 0.60982, "Y3": 0.4878, "X4": 0.5648, "Y4": 0.4878, "page": 0, "Index": 408}, {"Word": "in", "Confidence": 0.998, "X1": 0.61392, "Y1": 0.4742, "X2": 0.62892, "Y2": 0.474, "X3": 0.62756, "Y3": 0.4888, "X4": 0.61255, "Y4": 0.4878, "page": 0, "Index": 409}, {"Word": "1877.", "Confidence": 0.76, "X1": 0.63165, "Y1": 0.4752, "X2": 0.67258, "Y2": 0.475, "X3": 0.67258, "Y3": 0.4888, "X4": 0.63165, "Y4": 0.4888, "page": 0, "Index": 410}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.1337, "Y1": 0.4862, "X2": 0.20055, "Y2": 0.486, "X3": 0.20055, "Y3": 0.4988, "X4": 0.1337, "Y4": 0.4988, "page": 0, "Index": 411}, {"Word": "form", "Confidence": 0.988, "X1": 0.20464, "Y1": 0.4862, "X2": 0.23465, "Y2": 0.486, "X3": 0.23465, "Y3": 0.4988, "X4": 0.20464, "Y4": 0.4988, "page": 0, "Index": 412}, {"Word": "based", "Confidence": 0.991, "X1": 0.24011, "Y1": 0.4862, "X2": 0.27694, "Y2": 0.486, "X3": 0.27694, "Y3": 0.4988, "X4": 0.24011, "Y4": 0.4988, "page": 0, "Index": 413}, {"Word": "upon", "Confidence": 0.987, "X1": 0.28104, "Y1": 0.4862, "X2": 0.31514, "Y2": 0.486, "X3": 0.31514, "Y3": 0.4988, "X4": 0.27967, "Y4": 0.4988, "page": 0, "Index": 414}, {"Word": "coextruded", "Confidence": 0.498, "X1": 0.31924, "Y1": 0.4862, "X2": 0.39427, "Y2": 0.486, "X3": 0.39427, "Y3": 0.4988, "X4": 0.31787, "Y4": 0.4988, "page": 0, "Index": 415}, {"Word": "and", "Confidence": 0.998, "X1": 0.39836, "Y1": 0.4862, "X2": 0.42292, "Y2": 0.486, "X3": 0.42156, "Y3": 0.4988, "X4": 0.39836, "Y4": 0.4988, "page": 0, "Index": 416}, {"Word": "coated", "Confidence": 0.972, "X1": 0.42565, "Y1": 0.4872, "X2": 0.4734, "Y2": 0.487, "X3": 0.47203, "Y3": 0.4988, "X4": 0.42565, "Y4": 0.4988, "page": 0, "Index": 417}, {"Word": "films,", "Confidence": 0.886, "X1": 0.1337, "Y1": 0.4992, "X2": 0.1719, "Y2": 0.499, "X3": 0.17053, "Y3": 0.5118, "X4": 0.1337, "Y4": 0.5118, "page": 0, "Index": 418}, {"Word": "and", "Confidence": 0.935, "X1": 0.17462, "Y1": 0.4992, "X2": 0.19918, "Y2": 0.499, "X3": 0.19782, "Y3": 0.5118, "X4": 0.17462, "Y4": 0.5118, "page": 0, "Index": 419}, {"Word": "Mobil", "Confidence": 0.991, "X1": 0.20191, "Y1": 0.4992, "X2": 0.24011, "Y2": 0.499, "X3": 0.24011, "Y3": 0.5128, "X4": 0.20191, "Y4": 0.5118, "page": 0, "Index": 420}, {"Word": "have", "Confidence": 0.846, "X1": 0.2442, "Y1": 0.5002, "X2": 0.27422, "Y2": 0.5, "X3": 0.27422, "Y3": 0.5128, "X4": 0.24284, "Y4": 0.5128, "page": 0, "Index": 421}, {"Word": "announced", "Confidence": 0.963, "X1": 0.27831, "Y1": 0.5002, "X2": 0.35061, "Y2": 0.5, "X3": 0.34925, "Y3": 0.5128, "X4": 0.27831, "Y4": 0.5128, "page": 0, "Index": 422}, {"Word": "their", "Confidence": 0.644, "X1": 0.35471, "Y1": 0.5002, "X2": 0.38608, "Y2": 0.5, "X3": 0.38472, "Y3": 0.5128, "X4": 0.35334, "Y4": 0.5128, "page": 0, "Index": 423}, {"Word": "metallised", "Confidence": 0.884, "X1": 0.39018, "Y1": 0.4992, "X2": 0.45975, "Y2": 0.499, "X3": 0.45839, "Y3": 0.5118, "X4": 0.38881, "Y4": 0.5128, "page": 0, "Index": 424}, {"Word": "The", "Confidence": 0.998, "X1": 0.52933, "Y1": 0.5022, "X2": 0.55252, "Y2": 0.502, "X3": 0.55252, "Y3": 0.5148, "X4": 0.52933, "Y4": 0.5148, "page": 0, "Index": 425}, {"Word": "range", "Confidence": 0.997, "X1": 0.55662, "Y1": 0.5022, "X2": 0.59209, "Y2": 0.502, "X3": 0.59072, "Y3": 0.5148, "X4": 0.55525, "Y4": 0.5148, "page": 0, "Index": 426}, {"Word": "of", "Confidence": 0.998, "X1": 0.59618, "Y1": 0.5022, "X2": 0.61119, "Y2": 0.502, "X3": 0.60982, "Y3": 0.5148, "X4": 0.59482, "Y4": 0.5148, "page": 0, "Index": 427}, {"Word": "metallised", "Confidence": 0.981, "X1": 0.61392, "Y1": 0.5032, "X2": 0.68213, "Y2": 0.503, "X3": 0.68213, "Y3": 0.5158, "X4": 0.61392, "Y4": 0.5148, "page": 0, "Index": 428}, {"Word": "polyest", "Confidence": 0.913, "X1": 0.68622, "Y1": 0.5032, "X2": 0.73943, "Y2": 0.503, "X3": 0.73943, "Y3": 0.5168, "X4": 0.68622, "Y4": 0.5158, "page": 0, "Index": 429}, {"Word": "themselves", "Confidence": 0.627, "X1": 0.75716, "Y1": 0.5042, "X2": 0.82947, "Y2": 0.504, "X3": 0.82947, "Y3": 0.5158, "X4": 0.75716, "Y4": 0.5158, "page": 0, "Index": 430}, {"Word": "now", "Confidence": 0.998, "X1": 0.83356, "Y1": 0.5042, "X2": 0.86085, "Y2": 0.504, "X3": 0.85812, "Y3": 0.5148, "X4": 0.8322, "Y4": 0.5158, "page": 0, "Index": 431}, {"Word": "Bicor", "Confidence": 0.955, "X1": 0.1337, "Y1": 0.5132, "X2": 0.16917, "Y2": 0.513, "X3": 0.1678, "Y3": 0.5248, "X4": 0.1337, "Y4": 0.5248, "page": 0, "Index": 432}, {"Word": "CM", "Confidence": 0.997, "X1": 0.1719, "Y1": 0.5132, "X2": 0.19372, "Y2": 0.513, "X3": 0.19372, "Y3": 0.5248, "X4": 0.1719, "Y4": 0.5248, "page": 0, "Index": 433}, {"Word": "coextruded", "Confidence": 0.902, "X1": 0.19918, "Y1": 0.5132, "X2": 0.27422, "Y2": 0.513, "X3": 0.27285, "Y3": 0.5258, "X4": 0.19782, "Y4": 0.5258, "page": 0, "Index": 434}, {"Word": "polypropylene", "Confidence": 0.866, "X1": 0.27831, "Y1": 0.5132, "X2": 0.37653, "Y2": 0.513, "X3": 0.37517, "Y3": 0.5258, "X4": 0.27694, "Y4": 0.5258, "page": 0, "Index": 435}, {"Word": "film,", "Confidence": 0.729, "X1": 0.37926, "Y1": 0.5132, "X2": 0.41064, "Y2": 0.513, "X3": 0.40928, "Y3": 0.5258, "X4": 0.3779, "Y4": 0.5258, "page": 0, "Index": 436}, {"Word": "as", "Confidence": 0.998, "X1": 0.41473, "Y1": 0.5132, "X2": 0.42701, "Y2": 0.513, "X3": 0.42565, "Y3": 0.5258, "X4": 0.41337, "Y4": 0.5258, "page": 0, "Index": 437}, {"Word": "have", "Confidence": 0.983, "X1": 0.43111, "Y1": 0.5142, "X2": 0.46385, "Y2": 0.514, "X3": 0.46248, "Y3": 0.5258, "X4": 0.42974, "Y4": 0.5258, "page": 0, "Index": 438}, {"Word": "offer", "Confidence": 0.785, "X1": 0.5307, "Y1": 0.5162, "X2": 0.56071, "Y2": 0.516, "X3": 0.56071, "Y3": 0.5288, "X4": 0.52933, "Y4": 0.5288, "page": 0, "Index": 439}, {"Word": "a", "Confidence": 0.993, "X1": 0.5648, "Y1": 0.5162, "X2": 0.57162, "Y2": 0.516, "X3": 0.57026, "Y3": 0.5288, "X4": 0.56344, "Y4": 0.5288, "page": 0, "Index": 440}, {"Word": "variety", "Confidence": 0.936, "X1": 0.57435, "Y1": 0.5162, "X2": 0.6221, "Y2": 0.516, "X3": 0.62074, "Y3": 0.5288, "X4": 0.57435, "Y4": 0.5288, "page": 0, "Index": 441}, {"Word": "of", "Confidence": 0.998, "X1": 0.62619, "Y1": 0.5162, "X2": 0.63984, "Y2": 0.516, "X3": 0.63984, "Y3": 0.5288, "X4": 0.62483, "Y4": 0.5288, "page": 0, "Index": 442}, {"Word": "properties", "Confidence": 0.991, "X1": 0.64393, "Y1": 0.5162, "X2": 0.71214, "Y2": 0.516, "X3": 0.71078, "Y3": 0.5288, "X4": 0.64256, "Y4": 0.5288, "page": 0, "Index": 443}, {"Word": "to", "Confidence": 0.998, "X1": 0.71487, "Y1": 0.5162, "X2": 0.72988, "Y2": 0.516, "X3": 0.72988, "Y3": 0.5288, "X4": 0.71487, "Y4": 0.5288, "page": 0, "Index": 444}, {"Word": "the", "Confidence": 0.991, "X1": 0.73397, "Y1": 0.5162, "X2": 0.75443, "Y2": 0.516, "X3": 0.75307, "Y3": 0.5288, "X4": 0.73261, "Y4": 0.5288, "page": 0, "Index": 445}, {"Word": "packaging", "Confidence": 0.941, "X1": 0.75853, "Y1": 0.5162, "X2": 0.82538, "Y2": 0.516, "X3": 0.82401, "Y3": 0.5288, "X4": 0.75716, "Y4": 0.5288, "page": 0, "Index": 446}, {"Word": "tech-", "Confidence": 0.688, "X1": 0.82947, "Y1": 0.5172, "X2": 0.86221, "Y2": 0.517, "X3": 0.86085, "Y3": 0.5298, "X4": 0.8281, "Y4": 0.5288, "page": 0, "Index": 447}, {"Word": "Shorko", "Confidence": 0.994, "X1": 0.1337, "Y1": 0.5262, "X2": 0.18281, "Y2": 0.526, "X3": 0.18281, "Y3": 0.5388, "X4": 0.1337, "Y4": 0.5378, "page": 0, "Index": 448}, {"Word": "Films", "Confidence": 0.993, "X1": 0.1869, "Y1": 0.5262, "X2": 0.22374, "Y2": 0.526, "X3": 0.22237, "Y3": 0.5388, "X4": 0.18554, "Y4": 0.5388, "page": 0, "Index": 449}, {"Word": "their", "Confidence": 0.996, "X1": 0.22647, "Y1": 0.5272, "X2": 0.25784, "Y2": 0.527, "X3": 0.25784, "Y3": 0.5398, "X4": 0.22647, "Y4": 0.5388, "page": 0, "Index": 450}, {"Word": "SCM", "Confidence": 0.998, "X1": 0.26194, "Y1": 0.5272, "X2": 0.29195, "Y2": 0.527, "X3": 0.29059, "Y3": 0.5398, "X4": 0.26057, "Y4": 0.5398, "page": 0, "Index": 451}, {"Word": "range.", "Confidence": 0.991, "X1": 0.29741, "Y1": 0.5272, "X2": 0.33834, "Y2": 0.527, "X3": 0.33697, "Y3": 0.5398, "X4": 0.29741, "Y4": 0.5398, "page": 0, "Index": 452}, {"Word": "Additionally.", "Confidence": 0.733, "X1": 0.34106, "Y1": 0.5272, "X2": 0.43247, "Y2": 0.527, "X3": 0.43247, "Y3": 0.5398, "X4": 0.34106, "Y4": 0.5398, "page": 0, "Index": 453}, {"Word": "nologist,", "Confidence": 0.941, "X1": 0.52797, "Y1": 0.5292, "X2": 0.5839, "Y2": 0.529, "X3": 0.5839, "Y3": 0.5418, "X4": 0.52797, "Y4": 0.5418, "page": 0, "Index": 454}, {"Word": "enabling", "Confidence": 0.991, "X1": 0.58799, "Y1": 0.5292, "X2": 0.64393, "Y2": 0.529, "X3": 0.64393, "Y3": 0.5418, "X4": 0.58663, "Y4": 0.5418, "page": 0, "Index": 455}, {"Word": "the", "Confidence": 0.991, "X1": 0.64802, "Y1": 0.5292, "X2": 0.66985, "Y2": 0.529, "X3": 0.66985, "Y3": 0.5418, "X4": 0.64802, "Y4": 0.5418, "page": 0, "Index": 456}, {"Word": "design", "Confidence": 0.974, "X1": 0.67394, "Y1": 0.5292, "X2": 0.71623, "Y2": 0.529, "X3": 0.71623, "Y3": 0.5418, "X4": 0.67394, "Y4": 0.5418, "page": 0, "Index": 457}, {"Word": "of", "Confidence": 0.998, "X1": 0.72033, "Y1": 0.5292, "X2": 0.73397, "Y2": 0.529, "X3": 0.73397, "Y3": 0.5418, "X4": 0.72033, "Y4": 0.5418, "page": 0, "Index": 458}, {"Word": "new", "Confidence": 0.994, "X1": 0.7367, "Y1": 0.5292, "X2": 0.76398, "Y2": 0.529, "X3": 0.76398, "Y3": 0.5418, "X4": 0.7367, "Y4": 0.5418, "page": 0, "Index": 459}, {"Word": "packages", "Confidence": 0.661, "X1": 0.76808, "Y1": 0.5302, "X2": 0.8281, "Y2": 0.53, "X3": 0.8281, "Y3": 0.5428, "X4": 0.76944, "Y4": 0.5418, "page": 0, "Index": 460}, {"Word": "specific.", "Confidence": 0.784, "X1": 0.83083, "Y1": 0.5302, "X2": 0.88813, "Y2": 0.53, "X3": 0.8895, "Y3": 0.5428, "X4": 0.8322, "Y4": 0.5428, "page": 0, "Index": 461}, {"Word": "metallising", "Confidence": 0.991, "X1": 0.13506, "Y1": 0.5412, "X2": 0.20464, "Y2": 0.541, "X3": 0.20464, "Y3": 0.5528, "X4": 0.1337, "Y4": 0.5528, "page": 0, "Index": 462}, {"Word": "companies", "Confidence": 0.994, "X1": 0.20873, "Y1": 0.5402, "X2": 0.27831, "Y2": 0.54, "X3": 0.27831, "Y3": 0.5528, "X4": 0.20737, "Y4": 0.5528, "page": 0, "Index": 463}, {"Word": "themselves", "Confidence": 0.795, "X1": 0.2824, "Y1": 0.5402, "X2": 0.35198, "Y2": 0.54, "X3": 0.35198, "Y3": 0.5528, "X4": 0.28104, "Y4": 0.5528, "page": 0, "Index": 464}, {"Word": "have", "Confidence": 0.986, "X1": 0.35607, "Y1": 0.5402, "X2": 0.38745, "Y2": 0.54, "X3": 0.38745, "Y3": 0.5528, "X4": 0.35471, "Y4": 0.5528, "page": 0, "Index": 465}, {"Word": "also", "Confidence": 0.622, "X1": 0.39154, "Y1": 0.5402, "X2": 0.4161, "Y2": 0.54, "X3": 0.41473, "Y3": 0.5528, "X4": 0.39018, "Y4": 0.5528, "page": 0, "Index": 466}, {"Word": "developed", "Confidence": 0.991, "X1": 0.41883, "Y1": 0.5402, "X2": 0.4884, "Y2": 0.54, "X3": 0.48704, "Y3": 0.5528, "X4": 0.41883, "Y4": 0.5528, "page": 0, "Index": 467}, {"Word": "ally", "Confidence": 0.781, "X1": 0.5307, "Y1": 0.5422, "X2": 0.55252, "Y2": 0.542, "X3": 0.55116, "Y3": 0.5558, "X4": 0.5307, "Y4": 0.5568, "page": 0, "Index": 468}, {"Word": "employing", "Confidence": 0.715, "X1": 0.55662, "Y1": 0.5432, "X2": 0.62619, "Y2": 0.543, "X3": 0.62619, "Y3": 0.5558, "X4": 0.55525, "Y4": 0.5558, "page": 0, "Index": 469}, {"Word": "metallised", "Confidence": 0.794, "X1": 0.63029, "Y1": 0.5432, "X2": 0.69714, "Y2": 0.543, "X3": 0.69714, "Y3": 0.5558, "X4": 0.62892, "Y4": 0.5558, "page": 0, "Index": 470}, {"Word": "polyester", "Confidence": 0.793, "X1": 0.69986, "Y1": 0.5432, "X2": 0.76262, "Y2": 0.543, "X3": 0.76262, "Y3": 0.5548, "X4": 0.69986, "Y4": 0.5558, "page": 0, "Index": 471}, {"Word": "and", "Confidence": 0.992, "X1": 0.76535, "Y1": 0.5432, "X2": 0.79127, "Y2": 0.543, "X3": 0.79127, "Y3": 0.5548, "X4": 0.76535, "Y4": 0.5548, "page": 0, "Index": 472}, {"Word": "not", "Confidence": 0.998, "X1": 0.794, "Y1": 0.5432, "X2": 0.81855, "Y2": 0.543, "X3": 0.81855, "Y3": 0.5548, "X4": 0.79536, "Y4": 0.5548, "page": 0, "Index": 473}, {"Word": "as", "Confidence": 0.997, "X1": 0.82265, "Y1": 0.5432, "X2": 0.83902, "Y2": 0.543, "X3": 0.83902, "Y3": 0.5548, "X4": 0.82265, "Y4": 0.5548, "page": 0, "Index": 474}, {"Word": "metallised", "Confidence": 0.955, "X1": 0.13506, "Y1": 0.5522, "X2": 0.20191, "Y2": 0.552, "X3": 0.20055, "Y3": 0.5648, "X4": 0.1337, "Y4": 0.5638, "page": 0, "Index": 475}, {"Word": "orientated", "Confidence": 0.941, "X1": 0.20464, "Y1": 0.5532, "X2": 0.27285, "Y2": 0.553, "X3": 0.27149, "Y3": 0.5658, "X4": 0.20327, "Y4": 0.5648, "page": 0, "Index": 476}, {"Word": "polypropylene", "Confidence": 0.991, "X1": 0.27694, "Y1": 0.5532, "X2": 0.37244, "Y2": 0.553, "X3": 0.37108, "Y3": 0.5668, "X4": 0.27558, "Y4": 0.5658, "page": 0, "Index": 477}, {"Word": "films", "Confidence": 0.994, "X1": 0.37653, "Y1": 0.5532, "X2": 0.41064, "Y2": 0.553, "X3": 0.40928, "Y3": 0.5668, "X4": 0.37517, "Y4": 0.5668, "page": 0, "Index": 478}, {"Word": "indepen-", "Confidence": 0.661, "X1": 0.41337, "Y1": 0.5532, "X2": 0.47476, "Y2": 0.553, "X3": 0.4734, "Y3": 0.5658, "X4": 0.41337, "Y4": 0.5668, "page": 0, "Index": 479}, {"Word": "replacements", "Confidence": 0.834, "X1": 0.52797, "Y1": 0.5562, "X2": 0.61528, "Y2": 0.556, "X3": 0.61392, "Y3": 0.5678, "X4": 0.52797, "Y4": 0.5688, "page": 0, "Index": 480}, {"Word": "for", "Confidence": 0.994, "X1": 0.61801, "Y1": 0.5562, "X2": 0.63984, "Y2": 0.556, "X3": 0.63847, "Y3": 0.5678, "X4": 0.61801, "Y4": 0.5678, "page": 0, "Index": 481}, {"Word": "aluminium", "Confidence": 0.905, "X1": 0.64256, "Y1": 0.5552, "X2": 0.71214, "Y2": 0.555, "X3": 0.71078, "Y3": 0.5678, "X4": 0.64256, "Y4": 0.5678, "page": 0, "Index": 482}, {"Word": "foil.", "Confidence": 0.848, "X1": 0.71896, "Y1": 0.5562, "X2": 0.74761, "Y2": 0.556, "X3": 0.74625, "Y3": 0.5678, "X4": 0.7176, "Y4": 0.5678, "page": 0, "Index": 483}, {"Word": "This", "Confidence": 0.989, "X1": 0.75034, "Y1": 0.5562, "X2": 0.77899, "Y2": 0.556, "X3": 0.77763, "Y3": 0.5678, "X4": 0.75034, "Y4": 0.5678, "page": 0, "Index": 484}, {"Word": "is", "Confidence": 0.998, "X1": 0.78308, "Y1": 0.5562, "X2": 0.79263, "Y2": 0.556, "X3": 0.79127, "Y3": 0.5688, "X4": 0.78172, "Y4": 0.5678, "page": 0, "Index": 485}, {"Word": "especially", "Confidence": 0.775, "X1": 0.79673, "Y1": 0.5562, "X2": 0.86221, "Y2": 0.556, "X3": 0.86085, "Y3": 0.5688, "X4": 0.79536, "Y4": 0.5688, "page": 0, "Index": 486}, {"Word": "dantly", "Confidence": 0.768, "X1": 0.13506, "Y1": 0.5662, "X2": 0.17735, "Y2": 0.566, "X3": 0.17735, "Y3": 0.5788, "X4": 0.13506, "Y4": 0.5788, "page": 0, "Index": 487}, {"Word": "of", "Confidence": 0.998, "X1": 0.18145, "Y1": 0.5662, "X2": 0.19509, "Y2": 0.566, "X3": 0.19509, "Y3": 0.5788, "X4": 0.18145, "Y4": 0.5788, "page": 0, "Index": 488}, {"Word": "film", "Confidence": 0.988, "X1": 0.19918, "Y1": 0.5662, "X2": 0.22374, "Y2": 0.566, "X3": 0.22374, "Y3": 0.5788, "X4": 0.19918, "Y4": 0.5788, "page": 0, "Index": 489}, {"Word": "manufacturers.", "Confidence": 0.649, "X1": 0.2292, "Y1": 0.5682, "X2": 0.33288, "Y2": 0.568, "X3": 0.33288, "Y3": 0.5798, "X4": 0.2292, "Y4": 0.5788, "page": 0, "Index": 490}, {"Word": "critical", "Confidence": 0.993, "X1": 0.53206, "Y1": 0.5692, "X2": 0.57435, "Y2": 0.569, "X3": 0.57299, "Y3": 0.5818, "X4": 0.5307, "Y4": 0.5808, "page": 0, "Index": 491}, {"Word": "in", "Confidence": 0.998, "X1": 0.57844, "Y1": 0.5692, "X2": 0.59072, "Y2": 0.569, "X3": 0.58936, "Y3": 0.5818, "X4": 0.57708, "Y4": 0.5818, "page": 0, "Index": 492}, {"Word": "view", "Confidence": 0.833, "X1": 0.59345, "Y1": 0.5692, "X2": 0.62347, "Y2": 0.569, "X3": 0.62347, "Y3": 0.5818, "X4": 0.59345, "Y4": 0.5818, "page": 0, "Index": 493}, {"Word": "of", "Confidence": 0.998, "X1": 0.62892, "Y1": 0.5692, "X2": 0.64256, "Y2": 0.569, "X3": 0.64256, "Y3": 0.5818, "X4": 0.62756, "Y4": 0.5818, "page": 0, "Index": 494}, {"Word": "proposed", "Confidence": 0.995, "X1": 0.64666, "Y1": 0.5692, "X2": 0.70941, "Y2": 0.569, "X3": 0.70805, "Y3": 0.5818, "X4": 0.64529, "Y4": 0.5818, "page": 0, "Index": 495}, {"Word": "legislation", "Confidence": 0.799, "X1": 0.71351, "Y1": 0.5692, "X2": 0.78035, "Y2": 0.569, "X3": 0.78035, "Y3": 0.5818, "X4": 0.71214, "Y4": 0.5818, "page": 0, "Index": 496}, {"Word": "of", "Confidence": 0.998, "X1": 0.78445, "Y1": 0.5692, "X2": 0.79809, "Y2": 0.569, "X3": 0.79673, "Y3": 0.5818, "X4": 0.78308, "Y4": 0.5818, "page": 0, "Index": 497}, {"Word": "the", "Confidence": 0.991, "X1": 0.80082, "Y1": 0.5692, "X2": 0.82538, "Y2": 0.569, "X3": 0.82401, "Y3": 0.5818, "X4": 0.80082, "Y4": 0.5818, "page": 0, "Index": 498}, {"Word": "type", "Confidence": 0.987, "X1": 0.8281, "Y1": 0.5692, "X2": 0.86221, "Y2": 0.569, "X3": 0.86085, "Y3": 0.5818, "X4": 0.8281, "Y4": 0.5818, "page": 0, "Index": 499}, {"Word": "considered", "Confidence": 0.964, "X1": 0.52797, "Y1": 0.5822, "X2": 0.59891, "Y2": 0.582, "X3": 0.59754, "Y3": 0.5948, "X4": 0.52797, "Y4": 0.5948, "page": 0, "Index": 500}, {"Word": "in", "Confidence": 0.998, "X1": 0.603, "Y1": 0.5822, "X2": 0.61528, "Y2": 0.582, "X3": 0.61528, "Y3": 0.5948, "X4": 0.60164, "Y4": 0.5948, "page": 0, "Index": 501}, {"Word": "California", "Confidence": 0.766, "X1": 0.61937, "Y1": 0.5822, "X2": 0.68622, "Y2": 0.582, "X3": 0.68486, "Y3": 0.5948, "X4": 0.61801, "Y4": 0.5948, "page": 0, "Index": 502}, {"Word": "and", "Confidence": 0.991, "X1": 0.69031, "Y1": 0.5822, "X2": 0.71487, "Y2": 0.582, "X3": 0.71487, "Y3": 0.5948, "X4": 0.68895, "Y4": 0.5948, "page": 0, "Index": 503}, {"Word": "introduced", "Confidence": 0.994, "X1": 0.71896, "Y1": 0.5832, "X2": 0.79127, "Y2": 0.583, "X3": 0.79127, "Y3": 0.5948, "X4": 0.7176, "Y4": 0.5948, "page": 0, "Index": 504}, {"Word": "in", "Confidence": 0.998, "X1": 0.79536, "Y1": 0.5832, "X2": 0.809, "Y2": 0.583, "X3": 0.80764, "Y3": 0.5948, "X4": 0.794, "Y4": 0.5948, "page": 0, "Index": 505}, {"Word": "Minnesota", "Confidence": 0.886, "X1": 0.81173, "Y1": 0.5832, "X2": 0.88267, "Y2": 0.583, "X3": 0.88267, "Y3": 0.5948, "X4": 0.81037, "Y4": 0.5948, "page": 0, "Index": 506}, {"Word": "Employing", "Confidence": 0.991, "X1": 0.13506, "Y1": 0.5932, "X2": 0.20737, "Y2": 0.593, "X3": 0.20737, "Y3": 0.6058, "X4": 0.13506, "Y4": 0.6048, "page": 0, "Index": 507}, {"Word": "metallised", "Confidence": 0.951, "X1": 0.21146, "Y1": 0.5942, "X2": 0.27694, "Y2": 0.594, "X3": 0.27694, "Y3": 0.6068, "X4": 0.2101, "Y4": 0.6058, "page": 0, "Index": 508}, {"Word": "polyester", "Confidence": 0.955, "X1": 0.28104, "Y1": 0.5942, "X2": 0.34243, "Y2": 0.594, "X3": 0.34243, "Y3": 0.6068, "X4": 0.27967, "Y4": 0.6068, "page": 0, "Index": 509}, {"Word": "as", "Confidence": 0.941, "X1": 0.34652, "Y1": 0.5942, "X2": 0.3588, "Y2": 0.594, "X3": 0.3588, "Y3": 0.6068, "X4": 0.34516, "Y4": 0.6068, "page": 0, "Index": 510}, {"Word": "a", "Confidence": 0.995, "X1": 0.36289, "Y1": 0.5942, "X2": 0.36971, "Y2": 0.594, "X3": 0.36971, "Y3": 0.6068, "X4": 0.36153, "Y4": 0.6068, "page": 0, "Index": 511}, {"Word": "standard", "Confidence": 0.638, "X1": 0.37381, "Y1": 0.5942, "X2": 0.43111, "Y2": 0.594, "X3": 0.42974, "Y3": 0.6068, "X4": 0.37244, "Y4": 0.6068, "page": 0, "Index": 512}, {"Word": "botis", "Confidence": 0.752, "X1": 0.4352, "Y1": 0.5942, "X2": 0.4693, "Y2": 0.594, "X3": 0.46794, "Y3": 0.6058, "X4": 0.43383, "Y4": 0.6068, "page": 0, "Index": 513}, {"Word": "which,", "Confidence": 0.991, "X1": 0.52797, "Y1": 0.5952, "X2": 0.57299, "Y2": 0.595, "X3": 0.57299, "Y3": 0.6078, "X4": 0.52797, "Y4": 0.6088, "page": 0, "Index": 514}, {"Word": "among", "Confidence": 0.885, "X1": 0.57708, "Y1": 0.5962, "X2": 0.6221, "Y2": 0.596, "X3": 0.62074, "Y3": 0.6078, "X4": 0.57572, "Y4": 0.6078, "page": 0, "Index": 515}, {"Word": "other", "Confidence": 0.955, "X1": 0.62483, "Y1": 0.5962, "X2": 0.66166, "Y2": 0.596, "X3": 0.6603, "Y3": 0.6078, "X4": 0.62483, "Y4": 0.6078, "page": 0, "Index": 516}, {"Word": "things,", "Confidence": 0.944, "X1": 0.66439, "Y1": 0.5962, "X2": 0.71078, "Y2": 0.596, "X3": 0.70941, "Y3": 0.6078, "X4": 0.66439, "Y4": 0.6078, "page": 0, "Index": 517}, {"Word": "requires:", "Confidence": 0.97, "X1": 0.71351, "Y1": 0.5962, "X2": 0.77217, "Y2": 0.596, "X3": 0.77217, "Y3": 0.6078, "X4": 0.71351, "Y4": 0.6078, "page": 0, "Index": 518}, {"Word": "minimising", "Confidence": 0.994, "X1": 0.77626, "Y1": 0.5962, "X2": 0.84993, "Y2": 0.596, "X3": 0.84857, "Y3": 0.6078, "X4": 0.7749, "Y4": 0.6078, "page": 0, "Index": 519}, {"Word": "total", "Confidence": 0.995, "X1": 0.85266, "Y1": 0.5962, "X2": 0.8895, "Y2": 0.596, "X3": 0.88813, "Y3": 0.6088, "X4": 0.8513, "Y4": 0.6078, "page": 0, "Index": 520}, {"Word": "for", "Confidence": 0.998, "X1": 0.13643, "Y1": 0.6072, "X2": 0.15416, "Y2": 0.607, "X3": 0.15416, "Y3": 0.6198, "X4": 0.13643, "Y4": 0.6198, "page": 0, "Index": 521}, {"Word": "cost", "Confidence": 0.986, "X1": 0.15825, "Y1": 0.6072, "X2": 0.1869, "Y2": 0.607, "X3": 0.1869, "Y3": 0.6198, "X4": 0.15825, "Y4": 0.6198, "page": 0, "Index": 522}, {"Word": "and", "Confidence": 0.998, "X1": 0.18963, "Y1": 0.6072, "X2": 0.21419, "Y2": 0.607, "X3": 0.21419, "Y3": 0.6198, "X4": 0.18963, "Y4": 0.6198, "page": 0, "Index": 523}, {"Word": "performance", "Confidence": 0.955, "X1": 0.21828, "Y1": 0.6072, "X2": 0.3015, "Y2": 0.607, "X3": 0.30014, "Y3": 0.6198, "X4": 0.21692, "Y4": 0.6198, "page": 0, "Index": 524}, {"Word": "there", "Confidence": 0.997, "X1": 0.30423, "Y1": 0.6082, "X2": 0.3397, "Y2": 0.608, "X3": 0.33834, "Y3": 0.6198, "X4": 0.30423, "Y4": 0.6198, "page": 0, "Index": 525}, {"Word": "are", "Confidence": 0.998, "X1": 0.34379, "Y1": 0.6082, "X2": 0.36289, "Y2": 0.608, "X3": 0.36153, "Y3": 0.6198, "X4": 0.34243, "Y4": 0.6198, "page": 0, "Index": 526}, {"Word": "certain", "Confidence": 0.95, "X1": 0.36698, "Y1": 0.6082, "X2": 0.41337, "Y2": 0.608, "X3": 0.41201, "Y3": 0.6198, "X4": 0.36562, "Y4": 0.6198, "page": 0, "Index": 527}, {"Word": "advantages", "Confidence": 0.933, "X1": 0.41746, "Y1": 0.6082, "X2": 0.48977, "Y2": 0.608, "X3": 0.4884, "Y3": 0.6198, "X4": 0.4161, "Y4": 0.6198, "page": 0, "Index": 528}, {"Word": "system", "Confidence": 0.955, "X1": 0.52797, "Y1": 0.6092, "X2": 0.57026, "Y2": 0.609, "X3": 0.57026, "Y3": 0.6218, "X4": 0.52797, "Y4": 0.6218, "page": 0, "Index": 529}, {"Word": "energy", "Confidence": 0.942, "X1": 0.57708, "Y1": 0.6092, "X2": 0.6221, "Y2": 0.609, "X3": 0.6221, "Y3": 0.6218, "X4": 0.57708, "Y4": 0.6218, "page": 0, "Index": 530}, {"Word": "costs:", "Confidence": 0.889, "X1": 0.62619, "Y1": 0.6092, "X2": 0.66439, "Y2": 0.609, "X3": 0.66439, "Y3": 0.6218, "X4": 0.62483, "Y4": 0.6218, "page": 0, "Index": 531}, {"Word": "for", "Confidence": 0.997, "X1": 0.66849, "Y1": 0.6092, "X2": 0.68759, "Y2": 0.609, "X3": 0.68622, "Y3": 0.6218, "X4": 0.66712, "Y4": 0.6218, "page": 0, "Index": 532}, {"Word": "new", "Confidence": 0.871, "X1": 0.69031, "Y1": 0.6092, "X2": 0.7176, "Y2": 0.609, "X3": 0.7176, "Y3": 0.6218, "X4": 0.69031, "Y4": 0.6218, "page": 0, "Index": 533}, {"Word": "packages,", "Confidence": 0.965, "X1": 0.72306, "Y1": 0.6092, "X2": 0.78581, "Y2": 0.609, "X3": 0.78445, "Y3": 0.6208, "X4": 0.72169, "Y4": 0.6218, "page": 0, "Index": 534}, {"Word": "reducing", "Confidence": 0.993, "X1": 0.78854, "Y1": 0.6092, "X2": 0.8472, "Y2": 0.609, "X3": 0.84584, "Y3": 0.6208, "X4": 0.78854, "Y4": 0.6208, "page": 0, "Index": 535}, {"Word": "such", "Confidence": 0.989, "X1": 0.8513, "Y1": 0.6092, "X2": 0.88267, "Y2": 0.609, "X3": 0.88131, "Y3": 0.6208, "X4": 0.84993, "Y4": 0.6208, "page": 0, "Index": 536}, {"Word": "in", "Confidence": 0.997, "X1": 0.13506, "Y1": 0.6202, "X2": 0.14734, "Y2": 0.62, "X3": 0.14734, "Y3": 0.6328, "X4": 0.13506, "Y4": 0.6328, "page": 0, "Index": 537}, {"Word": "employing", "Confidence": 0.991, "X1": 0.15143, "Y1": 0.6202, "X2": 0.22101, "Y2": 0.62, "X3": 0.22101, "Y3": 0.6328, "X4": 0.15143, "Y4": 0.6328, "page": 0, "Index": 538}, {"Word": "metallised", "Confidence": 0.95, "X1": 0.2251, "Y1": 0.6202, "X2": 0.29059, "Y2": 0.62, "X3": 0.29059, "Y3": 0.6328, "X4": 0.2251, "Y4": 0.6328, "page": 0, "Index": 539}, {"Word": "OPP.", "Confidence": 0.981, "X1": 0.29468, "Y1": 0.6202, "X2": 0.32879, "Y2": 0.62, "X3": 0.32742, "Y3": 0.6328, "X4": 0.29332, "Y4": 0.6328, "page": 0, "Index": 540}, {"Word": "In", "Confidence": 0.995, "X1": 0.33151, "Y1": 0.6202, "X2": 0.34516, "Y2": 0.62, "X3": 0.34516, "Y3": 0.6328, "X4": 0.33151, "Y4": 0.6328, "page": 0, "Index": 541}, {"Word": "both", "Confidence": 0.988, "X1": 0.34925, "Y1": 0.6202, "X2": 0.38199, "Y2": 0.62, "X3": 0.38063, "Y3": 0.6328, "X4": 0.34789, "Y4": 0.6328, "page": 0, "Index": 542}, {"Word": "multi-and", "Confidence": 0.653, "X1": 0.38472, "Y1": 0.6212, "X2": 0.45157, "Y2": 0.621, "X3": 0.4502, "Y3": 0.6328, "X4": 0.38472, "Y4": 0.6328, "page": 0, "Index": 543}, {"Word": "energy", "Confidence": 0.994, "X1": 0.52933, "Y1": 0.6222, "X2": 0.57299, "Y2": 0.622, "X3": 0.57299, "Y3": 0.6348, "X4": 0.52797, "Y4": 0.6348, "page": 0, "Index": 544}, {"Word": "costs", "Confidence": 0.997, "X1": 0.57572, "Y1": 0.6222, "X2": 0.60846, "Y2": 0.622, "X3": 0.60846, "Y3": 0.6348, "X4": 0.57572, "Y4": 0.6348, "page": 0, "Index": 545}, {"Word": "by", "Confidence": 0.997, "X1": 0.61255, "Y1": 0.6222, "X2": 0.63029, "Y2": 0.622, "X3": 0.63029, "Y3": 0.6348, "X4": 0.61255, "Y4": 0.6348, "page": 0, "Index": 546}, {"Word": "at", "Confidence": 0.995, "X1": 0.63438, "Y1": 0.6222, "X2": 0.64666, "Y2": 0.622, "X3": 0.64666, "Y3": 0.6348, "X4": 0.63302, "Y4": 0.6348, "page": 0, "Index": 547}, {"Word": "least", "Confidence": 0.657, "X1": 0.64939, "Y1": 0.6222, "X2": 0.68213, "Y2": 0.622, "X3": 0.68076, "Y3": 0.6348, "X4": 0.64939, "Y4": 0.6348, "page": 0, "Index": 548}, {"Word": "5%", "Confidence": 0.662, "X1": 0.68486, "Y1": 0.6222, "X2": 0.70668, "Y2": 0.622, "X3": 0.70668, "Y3": 0.6348, "X4": 0.68486, "Y4": 0.6348, "page": 0, "Index": 549}, {"Word": "as", "Confidence": 0.997, "X1": 0.71078, "Y1": 0.6222, "X2": 0.72306, "Y2": 0.622, "X3": 0.72169, "Y3": 0.6348, "X4": 0.70941, "Y4": 0.6348, "page": 0, "Index": 550}, {"Word": "compared", "Confidence": 0.993, "X1": 0.72578, "Y1": 0.6222, "X2": 0.79263, "Y2": 0.622, "X3": 0.79127, "Y3": 0.6348, "X4": 0.72578, "Y4": 0.6348, "page": 0, "Index": 551}, {"Word": "to", "Confidence": 0.998, "X1": 0.79536, "Y1": 0.6222, "X2": 0.81037, "Y2": 0.622, "X3": 0.81037, "Y3": 0.6348, "X4": 0.79536, "Y4": 0.6348, "page": 0, "Index": 552}, {"Word": "existing", "Confidence": 0.991, "X1": 0.8131, "Y1": 0.6232, "X2": 0.86903, "Y2": 0.623, "X3": 0.86767, "Y3": 0.6338, "X4": 0.8131, "Y4": 0.6348, "page": 0, "Index": 553}, {"Word": "single-ply", "Confidence": 0.823, "X1": 0.13506, "Y1": 0.6342, "X2": 0.19782, "Y2": 0.634, "X3": 0.19782, "Y3": 0.6468, "X4": 0.13506, "Y4": 0.6468, "page": 0, "Index": 554}, {"Word": "construction,", "Confidence": 0.966, "X1": 0.20055, "Y1": 0.6342, "X2": 0.28922, "Y2": 0.634, "X3": 0.28786, "Y3": 0.6468, "X4": 0.20055, "Y4": 0.6468, "page": 0, "Index": 555}, {"Word": "use", "Confidence": 0.998, "X1": 0.29195, "Y1": 0.6342, "X2": 0.31378, "Y2": 0.634, "X3": 0.31378, "Y3": 0.6468, "X4": 0.29195, "Y4": 0.6468, "page": 0, "Index": 556}, {"Word": "can", "Confidence": 0.998, "X1": 0.31787, "Y1": 0.6342, "X2": 0.34106, "Y2": 0.634, "X3": 0.3397, "Y3": 0.6468, "X4": 0.31651, "Y4": 0.6468, "page": 0, "Index": 557}, {"Word": "be", "Confidence": 0.997, "X1": 0.34379, "Y1": 0.6342, "X2": 0.36153, "Y2": 0.634, "X3": 0.36016, "Y3": 0.6468, "X4": 0.34379, "Y4": 0.6468, "page": 0, "Index": 558}, {"Word": "made", "Confidence": 0.887, "X1": 0.36426, "Y1": 0.6342, "X2": 0.40109, "Y2": 0.634, "X3": 0.39973, "Y3": 0.6468, "X4": 0.36426, "Y4": 0.6468, "page": 0, "Index": 559}, {"Word": "of", "Confidence": 0.998, "X1": 0.40518, "Y1": 0.6342, "X2": 0.41883, "Y2": 0.634, "X3": 0.41746, "Y3": 0.6468, "X4": 0.40382, "Y4": 0.6468, "page": 0, "Index": 560}, {"Word": "the", "Confidence": 0.998, "X1": 0.42156, "Y1": 0.6342, "X2": 0.44338, "Y2": 0.634, "X3": 0.44202, "Y3": 0.6468, "X4": 0.42019, "Y4": 0.6468, "page": 0, "Index": 561}, {"Word": "heat", "Confidence": 0.985, "X1": 0.44748, "Y1": 0.6342, "X2": 0.48022, "Y2": 0.634, "X3": 0.47885, "Y3": 0.6468, "X4": 0.44611, "Y4": 0.6468, "page": 0, "Index": 562}, {"Word": "or", "Confidence": 0.995, "X1": 0.52933, "Y1": 0.6352, "X2": 0.54434, "Y2": 0.635, "X3": 0.54297, "Y3": 0.6468, "X4": 0.52797, "Y4": 0.6468, "page": 0, "Index": 563}, {"Word": "feasible", "Confidence": 0.971, "X1": 0.54707, "Y1": 0.6352, "X2": 0.59891, "Y2": 0.635, "X3": 0.59754, "Y3": 0.6478, "X4": 0.5457, "Y4": 0.6468, "page": 0, "Index": 564}, {"Word": "alternatives;", "Confidence": 0.687, "X1": 0.60164, "Y1": 0.6352, "X2": 0.68213, "Y2": 0.635, "X3": 0.68076, "Y3": 0.6478, "X4": 0.60027, "Y4": 0.6478, "page": 0, "Index": 565}, {"Word": "and", "Confidence": 0.998, "X1": 0.68486, "Y1": 0.6352, "X2": 0.70941, "Y2": 0.635, "X3": 0.70805, "Y3": 0.6478, "X4": 0.68486, "Y4": 0.6478, "page": 0, "Index": 566}, {"Word": "decreasing", "Confidence": 0.927, "X1": 0.71214, "Y1": 0.6352, "X2": 0.78308, "Y2": 0.635, "X3": 0.78172, "Y3": 0.6478, "X4": 0.71078, "Y4": 0.6478, "page": 0, "Index": 567}, {"Word": "the", "Confidence": 0.639, "X1": 0.78581, "Y1": 0.6352, "X2": 0.80764, "Y2": 0.635, "X3": 0.80764, "Y3": 0.6478, "X4": 0.78445, "Y4": 0.6478, "page": 0, "Index": 568}, {"Word": "amount", "Confidence": 0.996, "X1": 0.81173, "Y1": 0.6362, "X2": 0.86357, "Y2": 0.636, "X3": 0.86221, "Y3": 0.6478, "X4": 0.81037, "Y4": 0.6478, "page": 0, "Index": 569}, {"Word": "of", "Confidence": 0.998, "X1": 0.8663, "Y1": 0.6362, "X2": 0.88404, "Y2": 0.636, "X3": 0.88404, "Y3": 0.6478, "X4": 0.86494, "Y4": 0.6478, "page": 0, "Index": 570}, {"Word": "sealability", "Confidence": 0.819, "X1": 0.13506, "Y1": 0.6472, "X2": 0.20191, "Y2": 0.647, "X3": 0.20191, "Y3": 0.6598, "X4": 0.13506, "Y4": 0.6608, "page": 0, "Index": 571}, {"Word": "of", "Confidence": 0.998, "X1": 0.20464, "Y1": 0.6472, "X2": 0.22101, "Y2": 0.647, "X3": 0.21965, "Y3": 0.6598, "X4": 0.20464, "Y4": 0.6598, "page": 0, "Index": 572}, {"Word": "the", "Confidence": 0.998, "X1": 0.22374, "Y1": 0.6472, "X2": 0.24557, "Y2": 0.647, "X3": 0.2442, "Y3": 0.6598, "X4": 0.22374, "Y4": 0.6598, "page": 0, "Index": 573}, {"Word": "OPP", "Confidence": 0.998, "X1": 0.24829, "Y1": 0.6472, "X2": 0.27831, "Y2": 0.647, "X3": 0.27831, "Y3": 0.6598, "X4": 0.24829, "Y4": 0.6598, "page": 0, "Index": 574}, {"Word": "film,", "Confidence": 0.906, "X1": 0.2824, "Y1": 0.6472, "X2": 0.31378, "Y2": 0.647, "X3": 0.31241, "Y3": 0.6598, "X4": 0.28104, "Y4": 0.6598, "page": 0, "Index": 575}, {"Word": "accepting", "Confidence": 0.817, "X1": 0.31651, "Y1": 0.6482, "X2": 0.37926, "Y2": 0.648, "X3": 0.37926, "Y3": 0.6608, "X4": 0.31651, "Y4": 0.6598, "page": 0, "Index": 576}, {"Word": "that", "Confidence": 0.915, "X1": 0.38336, "Y1": 0.6482, "X2": 0.41064, "Y2": 0.648, "X3": 0.40928, "Y3": 0.6608, "X4": 0.38199, "Y4": 0.6608, "page": 0, "Index": 577}, {"Word": "for", "Confidence": 0.998, "X1": 0.41337, "Y1": 0.6482, "X2": 0.43383, "Y2": 0.648, "X3": 0.43247, "Y3": 0.6608, "X4": 0.41201, "Y4": 0.6608, "page": 0, "Index": 578}, {"Word": "single-", "Confidence": 0.904, "X1": 0.43793, "Y1": 0.6482, "X2": 0.48295, "Y2": 0.648, "X3": 0.48158, "Y3": 0.6618, "X4": 0.43656, "Y4": 0.6608, "page": 0, "Index": 579}, {"Word": "materials", "Confidence": 0.955, "X1": 0.52797, "Y1": 0.6492, "X2": 0.58799, "Y2": 0.649, "X3": 0.58799, "Y3": 0.6608, "X4": 0.52797, "Y4": 0.6618, "page": 0, "Index": 580}, {"Word": "in", "Confidence": 0.998, "X1": 0.59209, "Y1": 0.6492, "X2": 0.60573, "Y2": 0.649, "X3": 0.60573, "Y3": 0.6608, "X4": 0.59209, "Y4": 0.6608, "page": 0, "Index": 581}, {"Word": "excess", "Confidence": 0.879, "X1": 0.60846, "Y1": 0.6482, "X2": 0.65211, "Y2": 0.648, "X3": 0.65211, "Y3": 0.6608, "X4": 0.60846, "Y4": 0.6608, "page": 0, "Index": 582}, {"Word": "of", "Confidence": 0.998, "X1": 0.65621, "Y1": 0.6482, "X2": 0.66985, "Y2": 0.648, "X3": 0.66849, "Y3": 0.6608, "X4": 0.65484, "Y4": 0.6608, "page": 0, "Index": 583}, {"Word": "that", "Confidence": 0.987, "X1": 0.67258, "Y1": 0.6482, "X2": 0.70123, "Y2": 0.648, "X3": 0.69986, "Y3": 0.6608, "X4": 0.67258, "Y4": 0.6608, "page": 0, "Index": 584}, {"Word": "needed", "Confidence": 0.801, "X1": 0.70396, "Y1": 0.6482, "X2": 0.75171, "Y2": 0.648, "X3": 0.75171, "Y3": 0.6608, "X4": 0.70396, "Y4": 0.6608, "page": 0, "Index": 585}, {"Word": "to", "Confidence": 0.998, "X1": 0.7558, "Y1": 0.6482, "X2": 0.7708, "Y2": 0.648, "X3": 0.76944, "Y3": 0.6608, "X4": 0.75443, "Y4": 0.6608, "page": 0, "Index": 586}, {"Word": "coritain", "Confidence": 0.806, "X1": 0.77353, "Y1": 0.6492, "X2": 0.82538, "Y2": 0.649, "X3": 0.82401, "Y3": 0.6608, "X4": 0.77353, "Y4": 0.6608, "page": 0, "Index": 587}, {"Word": "the", "Confidence": 0.998, "X1": 0.8281, "Y1": 0.6492, "X2": 0.85402, "Y2": 0.649, "X3": 0.85266, "Y3": 0.6618, "X4": 0.82674, "Y4": 0.6608, "page": 0, "Index": 588}, {"Word": "ply", "Confidence": 0.957, "X1": 0.13506, "Y1": 0.6612, "X2": 0.15689, "Y2": 0.661, "X3": 0.15689, "Y3": 0.6738, "X4": 0.13506, "Y4": 0.6738, "page": 0, "Index": 589}, {"Word": "construction", "Confidence": 0.991, "X1": 0.15962, "Y1": 0.6612, "X2": 0.2442, "Y2": 0.661, "X3": 0.2442, "Y3": 0.6738, "X4": 0.15962, "Y4": 0.6738, "page": 0, "Index": 590}, {"Word": "a", "Confidence": 0.994, "X1": 0.24829, "Y1": 0.6612, "X2": 0.25512, "Y2": 0.661, "X3": 0.25512, "Y3": 0.6738, "X4": 0.24829, "Y4": 0.6738, "page": 0, "Index": 591}, {"Word": "side", "Confidence": 0.988, "X1": 0.25921, "Y1": 0.6612, "X2": 0.28513, "Y2": 0.661, "X3": 0.28513, "Y3": 0.6738, "X4": 0.25921, "Y4": 0.6738, "page": 0, "Index": 592}, {"Word": "or", "Confidence": 0.994, "X1": 0.28922, "Y1": 0.6612, "X2": 0.30286, "Y2": 0.661, "X3": 0.30286, "Y3": 0.6738, "X4": 0.28922, "Y4": 0.6738, "page": 0, "Index": 593}, {"Word": "fin", "Confidence": 0.997, "X1": 0.30559, "Y1": 0.6612, "X2": 0.32469, "Y2": 0.661, "X3": 0.32469, "Y3": 0.6738, "X4": 0.30559, "Y4": 0.6738, "page": 0, "Index": 594}, {"Word": "seal", "Confidence": 0.932, "X1": 0.32879, "Y1": 0.6612, "X2": 0.35471, "Y2": 0.661, "X3": 0.35471, "Y3": 0.6738, "X4": 0.32879, "Y4": 0.6738, "page": 0, "Index": 595}, {"Word": "arrangement", "Confidence": 0.885, "X1": 0.3588, "Y1": 0.6622, "X2": 0.44065, "Y2": 0.662, "X3": 0.43929, "Y3": 0.6738, "X4": 0.35744, "Y4": 0.6738, "page": 0, "Index": 596}, {"Word": "must", "Confidence": 0.991, "X1": 0.44338, "Y1": 0.6622, "X2": 0.48022, "Y2": 0.662, "X3": 0.48022, "Y3": 0.6748, "X4": 0.44338, "Y4": 0.6738, "page": 0, "Index": 597}, {"Word": "contents", "Confidence": 0.876, "X1": 0.52933, "Y1": 0.6622, "X2": 0.58663, "Y2": 0.662, "X3": 0.58527, "Y3": 0.6738, "X4": 0.52933, "Y4": 0.6748, "page": 0, "Index": 598}, {"Word": "of", "Confidence": 0.997, "X1": 0.58936, "Y1": 0.6622, "X2": 0.60573, "Y2": 0.662, "X3": 0.60437, "Y3": 0.6738, "X4": 0.58936, "Y4": 0.6738, "page": 0, "Index": 599}, {"Word": "the", "Confidence": 0.994, "X1": 0.60846, "Y1": 0.6632, "X2": 0.63029, "Y2": 0.663, "X3": 0.62892, "Y3": 0.6748, "X4": 0.60846, "Y4": 0.6748, "page": 0, "Index": 600}, {"Word": "package.", "Confidence": 0.981, "X1": 0.63438, "Y1": 0.6632, "X2": 0.69577, "Y2": 0.663, "X3": 0.69441, "Y3": 0.6758, "X4": 0.63302, "Y4": 0.6748, "page": 0, "Index": 601}, {"Word": "be", "Confidence": 0.957, "X1": 0.13506, "Y1": 0.6742, "X2": 0.15007, "Y2": 0.674, "X3": 0.15143, "Y3": 0.6868, "X4": 0.13506, "Y4": 0.6868, "page": 0, "Index": 602}, {"Word": "employed", "Confidence": 0.941, "X1": 0.15416, "Y1": 0.6742, "X2": 0.21965, "Y2": 0.674, "X3": 0.21965, "Y3": 0.6878, "X4": 0.15553, "Y4": 0.6868, "page": 0, "Index": 603}, {"Word": "as", "Confidence": 0.996, "X1": 0.22374, "Y1": 0.6742, "X2": 0.23738, "Y2": 0.674, "X3": 0.23738, "Y3": 0.6878, "X4": 0.22374, "Y4": 0.6878, "page": 0, "Index": 604}, {"Word": "only", "Confidence": 0.989, "X1": 0.24011, "Y1": 0.6742, "X2": 0.27012, "Y2": 0.674, "X3": 0.27012, "Y3": 0.6878, "X4": 0.24147, "Y4": 0.6878, "page": 0, "Index": 605}, {"Word": "the", "Confidence": 0.998, "X1": 0.27285, "Y1": 0.6742, "X2": 0.29468, "Y2": 0.674, "X3": 0.29468, "Y3": 0.6878, "X4": 0.27285, "Y4": 0.6878, "page": 0, "Index": 606}, {"Word": "unmetallised", "Confidence": 0.795, "X1": 0.29877, "Y1": 0.6742, "X2": 0.38472, "Y2": 0.674, "X3": 0.38336, "Y3": 0.6878, "X4": 0.29877, "Y4": 0.6878, "page": 0, "Index": 607}, {"Word": "face", "Confidence": 0.966, "X1": 0.38745, "Y1": 0.6742, "X2": 0.41473, "Y2": 0.674, "X3": 0.41337, "Y3": 0.6878, "X4": 0.38745, "Y4": 0.6878, "page": 0, "Index": 608}, {"Word": "is", "Confidence": 0.998, "X1": 0.41883, "Y1": 0.6742, "X2": 0.42838, "Y2": 0.674, "X3": 0.42701, "Y3": 0.6868, "X4": 0.41746, "Y4": 0.6878, "page": 0, "Index": 609}, {"Word": "heat", "Confidence": 0.987, "X1": 0.43111, "Y1": 0.6752, "X2": 0.46658, "Y2": 0.675, "X3": 0.46521, "Y3": 0.6868, "X4": 0.43111, "Y4": 0.6868, "page": 0, "Index": 610}, {"Word": "sealable.", "Confidence": 0.662, "X1": 0.13506, "Y1": 0.6882, "X2": 0.19645, "Y2": 0.688, "X3": 0.19645, "Y3": 0.7008, "X4": 0.13506, "Y4": 0.7008, "page": 0, "Index": 611}, {"Word": "Developments", "Confidence": 0.838, "X1": 0.5307, "Y1": 0.6882, "X2": 0.62347, "Y2": 0.688, "X3": 0.6221, "Y3": 0.7018, "X4": 0.52933, "Y4": 0.7018, "page": 0, "Index": 612}, {"Word": "of", "Confidence": 0.998, "X1": 0.62756, "Y1": 0.6882, "X2": 0.6412, "Y2": 0.688, "X3": 0.63984, "Y3": 0.7018, "X4": 0.62619, "Y4": 0.7018, "page": 0, "Index": 613}, {"Word": "metallised", "Confidence": 0.832, "X1": 0.64529, "Y1": 0.6882, "X2": 0.71351, "Y2": 0.688, "X3": 0.71214, "Y3": 0.7018, "X4": 0.64393, "Y4": 0.7018, "page": 0, "Index": 614}, {"Word": "ICi", "Confidence": 0.613, "X1": 0.7176, "Y1": 0.6882, "X2": 0.73943, "Y2": 0.688, "X3": 0.73806, "Y3": 0.7018, "X4": 0.71623, "Y4": 0.7018, "page": 0, "Index": 615}, {"Word": "Melinex", "Confidence": 0.901, "X1": 0.74216, "Y1": 0.6892, "X2": 0.79536, "Y2": 0.689, "X3": 0.794, "Y3": 0.7018, "X4": 0.74079, "Y4": 0.7018, "page": 0, "Index": 616}, {"Word": "850", "Confidence": 0.998, "X1": 0.79945, "Y1": 0.6892, "X2": 0.82538, "Y2": 0.689, "X3": 0.82401, "Y3": 0.7018, "X4": 0.79809, "Y4": 0.7018, "page": 0, "Index": 617}, {"Word": "are", "Confidence": 0.632, "X1": 0.82947, "Y1": 0.6892, "X2": 0.85266, "Y2": 0.689, "X3": 0.8513, "Y3": 0.7018, "X4": 0.8281, "Y4": 0.7018, "page": 0, "Index": 618}, {"Word": "intended", "Confidence": 0.946, "X1": 0.53206, "Y1": 0.7032, "X2": 0.58799, "Y2": 0.703, "X3": 0.58663, "Y3": 0.7148, "X4": 0.5307, "Y4": 0.7148, "page": 0, "Index": 619}, {"Word": "to", "Confidence": 0.998, "X1": 0.59072, "Y1": 0.7032, "X2": 0.60573, "Y2": 0.703, "X3": 0.60437, "Y3": 0.7148, "X4": 0.58936, "Y4": 0.7148, "page": 0, "Index": 620}, {"Word": "provide", "Confidence": 0.994, "X1": 0.60982, "Y1": 0.7032, "X2": 0.66166, "Y2": 0.703, "X3": 0.6603, "Y3": 0.7148, "X4": 0.60709, "Y4": 0.7148, "page": 0, "Index": 621}, {"Word": "a", "Confidence": 0.753, "X1": 0.66439, "Y1": 0.7032, "X2": 0.67121, "Y2": 0.703, "X3": 0.66985, "Y3": 0.7148, "X4": 0.66303, "Y4": 0.7148, "page": 0, "Index": 622}, {"Word": "heat", "Confidence": 0.894, "X1": 0.67531, "Y1": 0.7032, "X2": 0.70396, "Y2": 0.703, "X3": 0.70259, "Y3": 0.7148, "X4": 0.67258, "Y4": 0.7148, "page": 0, "Index": 623}, {"Word": "sealable", "Confidence": 0.906, "X1": 0.70805, "Y1": 0.7032, "X2": 0.75989, "Y2": 0.703, "X3": 0.75853, "Y3": 0.7148, "X4": 0.70532, "Y4": 0.7148, "page": 0, "Index": 624}, {"Word": "metallised.", "Confidence": 0.781, "X1": 0.76398, "Y1": 0.7032, "X2": 0.83902, "Y2": 0.703, "X3": 0.83765, "Y3": 0.7148, "X4": 0.76126, "Y4": 0.7148, "page": 0, "Index": 625}, {"Word": "As", "Confidence": 0.998, "X1": 0.13779, "Y1": 0.7142, "X2": 0.15416, "Y2": 0.714, "X3": 0.1528, "Y3": 0.7268, "X4": 0.13643, "Y4": 0.7268, "page": 0, "Index": 626}, {"Word": "for", "Confidence": 0.998, "X1": 0.15689, "Y1": 0.7152, "X2": 0.17599, "Y2": 0.715, "X3": 0.17599, "Y3": 0.7268, "X4": 0.15689, "Y4": 0.7268, "page": 0, "Index": 627}, {"Word": "metallised", "Confidence": 0.993, "X1": 0.18008, "Y1": 0.7152, "X2": 0.24693, "Y2": 0.715, "X3": 0.24693, "Y3": 0.7278, "X4": 0.17872, "Y4": 0.7268, "page": 0, "Index": 628}, {"Word": "polyester,", "Confidence": 0.96, "X1": 0.25102, "Y1": 0.7152, "X2": 0.31651, "Y2": 0.715, "X3": 0.31514, "Y3": 0.7278, "X4": 0.24966, "Y4": 0.7278, "page": 0, "Index": 629}, {"Word": "optimum", "Confidence": 0.991, "X1": 0.3206, "Y1": 0.7152, "X2": 0.37926, "Y2": 0.715, "X3": 0.37653, "Y3": 0.7278, "X4": 0.31924, "Y4": 0.7278, "page": 0, "Index": 630}, {"Word": "barrier", "Confidence": 0.949, "X1": 0.38472, "Y1": 0.7162, "X2": 0.42974, "Y2": 0.716, "X3": 0.42838, "Y3": 0.7278, "X4": 0.38336, "Y4": 0.7278, "page": 0, "Index": 631}, {"Word": "proper-", "Confidence": 0.969, "X1": 0.43383, "Y1": 0.7152, "X2": 0.48568, "Y2": 0.715, "X3": 0.48295, "Y3": 0.7278, "X4": 0.43247, "Y4": 0.7278, "page": 0, "Index": 632}, {"Word": "the", "Confidence": 0.998, "X1": 0.66849, "Y1": 0.7162, "X2": 0.69031, "Y2": 0.716, "X3": 0.69031, "Y3": 0.7278, "X4": 0.66849, "Y4": 0.7278, "page": 0, "Index": 633}, {"Word": "Introduction", "Confidence": 0.971, "X1": 0.69441, "Y1": 0.7162, "X2": 0.77899, "Y2": 0.716, "X3": 0.77763, "Y3": 0.7278, "X4": 0.69304, "Y4": 0.7278, "page": 0, "Index": 634}, {"Word": "polyester", "Confidence": 0.766, "X1": 0.52933, "Y1": 0.7162, "X2": 0.59072, "Y2": 0.716, "X3": 0.59072, "Y3": 0.7288, "X4": 0.52933, "Y4": 0.7298, "page": 0, "Index": 635}, {"Word": "to", "Confidence": 0.998, "X1": 0.59345, "Y1": 0.7162, "X2": 0.60846, "Y2": 0.716, "X3": 0.60846, "Y3": 0.7288, "X4": 0.59345, "Y4": 0.7288, "page": 0, "Index": 636}, {"Word": "counter", "Confidence": 0.994, "X1": 0.61255, "Y1": 0.7162, "X2": 0.66576, "Y2": 0.716, "X3": 0.66439, "Y3": 0.7288, "X4": 0.61119, "Y4": 0.7288, "page": 0, "Index": 637}, {"Word": "of", "Confidence": 0.998, "X1": 0.78172, "Y1": 0.7162, "X2": 0.79673, "Y2": 0.716, "X3": 0.79673, "Y3": 0.7288, "X4": 0.78172, "Y4": 0.7278, "page": 0, "Index": 638}, {"Word": "OPP", "Confidence": 0.993, "X1": 0.80082, "Y1": 0.7162, "X2": 0.82947, "Y2": 0.716, "X3": 0.82947, "Y3": 0.7288, "X4": 0.79945, "Y4": 0.7288, "page": 0, "Index": 639}, {"Word": "and", "Confidence": 0.998, "X1": 0.83356, "Y1": 0.7162, "X2": 0.85812, "Y2": 0.716, "X3": 0.85675, "Y3": 0.7288, "X4": 0.8322, "Y4": 0.7288, "page": 0, "Index": 640}, {"Word": "to", "Confidence": 0.998, "X1": 0.86221, "Y1": 0.7162, "X2": 0.87858, "Y2": 0.716, "X3": 0.87722, "Y3": 0.7288, "X4": 0.86085, "Y4": 0.7288, "page": 0, "Index": 641}, {"Word": "ties", "Confidence": 0.921, "X1": 0.13643, "Y1": 0.7292, "X2": 0.15825, "Y2": 0.729, "X3": 0.15825, "Y3": 0.7408, "X4": 0.13643, "Y4": 0.7408, "page": 0, "Index": 642}, {"Word": "are", "Confidence": 0.976, "X1": 0.16235, "Y1": 0.7282, "X2": 0.18281, "Y2": 0.728, "X3": 0.18281, "Y3": 0.7408, "X4": 0.16235, "Y4": 0.7408, "page": 0, "Index": 643}, {"Word": "achieved", "Confidence": 0.855, "X1": 0.1869, "Y1": 0.7282, "X2": 0.2442, "Y2": 0.728, "X3": 0.24284, "Y3": 0.7408, "X4": 0.1869, "Y4": 0.7408, "page": 0, "Index": 644}, {"Word": "for", "Confidence": 0.998, "X1": 0.24693, "Y1": 0.7282, "X2": 0.26739, "Y2": 0.728, "X3": 0.26603, "Y3": 0.7408, "X4": 0.24693, "Y4": 0.7408, "page": 0, "Index": 645}, {"Word": "metal", "Confidence": 0.954, "X1": 0.27012, "Y1": 0.7282, "X2": 0.30832, "Y2": 0.728, "X3": 0.30696, "Y3": 0.7408, "X4": 0.27012, "Y4": 0.7408, "page": 0, "Index": 646}, {"Word": "depositions", "Confidence": 0.992, "X1": 0.31105, "Y1": 0.7282, "X2": 0.38745, "Y2": 0.728, "X3": 0.38608, "Y3": 0.7418, "X4": 0.31105, "Y4": 0.7408, "page": 0, "Index": 647}, {"Word": "of", "Confidence": 0.998, "X1": 0.39018, "Y1": 0.7282, "X2": 0.40655, "Y2": 0.728, "X3": 0.40518, "Y3": 0.7418, "X4": 0.38881, "Y4": 0.7418, "page": 0, "Index": 648}, {"Word": "1", "Confidence": 0.981, "X1": 0.41064, "Y1": 0.7282, "X2": 0.41746, "Y2": 0.728, "X3": 0.4161, "Y3": 0.7418, "X4": 0.40928, "Y4": 0.7418, "page": 0, "Index": 649}, {"Word": "to", "Confidence": 0.997, "X1": 0.42156, "Y1": 0.7282, "X2": 0.43656, "Y2": 0.728, "X3": 0.4352, "Y3": 0.7418, "X4": 0.41883, "Y4": 0.7418, "page": 0, "Index": 650}, {"Word": "2", "Confidence": 0.996, "X1": 0.44065, "Y1": 0.7282, "X2": 0.44884, "Y2": 0.728, "X3": 0.44748, "Y3": 0.7418, "X4": 0.43929, "Y4": 0.7418, "page": 0, "Index": 651}, {"Word": "ohms", "Confidence": 0.982, "X1": 0.45293, "Y1": 0.7292, "X2": 0.49113, "Y2": 0.729, "X3": 0.48977, "Y3": 0.7418, "X4": 0.4502, "Y4": 0.7418, "page": 0, "Index": 652}, {"Word": "attack", "Confidence": 0.717, "X1": 0.5307, "Y1": 0.7302, "X2": 0.57162, "Y2": 0.73, "X3": 0.57026, "Y3": 0.7418, "X4": 0.52933, "Y4": 0.7418, "page": 0, "Index": 653}, {"Word": "the", "Confidence": 0.998, "X1": 0.57435, "Y1": 0.7302, "X2": 0.59618, "Y2": 0.73, "X3": 0.59482, "Y3": 0.7418, "X4": 0.57299, "Y4": 0.7418, "page": 0, "Index": 654}, {"Word": "metallised", "Confidence": 0.944, "X1": 0.59891, "Y1": 0.7302, "X2": 0.66849, "Y2": 0.73, "X3": 0.66712, "Y3": 0.7418, "X4": 0.59891, "Y4": 0.7418, "page": 0, "Index": 655}, {"Word": "cellophane", "Confidence": 0.667, "X1": 0.67258, "Y1": 0.7302, "X2": 0.74352, "Y2": 0.73, "X3": 0.74216, "Y3": 0.7418, "X4": 0.67121, "Y4": 0.7418, "page": 0, "Index": 656}, {"Word": "market.", "Confidence": 0.958, "X1": 0.74625, "Y1": 0.7302, "X2": 0.79809, "Y2": 0.73, "X3": 0.79673, "Y3": 0.7418, "X4": 0.74488, "Y4": 0.7418, "page": 0, "Index": 657}, {"Word": "DuPont's", "Confidence": 0.991, "X1": 0.80218, "Y1": 0.7302, "X2": 0.86767, "Y2": 0.73, "X3": 0.8663, "Y3": 0.7418, "X4": 0.80082, "Y4": 0.7418, "page": 0, "Index": 658}, {"Word": "per", "Confidence": 0.668, "X1": 0.13643, "Y1": 0.7422, "X2": 0.15689, "Y2": 0.742, "X3": 0.15689, "Y3": 0.7548, "X4": 0.13643, "Y4": 0.7538, "page": 0, "Index": 659}, {"Word": "square,", "Confidence": 0.816, "X1": 0.16098, "Y1": 0.7422, "X2": 0.20873, "Y2": 0.742, "X3": 0.20737, "Y3": 0.7548, "X4": 0.15962, "Y4": 0.7548, "page": 0, "Index": 660}, {"Word": "little", "Confidence": 0.66, "X1": 0.21146, "Y1": 0.7422, "X2": 0.2442, "Y2": 0.742, "X3": 0.24284, "Y3": 0.7548, "X4": 0.21146, "Y4": 0.7548, "page": 0, "Index": 661}, {"Word": "improvement", "Confidence": 0.991, "X1": 0.24693, "Y1": 0.7422, "X2": 0.33561, "Y2": 0.742, "X3": 0.33424, "Y3": 0.7548, "X4": 0.24693, "Y4": 0.7548, "page": 0, "Index": 662}, {"Word": "being", "Confidence": 0.997, "X1": 0.33834, "Y1": 0.7422, "X2": 0.37517, "Y2": 0.742, "X3": 0.37381, "Y3": 0.7548, "X4": 0.33697, "Y4": 0.7548, "page": 0, "Index": 663}, {"Word": "noted", "Confidence": 0.995, "X1": 0.37926, "Y1": 0.7422, "X2": 0.41746, "Y2": 0.742, "X3": 0.4161, "Y3": 0.7548, "X4": 0.37653, "Y4": 0.7548, "page": 0, "Index": 664}, {"Word": "at", "Confidence": 0.847, "X1": 0.42019, "Y1": 0.7422, "X2": 0.43383, "Y2": 0.742, "X3": 0.43247, "Y3": 0.7548, "X4": 0.41883, "Y4": 0.7548, "page": 0, "Index": 665}, {"Word": "below", "Confidence": 0.995, "X1": 0.43656, "Y1": 0.7422, "X2": 0.47749, "Y2": 0.742, "X3": 0.47476, "Y3": 0.7548, "X4": 0.4352, "Y4": 0.7548, "page": 0, "Index": 666}, {"Word": "50", "Confidence": 0.967, "X1": 0.53206, "Y1": 0.7432, "X2": 0.54707, "Y2": 0.743, "X3": 0.5457, "Y3": 0.7558, "X4": 0.5307, "Y4": 0.7558, "page": 0, "Index": 667}, {"Word": "M-30", "Confidence": 0.981, "X1": 0.5498, "Y1": 0.7432, "X2": 0.58527, "Y2": 0.743, "X3": 0.5839, "Y3": 0.7558, "X4": 0.54843, "Y4": 0.7558, "page": 0, "Index": 668}, {"Word": "and", "Confidence": 0.998, "X1": 0.58799, "Y1": 0.7432, "X2": 0.61392, "Y2": 0.743, "X3": 0.61392, "Y3": 0.7558, "X4": 0.58799, "Y4": 0.7558, "page": 0, "Index": 669}, {"Word": "La", "Confidence": 0.97, "X1": 0.61801, "Y1": 0.7432, "X2": 0.63574, "Y2": 0.743, "X3": 0.63438, "Y3": 0.7558, "X4": 0.61664, "Y4": 0.7558, "page": 0, "Index": 670}, {"Word": "Cellophane's", "Confidence": 0.856, "X1": 0.63847, "Y1": 0.7432, "X2": 0.72306, "Y2": 0.743, "X3": 0.72306, "Y3": 0.7558, "X4": 0.63847, "Y4": 0.7558, "page": 0, "Index": 671}, {"Word": "DX-2", "Confidence": 0.736, "X1": 0.72715, "Y1": 0.7432, "X2": 0.76398, "Y2": 0.743, "X3": 0.76262, "Y3": 0.7558, "X4": 0.72578, "Y4": 0.7558, "page": 0, "Index": 672}, {"Word": "are", "Confidence": 0.729, "X1": 0.76671, "Y1": 0.7432, "X2": 0.78718, "Y2": 0.743, "X3": 0.78581, "Y3": 0.7558, "X4": 0.76535, "Y4": 0.7558, "page": 0, "Index": 673}, {"Word": "PVC", "Confidence": 0.98, "X1": 0.7899, "Y1": 0.7432, "X2": 0.83083, "Y2": 0.743, "X3": 0.82947, "Y3": 0.7558, "X4": 0.7899, "Y4": 0.7558, "page": 0, "Index": 674}, {"Word": "coated", "Confidence": 0.955, "X1": 0.83492, "Y1": 0.7442, "X2": 0.87995, "Y2": 0.744, "X3": 0.87995, "Y3": 0.7568, "X4": 0.83356, "Y4": 0.7558, "page": 0, "Index": 675}, {"Word": "1", "Confidence": 0.991, "X1": 0.13779, "Y1": 0.7552, "X2": 0.14461, "Y2": 0.755, "X3": 0.14461, "Y3": 0.7678, "X4": 0.13779, "Y4": 0.7678, "page": 0, "Index": 676}, {"Word": "ohm", "Confidence": 0.941, "X1": 0.1487, "Y1": 0.7552, "X2": 0.17599, "Y2": 0.755, "X3": 0.17599, "Y3": 0.7678, "X4": 0.14734, "Y4": 0.7678, "page": 0, "Index": 677}, {"Word": "per", "Confidence": 0.657, "X1": 0.18281, "Y1": 0.7552, "X2": 0.20464, "Y2": 0.755, "X3": 0.20327, "Y3": 0.7678, "X4": 0.18281, "Y4": 0.7678, "page": 0, "Index": 678}, {"Word": "square", "Confidence": 0.995, "X1": 0.20737, "Y1": 0.7562, "X2": 0.25102, "Y2": 0.756, "X3": 0.24966, "Y3": 0.7678, "X4": 0.20737, "Y4": 0.7678, "page": 0, "Index": 679}, {"Word": "and", "Confidence": 0.998, "X1": 0.25375, "Y1": 0.7562, "X2": 0.27831, "Y2": 0.756, "X3": 0.27831, "Y3": 0.7678, "X4": 0.25375, "Y4": 0.7678, "page": 0, "Index": 680}, {"Word": "unacceptable", "Confidence": 0.948, "X1": 0.2824, "Y1": 0.7562, "X2": 0.36835, "Y2": 0.756, "X3": 0.36835, "Y3": 0.7678, "X4": 0.28104, "Y4": 0.7678, "page": 0, "Index": 681}, {"Word": "variations", "Confidence": 0.621, "X1": 0.37244, "Y1": 0.7562, "X2": 0.43656, "Y2": 0.756, "X3": 0.43656, "Y3": 0.7688, "X4": 0.37108, "Y4": 0.7678, "page": 0, "Index": 682}, {"Word": "at", "Confidence": 0.624, "X1": 0.44065, "Y1": 0.7572, "X2": 0.45839, "Y2": 0.757, "X3": 0.45703, "Y3": 0.7688, "X4": 0.43929, "Y4": 0.7688, "page": 0, "Index": 683}, {"Word": "films,", "Confidence": 0.993, "X1": 0.53206, "Y1": 0.7572, "X2": 0.56753, "Y2": 0.757, "X3": 0.56617, "Y3": 0.7688, "X4": 0.5307, "Y4": 0.7688, "page": 0, "Index": 684}, {"Word": "two", "Confidence": 0.998, "X1": 0.57026, "Y1": 0.7572, "X2": 0.59754, "Y2": 0.757, "X3": 0.59618, "Y3": 0.7698, "X4": 0.57026, "Y4": 0.7688, "page": 0, "Index": 685}, {"Word": "side", "Confidence": 0.982, "X1": 0.60027, "Y1": 0.7572, "X2": 0.62619, "Y2": 0.757, "X3": 0.62619, "Y3": 0.7698, "X4": 0.59891, "Y4": 0.7698, "page": 0, "Index": 686}, {"Word": "and", "Confidence": 0.998, "X1": 0.63029, "Y1": 0.7572, "X2": 0.65484, "Y2": 0.757, "X3": 0.65484, "Y3": 0.7698, "X4": 0.62892, "Y4": 0.7698, "page": 0, "Index": 687}, {"Word": "one", "Confidence": 0.998, "X1": 0.65894, "Y1": 0.7572, "X2": 0.68349, "Y2": 0.757, "X3": 0.68213, "Y3": 0.7698, "X4": 0.65757, "Y4": 0.7698, "page": 0, "Index": 688}, {"Word": "side", "Confidence": 0.878, "X1": 0.68622, "Y1": 0.7572, "X2": 0.71351, "Y2": 0.757, "X3": 0.71351, "Y3": 0.7698, "X4": 0.68486, "Y4": 0.7698, "page": 0, "Index": 689}, {"Word": "coated", "Confidence": 0.774, "X1": 0.7176, "Y1": 0.7572, "X2": 0.76262, "Y2": 0.757, "X3": 0.76126, "Y3": 0.7698, "X4": 0.71623, "Y4": 0.7698, "page": 0, "Index": 690}, {"Word": "respectively.", "Confidence": 0.346, "X1": 0.76535, "Y1": 0.7572, "X2": 0.85402, "Y2": 0.757, "X3": 0.85266, "Y3": 0.7698, "X4": 0.76398, "Y4": 0.7698, "page": 0, "Index": 691}, {"Word": "greater", "Confidence": 0.933, "X1": 0.13506, "Y1": 0.7692, "X2": 0.18145, "Y2": 0.769, "X3": 0.18145, "Y3": 0.7818, "X4": 0.13506, "Y4": 0.7828, "page": 0, "Index": 692}, {"Word": "than", "Confidence": 0.987, "X1": 0.18554, "Y1": 0.7692, "X2": 0.21692, "Y2": 0.769, "X3": 0.21692, "Y3": 0.7818, "X4": 0.18554, "Y4": 0.7818, "page": 0, "Index": 693}, {"Word": "2", "Confidence": 0.995, "X1": 0.22101, "Y1": 0.7692, "X2": 0.2292, "Y2": 0.769, "X3": 0.22783, "Y3": 0.7818, "X4": 0.21965, "Y4": 0.7818, "page": 0, "Index": 694}, {"Word": "ohms", "Confidence": 0.95, "X1": 0.23192, "Y1": 0.7702, "X2": 0.26739, "Y2": 0.77, "X3": 0.26603, "Y3": 0.7818, "X4": 0.23192, "Y4": 0.7818, "page": 0, "Index": 695}, {"Word": "per", "Confidence": 0.993, "X1": 0.27012, "Y1": 0.7702, "X2": 0.29332, "Y2": 0.77, "X3": 0.29195, "Y3": 0.7818, "X4": 0.27012, "Y4": 0.7818, "page": 0, "Index": 696}, {"Word": "square.", "Confidence": 0.869, "X1": 0.29604, "Y1": 0.7702, "X2": 0.34516, "Y2": 0.77, "X3": 0.34516, "Y3": 0.7828, "X4": 0.29604, "Y4": 0.7818, "page": 0, "Index": 697}, {"Word": "aimed", "Confidence": 0.773, "X1": 0.53206, "Y1": 0.7712, "X2": 0.57026, "Y2": 0.771, "X3": 0.56889, "Y3": 0.7828, "X4": 0.5307, "Y4": 0.7838, "page": 0, "Index": 698}, {"Word": "at", "Confidence": 0.997, "X1": 0.57299, "Y1": 0.7712, "X2": 0.58663, "Y2": 0.771, "X3": 0.58527, "Y3": 0.7828, "X4": 0.57299, "Y4": 0.7828, "page": 0, "Index": 699}, {"Word": "producing", "Confidence": 0.991, "X1": 0.58936, "Y1": 0.7712, "X2": 0.65757, "Y2": 0.771, "X3": 0.65621, "Y3": 0.7828, "X4": 0.58936, "Y4": 0.7828, "page": 0, "Index": 700}, {"Word": "high", "Confidence": 0.987, "X1": 0.66166, "Y1": 0.7712, "X2": 0.69031, "Y2": 0.771, "X3": 0.68895, "Y3": 0.7838, "X4": 0.6603, "Y4": 0.7828, "page": 0, "Index": 701}, {"Word": "barrier", "Confidence": 0.991, "X1": 0.69304, "Y1": 0.7712, "X2": 0.73806, "Y2": 0.771, "X3": 0.73806, "Y3": 0.7838, "X4": 0.69304, "Y4": 0.7838, "page": 0, "Index": 702}, {"Word": "property", "Confidence": 0.995, "X1": 0.74216, "Y1": 0.7712, "X2": 0.80218, "Y2": 0.771, "X3": 0.80082, "Y3": 0.7838, "X4": 0.74079, "Y4": 0.7838, "page": 0, "Index": 703}, {"Word": "metallised", "Confidence": 0.991, "X1": 0.80491, "Y1": 0.7712, "X2": 0.87449, "Y2": 0.771, "X3": 0.87312, "Y3": 0.7848, "X4": 0.80355, "Y4": 0.7838, "page": 0, "Index": 704}, {"Word": "polyester", "Confidence": 0.992, "X1": 0.5307, "Y1": 0.7842, "X2": 0.59209, "Y2": 0.784, "X3": 0.59072, "Y3": 0.7968, "X4": 0.52933, "Y4": 0.7978, "page": 0, "Index": 705}, {"Word": "for", "Confidence": 0.998, "X1": 0.59482, "Y1": 0.7842, "X2": 0.61528, "Y2": 0.784, "X3": 0.61392, "Y3": 0.7968, "X4": 0.59482, "Y4": 0.7968, "page": 0, "Index": 706}, {"Word": "lamination", "Confidence": 0.948, "X1": 0.61937, "Y1": 0.7842, "X2": 0.69168, "Y2": 0.784, "X3": 0.69031, "Y3": 0.7968, "X4": 0.61801, "Y4": 0.7968, "page": 0, "Index": 707}, {"Word": "or", "Confidence": 0.998, "X1": 0.69441, "Y1": 0.7842, "X2": 0.70941, "Y2": 0.784, "X3": 0.70805, "Y3": 0.7968, "X4": 0.69441, "Y4": 0.7968, "page": 0, "Index": 708}, {"Word": "single-ply", "Confidence": 0.991, "X1": 0.71214, "Y1": 0.7852, "X2": 0.7749, "Y2": 0.785, "X3": 0.77353, "Y3": 0.7978, "X4": 0.71214, "Y4": 0.7968, "page": 0, "Index": 709}, {"Word": "unse.", "Confidence": 0.614, "X1": 0.77899, "Y1": 0.7852, "X2": 0.809, "Y2": 0.785, "X3": 0.80764, "Y3": 0.7978, "X4": 0.77763, "Y4": 0.7978, "page": 0, "Index": 710}, {"Word": "highlighted", "Confidence": 0.991, "X1": 0.26876, "Y1": 0.7952, "X2": 0.34379, "Y2": 0.795, "X3": 0.34379, "Y3": 0.8078, "X4": 0.26876, "Y4": 0.8088, "page": 0, "Index": 711}, {"Word": "by", "Confidence": 0.998, "X1": 0.34789, "Y1": 0.7952, "X2": 0.36562, "Y2": 0.795, "X3": 0.36426, "Y3": 0.8078, "X4": 0.34652, "Y4": 0.8078, "page": 0, "Index": 712}, {"Word": "Mobil,", "Confidence": 0.941, "X1": 0.36835, "Y1": 0.7962, "X2": 0.41337, "Y2": 0.796, "X3": 0.41201, "Y3": 0.8078, "X4": 0.36835, "Y4": 0.8078, "page": 0, "Index": 713}, {"Word": "of", "Confidence": 0.998, "X1": 0.4161, "Y1": 0.7962, "X2": 0.43111, "Y2": 0.796, "X3": 0.42974, "Y3": 0.8078, "X4": 0.41473, "Y4": 0.8078, "page": 0, "Index": 714}, {"Word": "the", "Confidence": 0.886, "X1": 0.43383, "Y1": 0.7962, "X2": 0.45839, "Y2": 0.796, "X3": 0.45703, "Y3": 0.8078, "X4": 0.43247, "Y4": 0.8078, "page": 0, "Index": 715}, {"Word": "One", "Confidence": 0.998, "X1": 0.13643, "Y1": 0.7952, "X2": 0.16235, "Y2": 0.795, "X3": 0.16235, "Y3": 0.8088, "X4": 0.13643, "Y4": 0.8088, "page": 0, "Index": 716}, {"Word": "particular", "Confidence": 0.992, "X1": 0.16644, "Y1": 0.7952, "X2": 0.23192, "Y2": 0.795, "X3": 0.23056, "Y3": 0.8088, "X4": 0.16644, "Y4": 0.8088, "page": 0, "Index": 717}, {"Word": "area,", "Confidence": 0.941, "X1": 0.23465, "Y1": 0.7952, "X2": 0.26603, "Y2": 0.795, "X3": 0.26467, "Y3": 0.8088, "X4": 0.23465, "Y4": 0.8088, "page": 0, "Index": 718}, {"Word": "application", "Confidence": 0.824, "X1": 0.13779, "Y1": 0.8092, "X2": 0.2101, "Y2": 0.809, "X3": 0.2101, "Y3": 0.8208, "X4": 0.13779, "Y4": 0.8218, "page": 0, "Index": 719}, {"Word": "of", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.8092, "X2": 0.2292, "Y2": 0.809, "X3": 0.2292, "Y3": 0.8208, "X4": 0.21419, "Y4": 0.8208, "page": 0, "Index": 720}, {"Word": "metallised", "Confidence": 0.982, "X1": 0.23192, "Y1": 0.8092, "X2": 0.29877, "Y2": 0.809, "X3": 0.29741, "Y3": 0.8208, "X4": 0.23192, "Y4": 0.8208, "page": 0, "Index": 721}, {"Word": "OPP", "Confidence": 0.998, "X1": 0.3015, "Y1": 0.8092, "X2": 0.33151, "Y2": 0.809, "X3": 0.33151, "Y3": 0.8208, "X4": 0.3015, "Y4": 0.8208, "page": 0, "Index": 722}, {"Word": "is", "Confidence": 0.998, "X1": 0.33424, "Y1": 0.8092, "X2": 0.34652, "Y2": 0.809, "X3": 0.34516, "Y3": 0.8208, "X4": 0.33424, "Y4": 0.8208, "page": 0, "Index": 723}, {"Word": "for", "Confidence": 0.998, "X1": 0.34925, "Y1": 0.8092, "X2": 0.36835, "Y2": 0.809, "X3": 0.36835, "Y3": 0.8208, "X4": 0.34925, "Y4": 0.8208, "page": 0, "Index": 724}, {"Word": "the", "Confidence": 0.998, "X1": 0.37244, "Y1": 0.8092, "X2": 0.39563, "Y2": 0.809, "X3": 0.39427, "Y3": 0.8218, "X4": 0.37244, "Y4": 0.8208, "page": 0, "Index": 725}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.39836, "Y1": 0.8092, "X2": 0.46521, "Y2": 0.809, "X3": 0.46385, "Y3": 0.8218, "X4": 0.39836, "Y4": 0.8218, "page": 0, "Index": 726}, {"Word": "of", "Confidence": 0.996, "X1": 0.46794, "Y1": 0.8092, "X2": 0.48568, "Y2": 0.809, "X3": 0.48568, "Y3": 0.8228, "X4": 0.46794, "Y4": 0.8218, "page": 0, "Index": 727}, {"Word": "Metallised", "Confidence": 0.963, "X1": 0.5307, "Y1": 0.8102, "X2": 0.59618, "Y2": 0.81, "X3": 0.59482, "Y3": 0.8248, "X4": 0.52933, "Y4": 0.8248, "page": 0, "Index": 728}, {"Word": "Metinex", "Confidence": 0.757, "X1": 0.60027, "Y1": 0.8102, "X2": 0.65348, "Y2": 0.81, "X3": 0.65211, "Y3": 0.8238, "X4": 0.59891, "Y4": 0.8238, "page": 0, "Index": 729}, {"Word": "813", "Confidence": 0.997, "X1": 0.65621, "Y1": 0.8102, "X2": 0.68213, "Y2": 0.81, "X3": 0.68213, "Y3": 0.8238, "X4": 0.65621, "Y4": 0.8238, "page": 0, "Index": 730}, {"Word": "and", "Confidence": 0.939, "X1": 0.68622, "Y1": 0.8102, "X2": 0.71214, "Y2": 0.81, "X3": 0.71078, "Y3": 0.8238, "X4": 0.68622, "Y4": 0.8238, "page": 0, "Index": 731}, {"Word": "Melinex", "Confidence": 0.896, "X1": 0.71623, "Y1": 0.8102, "X2": 0.76808, "Y2": 0.81, "X3": 0.76808, "Y3": 0.8238, "X4": 0.71487, "Y4": 0.8238, "page": 0, "Index": 732}, {"Word": "393", "Confidence": 0.998, "X1": 0.77217, "Y1": 0.8102, "X2": 0.79809, "Y2": 0.81, "X3": 0.79809, "Y3": 0.8238, "X4": 0.77217, "Y4": 0.8238, "page": 0, "Index": 733}, {"Word": "offer", "Confidence": 0.995, "X1": 0.80218, "Y1": 0.8102, "X2": 0.83356, "Y2": 0.81, "X3": 0.83356, "Y3": 0.8238, "X4": 0.80082, "Y4": 0.8238, "page": 0, "Index": 734}, {"Word": "'print", "Confidence": 0.893, "X1": 0.83765, "Y1": 0.8112, "X2": 0.88131, "Y2": 0.811, "X3": 0.87995, "Y3": 0.8248, "X4": 0.83765, "Y4": 0.8238, "page": 0, "Index": 735}, {"Word": "semi-moist", "Confidence": 0.789, "X1": 0.13506, "Y1": 0.8222, "X2": 0.20737, "Y2": 0.822, "X3": 0.20737, "Y3": 0.8348, "X4": 0.13506, "Y4": 0.8348, "page": 0, "Index": 736}, {"Word": "pet", "Confidence": 0.926, "X1": 0.21146, "Y1": 0.8222, "X2": 0.23329, "Y2": 0.822, "X3": 0.23329, "Y3": 0.8348, "X4": 0.2101, "Y4": 0.8348, "page": 0, "Index": 737}, {"Word": "foods.", "Confidence": 0.958, "X1": 0.23602, "Y1": 0.8222, "X2": 0.27967, "Y2": 0.822, "X3": 0.27967, "Y3": 0.8348, "X4": 0.23602, "Y4": 0.8348, "page": 0, "Index": 738}, {"Word": "A", "Confidence": 0.995, "X1": 0.28377, "Y1": 0.8222, "X2": 0.29332, "Y2": 0.822, "X3": 0.29195, "Y3": 0.8348, "X4": 0.2824, "Y4": 0.8348, "page": 0, "Index": 739}, {"Word": "web", "Confidence": 0.97, "X1": 0.29604, "Y1": 0.8222, "X2": 0.32469, "Y2": 0.822, "X3": 0.32469, "Y3": 0.8348, "X4": 0.29604, "Y4": 0.8348, "page": 0, "Index": 740}, {"Word": "of", "Confidence": 0.996, "X1": 0.32879, "Y1": 0.8222, "X2": 0.34243, "Y2": 0.822, "X3": 0.34106, "Y3": 0.8348, "X4": 0.32742, "Y4": 0.8348, "page": 0, "Index": 741}, {"Word": "metallised", "Confidence": 0.97, "X1": 0.34516, "Y1": 0.8222, "X2": 0.41337, "Y2": 0.822, "X3": 0.41201, "Y3": 0.8338, "X4": 0.34516, "Y4": 0.8348, "page": 0, "Index": 742}, {"Word": "OPP", "Confidence": 0.998, "X1": 0.41746, "Y1": 0.8222, "X2": 0.44748, "Y2": 0.822, "X3": 0.44611, "Y3": 0.8338, "X4": 0.4161, "Y4": 0.8338, "page": 0, "Index": 743}, {"Word": "receptive'", "Confidence": 0.888, "X1": 0.5307, "Y1": 0.8242, "X2": 0.59345, "Y2": 0.824, "X3": 0.59345, "Y3": 0.8368, "X4": 0.5307, "Y4": 0.8378, "page": 0, "Index": 744}, {"Word": "grades", "Confidence": 0.995, "X1": 0.59754, "Y1": 0.8242, "X2": 0.63984, "Y2": 0.824, "X3": 0.63984, "Y3": 0.8368, "X4": 0.59754, "Y4": 0.8368, "page": 0, "Index": 745}, {"Word": "of", "Confidence": 0.998, "X1": 0.64393, "Y1": 0.8242, "X2": 0.65757, "Y2": 0.824, "X3": 0.65757, "Y3": 0.8368, "X4": 0.64393, "Y4": 0.8368, "page": 0, "Index": 746}, {"Word": "polyester", "Confidence": 0.948, "X1": 0.6603, "Y1": 0.8242, "X2": 0.72442, "Y2": 0.824, "X3": 0.72442, "Y3": 0.8368, "X4": 0.6603, "Y4": 0.8368, "page": 0, "Index": 747}, {"Word": "not", "Confidence": 0.998, "X1": 0.72715, "Y1": 0.8242, "X2": 0.75034, "Y2": 0.824, "X3": 0.75034, "Y3": 0.8368, "X4": 0.72715, "Y4": 0.8368, "page": 0, "Index": 748}, {"Word": "only", "Confidence": 0.991, "X1": 0.75443, "Y1": 0.8242, "X2": 0.78445, "Y2": 0.824, "X3": 0.78445, "Y3": 0.8368, "X4": 0.75443, "Y4": 0.8368, "page": 0, "Index": 749}, {"Word": "for", "Confidence": 0.646, "X1": 0.78854, "Y1": 0.8242, "X2": 0.809, "Y2": 0.824, "X3": 0.809, "Y3": 0.8368, "X4": 0.78854, "Y4": 0.8368, "page": 0, "Index": 750}, {"Word": "flexible", "Confidence": 0.968, "X1": 0.81173, "Y1": 0.8242, "X2": 0.8663, "Y2": 0.824, "X3": 0.8663, "Y3": 0.8378, "X4": 0.81173, "Y4": 0.8368, "page": 0, "Index": 751}, {"Word": "laminated", "Confidence": 0.931, "X1": 0.13779, "Y1": 0.8362, "X2": 0.20191, "Y2": 0.836, "X3": 0.20191, "Y3": 0.8478, "X4": 0.13779, "Y4": 0.8478, "page": 0, "Index": 752}, {"Word": "with", "Confidence": 0.98, "X1": 0.20464, "Y1": 0.8362, "X2": 0.23465, "Y2": 0.836, "X3": 0.23465, "Y3": 0.8478, "X4": 0.20464, "Y4": 0.8478, "page": 0, "Index": 753}, {"Word": "paper", "Confidence": 0.996, "X1": 0.23874, "Y1": 0.8362, "X2": 0.27558, "Y2": 0.836, "X3": 0.27558, "Y3": 0.8478, "X4": 0.23874, "Y4": 0.8478, "page": 0, "Index": 754}, {"Word": "on", "Confidence": 0.998, "X1": 0.27967, "Y1": 0.8362, "X2": 0.29741, "Y2": 0.836, "X3": 0.29741, "Y3": 0.8478, "X4": 0.27967, "Y4": 0.8478, "page": 0, "Index": 755}, {"Word": "the", "Confidence": 0.991, "X1": 0.3015, "Y1": 0.8362, "X2": 0.32196, "Y2": 0.836, "X3": 0.32196, "Y3": 0.8478, "X4": 0.3015, "Y4": 0.8478, "page": 0, "Index": 756}, {"Word": "outside", "Confidence": 0.994, "X1": 0.32606, "Y1": 0.8362, "X2": 0.37381, "Y2": 0.836, "X3": 0.37381, "Y3": 0.8478, "X4": 0.32606, "Y4": 0.8478, "page": 0, "Index": 757}, {"Word": "is", "Confidence": 0.998, "X1": 0.3779, "Y1": 0.8362, "X2": 0.38881, "Y2": 0.836, "X3": 0.38745, "Y3": 0.8478, "X4": 0.37653, "Y4": 0.8478, "page": 0, "Index": 758}, {"Word": "claimed", "Confidence": 0.898, "X1": 0.39154, "Y1": 0.8362, "X2": 0.44475, "Y2": 0.836, "X3": 0.44338, "Y3": 0.8478, "X4": 0.39154, "Y4": 0.8478, "page": 0, "Index": 759}, {"Word": "to", "Confidence": 0.998, "X1": 0.44748, "Y1": 0.8362, "X2": 0.46385, "Y2": 0.836, "X3": 0.46248, "Y3": 0.8478, "X4": 0.44748, "Y4": 0.8478, "page": 0, "Index": 760}, {"Word": "packaging", "Confidence": 0.993, "X1": 0.5307, "Y1": 0.8372, "X2": 0.59482, "Y2": 0.837, "X3": 0.59482, "Y3": 0.8508, "X4": 0.5307, "Y4": 0.8518, "page": 0, "Index": 761}, {"Word": "but", "Confidence": 0.998, "X1": 0.59891, "Y1": 0.8372, "X2": 0.62347, "Y2": 0.837, "X3": 0.6221, "Y3": 0.8508, "X4": 0.59891, "Y4": 0.8508, "page": 0, "Index": 762}, {"Word": "for", "Confidence": 0.998, "X1": 0.62619, "Y1": 0.8382, "X2": 0.64802, "Y2": 0.838, "X3": 0.64666, "Y3": 0.8498, "X4": 0.62619, "Y4": 0.8508, "page": 0, "Index": 763}, {"Word": "labels,", "Confidence": 0.662, "X1": 0.65075, "Y1": 0.8392, "X2": 0.69304, "Y2": 0.839, "X3": 0.69168, "Y3": 0.8498, "X4": 0.65075, "Y4": 0.8498, "page": 0, "Index": 764}, {"Word": "etc.", "Confidence": 0.942, "X1": 0.69577, "Y1": 0.8392, "X2": 0.72442, "Y2": 0.839, "X3": 0.72306, "Y3": 0.8498, "X4": 0.69577, "Y4": 0.8498, "page": 0, "Index": 765}, {"Word": "offer", "Confidence": 0.998, "X1": 0.13915, "Y1": 0.8482, "X2": 0.16917, "Y2": 0.848, "X3": 0.16917, "Y3": 0.8618, "X4": 0.13779, "Y4": 0.8618, "page": 0, "Index": 766}, {"Word": "similar", "Confidence": 0.859, "X1": 0.17326, "Y1": 0.8482, "X2": 0.21828, "Y2": 0.848, "X3": 0.21692, "Y3": 0.8618, "X4": 0.1719, "Y4": 0.8618, "page": 0, "Index": 767}, {"Word": "functionality", "Confidence": 0.991, "X1": 0.22101, "Y1": 0.8492, "X2": 0.30832, "Y2": 0.849, "X3": 0.30696, "Y3": 0.8618, "X4": 0.22101, "Y4": 0.8618, "page": 0, "Index": 768}, {"Word": "to", "Confidence": 0.997, "X1": 0.31105, "Y1": 0.8492, "X2": 0.32606, "Y2": 0.849, "X3": 0.32469, "Y3": 0.8618, "X4": 0.31105, "Y4": 0.8618, "page": 0, "Index": 769}, {"Word": "certain", "Confidence": 0.991, "X1": 0.32879, "Y1": 0.8492, "X2": 0.37517, "Y2": 0.849, "X3": 0.37517, "Y3": 0.8618, "X4": 0.32879, "Y4": 0.8618, "page": 0, "Index": 770}, {"Word": "foil", "Confidence": 0.941, "X1": 0.37926, "Y1": 0.8492, "X2": 0.40109, "Y2": 0.849, "X3": 0.40109, "Y3": 0.8618, "X4": 0.3779, "Y4": 0.8618, "page": 0, "Index": 771}, {"Word": "structures", "Confidence": 0.827, "X1": 0.40518, "Y1": 0.8492, "X2": 0.4734, "Y2": 0.849, "X3": 0.4734, "Y3": 0.8618, "X4": 0.40382, "Y4": 0.8618, "page": 0, "Index": 772}, {"Word": "currently", "Confidence": 0.934, "X1": 0.13643, "Y1": 0.8622, "X2": 0.19782, "Y2": 0.862, "X3": 0.19782, "Y3": 0.8758, "X4": 0.13643, "Y4": 0.8748, "page": 0, "Index": 773}, {"Word": "employed.", "Confidence": 0.973, "X1": 0.20191, "Y1": 0.8632, "X2": 0.27422, "Y2": 0.863, "X3": 0.27285, "Y3": 0.8758, "X4": 0.20055, "Y4": 0.8758, "page": 0, "Index": 774}, {"Word": "In", "Confidence": 0.968, "X1": 0.5307, "Y1": 0.8632, "X2": 0.54434, "Y2": 0.863, "X3": 0.54297, "Y3": 0.8768, "X4": 0.52933, "Y4": 0.8768, "page": 0, "Index": 775}, {"Word": "considering", "Confidence": 0.902, "X1": 0.54707, "Y1": 0.8642, "X2": 0.6221, "Y2": 0.864, "X3": 0.6221, "Y3": 0.8768, "X4": 0.5457, "Y4": 0.8768, "page": 0, "Index": 776}, {"Word": "polyester,", "Confidence": 0.891, "X1": 0.62619, "Y1": 0.8642, "X2": 0.69304, "Y2": 0.864, "X3": 0.69168, "Y3": 0.8778, "X4": 0.62483, "Y4": 0.8768, "page": 0, "Index": 777}, {"Word": "while", "Confidence": 0.981, "X1": 0.69714, "Y1": 0.8642, "X2": 0.73261, "Y2": 0.864, "X3": 0.73124, "Y3": 0.8778, "X4": 0.69577, "Y4": 0.8778, "page": 0, "Index": 778}, {"Word": "flexible", "Confidence": 0.855, "X1": 0.7367, "Y1": 0.8642, "X2": 0.78718, "Y2": 0.864, "X3": 0.78581, "Y3": 0.8778, "X4": 0.73533, "Y4": 0.8778, "page": 0, "Index": 779}, {"Word": "packaging", "Confidence": 0.991, "X1": 0.7899, "Y1": 0.8652, "X2": 0.85948, "Y2": 0.865, "X3": 0.85812, "Y3": 0.8768, "X4": 0.78854, "Y4": 0.8778, "page": 0, "Index": 780}, {"Word": "represents", "Confidence": 0.97, "X1": 0.5307, "Y1": 0.8782, "X2": 0.59754, "Y2": 0.878, "X3": 0.59618, "Y3": 0.8898, "X4": 0.52933, "Y4": 0.8908, "page": 0, "Index": 781}, {"Word": "an", "Confidence": 0.928, "X1": 0.60164, "Y1": 0.8782, "X2": 0.61664, "Y2": 0.878, "X3": 0.61528, "Y3": 0.8898, "X4": 0.60027, "Y4": 0.8898, "page": 0, "Index": 782}, {"Word": "Immense", "Confidence": 0.935, "X1": 0.62074, "Y1": 0.8782, "X2": 0.6794, "Y2": 0.878, "X3": 0.67804, "Y3": 0.8898, "X4": 0.61937, "Y4": 0.8898, "page": 0, "Index": 783}, {"Word": "and", "Confidence": 0.998, "X1": 0.68349, "Y1": 0.8782, "X2": 0.70805, "Y2": 0.878, "X3": 0.70532, "Y3": 0.8898, "X4": 0.68076, "Y4": 0.8898, "page": 0, "Index": 784}, {"Word": "rapidly", "Confidence": 0.944, "X1": 0.71078, "Y1": 0.8782, "X2": 0.75853, "Y2": 0.878, "X3": 0.75716, "Y3": 0.8898, "X4": 0.70941, "Y4": 0.8898, "page": 0, "Index": 785}, {"Word": "growing", "Confidence": 0.997, "X1": 0.76262, "Y1": 0.8782, "X2": 0.81583, "Y2": 0.878, "X3": 0.81446, "Y3": 0.8898, "X4": 0.75989, "Y4": 0.8898, "page": 0, "Index": 786}, {"Word": "market,", "Confidence": 0.85, "X1": 0.81992, "Y1": 0.8782, "X2": 0.87176, "Y2": 0.878, "X3": 0.86903, "Y3": 0.8898, "X4": 0.81719, "Y4": 0.8898, "page": 0, "Index": 787}, {"Word": "it", "Confidence": 0.998, "X1": 0.87449, "Y1": 0.8782, "X2": 0.88813, "Y2": 0.878, "X3": 0.8854, "Y3": 0.8898, "X4": 0.87176, "Y4": 0.8898, "page": 0, "Index": 788}, {"Word": "The", "Confidence": 0.998, "X1": 0.13915, "Y1": 0.8892, "X2": 0.16235, "Y2": 0.889, "X3": 0.16235, "Y3": 0.9018, "X4": 0.13779, "Y4": 0.9018, "page": 0, "Index": 789}, {"Word": "economics", "Confidence": 0.931, "X1": 0.16644, "Y1": 0.8892, "X2": 0.23602, "Y2": 0.889, "X3": 0.23602, "Y3": 0.9018, "X4": 0.16508, "Y4": 0.9018, "page": 0, "Index": 790}, {"Word": "of", "Confidence": 0.998, "X1": 0.24011, "Y1": 0.8892, "X2": 0.25375, "Y2": 0.889, "X3": 0.25375, "Y3": 0.9018, "X4": 0.23874, "Y4": 0.9018, "page": 0, "Index": 791}, {"Word": "polypropylene", "Confidence": 0.872, "X1": 0.25784, "Y1": 0.8902, "X2": 0.35334, "Y2": 0.89, "X3": 0.35198, "Y3": 0.9018, "X4": 0.25648, "Y4": 0.9018, "page": 0, "Index": 792}, {"Word": "versus", "Confidence": 0.995, "X1": 0.35607, "Y1": 0.8902, "X2": 0.397, "Y2": 0.89, "X3": 0.39563, "Y3": 0.9018, "X4": 0.35607, "Y4": 0.9018, "page": 0, "Index": 793}, {"Word": "polyester", "Confidence": 0.966, "X1": 0.40109, "Y1": 0.8902, "X2": 0.46658, "Y2": 0.89, "X3": 0.46521, "Y3": 0.9018, "X4": 0.39973, "Y4": 0.9018, "page": 0, "Index": 794}, {"Word": "cannot", "Confidence": 0.604, "X1": 0.52933, "Y1": 0.8902, "X2": 0.57572, "Y2": 0.89, "X3": 0.57435, "Y3": 0.9028, "X4": 0.52933, "Y4": 0.9028, "page": 0, "Index": 795}, {"Word": "be", "Confidence": 0.955, "X1": 0.57844, "Y1": 0.8902, "X2": 0.59482, "Y2": 0.89, "X3": 0.59482, "Y3": 0.9028, "X4": 0.57708, "Y4": 0.9028, "page": 0, "Index": 796}, {"Word": "forgotten", "Confidence": 0.794, "X1": 0.59891, "Y1": 0.8902, "X2": 0.66303, "Y2": 0.89, "X3": 0.66166, "Y3": 0.9028, "X4": 0.59754, "Y4": 0.9028, "page": 0, "Index": 797}, {"Word": "that", "Confidence": 0.982, "X1": 0.66576, "Y1": 0.8902, "X2": 0.69441, "Y2": 0.89, "X3": 0.69304, "Y3": 0.9028, "X4": 0.66576, "Y4": 0.9028, "page": 0, "Index": 798}, {"Word": "other", "Confidence": 0.997, "X1": 0.69714, "Y1": 0.8912, "X2": 0.73261, "Y2": 0.891, "X3": 0.73261, "Y3": 0.9028, "X4": 0.69714, "Y4": 0.9028, "page": 0, "Index": 799}, {"Word": "uses", "Confidence": 0.987, "X1": 0.7367, "Y1": 0.8912, "X2": 0.76398, "Y2": 0.891, "X3": 0.76398, "Y3": 0.9028, "X4": 0.73533, "Y4": 0.9028, "page": 0, "Index": 800}, {"Word": "of", "Confidence": 0.992, "X1": 0.76808, "Y1": 0.8912, "X2": 0.78172, "Y2": 0.891, "X3": 0.78172, "Y3": 0.9028, "X4": 0.76671, "Y4": 0.9028, "page": 0, "Index": 801}, {"Word": "metallised", "Confidence": 0.786, "X1": 0.78581, "Y1": 0.8912, "X2": 0.85402, "Y2": 0.891, "X3": 0.85266, "Y3": 0.9028, "X4": 0.78445, "Y4": 0.9028, "page": 0, "Index": 802}, {"Word": "already", "Confidence": 0.918, "X1": 0.13643, "Y1": 0.9022, "X2": 0.18554, "Y2": 0.902, "X3": 0.18417, "Y3": 0.9148, "X4": 0.13506, "Y4": 0.9148, "page": 0, "Index": 803}, {"Word": "show", "Confidence": 0.989, "X1": 0.18827, "Y1": 0.9022, "X2": 0.22237, "Y2": 0.902, "X3": 0.22101, "Y3": 0.9148, "X4": 0.1869, "Y4": 0.9148, "page": 0, "Index": 804}, {"Word": "savings", "Confidence": 0.994, "X1": 0.2251, "Y1": 0.9022, "X2": 0.27285, "Y2": 0.902, "X3": 0.27149, "Y3": 0.9148, "X4": 0.22374, "Y4": 0.9148, "page": 0, "Index": 805}, {"Word": "for", "Confidence": 0.998, "X1": 0.27694, "Y1": 0.9022, "X2": 0.29604, "Y2": 0.902, "X3": 0.29468, "Y3": 0.9148, "X4": 0.27422, "Y4": 0.9148, "page": 0, "Index": 806}, {"Word": "OPP,", "Confidence": 0.886, "X1": 0.29877, "Y1": 0.9022, "X2": 0.33288, "Y2": 0.902, "X3": 0.33151, "Y3": 0.9148, "X4": 0.29741, "Y4": 0.9148, "page": 0, "Index": 807}, {"Word": "and", "Confidence": 0.998, "X1": 0.33561, "Y1": 0.9022, "X2": 0.36153, "Y2": 0.902, "X3": 0.3588, "Y3": 0.9148, "X4": 0.33424, "Y4": 0.9148, "page": 0, "Index": 808}, {"Word": "developments", "Confidence": 0.857, "X1": 0.36426, "Y1": 0.9032, "X2": 0.45975, "Y2": 0.903, "X3": 0.45839, "Y3": 0.9148, "X4": 0.36289, "Y4": 0.9148, "page": 0, "Index": 809}, {"Word": "polyester", "Confidence": 0.973, "X1": 0.52933, "Y1": 0.9042, "X2": 0.59072, "Y2": 0.904, "X3": 0.59072, "Y3": 0.9158, "X4": 0.52933, "Y4": 0.9168, "page": 0, "Index": 810}, {"Word": "are", "Confidence": 0.998, "X1": 0.59482, "Y1": 0.9042, "X2": 0.61392, "Y2": 0.904, "X3": 0.61392, "Y3": 0.9158, "X4": 0.59345, "Y4": 0.9158, "page": 0, "Index": 811}, {"Word": "currently", "Confidence": 0.95, "X1": 0.61801, "Y1": 0.9042, "X2": 0.68213, "Y2": 0.904, "X3": 0.68076, "Y3": 0.9158, "X4": 0.61664, "Y4": 0.9158, "page": 0, "Index": 812}, {"Word": "as", "Confidence": 0.957, "X1": 0.68486, "Y1": 0.9042, "X2": 0.69714, "Y2": 0.904, "X3": 0.69577, "Y3": 0.9158, "X4": 0.68349, "Y4": 0.9158, "page": 0, "Index": 813}, {"Word": "large.", "Confidence": 0.778, "X1": 0.69986, "Y1": 0.9042, "X2": 0.73943, "Y2": 0.904, "X3": 0.73806, "Y3": 0.9158, "X4": 0.69986, "Y4": 0.9158, "page": 0, "Index": 814}, {"Word": "For", "Confidence": 0.998, "X1": 0.74216, "Y1": 0.9042, "X2": 0.76671, "Y2": 0.904, "X3": 0.76535, "Y3": 0.9158, "X4": 0.74079, "Y4": 0.9158, "page": 0, "Index": 815}, {"Word": "example,", "Confidence": 0.904, "X1": 0.76944, "Y1": 0.9042, "X2": 0.83083, "Y2": 0.904, "X3": 0.82947, "Y3": 0.9158, "X4": 0.76808, "Y4": 0.9158, "page": 0, "Index": 816}, {"Word": "in", "Confidence": 0.998, "X1": 0.83356, "Y1": 0.9042, "X2": 0.84857, "Y2": 0.904, "X3": 0.84584, "Y3": 0.9158, "X4": 0.8322, "Y4": 0.9158, "page": 0, "Index": 817}, {"Word": "within", "Confidence": 0.993, "X1": 0.13643, "Y1": 0.9162, "X2": 0.17872, "Y2": 0.916, "X3": 0.17735, "Y3": 0.9278, "X4": 0.13643, "Y4": 0.9288, "page": 0, "Index": 818}, {"Word": "the", "Confidence": 0.993, "X1": 0.18145, "Y1": 0.9162, "X2": 0.20464, "Y2": 0.916, "X3": 0.20327, "Y3": 0.9278, "X4": 0.18145, "Y4": 0.9278, "page": 0, "Index": 819}, {"Word": "petrochemicals", "Confidence": 0.773, "X1": 0.20737, "Y1": 0.9152, "X2": 0.30696, "Y2": 0.915, "X3": 0.30559, "Y3": 0.9278, "X4": 0.20737, "Y4": 0.9278, "page": 0, "Index": 820}, {"Word": "industry", "Confidence": 0.994, "X1": 0.31105, "Y1": 0.9152, "X2": 0.36698, "Y2": 0.915, "X3": 0.36562, "Y3": 0.9278, "X4": 0.30969, "Y4": 0.9278, "page": 0, "Index": 821}, {"Word": "suggest", "Confidence": 0.864, "X1": 0.37108, "Y1": 0.9162, "X2": 0.41746, "Y2": 0.916, "X3": 0.4161, "Y3": 0.9278, "X4": 0.36835, "Y4": 0.9278, "page": 0, "Index": 822}, {"Word": "lamination", "Confidence": 0.969, "X1": 0.59345, "Y1": 0.9162, "X2": 0.66576, "Y2": 0.916, "X3": 0.66439, "Y3": 0.9278, "X4": 0.59209, "Y4": 0.9288, "page": 0, "Index": 823}, {"Word": "to", "Confidence": 0.998, "X1": 0.66985, "Y1": 0.9162, "X2": 0.68349, "Y2": 0.916, "X3": 0.68213, "Y3": 0.9278, "X4": 0.66849, "Y4": 0.9278, "page": 0, "Index": 824}, {"Word": "that", "Confidence": 0.987, "X1": 0.42156, "Y1": 0.9162, "X2": 0.44884, "Y2": 0.916, "X3": 0.44748, "Y3": 0.9288, "X4": 0.41883, "Y4": 0.9278, "page": 0, "Index": 825}, {"Word": "the", "Confidence": 0.998, "X1": 0.45293, "Y1": 0.9162, "X2": 0.47749, "Y2": 0.916, "X3": 0.47476, "Y3": 0.9288, "X4": 0.4502, "Y4": 0.9288, "page": 0, "Index": 826}, {"Word": "specialist", "Confidence": 0.955, "X1": 0.5307, "Y1": 0.9162, "X2": 0.58936, "Y2": 0.916, "X3": 0.58936, "Y3": 0.9288, "X4": 0.52933, "Y4": 0.9298, "page": 0, "Index": 827}, {"Word": "unpasted", "Confidence": 0.98, "X1": 0.68759, "Y1": 0.9162, "X2": 0.74898, "Y2": 0.916, "X3": 0.74761, "Y3": 0.9288, "X4": 0.68622, "Y4": 0.9278, "page": 0, "Index": 828}, {"Word": "and", "Confidence": 0.998, "X1": 0.75307, "Y1": 0.9162, "X2": 0.77763, "Y2": 0.916, "X3": 0.77626, "Y3": 0.9288, "X4": 0.75034, "Y4": 0.9288, "page": 0, "Index": 829}, {"Word": "prepasted", "Confidence": 0.993, "X1": 0.78035, "Y1": 0.9172, "X2": 0.84584, "Y2": 0.917, "X3": 0.84447, "Y3": 0.9298, "X4": 0.77899, "Y4": 0.9288, "page": 0, "Index": 830}, {"Word": "economics", "Confidence": 0.61, "X1": 0.13643, "Y1": 0.9282, "X2": 0.206, "Y2": 0.928, "X3": 0.20464, "Y3": 0.9418, "X4": 0.13506, "Y4": 0.9428, "page": 0, "Index": 831}, {"Word": "of", "Confidence": 0.998, "X1": 0.20873, "Y1": 0.9282, "X2": 0.22237, "Y2": 0.928, "X3": 0.22101, "Y3": 0.9418, "X4": 0.20873, "Y4": 0.9418, "page": 0, "Index": 832}, {"Word": "OPP", "Confidence": 0.998, "X1": 0.22647, "Y1": 0.9282, "X2": 0.25512, "Y2": 0.928, "X3": 0.25375, "Y3": 0.9418, "X4": 0.2251, "Y4": 0.9418, "page": 0, "Index": 833}, {"Word": "will", "Confidence": 0.988, "X1": 0.25921, "Y1": 0.9282, "X2": 0.28377, "Y2": 0.928, "X3": 0.2824, "Y3": 0.9418, "X4": 0.25784, "Y4": 0.9418, "page": 0, "Index": 834}, {"Word": "become", "Confidence": 0.993, "X1": 0.28786, "Y1": 0.9292, "X2": 0.33834, "Y2": 0.929, "X3": 0.33697, "Y3": 0.9418, "X4": 0.28649, "Y4": 0.9418, "page": 0, "Index": 835}, {"Word": "increasingly", "Confidence": 0.959, "X1": 0.34243, "Y1": 0.9292, "X2": 0.42019, "Y2": 0.929, "X3": 0.41883, "Y3": 0.9418, "X4": 0.34106, "Y4": 0.9418, "page": 0, "Index": 836}, {"Word": "attractive", "Confidence": 0.933, "X1": 0.42428, "Y1": 0.9302, "X2": 0.49113, "Y2": 0.93, "X3": 0.4884, "Y3": 0.9428, "X4": 0.42292, "Y4": 0.9418, "page": 0, "Index": 837}, {"Word": "wallpaper", "Confidence": 0.863, "X1": 0.5307, "Y1": 0.9292, "X2": 0.59345, "Y2": 0.929, "X3": 0.59345, "Y3": 0.9418, "X4": 0.5307, "Y4": 0.9428, "page": 0, "Index": 838}, {"Word": "base,", "Confidence": 0.776, "X1": 0.59754, "Y1": 0.9292, "X2": 0.63165, "Y2": 0.929, "X3": 0.63165, "Y3": 0.9418, "X4": 0.59618, "Y4": 0.9418, "page": 0, "Index": 839}, {"Word": "the", "Confidence": 0.998, "X1": 0.63574, "Y1": 0.9292, "X2": 0.65757, "Y2": 0.929, "X3": 0.65621, "Y3": 0.9418, "X4": 0.63438, "Y4": 0.9418, "page": 0, "Index": 840}, {"Word": "use", "Confidence": 0.998, "X1": 0.6603, "Y1": 0.9292, "X2": 0.68213, "Y2": 0.929, "X3": 0.68213, "Y3": 0.9418, "X4": 0.6603, "Y4": 0.9418, "page": 0, "Index": 841}, {"Word": "of", "Confidence": 0.998, "X1": 0.68622, "Y1": 0.9292, "X2": 0.70123, "Y2": 0.929, "X3": 0.69986, "Y3": 0.9418, "X4": 0.68486, "Y4": 0.9418, "page": 0, "Index": 842}, {"Word": "metallised", "Confidence": 0.688, "X1": 0.70532, "Y1": 0.9302, "X2": 0.77217, "Y2": 0.93, "X3": 0.7708, "Y3": 0.9418, "X4": 0.70396, "Y4": 0.9418, "page": 0, "Index": 843}, {"Word": "polyester", "Confidence": 0.981, "X1": 0.77626, "Y1": 0.9302, "X2": 0.83765, "Y2": 0.93, "X3": 0.83629, "Y3": 0.9418, "X4": 0.7749, "Y4": 0.9418, "page": 0, "Index": 844}, {"Word": "for", "Confidence": 0.998, "X1": 0.84175, "Y1": 0.9302, "X2": 0.8663, "Y2": 0.93, "X3": 0.86494, "Y3": 0.9428, "X4": 0.83902, "Y4": 0.9428, "page": 0, "Index": 845}, {"Word": "in", "Confidence": 0.991, "X1": 0.13506, "Y1": 0.9422, "X2": 0.1487, "Y2": 0.942, "X3": 0.14734, "Y3": 0.9558, "X4": 0.13506, "Y4": 0.9558, "page": 0, "Index": 846}, {"Word": "the", "Confidence": 0.802, "X1": 0.15143, "Y1": 0.9422, "X2": 0.17326, "Y2": 0.942, "X3": 0.17326, "Y3": 0.9558, "X4": 0.15143, "Y4": 0.9558, "page": 0, "Index": 847}, {"Word": "longer", "Confidence": 0.887, "X1": 0.17735, "Y1": 0.9422, "X2": 0.21828, "Y2": 0.942, "X3": 0.21828, "Y3": 0.9558, "X4": 0.17599, "Y4": 0.9558, "page": 0, "Index": 848}, {"Word": "term,", "Confidence": 0.741, "X1": 0.22237, "Y1": 0.9422, "X2": 0.25784, "Y2": 0.942, "X3": 0.25784, "Y3": 0.9558, "X4": 0.22237, "Y4": 0.9558, "page": 0, "Index": 849}, {"Word": "especially", "Confidence": 0.66, "X1": 0.26194, "Y1": 0.9422, "X2": 0.32606, "Y2": 0.942, "X3": 0.32606, "Y3": 0.9558, "X4": 0.26057, "Y4": 0.9558, "page": 0, "Index": 850}, {"Word": "when", "Confidence": 0.991, "X1": 0.33015, "Y1": 0.9422, "X2": 0.36562, "Y2": 0.942, "X3": 0.36562, "Y3": 0.9558, "X4": 0.32879, "Y4": 0.9558, "page": 0, "Index": 851}, {"Word": "considered", "Confidence": 0.971, "X1": 0.36971, "Y1": 0.9432, "X2": 0.44338, "Y2": 0.943, "X3": 0.44202, "Y3": 0.9548, "X4": 0.36835, "Y4": 0.9558, "page": 0, "Index": 852}, {"Word": "wall", "Confidence": 0.636, "X1": 0.5307, "Y1": 0.9422, "X2": 0.55662, "Y2": 0.942, "X3": 0.55525, "Y3": 0.9558, "X4": 0.52933, "Y4": 0.9568, "page": 0, "Index": 853}, {"Word": "coverings", "Confidence": 0.991, "X1": 0.56071, "Y1": 0.9422, "X2": 0.6221, "Y2": 0.942, "X3": 0.6221, "Y3": 0.9558, "X4": 0.55935, "Y4": 0.9558, "page": 0, "Index": 854}, {"Word": "is", "Confidence": 0.9, "X1": 0.62619, "Y1": 0.9422, "X2": 0.63574, "Y2": 0.942, "X3": 0.63438, "Y3": 0.9558, "X4": 0.62483, "Y4": 0.9558, "page": 0, "Index": 855}, {"Word": "somewhat", "Confidence": 0.938, "X1": 0.63984, "Y1": 0.9422, "X2": 0.70805, "Y2": 0.942, "X3": 0.70668, "Y3": 0.9548, "X4": 0.63847, "Y4": 0.9558, "page": 0, "Index": 856}, {"Word": "larger", "Confidence": 0.659, "X1": 0.71214, "Y1": 0.9422, "X2": 0.75034, "Y2": 0.942, "X3": 0.74898, "Y3": 0.9548, "X4": 0.71078, "Y4": 0.9548, "page": 0, "Index": 857}, {"Word": "than", "Confidence": 0.984, "X1": 0.75443, "Y1": 0.9422, "X2": 0.78308, "Y2": 0.942, "X3": 0.78172, "Y3": 0.9548, "X4": 0.75307, "Y4": 0.9548, "page": 0, "Index": 858}, {"Word": "that", "Confidence": 0.984, "X1": 0.78581, "Y1": 0.9422, "X2": 0.81583, "Y2": 0.942, "X3": 0.81446, "Y3": 0.9548, "X4": 0.78445, "Y4": 0.9548, "page": 0, "Index": 859}, {"Word": "for", "Confidence": 0.998, "X1": 0.81855, "Y1": 0.9432, "X2": 0.84311, "Y2": 0.943, "X3": 0.84175, "Y3": 0.9548, "X4": 0.81719, "Y4": 0.9548, "page": 0, "Index": 860}, {"Word": "100491270", "Confidence": 0.991, "X1": 0.93588, "Y1": 0.9602, "X2": 0.93588, "Y2": 0.96, "X3": 0.90314, "Y3": 0.9598, "X4": 0.9045, "Y4": 0.8458, "page": 0, "Index": 861}, {"Word": "18:8", "Confidence": 0.925, "X1": 0.13643, "Y1": 0.9772, "X2": 0.1678, "Y2": 0.977, "X3": 0.1678, "Y3": 0.9888, "X4": 0.13643, "Y4": 0.9878, "page": 0, "Index": 862}]}
"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"
ffly0192
0
{"lines_data": [{"Word": "Richard R. Baker", "Confidence": 0.97933, "X1": 0.52806, "Y1": 0.0632, "X2": 0.67626, "Y2": 0.063, "X3": 0.67626, "Y3": 0.0778, "X4": 0.52806, "Y4": 0.0778, "page": 0}, {"Word": "British American Tobacco", "Confidence": 0.88433, "X1": 0.5295, "Y1": 0.0802, "X2": 0.74532, "Y2": 0.08, "X3": 0.74532, "Y3": 0.0938, "X4": 0.5295, "Y4": 0.0938, "page": 0}, {"Word": "R&D Centre", "Confidence": 0.8925, "X1": 0.53094, "Y1": 0.0962, "X2": 0.63597, "Y2": 0.096, "X3": 0.63597, "Y3": 0.1108, "X4": 0.53094, "Y4": 0.1098, "page": 0}, {"Word": "Regents Park Road", "Confidence": 0.988, "X1": 0.5295, "Y1": 0.1122, "X2": 0.68777, "Y2": 0.112, "X3": 0.68777, "Y3": 0.1268, "X4": 0.5295, "Y4": 0.1278, "page": 0}, {"Word": "Southampton", "Confidence": 0.993, "X1": 0.53094, "Y1": 0.1292, "X2": 0.64173, "Y2": 0.129, "X3": 0.64173, "Y3": 0.1438, "X4": 0.53094, "Y4": 0.1438, "page": 0}, {"Word": "Hants SO15 8TL", "Confidence": 0.94733, "X1": 0.53094, "Y1": 0.1452, "X2": 0.6705, "Y2": 0.145, "X3": 0.6705, "Y3": 0.1598, "X4": 0.53094, "Y4": 0.1598, "page": 0}, {"Word": "United Kingdom", "Confidence": 0.9945, "X1": 0.53237, "Y1": 0.1612, "X2": 0.67338, "Y2": 0.161, "X3": 0.67338, "Y3": 0.1768, "X4": 0.53237, "Y4": 0.1768, "page": 0}, {"Word": "FILTER VENTILATION-HAS THERE BEEN A \"COVER-UP\"?", "Confidence": 0.94483, "X1": 0.20719, "Y1": 0.1932, "X2": 0.73957, "Y2": 0.193, "X3": 0.73957, "Y3": 0.2108, "X4": 0.20719, "Y4": 0.2098, "page": 0}, {"Word": "Richard R. Baker and Leslie S. Lewis", "Confidence": 0.97086, "X1": 0.32086, "Y1": 0.2102, "X2": 0.6259, "Y2": 0.21, "X3": 0.6259, "Y3": 0.2268, "X4": 0.32086, "Y4": 0.2258, "page": 0}, {"Word": "British American Tobacco", "Confidence": 0.97567, "X1": 0.35827, "Y1": 0.2452, "X2": 0.58417, "Y2": 0.245, "X3": 0.58417, "Y3": 0.2598, "X4": 0.35827, "Y4": 0.2588, "page": 0}, {"Word": "R&D Centre, Southampton, U.K.", "Confidence": 0.84675, "X1": 0.33669, "Y1": 0.2602, "X2": 0.60863, "Y2": 0.26, "X3": 0.60863, "Y3": 0.2768, "X4": 0.33669, "Y4": 0.2758, "page": 0}, {"Word": "R. J. Reynolds Tobacco Company", "Confidence": 0.983, "X1": 0.33094, "Y1": 0.2942, "X2": 0.61871, "Y2": 0.294, "X3": 0.61727, "Y3": 0.3108, "X4": 0.33094, "Y4": 0.3098, "page": 0}, {"Word": "Research and Development, Winston-Salem, N.C. 27102-1487", "Confidence": 0.87333, "X1": 0.22014, "Y1": 0.3092, "X2": 0.72662, "Y2": 0.309, "X3": 0.72662, "Y3": 0.3258, "X4": 0.22014, "Y4": 0.3268, "page": 0}, {"Word": "Abstract", "Confidence": 0.896, "X1": 0.43741, "Y1": 0.3452, "X2": 0.51079, "Y2": 0.345, "X3": 0.51079, "Y3": 0.3588, "X4": 0.43741, "Y4": 0.3588, "page": 0}, {"Word": "Since the early 1980's a number of studies have been published, principally by", "Confidence": 0.96169, "X1": 0.16978, "Y1": 0.3762, "X2": 0.83309, "Y2": 0.376, "X3": 0.83309, "Y3": 0.3928, "X4": 0.16978, "Y4": 0.3928, "page": 0}, {"Word": "Kozlowski and co-workers, which have been interpreted to imply that more than 50% of", "Confidence": 0.94693, "X1": 0.11223, "Y1": 0.3932, "X2": 0.83453, "Y2": 0.393, "X3": 0.83453, "Y3": 0.4088, "X4": 0.11223, "Y4": 0.4088, "page": 0}, {"Word": "smokers of filter ventilated cigarettes cover the ventilation holes with their fingers, lips or", "Confidence": 0.95207, "X1": 0.11079, "Y1": 0.4102, "X2": 0.83309, "Y2": 0.41, "X3": 0.83309, "Y3": 0.4258, "X4": 0.11079, "Y4": 0.4258, "page": 0}, {"Word": "even using tape. This estimate has largely been obtained through observation of the", "Confidence": 0.95631, "X1": 0.11223, "Y1": 0.4262, "X2": 0.83309, "Y2": 0.426, "X3": 0.83309, "Y3": 0.4418, "X4": 0.11223, "Y4": 0.4428, "page": 0}, {"Word": "staining pattern on discarded cigarette butts or by direct interviews with smokers. Such", "Confidence": 0.92054, "X1": 0.11223, "Y1": 0.4422, "X2": 0.83165, "Y2": 0.442, "X3": 0.83165, "Y3": 0.4588, "X4": 0.11223, "Y4": 0.4588, "page": 0}, {"Word": "blocking would have the effect of increasing the yields of mainstream smoke components", "Confidence": 0.95554, "X1": 0.11079, "Y1": 0.4592, "X2": 0.83165, "Y2": 0.459, "X3": 0.83165, "Y3": 0.4748, "X4": 0.11079, "Y4": 0.4748, "page": 0}, {"Word": "over and above those obtained with unblocked holes. In this paper the published literature", "Confidence": 0.95121, "X1": 0.11223, "Y1": 0.4742, "X2": 0.83165, "Y2": 0.474, "X3": 0.83165, "Y3": 0.4918, "X4": 0.11223, "Y4": 0.4918, "page": 0}, {"Word": "on vent-blocking methodology and incidence is reviewed. Upon closer examination, the", "Confidence": 0.92064, "X1": 0.11223, "Y1": 0.4912, "X2": 0.83165, "Y2": 0.491, "X3": 0.83165, "Y3": 0.5068, "X4": 0.11223, "Y4": 0.5078, "page": 0}, {"Word": "published work does not support or warrant the claims that have been based upon it. This", "Confidence": 0.90837, "X1": 0.11079, "Y1": 0.5082, "X2": 0.83309, "Y2": 0.508, "X3": 0.83309, "Y3": 0.5248, "X4": 0.11079, "Y4": 0.5248, "page": 0}, {"Word": "review also reports results of previously unpublished studies such as video-recorded", "Confidence": 0.882, "X1": 0.11223, "Y1": 0.5242, "X2": 0.83165, "Y2": 0.524, "X3": 0.83165, "Y3": 0.5408, "X4": 0.11223, "Y4": 0.5418, "page": 0}, {"Word": "observations of smoking behaviour and determinations of cigarette-mouth insertion", "Confidence": 0.91744, "X1": 0.11223, "Y1": 0.5412, "X2": 0.83165, "Y2": 0.541, "X3": 0.83165, "Y3": 0.5578, "X4": 0.11223, "Y4": 0.5568, "page": 0}, {"Word": "depths. It can be inferred from all of the various studies, taken as a whole, that some", "Confidence": 0.89865, "X1": 0.11223, "Y1": 0.5572, "X2": 0.83309, "Y2": 0.557, "X3": 0.83309, "Y3": 0.5748, "X4": 0.11223, "Y4": 0.5748, "page": 0}, {"Word": "smokers may cover some of the ventilation holes for at least one puff during the smoking", "Confidence": 0.96725, "X1": 0.11223, "Y1": 0.5742, "X2": 0.83309, "Y2": 0.574, "X3": 0.83309, "Y3": 0.5908, "X4": 0.11223, "Y4": 0.5908, "page": 0}, {"Word": "of the cigarette, but the behaviour is not as widespread as reported. The practical cifects", "Confidence": 0.9474, "X1": 0.11223, "Y1": 0.5902, "X2": 0.83309, "Y2": 0.59, "X3": 0.83309, "Y3": 0.6058, "X4": 0.11223, "Y4": 0.6068, "page": 0}, {"Word": "on ventilation and mainstream yields are also considered. Highly non-linear relationships", "Confidence": 0.89436, "X1": 0.11223, "Y1": 0.6062, "X2": 0.83165, "Y2": 0.606, "X3": 0.83165, "Y3": 0.6228, "X4": 0.11223, "Y4": 0.6238, "page": 0}, {"Word": "exist between proportion of holes blocked, total ventilation and mainstream yields. It is", "Confidence": 0.96254, "X1": 0.11223, "Y1": 0.6232, "X2": 0.83309, "Y2": 0.623, "X3": 0.83309, "Y3": 0.6398, "X4": 0.11223, "Y4": 0.6398, "page": 0}, {"Word": "consequently concluded that even when vent-blocking does occur the practical effects on", "Confidence": 0.81275, "X1": 0.11367, "Y1": 0.6402, "X2": 0.83309, "Y2": 0.64, "X3": 0.83309, "Y3": 0.6558, "X4": 0.11367, "Y4": 0.6578, "page": 0}, {"Word": "mainstream yield are considerably less than has been suggested by some published work.", "Confidence": 0.94608, "X1": 0.11079, "Y1": 0.6552, "X2": 0.8259, "Y2": 0.655, "X3": 0.8259, "Y3": 0.6728, "X4": 0.11079, "Y4": 0.6738, "page": 0}, {"Word": "321119547", "Confidence": 0.994, "X1": 0.82014, "Y1": 0.9582, "X2": 0.94964, "Y2": 0.958, "X3": 0.94964, "Y3": 0.9758, "X4": 0.82014, "Y4": 0.9758, "page": 0}], "words_data": [{"Word": "Richard", "Confidence": 0.996, "X1": 0.53094, "Y1": 0.0632, "X2": 0.59568, "Y2": 0.063, "X3": 0.59568, "Y3": 0.0778, "X4": 0.5295, "Y4": 0.0778, "page": 0, "Index": 0}, {"Word": "R.", "Confidence": 0.996, "X1": 0.6, "Y1": 0.0642, "X2": 0.61727, "Y2": 0.064, "X3": 0.61727, "Y3": 0.0778, "X4": 0.59856, "Y4": 0.0778, "page": 0, "Index": 1}, {"Word": "Baker", "Confidence": 0.946, "X1": 0.62158, "Y1": 0.0642, "X2": 0.67482, "Y2": 0.064, "X3": 0.67482, "Y3": 0.0778, "X4": 0.62014, "Y4": 0.0778, "page": 0, "Index": 2}, {"Word": "British", "Confidence": 0.991, "X1": 0.5295, "Y1": 0.0802, "X2": 0.58705, "Y2": 0.08, "X3": 0.58705, "Y3": 0.0948, "X4": 0.5295, "Y4": 0.0948, "page": 0, "Index": 3}, {"Word": "American", "Confidence": 0.991, "X1": 0.59137, "Y1": 0.0802, "X2": 0.6705, "Y2": 0.08, "X3": 0.6705, "Y3": 0.0948, "X4": 0.59137, "Y4": 0.0948, "page": 0, "Index": 4}, {"Word": "Tobacco", "Confidence": 0.671, "X1": 0.67482, "Y1": 0.0802, "X2": 0.74532, "Y2": 0.08, "X3": 0.74532, "Y3": 0.0948, "X4": 0.67482, "Y4": 0.0948, "page": 0, "Index": 5}, {"Word": "R&D", "Confidence": 0.991, "X1": 0.53094, "Y1": 0.0962, "X2": 0.57266, "Y2": 0.096, "X3": 0.57266, "Y3": 0.1108, "X4": 0.53094, "Y4": 0.1108, "page": 0, "Index": 6}, {"Word": "Centre", "Confidence": 0.794, "X1": 0.57842, "Y1": 0.0972, "X2": 0.63597, "Y2": 0.097, "X3": 0.63597, "Y3": 0.1118, "X4": 0.57842, "Y4": 0.1108, "page": 0, "Index": 7}, {"Word": "Regents", "Confidence": 0.991, "X1": 0.53094, "Y1": 0.1132, "X2": 0.59568, "Y2": 0.113, "X3": 0.59424, "Y3": 0.1278, "X4": 0.53094, "Y4": 0.1288, "page": 0, "Index": 8}, {"Word": "Park", "Confidence": 0.983, "X1": 0.6, "Y1": 0.1132, "X2": 0.63741, "Y2": 0.113, "X3": 0.63597, "Y3": 0.1278, "X4": 0.59856, "Y4": 0.1278, "page": 0, "Index": 9}, {"Word": "Road", "Confidence": 0.99, "X1": 0.64029, "Y1": 0.1132, "X2": 0.68777, "Y2": 0.113, "X3": 0.68489, "Y3": 0.1278, "X4": 0.64029, "Y4": 0.1278, "page": 0, "Index": 10}, {"Word": "Southampton", "Confidence": 0.993, "X1": 0.53094, "Y1": 0.1302, "X2": 0.64029, "Y2": 0.13, "X3": 0.63885, "Y3": 0.1448, "X4": 0.53094, "Y4": 0.1438, "page": 0, "Index": 11}, {"Word": "Hants", "Confidence": 0.997, "X1": 0.53094, "Y1": 0.1462, "X2": 0.57842, "Y2": 0.146, "X3": 0.57842, "Y3": 0.1598, "X4": 0.53094, "Y4": 0.1598, "page": 0, "Index": 12}, {"Word": "SO15", "Confidence": 0.89, "X1": 0.58273, "Y1": 0.1462, "X2": 0.62734, "Y2": 0.146, "X3": 0.62734, "Y3": 0.1598, "X4": 0.58273, "Y4": 0.1598, "page": 0, "Index": 13}, {"Word": "8TL", "Confidence": 0.955, "X1": 0.63165, "Y1": 0.1462, "X2": 0.66763, "Y2": 0.146, "X3": 0.66763, "Y3": 0.1608, "X4": 0.63165, "Y4": 0.1598, "page": 0, "Index": 14}, {"Word": "United", "Confidence": 0.994, "X1": 0.53237, "Y1": 0.1622, "X2": 0.58561, "Y2": 0.162, "X3": 0.58561, "Y3": 0.1768, "X4": 0.53237, "Y4": 0.1778, "page": 0, "Index": 15}, {"Word": "Kingdom", "Confidence": 0.995, "X1": 0.58993, "Y1": 0.1622, "X2": 0.66331, "Y2": 0.162, "X3": 0.66187, "Y3": 0.1778, "X4": 0.58993, "Y4": 0.1768, "page": 0, "Index": 16}, {"Word": "FILTER", "Confidence": 0.991, "X1": 0.20719, "Y1": 0.1942, "X2": 0.27482, "Y2": 0.194, "X3": 0.27482, "Y3": 0.2108, "X4": 0.20719, "Y4": 0.2108, "page": 0, "Index": 17}, {"Word": "VENTILATION-HAS", "Confidence": 0.991, "X1": 0.28058, "Y1": 0.1942, "X2": 0.46043, "Y2": 0.194, "X3": 0.46043, "Y3": 0.2108, "X4": 0.28058, "Y4": 0.2108, "page": 0, "Index": 18}, {"Word": "THERE", "Confidence": 0.858, "X1": 0.46619, "Y1": 0.1942, "X2": 0.5295, "Y2": 0.194, "X3": 0.5295, "Y3": 0.2108, "X4": 0.46475, "Y4": 0.2108, "page": 0, "Index": 19}, {"Word": "BEEN", "Confidence": 0.991, "X1": 0.53381, "Y1": 0.1942, "X2": 0.58561, "Y2": 0.194, "X3": 0.58561, "Y3": 0.2108, "X4": 0.53381, "Y4": 0.2108, "page": 0, "Index": 20}, {"Word": "A", "Confidence": 0.991, "X1": 0.59281, "Y1": 0.1942, "X2": 0.60576, "Y2": 0.194, "X3": 0.60576, "Y3": 0.2108, "X4": 0.59281, "Y4": 0.2108, "page": 0, "Index": 21}, {"Word": "\"COVER-UP\"?", "Confidence": 0.847, "X1": 0.61007, "Y1": 0.1942, "X2": 0.73957, "Y2": 0.194, "X3": 0.73957, "Y3": 0.2108, "X4": 0.61007, "Y4": 0.2108, "page": 0, "Index": 22}, {"Word": "Richard", "Confidence": 0.994, "X1": 0.3223, "Y1": 0.2112, "X2": 0.38273, "Y2": 0.211, "X3": 0.38273, "Y3": 0.2268, "X4": 0.3223, "Y4": 0.2268, "page": 0, "Index": 23}, {"Word": "R.", "Confidence": 0.997, "X1": 0.38849, "Y1": 0.2112, "X2": 0.40719, "Y2": 0.211, "X3": 0.40576, "Y3": 0.2268, "X4": 0.38705, "Y4": 0.2268, "page": 0, "Index": 24}, {"Word": "Baker", "Confidence": 0.998, "X1": 0.41151, "Y1": 0.2112, "X2": 0.45899, "Y2": 0.211, "X3": 0.45899, "Y3": 0.2268, "X4": 0.41007, "Y4": 0.2268, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.998, "X1": 0.46475, "Y1": 0.2112, "X2": 0.49353, "Y2": 0.211, "X3": 0.49353, "Y3": 0.2278, "X4": 0.46331, "Y4": 0.2268, "page": 0, "Index": 26}, {"Word": "Leslie", "Confidence": 0.991, "X1": 0.49784, "Y1": 0.2112, "X2": 0.54676, "Y2": 0.211, "X3": 0.54676, "Y3": 0.2278, "X4": 0.49784, "Y4": 0.2278, "page": 0, "Index": 27}, {"Word": "S.", "Confidence": 0.997, "X1": 0.55108, "Y1": 0.2112, "X2": 0.56691, "Y2": 0.211, "X3": 0.56691, "Y3": 0.2268, "X4": 0.55108, "Y4": 0.2278, "page": 0, "Index": 28}, {"Word": "Lewis", "Confidence": 0.821, "X1": 0.57122, "Y1": 0.2112, "X2": 0.6259, "Y2": 0.211, "X3": 0.6259, "Y3": 0.2268, "X4": 0.57122, "Y4": 0.2268, "page": 0, "Index": 29}, {"Word": "British", "Confidence": 0.995, "X1": 0.36547, "Y1": 0.2442, "X2": 0.42302, "Y2": 0.244, "X3": 0.42158, "Y3": 0.2588, "X4": 0.36403, "Y4": 0.2588, "page": 0, "Index": 30}, {"Word": "American", "Confidence": 0.991, "X1": 0.42734, "Y1": 0.2452, "X2": 0.50647, "Y2": 0.245, "X3": 0.50504, "Y3": 0.2598, "X4": 0.4259, "Y4": 0.2588, "page": 0, "Index": 31}, {"Word": "Tobacco", "Confidence": 0.941, "X1": 0.51079, "Y1": 0.2452, "X2": 0.58129, "Y2": 0.245, "X3": 0.57986, "Y3": 0.2598, "X4": 0.50935, "Y4": 0.2598, "page": 0, "Index": 32}, {"Word": "R&D", "Confidence": 0.991, "X1": 0.33813, "Y1": 0.2612, "X2": 0.38129, "Y2": 0.261, "X3": 0.38129, "Y3": 0.2768, "X4": 0.33813, "Y4": 0.2768, "page": 0, "Index": 33}, {"Word": "Centre,", "Confidence": 0.995, "X1": 0.38561, "Y1": 0.2612, "X2": 0.4446, "Y2": 0.261, "X3": 0.4446, "Y3": 0.2768, "X4": 0.38561, "Y4": 0.2768, "page": 0, "Index": 34}, {"Word": "Southampton,", "Confidence": 0.421, "X1": 0.44892, "Y1": 0.2612, "X2": 0.56115, "Y2": 0.261, "X3": 0.56115, "Y3": 0.2778, "X4": 0.44892, "Y4": 0.2768, "page": 0, "Index": 35}, {"Word": "U.K.", "Confidence": 0.98, "X1": 0.56547, "Y1": 0.2612, "X2": 0.60863, "Y2": 0.261, "X3": 0.60863, "Y3": 0.2778, "X4": 0.56547, "Y4": 0.2778, "page": 0, "Index": 36}, {"Word": "R.", "Confidence": 0.996, "X1": 0.33237, "Y1": 0.2942, "X2": 0.3554, "Y2": 0.294, "X3": 0.35396, "Y3": 0.3098, "X4": 0.33237, "Y4": 0.3098, "page": 0, "Index": 37}, {"Word": "J.", "Confidence": 0.991, "X1": 0.35971, "Y1": 0.2942, "X2": 0.37266, "Y2": 0.294, "X3": 0.37266, "Y3": 0.3098, "X4": 0.35971, "Y4": 0.3098, "page": 0, "Index": 38}, {"Word": "Reynolds", "Confidence": 0.937, "X1": 0.37842, "Y1": 0.2942, "X2": 0.45612, "Y2": 0.294, "X3": 0.45468, "Y3": 0.3108, "X4": 0.37698, "Y4": 0.3108, "page": 0, "Index": 39}, {"Word": "Tobacco", "Confidence": 0.995, "X1": 0.46043, "Y1": 0.2952, "X2": 0.52806, "Y2": 0.295, "X3": 0.52662, "Y3": 0.3108, "X4": 0.45899, "Y4": 0.3108, "page": 0, "Index": 40}, {"Word": "Company", "Confidence": 0.996, "X1": 0.53237, "Y1": 0.2952, "X2": 0.61583, "Y2": 0.295, "X3": 0.61439, "Y3": 0.3098, "X4": 0.53094, "Y4": 0.3108, "page": 0, "Index": 41}, {"Word": "Research", "Confidence": 0.991, "X1": 0.22014, "Y1": 0.3102, "X2": 0.29209, "Y2": 0.31, "X3": 0.29209, "Y3": 0.3268, "X4": 0.22014, "Y4": 0.3268, "page": 0, "Index": 42}, {"Word": "and", "Confidence": 0.998, "X1": 0.29784, "Y1": 0.3102, "X2": 0.32662, "Y2": 0.31, "X3": 0.32662, "Y3": 0.3268, "X4": 0.29784, "Y4": 0.3268, "page": 0, "Index": 43}, {"Word": "Development,", "Confidence": 0.614, "X1": 0.33237, "Y1": 0.3112, "X2": 0.4446, "Y2": 0.311, "X3": 0.4446, "Y3": 0.3268, "X4": 0.33237, "Y4": 0.3268, "page": 0, "Index": 44}, {"Word": "Winston-Salem,", "Confidence": 0.66, "X1": 0.45036, "Y1": 0.3102, "X2": 0.57698, "Y2": 0.31, "X3": 0.57698, "Y3": 0.3268, "X4": 0.45036, "Y4": 0.3268, "page": 0, "Index": 45}, {"Word": "N.C.", "Confidence": 0.986, "X1": 0.58273, "Y1": 0.3102, "X2": 0.62014, "Y2": 0.31, "X3": 0.62014, "Y3": 0.3268, "X4": 0.58129, "Y4": 0.3268, "page": 0, "Index": 46}, {"Word": "27102-1487", "Confidence": 0.991, "X1": 0.62446, "Y1": 0.3102, "X2": 0.72662, "Y2": 0.31, "X3": 0.72662, "Y3": 0.3258, "X4": 0.62446, "Y4": 0.3268, "page": 0, "Index": 47}, {"Word": "Abstract", "Confidence": 0.896, "X1": 0.44029, "Y1": 0.3452, "X2": 0.51079, "Y2": 0.345, "X3": 0.51079, "Y3": 0.3598, "X4": 0.43885, "Y4": 0.3588, "page": 0, "Index": 48}, {"Word": "Since", "Confidence": 0.994, "X1": 0.17122, "Y1": 0.3772, "X2": 0.21727, "Y2": 0.377, "X3": 0.21727, "Y3": 0.3928, "X4": 0.17122, "Y4": 0.3928, "page": 0, "Index": 49}, {"Word": "the", "Confidence": 0.998, "X1": 0.22158, "Y1": 0.3772, "X2": 0.25036, "Y2": 0.377, "X3": 0.25036, "Y3": 0.3928, "X4": 0.22158, "Y4": 0.3928, "page": 0, "Index": 50}, {"Word": "early", "Confidence": 0.85, "X1": 0.25468, "Y1": 0.3772, "X2": 0.29928, "Y2": 0.377, "X3": 0.29928, "Y3": 0.3928, "X4": 0.25468, "Y4": 0.3928, "page": 0, "Index": 51}, {"Word": "1980's", "Confidence": 0.991, "X1": 0.3036, "Y1": 0.3772, "X2": 0.35683, "Y2": 0.377, "X3": 0.35683, "Y3": 0.3928, "X4": 0.3036, "Y4": 0.3928, "page": 0, "Index": 52}, {"Word": "a", "Confidence": 0.955, "X1": 0.36259, "Y1": 0.3772, "X2": 0.37266, "Y2": 0.377, "X3": 0.37266, "Y3": 0.3928, "X4": 0.36259, "Y4": 0.3928, "page": 0, "Index": 53}, {"Word": "number", "Confidence": 0.958, "X1": 0.37842, "Y1": 0.3772, "X2": 0.44317, "Y2": 0.377, "X3": 0.44173, "Y3": 0.3928, "X4": 0.37842, "Y4": 0.3928, "page": 0, "Index": 54}, {"Word": "of", "Confidence": 0.998, "X1": 0.44748, "Y1": 0.3772, "X2": 0.46619, "Y2": 0.377, "X3": 0.46619, "Y3": 0.3938, "X4": 0.44748, "Y4": 0.3938, "page": 0, "Index": 55}, {"Word": "studies", "Confidence": 0.991, "X1": 0.4705, "Y1": 0.3772, "X2": 0.5295, "Y2": 0.377, "X3": 0.5295, "Y3": 0.3938, "X4": 0.4705, "Y4": 0.3938, "page": 0, "Index": 56}, {"Word": "have", "Confidence": 0.982, "X1": 0.53381, "Y1": 0.3772, "X2": 0.57266, "Y2": 0.377, "X3": 0.57266, "Y3": 0.3938, "X4": 0.53381, "Y4": 0.3938, "page": 0, "Index": 57}, {"Word": "been", "Confidence": 0.985, "X1": 0.57842, "Y1": 0.3772, "X2": 0.61871, "Y2": 0.377, "X3": 0.61871, "Y3": 0.3938, "X4": 0.57842, "Y4": 0.3938, "page": 0, "Index": 58}, {"Word": "published,", "Confidence": 0.812, "X1": 0.62302, "Y1": 0.3772, "X2": 0.70791, "Y2": 0.377, "X3": 0.70935, "Y3": 0.3938, "X4": 0.62302, "Y4": 0.3938, "page": 0, "Index": 59}, {"Word": "principally", "Confidence": 0.991, "X1": 0.71367, "Y1": 0.3772, "X2": 0.80144, "Y2": 0.377, "X3": 0.80144, "Y3": 0.3938, "X4": 0.71367, "Y4": 0.3938, "page": 0, "Index": 60}, {"Word": "by", "Confidence": 0.997, "X1": 0.80576, "Y1": 0.3772, "X2": 0.83022, "Y2": 0.377, "X3": 0.83165, "Y3": 0.3938, "X4": 0.80576, "Y4": 0.3938, "page": 0, "Index": 61}, {"Word": "Kozlowski", "Confidence": 0.857, "X1": 0.11223, "Y1": 0.3942, "X2": 0.2, "Y2": 0.394, "X3": 0.2, "Y3": 0.4098, "X4": 0.11223, "Y4": 0.4098, "page": 0, "Index": 62}, {"Word": "and", "Confidence": 0.998, "X1": 0.20432, "Y1": 0.3942, "X2": 0.23309, "Y2": 0.394, "X3": 0.23309, "Y3": 0.4098, "X4": 0.20432, "Y4": 0.4098, "page": 0, "Index": 63}, {"Word": "co-workers,", "Confidence": 0.987, "X1": 0.23885, "Y1": 0.3942, "X2": 0.33525, "Y2": 0.394, "X3": 0.33525, "Y3": 0.4098, "X4": 0.23885, "Y4": 0.4098, "page": 0, "Index": 64}, {"Word": "which", "Confidence": 0.993, "X1": 0.33957, "Y1": 0.3942, "X2": 0.38849, "Y2": 0.394, "X3": 0.38849, "Y3": 0.4098, "X4": 0.33957, "Y4": 0.4098, "page": 0, "Index": 65}, {"Word": "have", "Confidence": 0.885, "X1": 0.39281, "Y1": 0.3942, "X2": 0.43309, "Y2": 0.394, "X3": 0.43309, "Y3": 0.4098, "X4": 0.39281, "Y4": 0.4098, "page": 0, "Index": 66}, {"Word": "been", "Confidence": 0.61, "X1": 0.43741, "Y1": 0.3942, "X2": 0.47482, "Y2": 0.394, "X3": 0.47482, "Y3": 0.4098, "X4": 0.43741, "Y4": 0.4098, "page": 0, "Index": 67}, {"Word": "interpreted", "Confidence": 0.992, "X1": 0.47914, "Y1": 0.3942, "X2": 0.56691, "Y2": 0.394, "X3": 0.56691, "Y3": 0.4098, "X4": 0.47914, "Y4": 0.4098, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.998, "X1": 0.57266, "Y1": 0.3942, "X2": 0.58849, "Y2": 0.394, "X3": 0.58849, "Y3": 0.4098, "X4": 0.57266, "Y4": 0.4098, "page": 0, "Index": 69}, {"Word": "imply", "Confidence": 0.995, "X1": 0.59281, "Y1": 0.3942, "X2": 0.64173, "Y2": 0.394, "X3": 0.64173, "Y3": 0.4098, "X4": 0.59281, "Y4": 0.4098, "page": 0, "Index": 70}, {"Word": "that", "Confidence": 0.986, "X1": 0.64604, "Y1": 0.3942, "X2": 0.67626, "Y2": 0.394, "X3": 0.67626, "Y3": 0.4098, "X4": 0.64604, "Y4": 0.4098, "page": 0, "Index": 71}, {"Word": "more", "Confidence": 0.986, "X1": 0.68058, "Y1": 0.3942, "X2": 0.72374, "Y2": 0.394, "X3": 0.72374, "Y3": 0.4098, "X4": 0.68058, "Y4": 0.4098, "page": 0, "Index": 72}, {"Word": "than", "Confidence": 0.981, "X1": 0.72806, "Y1": 0.3942, "X2": 0.76403, "Y2": 0.394, "X3": 0.76403, "Y3": 0.4098, "X4": 0.72806, "Y4": 0.4098, "page": 0, "Index": 73}, {"Word": "50%", "Confidence": 0.991, "X1": 0.76978, "Y1": 0.3942, "X2": 0.80576, "Y2": 0.394, "X3": 0.80576, "Y3": 0.4098, "X4": 0.76978, "Y4": 0.4098, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.81007, "Y1": 0.3942, "X2": 0.83453, "Y2": 0.394, "X3": 0.83453, "Y3": 0.4098, "X4": 0.81007, "Y4": 0.4098, "page": 0, "Index": 75}, {"Word": "smokers", "Confidence": 0.861, "X1": 0.11223, "Y1": 0.4112, "X2": 0.17842, "Y2": 0.411, "X3": 0.17698, "Y3": 0.4258, "X4": 0.11079, "Y4": 0.4268, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.998, "X1": 0.18273, "Y1": 0.4102, "X2": 0.20144, "Y2": 0.41, "X3": 0.2, "Y3": 0.4258, "X4": 0.18273, "Y4": 0.4258, "page": 0, "Index": 77}, {"Word": "filter", "Confidence": 0.997, "X1": 0.20576, "Y1": 0.4102, "X2": 0.2446, "Y2": 0.41, "X3": 0.2446, "Y3": 0.4258, "X4": 0.20432, "Y4": 0.4258, "page": 0, "Index": 78}, {"Word": "ventilated", "Confidence": 0.602, "X1": 0.24892, "Y1": 0.4102, "X2": 0.3295, "Y2": 0.41, "X3": 0.3295, "Y3": 0.4258, "X4": 0.24892, "Y4": 0.4258, "page": 0, "Index": 79}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.33381, "Y1": 0.4102, "X2": 0.41007, "Y2": 0.41, "X3": 0.41007, "Y3": 0.4258, "X4": 0.33381, "Y4": 0.4258, "page": 0, "Index": 80}, {"Word": "cover", "Confidence": 0.997, "X1": 0.41439, "Y1": 0.4102, "X2": 0.45899, "Y2": 0.41, "X3": 0.45755, "Y3": 0.4258, "X4": 0.41439, "Y4": 0.4258, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.998, "X1": 0.46331, "Y1": 0.4102, "X2": 0.48921, "Y2": 0.41, "X3": 0.48921, "Y3": 0.4258, "X4": 0.46331, "Y4": 0.4258, "page": 0, "Index": 82}, {"Word": "ventilation", "Confidence": 0.991, "X1": 0.49353, "Y1": 0.4102, "X2": 0.57842, "Y2": 0.41, "X3": 0.57842, "Y3": 0.4258, "X4": 0.49353, "Y4": 0.4258, "page": 0, "Index": 83}, {"Word": "holes", "Confidence": 0.996, "X1": 0.58273, "Y1": 0.4102, "X2": 0.6259, "Y2": 0.41, "X3": 0.62446, "Y3": 0.4258, "X4": 0.58273, "Y4": 0.4258, "page": 0, "Index": 84}, {"Word": "with", "Confidence": 0.987, "X1": 0.63022, "Y1": 0.4102, "X2": 0.66619, "Y2": 0.41, "X3": 0.66619, "Y3": 0.4258, "X4": 0.63022, "Y4": 0.4258, "page": 0, "Index": 85}, {"Word": "their", "Confidence": 0.995, "X1": 0.67194, "Y1": 0.4102, "X2": 0.70935, "Y2": 0.41, "X3": 0.70791, "Y3": 0.4268, "X4": 0.6705, "Y4": 0.4258, "page": 0, "Index": 86}, {"Word": "fingers,", "Confidence": 0.933, "X1": 0.71367, "Y1": 0.4102, "X2": 0.77266, "Y2": 0.41, "X3": 0.77266, "Y3": 0.4268, "X4": 0.71223, "Y4": 0.4268, "page": 0, "Index": 87}, {"Word": "lips", "Confidence": 0.989, "X1": 0.77698, "Y1": 0.4112, "X2": 0.80719, "Y2": 0.411, "X3": 0.80719, "Y3": 0.4268, "X4": 0.77698, "Y4": 0.4268, "page": 0, "Index": 88}, {"Word": "or", "Confidence": 0.991, "X1": 0.81295, "Y1": 0.4112, "X2": 0.83453, "Y2": 0.411, "X3": 0.83309, "Y3": 0.4268, "X4": 0.81151, "Y4": 0.4268, "page": 0, "Index": 89}, {"Word": "even", "Confidence": 0.994, "X1": 0.11223, "Y1": 0.4282, "X2": 0.15396, "Y2": 0.428, "X3": 0.15396, "Y3": 0.4428, "X4": 0.11223, "Y4": 0.4428, "page": 0, "Index": 90}, {"Word": "using", "Confidence": 0.997, "X1": 0.15827, "Y1": 0.4272, "X2": 0.20576, "Y2": 0.427, "X3": 0.20576, "Y3": 0.4428, "X4": 0.15827, "Y4": 0.4428, "page": 0, "Index": 91}, {"Word": "tape.", "Confidence": 0.995, "X1": 0.21151, "Y1": 0.4272, "X2": 0.25612, "Y2": 0.427, "X3": 0.25468, "Y3": 0.4428, "X4": 0.21007, "Y4": 0.4428, "page": 0, "Index": 92}, {"Word": "This", "Confidence": 0.987, "X1": 0.26043, "Y1": 0.4272, "X2": 0.29928, "Y2": 0.427, "X3": 0.29784, "Y3": 0.4428, "X4": 0.26043, "Y4": 0.4428, "page": 0, "Index": 93}, {"Word": "estimate", "Confidence": 0.978, "X1": 0.3036, "Y1": 0.4262, "X2": 0.3741, "Y2": 0.426, "X3": 0.3741, "Y3": 0.4428, "X4": 0.3036, "Y4": 0.4428, "page": 0, "Index": 94}, {"Word": "has", "Confidence": 0.998, "X1": 0.37842, "Y1": 0.4262, "X2": 0.41007, "Y2": 0.426, "X3": 0.41007, "Y3": 0.4428, "X4": 0.37842, "Y4": 0.4428, "page": 0, "Index": 95}, {"Word": "largely", "Confidence": 0.994, "X1": 0.41439, "Y1": 0.4262, "X2": 0.47482, "Y2": 0.426, "X3": 0.47482, "Y3": 0.4428, "X4": 0.41439, "Y4": 0.4428, "page": 0, "Index": 96}, {"Word": "been", "Confidence": 0.606, "X1": 0.47914, "Y1": 0.4262, "X2": 0.52086, "Y2": 0.426, "X3": 0.52086, "Y3": 0.4428, "X4": 0.47914, "Y4": 0.4428, "page": 0, "Index": 97}, {"Word": "obtained", "Confidence": 0.993, "X1": 0.52518, "Y1": 0.4262, "X2": 0.59856, "Y2": 0.426, "X3": 0.59856, "Y3": 0.4428, "X4": 0.52518, "Y4": 0.4428, "page": 0, "Index": 98}, {"Word": "through", "Confidence": 0.994, "X1": 0.60432, "Y1": 0.4272, "X2": 0.6705, "Y2": 0.427, "X3": 0.6705, "Y3": 0.4428, "X4": 0.60432, "Y4": 0.4428, "page": 0, "Index": 99}, {"Word": "observation", "Confidence": 0.908, "X1": 0.67482, "Y1": 0.4272, "X2": 0.77122, "Y2": 0.427, "X3": 0.77122, "Y3": 0.4428, "X4": 0.67482, "Y4": 0.4428, "page": 0, "Index": 100}, {"Word": "of", "Confidence": 0.994, "X1": 0.77698, "Y1": 0.4272, "X2": 0.79712, "Y2": 0.427, "X3": 0.79712, "Y3": 0.4428, "X4": 0.77698, "Y4": 0.4428, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.994, "X1": 0.80144, "Y1": 0.4282, "X2": 0.83309, "Y2": 0.428, "X3": 0.83165, "Y3": 0.4428, "X4": 0.80144, "Y4": 0.4428, "page": 0, "Index": 102}, {"Word": "staining", "Confidence": 0.991, "X1": 0.11367, "Y1": 0.4442, "X2": 0.17698, "Y2": 0.444, "X3": 0.17554, "Y3": 0.4598, "X4": 0.11367, "Y4": 0.4598, "page": 0, "Index": 103}, {"Word": "pattern", "Confidence": 0.809, "X1": 0.18129, "Y1": 0.4432, "X2": 0.24029, "Y2": 0.443, "X3": 0.23885, "Y3": 0.4588, "X4": 0.17986, "Y4": 0.4598, "page": 0, "Index": 104}, {"Word": "on", "Confidence": 0.997, "X1": 0.2446, "Y1": 0.4432, "X2": 0.26763, "Y2": 0.443, "X3": 0.26619, "Y3": 0.4588, "X4": 0.2446, "Y4": 0.4588, "page": 0, "Index": 105}, {"Word": "discarded", "Confidence": 0.993, "X1": 0.27194, "Y1": 0.4432, "X2": 0.34964, "Y2": 0.443, "X3": 0.34964, "Y3": 0.4588, "X4": 0.27194, "Y4": 0.4588, "page": 0, "Index": 106}, {"Word": "cigarette", "Confidence": 0.955, "X1": 0.3554, "Y1": 0.4422, "X2": 0.42446, "Y2": 0.442, "X3": 0.42446, "Y3": 0.4588, "X4": 0.35396, "Y4": 0.4588, "page": 0, "Index": 107}, {"Word": "butts", "Confidence": 0.993, "X1": 0.43022, "Y1": 0.4422, "X2": 0.4705, "Y2": 0.442, "X3": 0.46906, "Y3": 0.4588, "X4": 0.42878, "Y4": 0.4588, "page": 0, "Index": 108}, {"Word": "or", "Confidence": 0.956, "X1": 0.47482, "Y1": 0.4422, "X2": 0.49353, "Y2": 0.442, "X3": 0.49209, "Y3": 0.4588, "X4": 0.47482, "Y4": 0.4588, "page": 0, "Index": 109}, {"Word": "by", "Confidence": 0.996, "X1": 0.49784, "Y1": 0.4422, "X2": 0.52086, "Y2": 0.442, "X3": 0.51942, "Y3": 0.4588, "X4": 0.49784, "Y4": 0.4588, "page": 0, "Index": 110}, {"Word": "direct", "Confidence": 0.781, "X1": 0.52518, "Y1": 0.4422, "X2": 0.57266, "Y2": 0.442, "X3": 0.57122, "Y3": 0.4588, "X4": 0.52518, "Y4": 0.4588, "page": 0, "Index": 111}, {"Word": "interviews", "Confidence": 0.85, "X1": 0.57698, "Y1": 0.4432, "X2": 0.66331, "Y2": 0.443, "X3": 0.66187, "Y3": 0.4588, "X4": 0.57698, "Y4": 0.4588, "page": 0, "Index": 112}, {"Word": "with", "Confidence": 0.984, "X1": 0.66763, "Y1": 0.4432, "X2": 0.70647, "Y2": 0.443, "X3": 0.70504, "Y3": 0.4588, "X4": 0.66619, "Y4": 0.4588, "page": 0, "Index": 113}, {"Word": "smokers.", "Confidence": 0.939, "X1": 0.71079, "Y1": 0.4432, "X2": 0.78417, "Y2": 0.443, "X3": 0.78273, "Y3": 0.4588, "X4": 0.70935, "Y4": 0.4588, "page": 0, "Index": 114}, {"Word": "Such", "Confidence": 0.723, "X1": 0.78849, "Y1": 0.4442, "X2": 0.83022, "Y2": 0.444, "X3": 0.82878, "Y3": 0.4598, "X4": 0.78705, "Y4": 0.4588, "page": 0, "Index": 115}, {"Word": "blocking", "Confidence": 0.994, "X1": 0.11223, "Y1": 0.4602, "X2": 0.18273, "Y2": 0.46, "X3": 0.18129, "Y3": 0.4748, "X4": 0.11223, "Y4": 0.4748, "page": 0, "Index": 116}, {"Word": "would", "Confidence": 0.997, "X1": 0.18705, "Y1": 0.4602, "X2": 0.23741, "Y2": 0.46, "X3": 0.23597, "Y3": 0.4748, "X4": 0.18561, "Y4": 0.4748, "page": 0, "Index": 117}, {"Word": "have", "Confidence": 0.986, "X1": 0.24173, "Y1": 0.4602, "X2": 0.28201, "Y2": 0.46, "X3": 0.28058, "Y3": 0.4748, "X4": 0.24029, "Y4": 0.4748, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.28633, "Y1": 0.4592, "X2": 0.31079, "Y2": 0.459, "X3": 0.30935, "Y3": 0.4748, "X4": 0.28489, "Y4": 0.4748, "page": 0, "Index": 119}, {"Word": "effect", "Confidence": 0.63, "X1": 0.31511, "Y1": 0.4592, "X2": 0.36115, "Y2": 0.459, "X3": 0.35971, "Y3": 0.4748, "X4": 0.31367, "Y4": 0.4748, "page": 0, "Index": 120}, {"Word": "of", "Confidence": 0.998, "X1": 0.36547, "Y1": 0.4592, "X2": 0.38273, "Y2": 0.459, "X3": 0.38129, "Y3": 0.4748, "X4": 0.36403, "Y4": 0.4748, "page": 0, "Index": 121}, {"Word": "increasing", "Confidence": 0.934, "X1": 0.38705, "Y1": 0.4592, "X2": 0.46906, "Y2": 0.459, "X3": 0.46763, "Y3": 0.4748, "X4": 0.38561, "Y4": 0.4748, "page": 0, "Index": 122}, {"Word": "the", "Confidence": 0.998, "X1": 0.47338, "Y1": 0.4592, "X2": 0.50072, "Y2": 0.459, "X3": 0.49928, "Y3": 0.4748, "X4": 0.47194, "Y4": 0.4748, "page": 0, "Index": 123}, {"Word": "yields", "Confidence": 0.991, "X1": 0.50504, "Y1": 0.4592, "X2": 0.55252, "Y2": 0.459, "X3": 0.55108, "Y3": 0.4748, "X4": 0.5036, "Y4": 0.4748, "page": 0, "Index": 124}, {"Word": "of", "Confidence": 0.998, "X1": 0.55683, "Y1": 0.4602, "X2": 0.5741, "Y2": 0.46, "X3": 0.57266, "Y3": 0.4748, "X4": 0.5554, "Y4": 0.4748, "page": 0, "Index": 125}, {"Word": "mainstream", "Confidence": 0.992, "X1": 0.57842, "Y1": 0.4602, "X2": 0.66906, "Y2": 0.46, "X3": 0.66763, "Y3": 0.4748, "X4": 0.57698, "Y4": 0.4748, "page": 0, "Index": 126}, {"Word": "smoke", "Confidence": 0.965, "X1": 0.67626, "Y1": 0.4602, "X2": 0.72806, "Y2": 0.46, "X3": 0.72662, "Y3": 0.4748, "X4": 0.67482, "Y4": 0.4748, "page": 0, "Index": 127}, {"Word": "components", "Confidence": 0.941, "X1": 0.73237, "Y1": 0.4612, "X2": 0.83309, "Y2": 0.461, "X3": 0.83022, "Y3": 0.4748, "X4": 0.73094, "Y4": 0.4748, "page": 0, "Index": 128}, {"Word": "over", "Confidence": 0.958, "X1": 0.11367, "Y1": 0.4772, "X2": 0.1482, "Y2": 0.477, "X3": 0.14676, "Y3": 0.4918, "X4": 0.11367, "Y4": 0.4918, "page": 0, "Index": 129}, {"Word": "and", "Confidence": 0.998, "X1": 0.15252, "Y1": 0.4772, "X2": 0.18273, "Y2": 0.477, "X3": 0.18129, "Y3": 0.4918, "X4": 0.15108, "Y4": 0.4918, "page": 0, "Index": 130}, {"Word": "above", "Confidence": 0.622, "X1": 0.18705, "Y1": 0.4762, "X2": 0.23453, "Y2": 0.476, "X3": 0.23309, "Y3": 0.4908, "X4": 0.18561, "Y4": 0.4918, "page": 0, "Index": 131}, {"Word": "those", "Confidence": 0.995, "X1": 0.23885, "Y1": 0.4752, "X2": 0.28345, "Y2": 0.475, "X3": 0.28201, "Y3": 0.4908, "X4": 0.23885, "Y4": 0.4908, "page": 0, "Index": 132}, {"Word": "obtained", "Confidence": 0.952, "X1": 0.28777, "Y1": 0.4752, "X2": 0.35683, "Y2": 0.475, "X3": 0.3554, "Y3": 0.4908, "X4": 0.28633, "Y4": 0.4908, "page": 0, "Index": 133}, {"Word": "with", "Confidence": 0.989, "X1": 0.36115, "Y1": 0.4752, "X2": 0.39712, "Y2": 0.475, "X3": 0.39568, "Y3": 0.4908, "X4": 0.35971, "Y4": 0.4908, "page": 0, "Index": 134}, {"Word": "unblocked", "Confidence": 0.983, "X1": 0.40144, "Y1": 0.4752, "X2": 0.48345, "Y2": 0.475, "X3": 0.48201, "Y3": 0.4908, "X4": 0.4, "Y4": 0.4908, "page": 0, "Index": 135}, {"Word": "holes.", "Confidence": 0.887, "X1": 0.48777, "Y1": 0.4752, "X2": 0.53669, "Y2": 0.475, "X3": 0.53525, "Y3": 0.4908, "X4": 0.48633, "Y4": 0.4908, "page": 0, "Index": 136}, {"Word": "In", "Confidence": 0.997, "X1": 0.54101, "Y1": 0.4752, "X2": 0.55827, "Y2": 0.475, "X3": 0.55683, "Y3": 0.4908, "X4": 0.53957, "Y4": 0.4908, "page": 0, "Index": 137}, {"Word": "this", "Confidence": 0.986, "X1": 0.56259, "Y1": 0.4752, "X2": 0.59281, "Y2": 0.475, "X3": 0.59137, "Y3": 0.4908, "X4": 0.56115, "Y4": 0.4908, "page": 0, "Index": 138}, {"Word": "paper", "Confidence": 0.993, "X1": 0.59712, "Y1": 0.4752, "X2": 0.64173, "Y2": 0.475, "X3": 0.63885, "Y3": 0.4908, "X4": 0.59568, "Y4": 0.4908, "page": 0, "Index": 139}, {"Word": "the", "Confidence": 0.998, "X1": 0.64604, "Y1": 0.4752, "X2": 0.6705, "Y2": 0.475, "X3": 0.66906, "Y3": 0.4918, "X4": 0.6446, "Y4": 0.4908, "page": 0, "Index": 140}, {"Word": "published", "Confidence": 0.992, "X1": 0.67482, "Y1": 0.4762, "X2": 0.75396, "Y2": 0.476, "X3": 0.75108, "Y3": 0.4918, "X4": 0.67338, "Y4": 0.4918, "page": 0, "Index": 141}, {"Word": "literature", "Confidence": 0.967, "X1": 0.75827, "Y1": 0.4772, "X2": 0.83165, "Y2": 0.477, "X3": 0.83022, "Y3": 0.4928, "X4": 0.75683, "Y4": 0.4918, "page": 0, "Index": 142}, {"Word": "on", "Confidence": 0.995, "X1": 0.11367, "Y1": 0.4932, "X2": 0.13381, "Y2": 0.493, "X3": 0.13381, "Y3": 0.5078, "X4": 0.11367, "Y4": 0.5078, "page": 0, "Index": 143}, {"Word": "vent-blocking", "Confidence": 0.991, "X1": 0.13957, "Y1": 0.4922, "X2": 0.2518, "Y2": 0.492, "X3": 0.2518, "Y3": 0.5078, "X4": 0.13957, "Y4": 0.5078, "page": 0, "Index": 144}, {"Word": "methodology", "Confidence": 0.846, "X1": 0.25612, "Y1": 0.4922, "X2": 0.36259, "Y2": 0.492, "X3": 0.36259, "Y3": 0.5078, "X4": 0.25612, "Y4": 0.5078, "page": 0, "Index": 145}, {"Word": "and", "Confidence": 0.998, "X1": 0.36835, "Y1": 0.4922, "X2": 0.39856, "Y2": 0.492, "X3": 0.39856, "Y3": 0.5078, "X4": 0.36691, "Y4": 0.5078, "page": 0, "Index": 146}, {"Word": "incidence", "Confidence": 0.946, "X1": 0.40288, "Y1": 0.4922, "X2": 0.48058, "Y2": 0.492, "X3": 0.48058, "Y3": 0.5078, "X4": 0.40288, "Y4": 0.5078, "page": 0, "Index": 147}, {"Word": "is", "Confidence": 0.998, "X1": 0.48489, "Y1": 0.4922, "X2": 0.50072, "Y2": 0.492, "X3": 0.50072, "Y3": 0.5078, "X4": 0.48489, "Y4": 0.5078, "page": 0, "Index": 148}, {"Word": "reviewed.", "Confidence": 0.628, "X1": 0.50504, "Y1": 0.4922, "X2": 0.58561, "Y2": 0.492, "X3": 0.58561, "Y3": 0.5078, "X4": 0.50504, "Y4": 0.5078, "page": 0, "Index": 149}, {"Word": "Upon", "Confidence": 0.984, "X1": 0.58993, "Y1": 0.4922, "X2": 0.63597, "Y2": 0.492, "X3": 0.63597, "Y3": 0.5078, "X4": 0.58993, "Y4": 0.5078, "page": 0, "Index": 150}, {"Word": "closer", "Confidence": 0.844, "X1": 0.64029, "Y1": 0.4922, "X2": 0.68921, "Y2": 0.492, "X3": 0.68921, "Y3": 0.5078, "X4": 0.64029, "Y4": 0.5078, "page": 0, "Index": 151}, {"Word": "examination,", "Confidence": 0.901, "X1": 0.69353, "Y1": 0.4932, "X2": 0.79856, "Y2": 0.493, "X3": 0.79856, "Y3": 0.5078, "X4": 0.69353, "Y4": 0.5078, "page": 0, "Index": 152}, {"Word": "the", "Confidence": 0.996, "X1": 0.80432, "Y1": 0.4932, "X2": 0.83165, "Y2": 0.493, "X3": 0.83165, "Y3": 0.5078, "X4": 0.80288, "Y4": 0.5078, "page": 0, "Index": 153}, {"Word": "published", "Confidence": 0.994, "X1": 0.11079, "Y1": 0.5092, "X2": 0.18993, "Y2": 0.509, "X3": 0.18993, "Y3": 0.5248, "X4": 0.11223, "Y4": 0.5258, "page": 0, "Index": 154}, {"Word": "work", "Confidence": 0.979, "X1": 0.19424, "Y1": 0.5092, "X2": 0.23597, "Y2": 0.509, "X3": 0.23741, "Y3": 0.5248, "X4": 0.19568, "Y4": 0.5248, "page": 0, "Index": 155}, {"Word": "does", "Confidence": 0.985, "X1": 0.24173, "Y1": 0.5092, "X2": 0.27914, "Y2": 0.509, "X3": 0.27914, "Y3": 0.5248, "X4": 0.24173, "Y4": 0.5248, "page": 0, "Index": 156}, {"Word": "not", "Confidence": 0.884, "X1": 0.28345, "Y1": 0.5092, "X2": 0.30935, "Y2": 0.509, "X3": 0.30935, "Y3": 0.5248, "X4": 0.28345, "Y4": 0.5248, "page": 0, "Index": 157}, {"Word": "support", "Confidence": 0.924, "X1": 0.31367, "Y1": 0.5092, "X2": 0.37554, "Y2": 0.509, "X3": 0.37554, "Y3": 0.5248, "X4": 0.31511, "Y4": 0.5248, "page": 0, "Index": 158}, {"Word": "or", "Confidence": 0.998, "X1": 0.37986, "Y1": 0.5092, "X2": 0.39712, "Y2": 0.509, "X3": 0.39712, "Y3": 0.5248, "X4": 0.37986, "Y4": 0.5248, "page": 0, "Index": 159}, {"Word": "warrant", "Confidence": 0.994, "X1": 0.40144, "Y1": 0.5092, "X2": 0.46187, "Y2": 0.509, "X3": 0.46187, "Y3": 0.5238, "X4": 0.40144, "Y4": 0.5248, "page": 0, "Index": 160}, {"Word": "the", "Confidence": 0.967, "X1": 0.46763, "Y1": 0.5092, "X2": 0.49209, "Y2": 0.509, "X3": 0.49209, "Y3": 0.5238, "X4": 0.46763, "Y4": 0.5238, "page": 0, "Index": 161}, {"Word": "claims", "Confidence": 0.602, "X1": 0.4964, "Y1": 0.5092, "X2": 0.55108, "Y2": 0.509, "X3": 0.55108, "Y3": 0.5238, "X4": 0.4964, "Y4": 0.5238, "page": 0, "Index": 162}, {"Word": "that", "Confidence": 0.651, "X1": 0.5554, "Y1": 0.5092, "X2": 0.58561, "Y2": 0.509, "X3": 0.58561, "Y3": 0.5238, "X4": 0.5554, "Y4": 0.5238, "page": 0, "Index": 163}, {"Word": "have", "Confidence": 0.827, "X1": 0.58993, "Y1": 0.5092, "X2": 0.62734, "Y2": 0.509, "X3": 0.62734, "Y3": 0.5238, "X4": 0.58993, "Y4": 0.5238, "page": 0, "Index": 164}, {"Word": "been", "Confidence": 0.985, "X1": 0.63165, "Y1": 0.5092, "X2": 0.6705, "Y2": 0.509, "X3": 0.6705, "Y3": 0.5248, "X4": 0.63165, "Y4": 0.5238, "page": 0, "Index": 165}, {"Word": "based", "Confidence": 0.997, "X1": 0.67482, "Y1": 0.5092, "X2": 0.72086, "Y2": 0.509, "X3": 0.72086, "Y3": 0.5248, "X4": 0.67482, "Y4": 0.5248, "page": 0, "Index": 166}, {"Word": "upon", "Confidence": 0.987, "X1": 0.72518, "Y1": 0.5092, "X2": 0.76691, "Y2": 0.509, "X3": 0.76547, "Y3": 0.5248, "X4": 0.72518, "Y4": 0.5248, "page": 0, "Index": 167}, {"Word": "it.", "Confidence": 0.777, "X1": 0.77122, "Y1": 0.5092, "X2": 0.78849, "Y2": 0.509, "X3": 0.78849, "Y3": 0.5248, "X4": 0.76978, "Y4": 0.5248, "page": 0, "Index": 168}, {"Word": "This", "Confidence": 0.983, "X1": 0.79281, "Y1": 0.5092, "X2": 0.83309, "Y2": 0.509, "X3": 0.83165, "Y3": 0.5248, "X4": 0.79281, "Y4": 0.5248, "page": 0, "Index": 169}, {"Word": "review", "Confidence": 0.611, "X1": 0.11223, "Y1": 0.5262, "X2": 0.16691, "Y2": 0.526, "X3": 0.16691, "Y3": 0.5418, "X4": 0.11223, "Y4": 0.5428, "page": 0, "Index": 170}, {"Word": "also", "Confidence": 0.982, "X1": 0.17554, "Y1": 0.5262, "X2": 0.21151, "Y2": 0.526, "X3": 0.21151, "Y3": 0.5418, "X4": 0.17554, "Y4": 0.5418, "page": 0, "Index": 171}, {"Word": "reports", "Confidence": 0.785, "X1": 0.21727, "Y1": 0.5252, "X2": 0.27914, "Y2": 0.525, "X3": 0.27914, "Y3": 0.5418, "X4": 0.21727, "Y4": 0.5418, "page": 0, "Index": 172}, {"Word": "results", "Confidence": 0.667, "X1": 0.28345, "Y1": 0.5252, "X2": 0.34101, "Y2": 0.525, "X3": 0.34101, "Y3": 0.5408, "X4": 0.28345, "Y4": 0.5418, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.998, "X1": 0.34532, "Y1": 0.5252, "X2": 0.36691, "Y2": 0.525, "X3": 0.36691, "Y3": 0.5408, "X4": 0.34532, "Y4": 0.5408, "page": 0, "Index": 174}, {"Word": "previously", "Confidence": 0.988, "X1": 0.37122, "Y1": 0.5252, "X2": 0.46043, "Y2": 0.525, "X3": 0.46043, "Y3": 0.5408, "X4": 0.37122, "Y4": 0.5408, "page": 0, "Index": 175}, {"Word": "unpublished", "Confidence": 0.955, "X1": 0.46475, "Y1": 0.5252, "X2": 0.56691, "Y2": 0.525, "X3": 0.56691, "Y3": 0.5408, "X4": 0.46475, "Y4": 0.5408, "page": 0, "Index": 176}, {"Word": "studies", "Confidence": 0.884, "X1": 0.57266, "Y1": 0.5252, "X2": 0.63165, "Y2": 0.525, "X3": 0.63022, "Y3": 0.5408, "X4": 0.57122, "Y4": 0.5408, "page": 0, "Index": 177}, {"Word": "such", "Confidence": 0.991, "X1": 0.63597, "Y1": 0.5252, "X2": 0.6777, "Y2": 0.525, "X3": 0.6777, "Y3": 0.5408, "X4": 0.63597, "Y4": 0.5408, "page": 0, "Index": 178}, {"Word": "as", "Confidence": 0.997, "X1": 0.68201, "Y1": 0.5252, "X2": 0.70504, "Y2": 0.525, "X3": 0.70504, "Y3": 0.5408, "X4": 0.68201, "Y4": 0.5408, "page": 0, "Index": 179}, {"Word": "video-recorded", "Confidence": 0.844, "X1": 0.70935, "Y1": 0.5262, "X2": 0.83309, "Y2": 0.526, "X3": 0.83165, "Y3": 0.5408, "X4": 0.70935, "Y4": 0.5408, "page": 0, "Index": 180}, {"Word": "observations", "Confidence": 0.991, "X1": 0.11367, "Y1": 0.5422, "X2": 0.22014, "Y2": 0.542, "X3": 0.22014, "Y3": 0.5578, "X4": 0.11223, "Y4": 0.5578, "page": 0, "Index": 181}, {"Word": "of", "Confidence": 0.998, "X1": 0.22446, "Y1": 0.5422, "X2": 0.24892, "Y2": 0.542, "X3": 0.24892, "Y3": 0.5578, "X4": 0.22446, "Y4": 0.5578, "page": 0, "Index": 182}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.25324, "Y1": 0.5422, "X2": 0.32806, "Y2": 0.542, "X3": 0.32662, "Y3": 0.5578, "X4": 0.25324, "Y4": 0.5578, "page": 0, "Index": 183}, {"Word": "behaviour", "Confidence": 0.849, "X1": 0.33381, "Y1": 0.5412, "X2": 0.42014, "Y2": 0.541, "X3": 0.42014, "Y3": 0.5578, "X4": 0.33381, "Y4": 0.5578, "page": 0, "Index": 184}, {"Word": "and", "Confidence": 0.998, "X1": 0.42446, "Y1": 0.5412, "X2": 0.45899, "Y2": 0.541, "X3": 0.45899, "Y3": 0.5578, "X4": 0.42446, "Y4": 0.5578, "page": 0, "Index": 185}, {"Word": "determinations", "Confidence": 0.941, "X1": 0.46331, "Y1": 0.5422, "X2": 0.58993, "Y2": 0.542, "X3": 0.58849, "Y3": 0.5578, "X4": 0.46331, "Y4": 0.5578, "page": 0, "Index": 186}, {"Word": "of", "Confidence": 0.998, "X1": 0.59424, "Y1": 0.5422, "X2": 0.61871, "Y2": 0.542, "X3": 0.61727, "Y3": 0.5578, "X4": 0.59424, "Y4": 0.5578, "page": 0, "Index": 187}, {"Word": "cigarette-mouth", "Confidence": 0.492, "X1": 0.62302, "Y1": 0.5422, "X2": 0.75252, "Y2": 0.542, "X3": 0.75252, "Y3": 0.5578, "X4": 0.62302, "Y4": 0.5578, "page": 0, "Index": 188}, {"Word": "insertion", "Confidence": 0.995, "X1": 0.75971, "Y1": 0.5432, "X2": 0.83165, "Y2": 0.543, "X3": 0.83165, "Y3": 0.5588, "X4": 0.75827, "Y4": 0.5578, "page": 0, "Index": 189}, {"Word": "depths.", "Confidence": 0.798, "X1": 0.11367, "Y1": 0.5582, "X2": 0.17122, "Y2": 0.558, "X3": 0.16978, "Y3": 0.5748, "X4": 0.11367, "Y4": 0.5758, "page": 0, "Index": 190}, {"Word": "It", "Confidence": 0.998, "X1": 0.17554, "Y1": 0.5582, "X2": 0.19281, "Y2": 0.558, "X3": 0.19137, "Y3": 0.5748, "X4": 0.1741, "Y4": 0.5748, "page": 0, "Index": 191}, {"Word": "can", "Confidence": 0.997, "X1": 0.19712, "Y1": 0.5582, "X2": 0.22734, "Y2": 0.558, "X3": 0.2259, "Y3": 0.5748, "X4": 0.19712, "Y4": 0.5748, "page": 0, "Index": 192}, {"Word": "be", "Confidence": 0.981, "X1": 0.23165, "Y1": 0.5582, "X2": 0.25468, "Y2": 0.558, "X3": 0.25324, "Y3": 0.5748, "X4": 0.23022, "Y4": 0.5748, "page": 0, "Index": 193}, {"Word": "inferred", "Confidence": 0.676, "X1": 0.25899, "Y1": 0.5572, "X2": 0.32662, "Y2": 0.557, "X3": 0.32518, "Y3": 0.5738, "X4": 0.25899, "Y4": 0.5748, "page": 0, "Index": 194}, {"Word": "from", "Confidence": 0.985, "X1": 0.33094, "Y1": 0.5572, "X2": 0.36835, "Y2": 0.557, "X3": 0.36691, "Y3": 0.5738, "X4": 0.3295, "Y4": 0.5738, "page": 0, "Index": 195}, {"Word": "all", "Confidence": 0.998, "X1": 0.37698, "Y1": 0.5572, "X2": 0.4, "Y2": 0.557, "X3": 0.39856, "Y3": 0.5738, "X4": 0.37698, "Y4": 0.5738, "page": 0, "Index": 196}, {"Word": "of", "Confidence": 0.998, "X1": 0.40432, "Y1": 0.5572, "X2": 0.42446, "Y2": 0.557, "X3": 0.42302, "Y3": 0.5738, "X4": 0.40288, "Y4": 0.5738, "page": 0, "Index": 197}, {"Word": "the", "Confidence": 0.995, "X1": 0.42878, "Y1": 0.5572, "X2": 0.45612, "Y2": 0.557, "X3": 0.45612, "Y3": 0.5738, "X4": 0.42734, "Y4": 0.5738, "page": 0, "Index": 198}, {"Word": "various", "Confidence": 0.908, "X1": 0.46187, "Y1": 0.5572, "X2": 0.52374, "Y2": 0.557, "X3": 0.5223, "Y3": 0.5738, "X4": 0.46043, "Y4": 0.5738, "page": 0, "Index": 199}, {"Word": "studies,", "Confidence": 0.615, "X1": 0.52806, "Y1": 0.5582, "X2": 0.59137, "Y2": 0.558, "X3": 0.59137, "Y3": 0.5738, "X4": 0.52662, "Y4": 0.5738, "page": 0, "Index": 200}, {"Word": "taken", "Confidence": 0.626, "X1": 0.59712, "Y1": 0.5582, "X2": 0.64173, "Y2": 0.558, "X3": 0.64029, "Y3": 0.5738, "X4": 0.59568, "Y4": 0.5738, "page": 0, "Index": 201}, {"Word": "as", "Confidence": 0.997, "X1": 0.64604, "Y1": 0.5582, "X2": 0.66619, "Y2": 0.558, "X3": 0.66475, "Y3": 0.5738, "X4": 0.6446, "Y4": 0.5738, "page": 0, "Index": 202}, {"Word": "a", "Confidence": 0.928, "X1": 0.6705, "Y1": 0.5582, "X2": 0.68201, "Y2": 0.558, "X3": 0.68058, "Y3": 0.5738, "X4": 0.6705, "Y4": 0.5738, "page": 0, "Index": 203}, {"Word": "whole,", "Confidence": 0.993, "X1": 0.68633, "Y1": 0.5592, "X2": 0.74388, "Y2": 0.559, "X3": 0.74245, "Y3": 0.5748, "X4": 0.68489, "Y4": 0.5738, "page": 0, "Index": 204}, {"Word": "that", "Confidence": 0.988, "X1": 0.7482, "Y1": 0.5592, "X2": 0.78129, "Y2": 0.559, "X3": 0.77986, "Y3": 0.5748, "X4": 0.74676, "Y4": 0.5748, "page": 0, "Index": 205}, {"Word": "some", "Confidence": 0.796, "X1": 0.78561, "Y1": 0.5602, "X2": 0.83309, "Y2": 0.56, "X3": 0.83165, "Y3": 0.5758, "X4": 0.78417, "Y4": 0.5748, "page": 0, "Index": 206}, {"Word": "smokers", "Confidence": 0.993, "X1": 0.11367, "Y1": 0.5762, "X2": 0.17986, "Y2": 0.576, "X3": 0.17842, "Y3": 0.5908, "X4": 0.11367, "Y4": 0.5908, "page": 0, "Index": 207}, {"Word": "may", "Confidence": 0.998, "X1": 0.18417, "Y1": 0.5762, "X2": 0.22014, "Y2": 0.576, "X3": 0.22014, "Y3": 0.5898, "X4": 0.18273, "Y4": 0.5908, "page": 0, "Index": 208}, {"Word": "cover", "Confidence": 0.936, "X1": 0.22446, "Y1": 0.5752, "X2": 0.2705, "Y2": 0.575, "X3": 0.26906, "Y3": 0.5898, "X4": 0.22446, "Y4": 0.5898, "page": 0, "Index": 209}, {"Word": "some", "Confidence": 0.842, "X1": 0.27482, "Y1": 0.5752, "X2": 0.31655, "Y2": 0.575, "X3": 0.31655, "Y3": 0.5898, "X4": 0.27338, "Y4": 0.5898, "page": 0, "Index": 210}, {"Word": "of", "Confidence": 0.998, "X1": 0.32086, "Y1": 0.5752, "X2": 0.33957, "Y2": 0.575, "X3": 0.33813, "Y3": 0.5898, "X4": 0.32086, "Y4": 0.5898, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.998, "X1": 0.34388, "Y1": 0.5752, "X2": 0.36835, "Y2": 0.575, "X3": 0.36691, "Y3": 0.5898, "X4": 0.34245, "Y4": 0.5898, "page": 0, "Index": 212}, {"Word": "ventilation", "Confidence": 0.991, "X1": 0.37266, "Y1": 0.5742, "X2": 0.45899, "Y2": 0.574, "X3": 0.45899, "Y3": 0.5898, "X4": 0.37266, "Y4": 0.5898, "page": 0, "Index": 213}, {"Word": "holes", "Confidence": 0.955, "X1": 0.46331, "Y1": 0.5742, "X2": 0.50791, "Y2": 0.574, "X3": 0.50647, "Y3": 0.5898, "X4": 0.46331, "Y4": 0.5898, "page": 0, "Index": 214}, {"Word": "for", "Confidence": 0.998, "X1": 0.51223, "Y1": 0.5742, "X2": 0.53525, "Y2": 0.574, "X3": 0.53381, "Y3": 0.5898, "X4": 0.51079, "Y4": 0.5898, "page": 0, "Index": 215}, {"Word": "at", "Confidence": 0.969, "X1": 0.53957, "Y1": 0.5742, "X2": 0.5554, "Y2": 0.574, "X3": 0.5554, "Y3": 0.5898, "X4": 0.53813, "Y4": 0.5898, "page": 0, "Index": 216}, {"Word": "least", "Confidence": 0.981, "X1": 0.55971, "Y1": 0.5742, "X2": 0.59856, "Y2": 0.574, "X3": 0.59712, "Y3": 0.5898, "X4": 0.55971, "Y4": 0.5898, "page": 0, "Index": 217}, {"Word": "one", "Confidence": 0.994, "X1": 0.60288, "Y1": 0.5742, "X2": 0.63022, "Y2": 0.574, "X3": 0.63022, "Y3": 0.5898, "X4": 0.60144, "Y4": 0.5898, "page": 0, "Index": 218}, {"Word": "puff", "Confidence": 0.85, "X1": 0.63453, "Y1": 0.5742, "X2": 0.6705, "Y2": 0.574, "X3": 0.66906, "Y3": 0.5898, "X4": 0.63453, "Y4": 0.5898, "page": 0, "Index": 219}, {"Word": "during", "Confidence": 0.996, "X1": 0.67482, "Y1": 0.5752, "X2": 0.72662, "Y2": 0.575, "X3": 0.72662, "Y3": 0.5908, "X4": 0.67338, "Y4": 0.5898, "page": 0, "Index": 220}, {"Word": "the", "Confidence": 0.998, "X1": 0.73094, "Y1": 0.5752, "X2": 0.75683, "Y2": 0.575, "X3": 0.7554, "Y3": 0.5908, "X4": 0.73094, "Y4": 0.5908, "page": 0, "Index": 221}, {"Word": "smoking", "Confidence": 0.979, "X1": 0.76115, "Y1": 0.5752, "X2": 0.83309, "Y2": 0.575, "X3": 0.83309, "Y3": 0.5908, "X4": 0.75971, "Y4": 0.5908, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.11223, "Y1": 0.5922, "X2": 0.1295, "Y2": 0.592, "X3": 0.13094, "Y3": 0.6068, "X4": 0.11367, "Y4": 0.6068, "page": 0, "Index": 223}, {"Word": "the", "Confidence": 0.658, "X1": 0.13381, "Y1": 0.5922, "X2": 0.15971, "Y2": 0.592, "X3": 0.16115, "Y3": 0.6068, "X4": 0.13525, "Y4": 0.6068, "page": 0, "Index": 224}, {"Word": "cigarette,", "Confidence": 0.991, "X1": 0.16403, "Y1": 0.5912, "X2": 0.24029, "Y2": 0.591, "X3": 0.24029, "Y3": 0.6068, "X4": 0.16547, "Y4": 0.6068, "page": 0, "Index": 225}, {"Word": "but", "Confidence": 0.998, "X1": 0.2446, "Y1": 0.5912, "X2": 0.27338, "Y2": 0.591, "X3": 0.27338, "Y3": 0.6068, "X4": 0.2446, "Y4": 0.6068, "page": 0, "Index": 226}, {"Word": "the", "Confidence": 0.993, "X1": 0.2777, "Y1": 0.5912, "X2": 0.30216, "Y2": 0.591, "X3": 0.3036, "Y3": 0.6068, "X4": 0.2777, "Y4": 0.6068, "page": 0, "Index": 227}, {"Word": "behaviour", "Confidence": 0.991, "X1": 0.30791, "Y1": 0.5912, "X2": 0.38849, "Y2": 0.591, "X3": 0.38849, "Y3": 0.6068, "X4": 0.30791, "Y4": 0.6068, "page": 0, "Index": 228}, {"Word": "is", "Confidence": 0.998, "X1": 0.39281, "Y1": 0.5912, "X2": 0.40719, "Y2": 0.591, "X3": 0.40719, "Y3": 0.6068, "X4": 0.39281, "Y4": 0.6068, "page": 0, "Index": 229}, {"Word": "not", "Confidence": 0.998, "X1": 0.41151, "Y1": 0.5912, "X2": 0.44173, "Y2": 0.591, "X3": 0.44173, "Y3": 0.6068, "X4": 0.41151, "Y4": 0.6068, "page": 0, "Index": 230}, {"Word": "as", "Confidence": 0.997, "X1": 0.44604, "Y1": 0.5912, "X2": 0.46187, "Y2": 0.591, "X3": 0.46187, "Y3": 0.6068, "X4": 0.44604, "Y4": 0.6068, "page": 0, "Index": 231}, {"Word": "widespread", "Confidence": 0.992, "X1": 0.46619, "Y1": 0.5912, "X2": 0.55971, "Y2": 0.591, "X3": 0.55971, "Y3": 0.6068, "X4": 0.46619, "Y4": 0.6068, "page": 0, "Index": 232}, {"Word": "as", "Confidence": 0.998, "X1": 0.56403, "Y1": 0.5912, "X2": 0.58273, "Y2": 0.591, "X3": 0.58273, "Y3": 0.6068, "X4": 0.56403, "Y4": 0.6068, "page": 0, "Index": 233}, {"Word": "reported.", "Confidence": 0.971, "X1": 0.58705, "Y1": 0.5912, "X2": 0.66043, "Y2": 0.591, "X3": 0.66043, "Y3": 0.6068, "X4": 0.58705, "Y4": 0.6068, "page": 0, "Index": 234}, {"Word": "The", "Confidence": 0.998, "X1": 0.66475, "Y1": 0.5912, "X2": 0.6964, "Y2": 0.591, "X3": 0.6964, "Y3": 0.6068, "X4": 0.66475, "Y4": 0.6068, "page": 0, "Index": 235}, {"Word": "practical", "Confidence": 0.994, "X1": 0.70072, "Y1": 0.5912, "X2": 0.77122, "Y2": 0.591, "X3": 0.76978, "Y3": 0.6068, "X4": 0.70072, "Y4": 0.6068, "page": 0, "Index": 236}, {"Word": "cifects", "Confidence": 0.636, "X1": 0.77554, "Y1": 0.5922, "X2": 0.83309, "Y2": 0.592, "X3": 0.83165, "Y3": 0.6068, "X4": 0.7741, "Y4": 0.6068, "page": 0, "Index": 237}, {"Word": "on", "Confidence": 0.998, "X1": 0.11367, "Y1": 0.6092, "X2": 0.13381, "Y2": 0.609, "X3": 0.13381, "Y3": 0.6238, "X4": 0.11367, "Y4": 0.6238, "page": 0, "Index": 238}, {"Word": "ventilation", "Confidence": 0.991, "X1": 0.13813, "Y1": 0.6082, "X2": 0.22446, "Y2": 0.608, "X3": 0.22446, "Y3": 0.6238, "X4": 0.13813, "Y4": 0.6238, "page": 0, "Index": 239}, {"Word": "and", "Confidence": 0.998, "X1": 0.22878, "Y1": 0.6082, "X2": 0.25899, "Y2": 0.608, "X3": 0.25899, "Y3": 0.6238, "X4": 0.22878, "Y4": 0.6238, "page": 0, "Index": 240}, {"Word": "mainstream", "Confidence": 0.72, "X1": 0.26331, "Y1": 0.6072, "X2": 0.35683, "Y2": 0.607, "X3": 0.35683, "Y3": 0.6228, "X4": 0.26331, "Y4": 0.6238, "page": 0, "Index": 241}, {"Word": "yields", "Confidence": 0.992, "X1": 0.36259, "Y1": 0.6072, "X2": 0.41007, "Y2": 0.607, "X3": 0.41007, "Y3": 0.6228, "X4": 0.36259, "Y4": 0.6228, "page": 0, "Index": 242}, {"Word": "are", "Confidence": 0.939, "X1": 0.41439, "Y1": 0.6072, "X2": 0.44029, "Y2": 0.607, "X3": 0.44029, "Y3": 0.6228, "X4": 0.41439, "Y4": 0.6228, "page": 0, "Index": 243}, {"Word": "also", "Confidence": 0.991, "X1": 0.44604, "Y1": 0.6072, "X2": 0.4777, "Y2": 0.607, "X3": 0.47626, "Y3": 0.6228, "X4": 0.4446, "Y4": 0.6228, "page": 0, "Index": 244}, {"Word": "considered.", "Confidence": 0.991, "X1": 0.48201, "Y1": 0.6072, "X2": 0.57554, "Y2": 0.607, "X3": 0.5741, "Y3": 0.6228, "X4": 0.48201, "Y4": 0.6228, "page": 0, "Index": 245}, {"Word": "Highly", "Confidence": 0.532, "X1": 0.57986, "Y1": 0.6072, "X2": 0.63453, "Y2": 0.607, "X3": 0.63453, "Y3": 0.6228, "X4": 0.57842, "Y4": 0.6228, "page": 0, "Index": 246}, {"Word": "non-linear", "Confidence": 0.801, "X1": 0.63885, "Y1": 0.6072, "X2": 0.72374, "Y2": 0.607, "X3": 0.7223, "Y3": 0.6238, "X4": 0.63885, "Y4": 0.6228, "page": 0, "Index": 247}, {"Word": "relationships", "Confidence": 0.885, "X1": 0.72806, "Y1": 0.6082, "X2": 0.83165, "Y2": 0.608, "X3": 0.83165, "Y3": 0.6238, "X4": 0.72662, "Y4": 0.6238, "page": 0, "Index": 248}, {"Word": "exist", "Confidence": 0.993, "X1": 0.11367, "Y1": 0.6252, "X2": 0.15252, "Y2": 0.625, "X3": 0.15252, "Y3": 0.6408, "X4": 0.11367, "Y4": 0.6408, "page": 0, "Index": 249}, {"Word": "between", "Confidence": 0.646, "X1": 0.15683, "Y1": 0.6242, "X2": 0.2259, "Y2": 0.624, "X3": 0.22446, "Y3": 0.6398, "X4": 0.15683, "Y4": 0.6408, "page": 0, "Index": 250}, {"Word": "proportion", "Confidence": 0.994, "X1": 0.23022, "Y1": 0.6242, "X2": 0.31799, "Y2": 0.624, "X3": 0.31799, "Y3": 0.6398, "X4": 0.23022, "Y4": 0.6398, "page": 0, "Index": 251}, {"Word": "of", "Confidence": 0.998, "X1": 0.3223, "Y1": 0.6242, "X2": 0.33957, "Y2": 0.624, "X3": 0.33957, "Y3": 0.6398, "X4": 0.3223, "Y4": 0.6398, "page": 0, "Index": 252}, {"Word": "holes", "Confidence": 0.997, "X1": 0.34532, "Y1": 0.6242, "X2": 0.38849, "Y2": 0.624, "X3": 0.38849, "Y3": 0.6398, "X4": 0.34532, "Y4": 0.6398, "page": 0, "Index": 253}, {"Word": "blocked,", "Confidence": 0.966, "X1": 0.39281, "Y1": 0.6242, "X2": 0.46331, "Y2": 0.624, "X3": 0.46331, "Y3": 0.6398, "X4": 0.39281, "Y4": 0.6398, "page": 0, "Index": 254}, {"Word": "total", "Confidence": 0.991, "X1": 0.46763, "Y1": 0.6242, "X2": 0.50647, "Y2": 0.624, "X3": 0.50647, "Y3": 0.6398, "X4": 0.46763, "Y4": 0.6398, "page": 0, "Index": 255}, {"Word": "ventilation", "Confidence": 0.991, "X1": 0.51079, "Y1": 0.6242, "X2": 0.59856, "Y2": 0.624, "X3": 0.59856, "Y3": 0.6398, "X4": 0.51079, "Y4": 0.6398, "page": 0, "Index": 256}, {"Word": "and", "Confidence": 0.998, "X1": 0.60288, "Y1": 0.6242, "X2": 0.63165, "Y2": 0.624, "X3": 0.63309, "Y3": 0.6398, "X4": 0.60432, "Y4": 0.6398, "page": 0, "Index": 257}, {"Word": "mainstream", "Confidence": 0.992, "X1": 0.63741, "Y1": 0.6242, "X2": 0.72806, "Y2": 0.624, "X3": 0.7295, "Y3": 0.6398, "X4": 0.63741, "Y4": 0.6398, "page": 0, "Index": 258}, {"Word": "yields.", "Confidence": 0.955, "X1": 0.73669, "Y1": 0.6242, "X2": 0.78993, "Y2": 0.624, "X3": 0.78993, "Y3": 0.6398, "X4": 0.73669, "Y4": 0.6398, "page": 0, "Index": 259}, {"Word": "It", "Confidence": 0.994, "X1": 0.79424, "Y1": 0.6242, "X2": 0.80863, "Y2": 0.624, "X3": 0.81007, "Y3": 0.6398, "X4": 0.79424, "Y4": 0.6398, "page": 0, "Index": 260}, {"Word": "is", "Confidence": 0.998, "X1": 0.81439, "Y1": 0.6242, "X2": 0.83165, "Y2": 0.624, "X3": 0.83309, "Y3": 0.6398, "X4": 0.81439, "Y4": 0.6398, "page": 0, "Index": 261}, {"Word": "consequently", "Confidence": 0.267, "X1": 0.11511, "Y1": 0.6422, "X2": 0.21871, "Y2": 0.642, "X3": 0.21871, "Y3": 0.6578, "X4": 0.11367, "Y4": 0.6578, "page": 0, "Index": 262}, {"Word": "concluded", "Confidence": 0.955, "X1": 0.22446, "Y1": 0.6412, "X2": 0.30647, "Y2": 0.641, "X3": 0.30647, "Y3": 0.6568, "X4": 0.22302, "Y4": 0.6578, "page": 0, "Index": 263}, {"Word": "that", "Confidence": 0.965, "X1": 0.31079, "Y1": 0.6412, "X2": 0.34388, "Y2": 0.641, "X3": 0.34245, "Y3": 0.6568, "X4": 0.31079, "Y4": 0.6568, "page": 0, "Index": 264}, {"Word": "even", "Confidence": 0.64, "X1": 0.3482, "Y1": 0.6412, "X2": 0.38705, "Y2": 0.641, "X3": 0.38561, "Y3": 0.6568, "X4": 0.3482, "Y4": 0.6568, "page": 0, "Index": 265}, {"Word": "when", "Confidence": 0.846, "X1": 0.39137, "Y1": 0.6402, "X2": 0.43597, "Y2": 0.64, "X3": 0.43597, "Y3": 0.6568, "X4": 0.39137, "Y4": 0.6568, "page": 0, "Index": 266}, {"Word": "vent-blocking", "Confidence": 0.87, "X1": 0.44029, "Y1": 0.6402, "X2": 0.55108, "Y2": 0.64, "X3": 0.55108, "Y3": 0.6568, "X4": 0.44029, "Y4": 0.6568, "page": 0, "Index": 267}, {"Word": "does", "Confidence": 0.963, "X1": 0.5554, "Y1": 0.6402, "X2": 0.59281, "Y2": 0.64, "X3": 0.59281, "Y3": 0.6568, "X4": 0.5554, "Y4": 0.6568, "page": 0, "Index": 268}, {"Word": "occur", "Confidence": 0.901, "X1": 0.59712, "Y1": 0.6402, "X2": 0.64173, "Y2": 0.64, "X3": 0.64173, "Y3": 0.6568, "X4": 0.59712, "Y4": 0.6568, "page": 0, "Index": 269}, {"Word": "the", "Confidence": 0.998, "X1": 0.64604, "Y1": 0.6402, "X2": 0.6705, "Y2": 0.64, "X3": 0.6705, "Y3": 0.6568, "X4": 0.64604, "Y4": 0.6568, "page": 0, "Index": 270}, {"Word": "practical", "Confidence": 0.955, "X1": 0.67482, "Y1": 0.6402, "X2": 0.74676, "Y2": 0.64, "X3": 0.74676, "Y3": 0.6568, "X4": 0.67482, "Y4": 0.6568, "page": 0, "Index": 271}, {"Word": "effects", "Confidence": 0.396, "X1": 0.75108, "Y1": 0.6412, "X2": 0.80288, "Y2": 0.641, "X3": 0.80288, "Y3": 0.6568, "X4": 0.75108, "Y4": 0.6568, "page": 0, "Index": 272}, {"Word": "on", "Confidence": 0.997, "X1": 0.80719, "Y1": 0.6412, "X2": 0.83165, "Y2": 0.641, "X3": 0.83165, "Y3": 0.6568, "X4": 0.80719, "Y4": 0.6568, "page": 0, "Index": 273}, {"Word": "mainstream", "Confidence": 0.908, "X1": 0.11223, "Y1": 0.6572, "X2": 0.20432, "Y2": 0.657, "X3": 0.20432, "Y3": 0.6738, "X4": 0.11223, "Y4": 0.6738, "page": 0, "Index": 274}, {"Word": "yield", "Confidence": 0.996, "X1": 0.21151, "Y1": 0.6572, "X2": 0.2518, "Y2": 0.657, "X3": 0.2518, "Y3": 0.6738, "X4": 0.21007, "Y4": 0.6738, "page": 0, "Index": 275}, {"Word": "are", "Confidence": 0.616, "X1": 0.25755, "Y1": 0.6572, "X2": 0.28058, "Y2": 0.657, "X3": 0.28058, "Y3": 0.6728, "X4": 0.25612, "Y4": 0.6738, "page": 0, "Index": 276}, {"Word": "considerably", "Confidence": 0.963, "X1": 0.28633, "Y1": 0.6562, "X2": 0.38561, "Y2": 0.656, "X3": 0.38561, "Y3": 0.6728, "X4": 0.28489, "Y4": 0.6728, "page": 0, "Index": 277}, {"Word": "less", "Confidence": 0.985, "X1": 0.39137, "Y1": 0.6562, "X2": 0.42158, "Y2": 0.656, "X3": 0.42158, "Y3": 0.6728, "X4": 0.38993, "Y4": 0.6728, "page": 0, "Index": 278}, {"Word": "than", "Confidence": 0.972, "X1": 0.4259, "Y1": 0.6562, "X2": 0.45899, "Y2": 0.656, "X3": 0.45899, "Y3": 0.6728, "X4": 0.4259, "Y4": 0.6728, "page": 0, "Index": 279}, {"Word": "has", "Confidence": 0.964, "X1": 0.46475, "Y1": 0.6562, "X2": 0.49209, "Y2": 0.656, "X3": 0.49065, "Y3": 0.6728, "X4": 0.46331, "Y4": 0.6728, "page": 0, "Index": 280}, {"Word": "been", "Confidence": 0.97, "X1": 0.4964, "Y1": 0.6562, "X2": 0.53525, "Y2": 0.656, "X3": 0.53381, "Y3": 0.6728, "X4": 0.4964, "Y4": 0.6728, "page": 0, "Index": 281}, {"Word": "suggested", "Confidence": 0.994, "X1": 0.53957, "Y1": 0.6562, "X2": 0.61727, "Y2": 0.656, "X3": 0.61727, "Y3": 0.6728, "X4": 0.53957, "Y4": 0.6728, "page": 0, "Index": 282}, {"Word": "by", "Confidence": 0.998, "X1": 0.62302, "Y1": 0.6562, "X2": 0.64317, "Y2": 0.656, "X3": 0.64317, "Y3": 0.6728, "X4": 0.62158, "Y4": 0.6728, "page": 0, "Index": 283}, {"Word": "some", "Confidence": 0.981, "X1": 0.64748, "Y1": 0.6562, "X2": 0.68921, "Y2": 0.656, "X3": 0.68921, "Y3": 0.6728, "X4": 0.64748, "Y4": 0.6728, "page": 0, "Index": 284}, {"Word": "published", "Confidence": 0.994, "X1": 0.69353, "Y1": 0.6572, "X2": 0.77266, "Y2": 0.657, "X3": 0.77122, "Y3": 0.6738, "X4": 0.69353, "Y4": 0.6738, "page": 0, "Index": 285}, {"Word": "work.", "Confidence": 0.958, "X1": 0.77698, "Y1": 0.6572, "X2": 0.82734, "Y2": 0.657, "X3": 0.8259, "Y3": 0.6738, "X4": 0.77698, "Y4": 0.6738, "page": 0, "Index": 286}, {"Word": "321119547", "Confidence": 0.994, "X1": 0.82158, "Y1": 0.9592, "X2": 0.9482, "Y2": 0.959, "X3": 0.9482, "Y3": 0.9768, "X4": 0.82158, "Y4": 0.9758, "page": 0, "Index": 287}]}
"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"
ffyn0177
5
{"lines_data": [{"Word": "to encourage adult smokers to be responsible in monitoring their cigarettes", "Confidence": 0.99536, "X1": 0.14586, "Y1": 0.0732, "X2": 0.84231, "Y2": 0.073, "X3": 0.84231, "Y3": 0.0938, "X4": 0.14586, "Y4": 0.0938, "page": 0}, {"Word": "and help prevent adults from purchasing cigarettes for minors.", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.0922, "X2": 0.72536, "Y2": 0.092, "X3": 0.72536, "Y3": 0.1128, "X4": 0.14586, "Y4": 0.1128, "page": 0}, {"Word": "Television", "Confidence": 0.995, "X1": 0.11301, "Y1": 0.1312, "X2": 0.21945, "Y2": 0.131, "X3": 0.21945, "Y3": 0.1488, "X4": 0.11301, "Y4": 0.1468, "page": 0}, {"Word": ". We decided to go on TV since it is far and away the most powerful medium", "Confidence": 0.97747, "X1": 0.11564, "Y1": 0.1692, "X2": 0.84363, "Y2": 0.169, "X3": 0.84363, "Y3": 0.1878, "X4": 0.11564, "Y4": 0.1868, "page": 0}, {"Word": "for the target audience with whom we want to communicate. (i.e. - 10-14 year", "Confidence": 0.98957, "X1": 0.14586, "Y1": 0.1862, "X2": 0.86859, "Y2": 0.186, "X3": 0.86859, "Y3": 0.2068, "X4": 0.14586, "Y4": 0.2058, "page": 0}, {"Word": "olds) Television has reach and impact.", "Confidence": 0.99633, "X1": 0.14455, "Y1": 0.2062, "X2": 0.50591, "Y2": 0.206, "X3": 0.50591, "Y3": 0.2258, "X4": 0.14455, "Y4": 0.2248, "page": 0}, {"Word": "Health Warning in Ads", "Confidence": 0.97975, "X1": 0.11301, "Y1": 0.2622, "X2": 0.33903, "Y2": 0.262, "X3": 0.33903, "Y3": 0.2818, "X4": 0.11301, "Y4": 0.2808, "page": 0}, {"Word": "We believe that preteens and teens are aware of health risks associated with", "Confidence": 0.99462, "X1": 0.14455, "Y1": 0.3062, "X2": 0.84363, "Y2": 0.306, "X3": 0.84363, "Y3": 0.3258, "X4": 0.14455, "Y4": 0.3258, "page": 0}, {"Word": "smoking. In addition, noted authorities also say that a variety of messages,", "Confidence": 0.99467, "X1": 0.14586, "Y1": 0.3262, "X2": 0.83837, "Y2": 0.326, "X3": 0.83837, "Y3": 0.3448, "X4": 0.14586, "Y4": 0.3438, "page": 0}, {"Word": "beyond \"health messages\" are important in helping prevent kids from", "Confidence": 0.9907, "X1": 0.14455, "Y1": 0.3442, "X2": 0.79369, "Y2": 0.344, "X3": 0.79369, "Y3": 0.3648, "X4": 0.14455, "Y4": 0.3638, "page": 0}, {"Word": "smoking. PM has the opportunity to contribute other relevant messages and", "Confidence": 0.99627, "X1": 0.14455, "Y1": 0.3642, "X2": 0.85414, "Y2": 0.364, "X3": 0.85414, "Y3": 0.3828, "X4": 0.14455, "Y4": 0.3838, "page": 0}, {"Word": "decided on a youth smoking prevention effort that negates kids' reasons for", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.3832, "X2": 0.84625, "Y2": 0.383, "X3": 0.84625, "Y3": 0.4018, "X4": 0.14586, "Y4": 0.4018, "page": 0}, {"Word": "smoking in the first place.", "Confidence": 0.997, "X1": 0.14455, "Y1": 0.4012, "X2": 0.38633, "Y2": 0.401, "X3": 0.38633, "Y3": 0.4198, "X4": 0.14455, "Y4": 0.4208, "page": 0}, {"Word": "Nonetheless, in view of concerns regarding the absence of a specific health", "Confidence": 0.9645, "X1": 0.13272, "Y1": 0.4452, "X2": 0.8318, "Y2": 0.445, "X3": 0.8318, "Y3": 0.4658, "X4": 0.13272, "Y4": 0.4658, "page": 0}, {"Word": "related message in these ads, we have placed the following Surgeon General's", "Confidence": 0.99433, "X1": 0.14717, "Y1": 0.4652, "X2": 0.87122, "Y2": 0.465, "X3": 0.87122, "Y3": 0.4848, "X4": 0.14717, "Y4": 0.4848, "page": 0}, {"Word": "warning in the ads to address any criticisms or concerns about the absence of", "Confidence": 0.96921, "X1": 0.14586, "Y1": 0.4842, "X2": 0.8594, "Y2": 0.484, "X3": 0.8594, "Y3": 0.5028, "X4": 0.14586, "Y4": 0.5028, "page": 0}, {"Word": "a specific health message: SURGEON GENERAL'S WARNING: Smoking", "Confidence": 0.99438, "X1": 0.14586, "Y1": 0.5012, "X2": 0.8318, "Y2": 0.501, "X3": 0.8318, "Y3": 0.5218, "X4": 0.14586, "Y4": 0.5218, "page": 0}, {"Word": "Causes Lung Cancer, Heart Disease, And Emphysema.", "Confidence": 0.99443, "X1": 0.14586, "Y1": 0.5212, "X2": 0.65046, "Y2": 0.521, "X3": 0.65046, "Y3": 0.5408, "X4": 0.14586, "Y4": 0.5408, "page": 0}, {"Word": "Network Refusal", "Confidence": 0.9965, "X1": 0.1117, "Y1": 0.5582, "X2": 0.27989, "Y2": 0.558, "X3": 0.27989, "Y3": 0.5768, "X4": 0.1117, "Y4": 0.5768, "page": 0}, {"Word": ". You will have to ask them.", "Confidence": 0.95071, "X1": 0.11432, "Y1": 0.5982, "X2": 0.3929, "Y2": 0.598, "X3": 0.3929, "Y3": 0.6158, "X4": 0.11432, "Y4": 0.6158, "page": 0}, {"Word": "Ad Strategy/ No Mention of Health Issue", "Confidence": 0.99086, "X1": 0.11301, "Y1": 0.6342, "X2": 0.50723, "Y2": 0.634, "X3": 0.50723, "Y3": 0.6538, "X4": 0.11301, "Y4": 0.6538, "page": 0}, {"Word": "We believe that preteens and teens are aware of the health risks associated", "Confidence": 0.99631, "X1": 0.13272, "Y1": 0.6742, "X2": 0.8318, "Y2": 0.674, "X3": 0.8318, "Y3": 0.6928, "X4": 0.13272, "Y4": 0.6918, "page": 0}, {"Word": "with smoking. According to the University of Michigan, high school seniors", "Confidence": 0.99118, "X1": 0.14586, "Y1": 0.6932, "X2": 0.85151, "Y2": 0.693, "X3": 0.85151, "Y3": 0.7118, "X4": 0.14586, "Y4": 0.7118, "page": 0}, {"Word": "are almost universally (95%) aware that smoking poses a health risk. In", "Confidence": 0.99575, "X1": 0.14455, "Y1": 0.7132, "X2": 0.80815, "Y2": 0.713, "X3": 0.80815, "Y3": 0.7318, "X4": 0.14455, "Y4": 0.7308, "page": 0}, {"Word": "addition, noted authorities also say that a variety of messages, beyond", "Confidence": 0.99445, "X1": 0.14586, "Y1": 0.7312, "X2": 0.79501, "Y2": 0.731, "X3": 0.79501, "Y3": 0.7508, "X4": 0.14586, "Y4": 0.7488, "page": 0}, {"Word": "\"health messages\" are important in helping prevent kids from smoking. PM", "Confidence": 0.99418, "X1": 0.14455, "Y1": 0.7482, "X2": 0.85283, "Y2": 0.748, "X3": 0.85283, "Y3": 0.7678, "X4": 0.14455, "Y4": 0.7678, "page": 0}, {"Word": "has the opportunity to contribute other relevant messages and decided on a", "Confidence": 0.99608, "X1": 0.14323, "Y1": 0.7672, "X2": 0.84363, "Y2": 0.767, "X3": 0.84363, "Y3": 0.7878, "X4": 0.14323, "Y4": 0.7878, "page": 0}, {"Word": "youth smoking prevention effort that negates kids' reasons for smoking in the", "Confidence": 0.99442, "X1": 0.14323, "Y1": 0.7882, "X2": 0.86597, "Y2": 0.788, "X3": 0.86597, "Y3": 0.8058, "X4": 0.14323, "Y4": 0.8058, "page": 0}, {"Word": "first place.", "Confidence": 0.997, "X1": 0.14455, "Y1": 0.8062, "X2": 0.24442, "Y2": 0.806, "X3": 0.24442, "Y3": 0.8258, "X4": 0.14455, "Y4": 0.8258, "page": 0}, {"Word": "Our advertising campaign strategy is to convince kids that smoking is not", "Confidence": 0.99508, "X1": 0.13272, "Y1": 0.8472, "X2": 0.82786, "Y2": 0.847, "X3": 0.82786, "Y3": 0.8658, "X4": 0.13272, "Y4": 0.8658, "page": 0}, {"Word": "cool and they should not and do not need to smoke to define themselves.", "Confidence": 0.9955, "X1": 0.14323, "Y1": 0.8662, "X2": 0.81997, "Y2": 0.866, "X3": 0.81997, "Y3": 0.8838, "X4": 0.14323, "Y4": 0.8838, "page": 0}, {"Word": "2080249217", "Confidence": 0.994, "X1": 0.9435, "Y1": 0.8922, "X2": 0.94612, "Y2": 0.892, "X3": 0.91984, "Y3": 0.8918, "X4": 0.91721, "Y4": 0.7798, "page": 0}, {"Word": "6", "Confidence": 0.995, "X1": 0.85151, "Y1": 0.9472, "X2": 0.86597, "Y2": 0.947, "X3": 0.86597, "Y3": 0.9618, "X4": 0.85151, "Y4": 0.9618, "page": 0}], "words_data": [{"Word": "to", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.0752, "X2": 0.16032, "Y2": 0.075, "X3": 0.16163, "Y3": 0.0928, "X4": 0.14586, "Y4": 0.0928, "page": 0, "Index": 0}, {"Word": "encourage", "Confidence": 0.995, "X1": 0.16557, "Y1": 0.0742, "X2": 0.26281, "Y2": 0.074, "X3": 0.26281, "Y3": 0.0928, "X4": 0.16689, "Y4": 0.0928, "page": 0, "Index": 1}, {"Word": "adult", "Confidence": 0.997, "X1": 0.26807, "Y1": 0.0742, "X2": 0.31537, "Y2": 0.074, "X3": 0.31669, "Y3": 0.0928, "X4": 0.26807, "Y4": 0.0928, "page": 0, "Index": 2}, {"Word": "smokers", "Confidence": 0.994, "X1": 0.32063, "Y1": 0.0732, "X2": 0.39816, "Y2": 0.073, "X3": 0.39947, "Y3": 0.0938, "X4": 0.32194, "Y4": 0.0928, "page": 0, "Index": 3}, {"Word": "to", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.0732, "X2": 0.4205, "Y2": 0.073, "X3": 0.42181, "Y3": 0.0938, "X4": 0.40473, "Y4": 0.0938, "page": 0, "Index": 4}, {"Word": "be", "Confidence": 0.997, "X1": 0.42576, "Y1": 0.0732, "X2": 0.44809, "Y2": 0.073, "X3": 0.44941, "Y3": 0.0938, "X4": 0.42707, "Y4": 0.0938, "page": 0, "Index": 5}, {"Word": "responsible", "Confidence": 0.991, "X1": 0.45335, "Y1": 0.0732, "X2": 0.55848, "Y2": 0.073, "X3": 0.55848, "Y3": 0.0938, "X4": 0.45335, "Y4": 0.0938, "page": 0, "Index": 6}, {"Word": "in", "Confidence": 0.998, "X1": 0.56373, "Y1": 0.0732, "X2": 0.58344, "Y2": 0.073, "X3": 0.58344, "Y3": 0.0938, "X4": 0.56373, "Y4": 0.0938, "page": 0, "Index": 7}, {"Word": "monitoring", "Confidence": 0.994, "X1": 0.5887, "Y1": 0.0732, "X2": 0.69645, "Y2": 0.073, "X3": 0.69645, "Y3": 0.0938, "X4": 0.5887, "Y4": 0.0938, "page": 0, "Index": 8}, {"Word": "their", "Confidence": 0.996, "X1": 0.70171, "Y1": 0.0742, "X2": 0.74639, "Y2": 0.074, "X3": 0.74639, "Y3": 0.0938, "X4": 0.70171, "Y4": 0.0938, "page": 0, "Index": 9}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.75164, "Y1": 0.0742, "X2": 0.84363, "Y2": 0.074, "X3": 0.84363, "Y3": 0.0948, "X4": 0.75164, "Y4": 0.0938, "page": 0, "Index": 10}, {"Word": "and", "Confidence": 0.998, "X1": 0.14717, "Y1": 0.0932, "X2": 0.17871, "Y2": 0.093, "X3": 0.17871, "Y3": 0.1128, "X4": 0.14717, "Y4": 0.1118, "page": 0, "Index": 11}, {"Word": "help", "Confidence": 0.986, "X1": 0.18397, "Y1": 0.0922, "X2": 0.2247, "Y2": 0.092, "X3": 0.2247, "Y3": 0.1128, "X4": 0.18397, "Y4": 0.1128, "page": 0, "Index": 12}, {"Word": "prevent", "Confidence": 0.996, "X1": 0.22996, "Y1": 0.0922, "X2": 0.30223, "Y2": 0.092, "X3": 0.30223, "Y3": 0.1128, "X4": 0.22996, "Y4": 0.1128, "page": 0, "Index": 13}, {"Word": "adults", "Confidence": 0.996, "X1": 0.30749, "Y1": 0.0922, "X2": 0.36399, "Y2": 0.092, "X3": 0.36531, "Y3": 0.1138, "X4": 0.30749, "Y4": 0.1128, "page": 0, "Index": 14}, {"Word": "from", "Confidence": 0.989, "X1": 0.36925, "Y1": 0.0922, "X2": 0.41261, "Y2": 0.092, "X3": 0.41261, "Y3": 0.1138, "X4": 0.37057, "Y4": 0.1138, "page": 0, "Index": 15}, {"Word": "purchasing", "Confidence": 0.995, "X1": 0.41919, "Y1": 0.0922, "X2": 0.523, "Y2": 0.092, "X3": 0.523, "Y3": 0.1128, "X4": 0.4205, "Y4": 0.1138, "page": 0, "Index": 16}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.52825, "Y1": 0.0922, "X2": 0.61629, "Y2": 0.092, "X3": 0.61761, "Y3": 0.1128, "X4": 0.52825, "Y4": 0.1128, "page": 0, "Index": 17}, {"Word": "for", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.0922, "X2": 0.64783, "Y2": 0.092, "X3": 0.64915, "Y3": 0.1128, "X4": 0.62286, "Y4": 0.1128, "page": 0, "Index": 18}, {"Word": "minors.", "Confidence": 0.994, "X1": 0.65309, "Y1": 0.0932, "X2": 0.72536, "Y2": 0.093, "X3": 0.72536, "Y3": 0.1118, "X4": 0.6544, "Y4": 0.1128, "page": 0, "Index": 19}, {"Word": "Television", "Confidence": 0.995, "X1": 0.11564, "Y1": 0.1322, "X2": 0.21419, "Y2": 0.132, "X3": 0.21419, "Y3": 0.1488, "X4": 0.11564, "Y4": 0.1478, "page": 0, "Index": 20}, {"Word": ".", "Confidence": 0.68, "X1": 0.11695, "Y1": 0.1692, "X2": 0.13009, "Y2": 0.169, "X3": 0.13009, "Y3": 0.1868, "X4": 0.11564, "Y4": 0.1868, "page": 0, "Index": 21}, {"Word": "We", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.1692, "X2": 0.17477, "Y2": 0.169, "X3": 0.17346, "Y3": 0.1878, "X4": 0.14323, "Y4": 0.1878, "page": 0, "Index": 22}, {"Word": "decided", "Confidence": 0.995, "X1": 0.18003, "Y1": 0.1692, "X2": 0.25493, "Y2": 0.169, "X3": 0.25361, "Y3": 0.1878, "X4": 0.17871, "Y4": 0.1878, "page": 0, "Index": 23}, {"Word": "to", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.1692, "X2": 0.27727, "Y2": 0.169, "X3": 0.27727, "Y3": 0.1878, "X4": 0.25887, "Y4": 0.1878, "page": 0, "Index": 24}, {"Word": "go", "Confidence": 0.998, "X1": 0.28252, "Y1": 0.1692, "X2": 0.30486, "Y2": 0.169, "X3": 0.30486, "Y3": 0.1878, "X4": 0.28121, "Y4": 0.1878, "page": 0, "Index": 25}, {"Word": "on", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.1692, "X2": 0.33509, "Y2": 0.169, "X3": 0.33377, "Y3": 0.1878, "X4": 0.3088, "Y4": 0.1878, "page": 0, "Index": 26}, {"Word": "TV", "Confidence": 0.997, "X1": 0.33903, "Y1": 0.1692, "X2": 0.36662, "Y2": 0.169, "X3": 0.36662, "Y3": 0.1878, "X4": 0.33903, "Y4": 0.1878, "page": 0, "Index": 27}, {"Word": "since", "Confidence": 0.997, "X1": 0.37188, "Y1": 0.1692, "X2": 0.41787, "Y2": 0.169, "X3": 0.41656, "Y3": 0.1878, "X4": 0.37188, "Y4": 0.1878, "page": 0, "Index": 28}, {"Word": "it", "Confidence": 0.998, "X1": 0.42313, "Y1": 0.1692, "X2": 0.43495, "Y2": 0.169, "X3": 0.43495, "Y3": 0.1878, "X4": 0.42181, "Y4": 0.1878, "page": 0, "Index": 29}, {"Word": "is", "Confidence": 0.998, "X1": 0.44021, "Y1": 0.1692, "X2": 0.45729, "Y2": 0.169, "X3": 0.45598, "Y3": 0.1878, "X4": 0.44021, "Y4": 0.1878, "page": 0, "Index": 30}, {"Word": "far", "Confidence": 0.998, "X1": 0.46124, "Y1": 0.1692, "X2": 0.4862, "Y2": 0.169, "X3": 0.48489, "Y3": 0.1878, "X4": 0.46124, "Y4": 0.1878, "page": 0, "Index": 31}, {"Word": "and", "Confidence": 0.998, "X1": 0.49146, "Y1": 0.1692, "X2": 0.52694, "Y2": 0.169, "X3": 0.52694, "Y3": 0.1878, "X4": 0.49014, "Y4": 0.1878, "page": 0, "Index": 32}, {"Word": "away", "Confidence": 0.989, "X1": 0.53219, "Y1": 0.1692, "X2": 0.58213, "Y2": 0.169, "X3": 0.58213, "Y3": 0.1878, "X4": 0.53088, "Y4": 0.1878, "page": 0, "Index": 33}, {"Word": "the", "Confidence": 0.998, "X1": 0.58739, "Y1": 0.1692, "X2": 0.61498, "Y2": 0.169, "X3": 0.61498, "Y3": 0.1878, "X4": 0.58607, "Y4": 0.1878, "page": 0, "Index": 34}, {"Word": "most", "Confidence": 0.988, "X1": 0.61892, "Y1": 0.1692, "X2": 0.66491, "Y2": 0.169, "X3": 0.66491, "Y3": 0.1878, "X4": 0.61892, "Y4": 0.1878, "page": 0, "Index": 35}, {"Word": "powerful", "Confidence": 0.995, "X1": 0.67017, "Y1": 0.1692, "X2": 0.75427, "Y2": 0.169, "X3": 0.75427, "Y3": 0.1878, "X4": 0.67017, "Y4": 0.1878, "page": 0, "Index": 36}, {"Word": "medium", "Confidence": 0.994, "X1": 0.75953, "Y1": 0.1692, "X2": 0.83574, "Y2": 0.169, "X3": 0.83574, "Y3": 0.1878, "X4": 0.75953, "Y4": 0.1878, "page": 0, "Index": 37}, {"Word": "for", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.1882, "X2": 0.17083, "Y2": 0.188, "X3": 0.17083, "Y3": 0.2068, "X4": 0.14586, "Y4": 0.2068, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.17608, "Y1": 0.1882, "X2": 0.20499, "Y2": 0.188, "X3": 0.20499, "Y3": 0.2068, "X4": 0.17477, "Y4": 0.2068, "page": 0, "Index": 39}, {"Word": "target", "Confidence": 0.997, "X1": 0.21025, "Y1": 0.1882, "X2": 0.26413, "Y2": 0.188, "X3": 0.26413, "Y3": 0.2068, "X4": 0.21025, "Y4": 0.2068, "page": 0, "Index": 40}, {"Word": "audience", "Confidence": 0.996, "X1": 0.26938, "Y1": 0.1882, "X2": 0.35217, "Y2": 0.188, "X3": 0.35217, "Y3": 0.2068, "X4": 0.26807, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "with", "Confidence": 0.981, "X1": 0.35742, "Y1": 0.1882, "X2": 0.40079, "Y2": 0.188, "X3": 0.39947, "Y3": 0.2068, "X4": 0.35742, "Y4": 0.2068, "page": 0, "Index": 42}, {"Word": "whom", "Confidence": 0.989, "X1": 0.40473, "Y1": 0.1892, "X2": 0.46124, "Y2": 0.189, "X3": 0.45992, "Y3": 0.2068, "X4": 0.40473, "Y4": 0.2068, "page": 0, "Index": 43}, {"Word": "we", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.1882, "X2": 0.49671, "Y2": 0.188, "X3": 0.49671, "Y3": 0.2068, "X4": 0.46781, "Y4": 0.2068, "page": 0, "Index": 44}, {"Word": "want", "Confidence": 0.989, "X1": 0.50197, "Y1": 0.1882, "X2": 0.54796, "Y2": 0.188, "X3": 0.54665, "Y3": 0.2068, "X4": 0.50066, "Y4": 0.2068, "page": 0, "Index": 45}, {"Word": "to", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.1882, "X2": 0.57162, "Y2": 0.188, "X3": 0.5703, "Y3": 0.2068, "X4": 0.55191, "Y4": 0.2068, "page": 0, "Index": 46}, {"Word": "communicate.", "Confidence": 0.991, "X1": 0.57556, "Y1": 0.1882, "X2": 0.71091, "Y2": 0.188, "X3": 0.70828, "Y3": 0.2068, "X4": 0.57424, "Y4": 0.2068, "page": 0, "Index": 47}, {"Word": "(i.e.", "Confidence": 0.941, "X1": 0.71616, "Y1": 0.1882, "X2": 0.75033, "Y2": 0.188, "X3": 0.7477, "Y3": 0.2068, "X4": 0.71353, "Y4": 0.2068, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.994, "X1": 0.75558, "Y1": 0.1882, "X2": 0.76347, "Y2": 0.188, "X3": 0.76084, "Y3": 0.2068, "X4": 0.75296, "Y4": 0.2068, "page": 0, "Index": 49}, {"Word": "10-14", "Confidence": 0.996, "X1": 0.76873, "Y1": 0.1872, "X2": 0.81603, "Y2": 0.187, "X3": 0.8134, "Y3": 0.2068, "X4": 0.7661, "Y4": 0.2068, "page": 0, "Index": 50}, {"Word": "year", "Confidence": 0.991, "X1": 0.81997, "Y1": 0.1872, "X2": 0.86728, "Y2": 0.187, "X3": 0.86597, "Y3": 0.2068, "X4": 0.81866, "Y4": 0.2068, "page": 0, "Index": 51}, {"Word": "olds)", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.2062, "X2": 0.1958, "Y2": 0.206, "X3": 0.1958, "Y3": 0.2248, "X4": 0.14455, "Y4": 0.2258, "page": 0, "Index": 52}, {"Word": "Television", "Confidence": 0.995, "X1": 0.20105, "Y1": 0.2062, "X2": 0.29435, "Y2": 0.206, "X3": 0.29435, "Y3": 0.2248, "X4": 0.20105, "Y4": 0.2248, "page": 0, "Index": 53}, {"Word": "has", "Confidence": 0.998, "X1": 0.29961, "Y1": 0.2062, "X2": 0.33114, "Y2": 0.206, "X3": 0.33114, "Y3": 0.2248, "X4": 0.29961, "Y4": 0.2248, "page": 0, "Index": 54}, {"Word": "reach", "Confidence": 0.998, "X1": 0.3364, "Y1": 0.2062, "X2": 0.38765, "Y2": 0.206, "X3": 0.38765, "Y3": 0.2248, "X4": 0.3364, "Y4": 0.2248, "page": 0, "Index": 55}, {"Word": "and", "Confidence": 0.998, "X1": 0.3929, "Y1": 0.2062, "X2": 0.42707, "Y2": 0.206, "X3": 0.42576, "Y3": 0.2258, "X4": 0.3929, "Y4": 0.2258, "page": 0, "Index": 56}, {"Word": "impact.", "Confidence": 0.995, "X1": 0.43101, "Y1": 0.2072, "X2": 0.50591, "Y2": 0.207, "X3": 0.50591, "Y3": 0.2268, "X4": 0.43101, "Y4": 0.2258, "page": 0, "Index": 57}, {"Word": "Health", "Confidence": 0.997, "X1": 0.11432, "Y1": 0.2632, "X2": 0.17871, "Y2": 0.263, "X3": 0.17871, "Y3": 0.2818, "X4": 0.11432, "Y4": 0.2808, "page": 0, "Index": 58}, {"Word": "Warning", "Confidence": 0.926, "X1": 0.18397, "Y1": 0.2632, "X2": 0.26675, "Y2": 0.263, "X3": 0.26807, "Y3": 0.2828, "X4": 0.18397, "Y4": 0.2818, "page": 0, "Index": 59}, {"Word": "in", "Confidence": 0.998, "X1": 0.27201, "Y1": 0.2632, "X2": 0.29172, "Y2": 0.263, "X3": 0.29304, "Y3": 0.2828, "X4": 0.27201, "Y4": 0.2828, "page": 0, "Index": 60}, {"Word": "Ads", "Confidence": 0.998, "X1": 0.29698, "Y1": 0.2632, "X2": 0.33903, "Y2": 0.263, "X3": 0.34034, "Y3": 0.2828, "X4": 0.29698, "Y4": 0.2828, "page": 0, "Index": 61}, {"Word": "We", "Confidence": 0.997, "X1": 0.14586, "Y1": 0.3072, "X2": 0.17346, "Y2": 0.307, "X3": 0.17346, "Y3": 0.3258, "X4": 0.14586, "Y4": 0.3258, "page": 0, "Index": 62}, {"Word": "believe", "Confidence": 0.994, "X1": 0.1774, "Y1": 0.3072, "X2": 0.24573, "Y2": 0.307, "X3": 0.24573, "Y3": 0.3258, "X4": 0.1774, "Y4": 0.3258, "page": 0, "Index": 63}, {"Word": "that", "Confidence": 0.988, "X1": 0.25099, "Y1": 0.3072, "X2": 0.28647, "Y2": 0.307, "X3": 0.28647, "Y3": 0.3258, "X4": 0.25099, "Y4": 0.3258, "page": 0, "Index": 64}, {"Word": "preteens", "Confidence": 0.994, "X1": 0.29172, "Y1": 0.3072, "X2": 0.36925, "Y2": 0.307, "X3": 0.36925, "Y3": 0.3268, "X4": 0.29172, "Y4": 0.3258, "page": 0, "Index": 65}, {"Word": "and", "Confidence": 0.998, "X1": 0.37451, "Y1": 0.3082, "X2": 0.4113, "Y2": 0.308, "X3": 0.4113, "Y3": 0.3268, "X4": 0.37451, "Y4": 0.3268, "page": 0, "Index": 66}, {"Word": "teens", "Confidence": 0.996, "X1": 0.41524, "Y1": 0.3082, "X2": 0.46386, "Y2": 0.308, "X3": 0.46386, "Y3": 0.3268, "X4": 0.41656, "Y4": 0.3268, "page": 0, "Index": 67}, {"Word": "are", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.3082, "X2": 0.49671, "Y2": 0.308, "X3": 0.49671, "Y3": 0.3268, "X4": 0.46912, "Y4": 0.3268, "page": 0, "Index": 68}, {"Word": "aware", "Confidence": 0.998, "X1": 0.50197, "Y1": 0.3082, "X2": 0.55848, "Y2": 0.308, "X3": 0.55848, "Y3": 0.3268, "X4": 0.50197, "Y4": 0.3268, "page": 0, "Index": 69}, {"Word": "of", "Confidence": 0.998, "X1": 0.56242, "Y1": 0.3082, "X2": 0.58081, "Y2": 0.308, "X3": 0.58081, "Y3": 0.3268, "X4": 0.56373, "Y4": 0.3268, "page": 0, "Index": 70}, {"Word": "health", "Confidence": 0.996, "X1": 0.58607, "Y1": 0.3072, "X2": 0.64389, "Y2": 0.307, "X3": 0.64389, "Y3": 0.3268, "X4": 0.58607, "Y4": 0.3268, "page": 0, "Index": 71}, {"Word": "risks", "Confidence": 0.997, "X1": 0.64915, "Y1": 0.3072, "X2": 0.69382, "Y2": 0.307, "X3": 0.69382, "Y3": 0.3258, "X4": 0.64915, "Y4": 0.3268, "page": 0, "Index": 72}, {"Word": "associated", "Confidence": 0.994, "X1": 0.69777, "Y1": 0.3072, "X2": 0.79369, "Y2": 0.307, "X3": 0.79501, "Y3": 0.3258, "X4": 0.69908, "Y4": 0.3258, "page": 0, "Index": 73}, {"Word": "with", "Confidence": 0.982, "X1": 0.79895, "Y1": 0.3072, "X2": 0.84363, "Y2": 0.307, "X3": 0.84494, "Y3": 0.3258, "X4": 0.79895, "Y4": 0.3258, "page": 0, "Index": 74}, {"Word": "smoking.", "Confidence": 0.995, "X1": 0.14717, "Y1": 0.3272, "X2": 0.2339, "Y2": 0.327, "X3": 0.2339, "Y3": 0.3448, "X4": 0.14586, "Y4": 0.3438, "page": 0, "Index": 75}, {"Word": "In", "Confidence": 0.996, "X1": 0.23916, "Y1": 0.3272, "X2": 0.25887, "Y2": 0.327, "X3": 0.25887, "Y3": 0.3448, "X4": 0.23784, "Y4": 0.3448, "page": 0, "Index": 76}, {"Word": "addition,", "Confidence": 0.995, "X1": 0.26413, "Y1": 0.3272, "X2": 0.34823, "Y2": 0.327, "X3": 0.34823, "Y3": 0.3448, "X4": 0.26281, "Y4": 0.3448, "page": 0, "Index": 77}, {"Word": "noted", "Confidence": 0.998, "X1": 0.35348, "Y1": 0.3272, "X2": 0.40604, "Y2": 0.327, "X3": 0.40604, "Y3": 0.3448, "X4": 0.35217, "Y4": 0.3448, "page": 0, "Index": 78}, {"Word": "authorities", "Confidence": 0.994, "X1": 0.4113, "Y1": 0.3262, "X2": 0.50986, "Y2": 0.326, "X3": 0.50986, "Y3": 0.3448, "X4": 0.4113, "Y4": 0.3448, "page": 0, "Index": 79}, {"Word": "also", "Confidence": 0.989, "X1": 0.5138, "Y1": 0.3262, "X2": 0.55191, "Y2": 0.326, "X3": 0.55191, "Y3": 0.3448, "X4": 0.5138, "Y4": 0.3448, "page": 0, "Index": 80}, {"Word": "say", "Confidence": 0.998, "X1": 0.55716, "Y1": 0.3272, "X2": 0.5887, "Y2": 0.327, "X3": 0.58739, "Y3": 0.3448, "X4": 0.55716, "Y4": 0.3448, "page": 0, "Index": 81}, {"Word": "that", "Confidence": 0.988, "X1": 0.59264, "Y1": 0.3272, "X2": 0.63075, "Y2": 0.327, "X3": 0.63075, "Y3": 0.3448, "X4": 0.59264, "Y4": 0.3448, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.63469, "Y1": 0.3272, "X2": 0.64389, "Y2": 0.327, "X3": 0.64389, "Y3": 0.3448, "X4": 0.63469, "Y4": 0.3448, "page": 0, "Index": 83}, {"Word": "variety", "Confidence": 0.996, "X1": 0.64915, "Y1": 0.3272, "X2": 0.71485, "Y2": 0.327, "X3": 0.71485, "Y3": 0.3458, "X4": 0.64915, "Y4": 0.3448, "page": 0, "Index": 84}, {"Word": "of", "Confidence": 0.998, "X1": 0.72011, "Y1": 0.3272, "X2": 0.7385, "Y2": 0.327, "X3": 0.7385, "Y3": 0.3458, "X4": 0.72011, "Y4": 0.3458, "page": 0, "Index": 85}, {"Word": "messages,", "Confidence": 0.994, "X1": 0.74376, "Y1": 0.3282, "X2": 0.83968, "Y2": 0.328, "X3": 0.83968, "Y3": 0.3458, "X4": 0.74244, "Y4": 0.3458, "page": 0, "Index": 86}, {"Word": "beyond", "Confidence": 0.995, "X1": 0.14455, "Y1": 0.3452, "X2": 0.21419, "Y2": 0.345, "X3": 0.21551, "Y3": 0.3638, "X4": 0.14586, "Y4": 0.3638, "page": 0, "Index": 87}, {"Word": "\"health", "Confidence": 0.96, "X1": 0.21945, "Y1": 0.3462, "X2": 0.28515, "Y2": 0.346, "X3": 0.28647, "Y3": 0.3648, "X4": 0.21945, "Y4": 0.3638, "page": 0, "Index": 88}, {"Word": "messages\"", "Confidence": 0.992, "X1": 0.29041, "Y1": 0.3462, "X2": 0.38896, "Y2": 0.346, "X3": 0.38896, "Y3": 0.3648, "X4": 0.29172, "Y4": 0.3648, "page": 0, "Index": 89}, {"Word": "are", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.3462, "X2": 0.42181, "Y2": 0.346, "X3": 0.42313, "Y3": 0.3648, "X4": 0.39422, "Y4": 0.3648, "page": 0, "Index": 90}, {"Word": "important", "Confidence": 0.995, "X1": 0.42707, "Y1": 0.3462, "X2": 0.52037, "Y2": 0.346, "X3": 0.52037, "Y3": 0.3648, "X4": 0.42707, "Y4": 0.3648, "page": 0, "Index": 91}, {"Word": "in", "Confidence": 0.998, "X1": 0.52562, "Y1": 0.3462, "X2": 0.54271, "Y2": 0.346, "X3": 0.54402, "Y3": 0.3648, "X4": 0.52562, "Y4": 0.3648, "page": 0, "Index": 92}, {"Word": "helping", "Confidence": 0.996, "X1": 0.54796, "Y1": 0.3462, "X2": 0.62024, "Y2": 0.346, "X3": 0.62024, "Y3": 0.3648, "X4": 0.54928, "Y4": 0.3648, "page": 0, "Index": 93}, {"Word": "prevent", "Confidence": 0.997, "X1": 0.62418, "Y1": 0.3462, "X2": 0.69645, "Y2": 0.346, "X3": 0.69645, "Y3": 0.3648, "X4": 0.62549, "Y4": 0.3648, "page": 0, "Index": 94}, {"Word": "kids", "Confidence": 0.987, "X1": 0.70171, "Y1": 0.3452, "X2": 0.74113, "Y2": 0.345, "X3": 0.74113, "Y3": 0.3648, "X4": 0.70171, "Y4": 0.3648, "page": 0, "Index": 95}, {"Word": "from", "Confidence": 0.989, "X1": 0.74639, "Y1": 0.3452, "X2": 0.78712, "Y2": 0.345, "X3": 0.78712, "Y3": 0.3648, "X4": 0.74639, "Y4": 0.3648, "page": 0, "Index": 96}, {"Word": "smoking.", "Confidence": 0.994, "X1": 0.14455, "Y1": 0.3652, "X2": 0.2339, "Y2": 0.365, "X3": 0.2339, "Y3": 0.3838, "X4": 0.14455, "Y4": 0.3828, "page": 0, "Index": 97}, {"Word": "PM", "Confidence": 0.998, "X1": 0.23916, "Y1": 0.3652, "X2": 0.26807, "Y2": 0.365, "X3": 0.26807, "Y3": 0.3838, "X4": 0.23916, "Y4": 0.3838, "page": 0, "Index": 98}, {"Word": "has", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.3652, "X2": 0.3088, "Y2": 0.365, "X3": 0.3088, "Y3": 0.3838, "X4": 0.27595, "Y4": 0.3838, "page": 0, "Index": 99}, {"Word": "the", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.3652, "X2": 0.34428, "Y2": 0.365, "X3": 0.34297, "Y3": 0.3838, "X4": 0.31275, "Y4": 0.3838, "page": 0, "Index": 100}, {"Word": "opportunity", "Confidence": 0.994, "X1": 0.34823, "Y1": 0.3652, "X2": 0.46124, "Y2": 0.365, "X3": 0.46124, "Y3": 0.3838, "X4": 0.34823, "Y4": 0.3838, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.46518, "Y1": 0.3652, "X2": 0.48357, "Y2": 0.365, "X3": 0.48357, "Y3": 0.3838, "X4": 0.46518, "Y4": 0.3838, "page": 0, "Index": 102}, {"Word": "contribute", "Confidence": 0.994, "X1": 0.48883, "Y1": 0.3652, "X2": 0.58344, "Y2": 0.365, "X3": 0.58213, "Y3": 0.3838, "X4": 0.48752, "Y4": 0.3838, "page": 0, "Index": 103}, {"Word": "other", "Confidence": 0.997, "X1": 0.58739, "Y1": 0.3652, "X2": 0.63601, "Y2": 0.365, "X3": 0.63601, "Y3": 0.3838, "X4": 0.58739, "Y4": 0.3838, "page": 0, "Index": 104}, {"Word": "relevant", "Confidence": 0.995, "X1": 0.64126, "Y1": 0.3652, "X2": 0.71748, "Y2": 0.365, "X3": 0.71748, "Y3": 0.3838, "X4": 0.63995, "Y4": 0.3838, "page": 0, "Index": 105}, {"Word": "messages", "Confidence": 0.995, "X1": 0.72273, "Y1": 0.3652, "X2": 0.80946, "Y2": 0.365, "X3": 0.80946, "Y3": 0.3828, "X4": 0.72273, "Y4": 0.3838, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.81472, "Y1": 0.3652, "X2": 0.85283, "Y2": 0.365, "X3": 0.85151, "Y3": 0.3828, "X4": 0.8134, "Y4": 0.3828, "page": 0, "Index": 107}, {"Word": "decided", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.3842, "X2": 0.21813, "Y2": 0.384, "X3": 0.21682, "Y3": 0.4018, "X4": 0.14717, "Y4": 0.4008, "page": 0, "Index": 108}, {"Word": "on", "Confidence": 0.998, "X1": 0.22339, "Y1": 0.3842, "X2": 0.24836, "Y2": 0.384, "X3": 0.24704, "Y3": 0.4018, "X4": 0.22208, "Y4": 0.4018, "page": 0, "Index": 109}, {"Word": "a", "Confidence": 0.995, "X1": 0.2523, "Y1": 0.3842, "X2": 0.26281, "Y2": 0.384, "X3": 0.2615, "Y3": 0.4018, "X4": 0.2523, "Y4": 0.4018, "page": 0, "Index": 110}, {"Word": "youth", "Confidence": 0.994, "X1": 0.26675, "Y1": 0.3842, "X2": 0.32194, "Y2": 0.384, "X3": 0.32194, "Y3": 0.4018, "X4": 0.26675, "Y4": 0.4018, "page": 0, "Index": 111}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.3272, "Y1": 0.3832, "X2": 0.40736, "Y2": 0.383, "X3": 0.40736, "Y3": 0.4018, "X4": 0.32589, "Y4": 0.4018, "page": 0, "Index": 112}, {"Word": "prevention", "Confidence": 0.995, "X1": 0.41261, "Y1": 0.3832, "X2": 0.5138, "Y2": 0.383, "X3": 0.51248, "Y3": 0.4028, "X4": 0.4113, "Y4": 0.4018, "page": 0, "Index": 113}, {"Word": "effort", "Confidence": 0.995, "X1": 0.51905, "Y1": 0.3842, "X2": 0.56899, "Y2": 0.384, "X3": 0.56767, "Y3": 0.4018, "X4": 0.51774, "Y4": 0.4028, "page": 0, "Index": 114}, {"Word": "that", "Confidence": 0.988, "X1": 0.57424, "Y1": 0.3842, "X2": 0.61104, "Y2": 0.384, "X3": 0.60972, "Y3": 0.4018, "X4": 0.57293, "Y4": 0.4018, "page": 0, "Index": 115}, {"Word": "negates", "Confidence": 0.996, "X1": 0.61498, "Y1": 0.3842, "X2": 0.68463, "Y2": 0.384, "X3": 0.68331, "Y3": 0.4018, "X4": 0.61367, "Y4": 0.4018, "page": 0, "Index": 116}, {"Word": "kids'", "Confidence": 0.995, "X1": 0.68988, "Y1": 0.3842, "X2": 0.73587, "Y2": 0.384, "X3": 0.73325, "Y3": 0.4018, "X4": 0.68857, "Y4": 0.4018, "page": 0, "Index": 117}, {"Word": "reasons", "Confidence": 0.996, "X1": 0.73982, "Y1": 0.3842, "X2": 0.81209, "Y2": 0.384, "X3": 0.80946, "Y3": 0.4008, "X4": 0.7385, "Y4": 0.4018, "page": 0, "Index": 118}, {"Word": "for", "Confidence": 0.998, "X1": 0.81603, "Y1": 0.3842, "X2": 0.84625, "Y2": 0.384, "X3": 0.84494, "Y3": 0.4008, "X4": 0.81472, "Y4": 0.4008, "page": 0, "Index": 119}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.14586, "Y1": 0.4022, "X2": 0.2247, "Y2": 0.402, "X3": 0.2247, "Y3": 0.4208, "X4": 0.14455, "Y4": 0.4208, "page": 0, "Index": 120}, {"Word": "in", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.4022, "X2": 0.24967, "Y2": 0.402, "X3": 0.24836, "Y3": 0.4208, "X4": 0.22865, "Y4": 0.4208, "page": 0, "Index": 121}, {"Word": "the", "Confidence": 0.998, "X1": 0.25361, "Y1": 0.4022, "X2": 0.28252, "Y2": 0.402, "X3": 0.28121, "Y3": 0.4208, "X4": 0.25361, "Y4": 0.4208, "page": 0, "Index": 122}, {"Word": "first", "Confidence": 0.998, "X1": 0.28778, "Y1": 0.4022, "X2": 0.32457, "Y2": 0.402, "X3": 0.32326, "Y3": 0.4208, "X4": 0.28647, "Y4": 0.4208, "page": 0, "Index": 123}, {"Word": "place.", "Confidence": 0.994, "X1": 0.32852, "Y1": 0.4032, "X2": 0.38765, "Y2": 0.403, "X3": 0.38502, "Y3": 0.4198, "X4": 0.32852, "Y4": 0.4208, "page": 0, "Index": 124}, {"Word": "Nonetheless,", "Confidence": 0.991, "X1": 0.14455, "Y1": 0.4472, "X2": 0.26281, "Y2": 0.447, "X3": 0.2615, "Y3": 0.4658, "X4": 0.14192, "Y4": 0.4648, "page": 0, "Index": 125}, {"Word": "in", "Confidence": 0.998, "X1": 0.26807, "Y1": 0.4472, "X2": 0.28647, "Y2": 0.447, "X3": 0.28515, "Y3": 0.4658, "X4": 0.26675, "Y4": 0.4658, "page": 0, "Index": 126}, {"Word": "view", "Confidence": 0.987, "X1": 0.29172, "Y1": 0.4472, "X2": 0.33509, "Y2": 0.447, "X3": 0.33377, "Y3": 0.4658, "X4": 0.29041, "Y4": 0.4658, "page": 0, "Index": 127}, {"Word": "of", "Confidence": 0.998, "X1": 0.34034, "Y1": 0.4472, "X2": 0.35874, "Y2": 0.447, "X3": 0.35742, "Y3": 0.4668, "X4": 0.33903, "Y4": 0.4658, "page": 0, "Index": 128}, {"Word": "concerns", "Confidence": 0.627, "X1": 0.36399, "Y1": 0.4472, "X2": 0.44547, "Y2": 0.447, "X3": 0.44415, "Y3": 0.4668, "X4": 0.36268, "Y4": 0.4668, "page": 0, "Index": 129}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.45072, "Y1": 0.4472, "X2": 0.54271, "Y2": 0.447, "X3": 0.54139, "Y3": 0.4668, "X4": 0.44941, "Y4": 0.4668, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.54665, "Y1": 0.4472, "X2": 0.57556, "Y2": 0.447, "X3": 0.57424, "Y3": 0.4668, "X4": 0.54534, "Y4": 0.4668, "page": 0, "Index": 131}, {"Word": "absence", "Confidence": 0.996, "X1": 0.58081, "Y1": 0.4472, "X2": 0.65177, "Y2": 0.447, "X3": 0.65046, "Y3": 0.4668, "X4": 0.5795, "Y4": 0.4668, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.4472, "X2": 0.67543, "Y2": 0.447, "X3": 0.67411, "Y3": 0.4658, "X4": 0.65572, "Y4": 0.4668, "page": 0, "Index": 133}, {"Word": "a", "Confidence": 0.995, "X1": 0.68068, "Y1": 0.4462, "X2": 0.6912, "Y2": 0.446, "X3": 0.68988, "Y3": 0.4658, "X4": 0.67937, "Y4": 0.4658, "page": 0, "Index": 134}, {"Word": "specific", "Confidence": 0.995, "X1": 0.69645, "Y1": 0.4462, "X2": 0.7661, "Y2": 0.446, "X3": 0.76478, "Y3": 0.4658, "X4": 0.69514, "Y4": 0.4658, "page": 0, "Index": 135}, {"Word": "health", "Confidence": 0.996, "X1": 0.77004, "Y1": 0.4462, "X2": 0.83049, "Y2": 0.446, "X3": 0.83049, "Y3": 0.4648, "X4": 0.77004, "Y4": 0.4658, "page": 0, "Index": 136}, {"Word": "related", "Confidence": 0.993, "X1": 0.14717, "Y1": 0.4662, "X2": 0.20762, "Y2": 0.466, "X3": 0.20762, "Y3": 0.4838, "X4": 0.14717, "Y4": 0.4838, "page": 0, "Index": 137}, {"Word": "message", "Confidence": 0.996, "X1": 0.21288, "Y1": 0.4662, "X2": 0.29172, "Y2": 0.466, "X3": 0.29041, "Y3": 0.4848, "X4": 0.21288, "Y4": 0.4838, "page": 0, "Index": 138}, {"Word": "in", "Confidence": 0.998, "X1": 0.29566, "Y1": 0.4662, "X2": 0.31406, "Y2": 0.466, "X3": 0.31406, "Y3": 0.4848, "X4": 0.29566, "Y4": 0.4848, "page": 0, "Index": 139}, {"Word": "these", "Confidence": 0.997, "X1": 0.31932, "Y1": 0.4652, "X2": 0.36794, "Y2": 0.465, "X3": 0.36662, "Y3": 0.4848, "X4": 0.31932, "Y4": 0.4848, "page": 0, "Index": 140}, {"Word": "ads,", "Confidence": 0.986, "X1": 0.37188, "Y1": 0.4652, "X2": 0.4113, "Y2": 0.465, "X3": 0.40999, "Y3": 0.4858, "X4": 0.37188, "Y4": 0.4848, "page": 0, "Index": 141}, {"Word": "we", "Confidence": 0.998, "X1": 0.41524, "Y1": 0.4652, "X2": 0.44284, "Y2": 0.465, "X3": 0.44152, "Y3": 0.4858, "X4": 0.41524, "Y4": 0.4858, "page": 0, "Index": 142}, {"Word": "have", "Confidence": 0.988, "X1": 0.44678, "Y1": 0.4652, "X2": 0.49146, "Y2": 0.465, "X3": 0.49146, "Y3": 0.4858, "X4": 0.44678, "Y4": 0.4858, "page": 0, "Index": 143}, {"Word": "placed", "Confidence": 0.997, "X1": 0.49671, "Y1": 0.4652, "X2": 0.55848, "Y2": 0.465, "X3": 0.55716, "Y3": 0.4858, "X4": 0.49671, "Y4": 0.4858, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.998, "X1": 0.56373, "Y1": 0.4652, "X2": 0.59133, "Y2": 0.465, "X3": 0.59133, "Y3": 0.4858, "X4": 0.56242, "Y4": 0.4858, "page": 0, "Index": 145}, {"Word": "following", "Confidence": 0.995, "X1": 0.59658, "Y1": 0.4652, "X2": 0.68594, "Y2": 0.465, "X3": 0.68463, "Y3": 0.4848, "X4": 0.59527, "Y4": 0.4858, "page": 0, "Index": 146}, {"Word": "Surgeon", "Confidence": 0.995, "X1": 0.6912, "Y1": 0.4662, "X2": 0.76741, "Y2": 0.466, "X3": 0.7661, "Y3": 0.4848, "X4": 0.68988, "Y4": 0.4848, "page": 0, "Index": 147}, {"Word": "General's", "Confidence": 0.991, "X1": 0.77267, "Y1": 0.4662, "X2": 0.86859, "Y2": 0.466, "X3": 0.86728, "Y3": 0.4838, "X4": 0.77135, "Y4": 0.4848, "page": 0, "Index": 148}, {"Word": "warning", "Confidence": 0.617, "X1": 0.14717, "Y1": 0.4842, "X2": 0.22208, "Y2": 0.484, "X3": 0.22076, "Y3": 0.5038, "X4": 0.14586, "Y4": 0.5028, "page": 0, "Index": 149}, {"Word": "in", "Confidence": 0.998, "X1": 0.22733, "Y1": 0.4842, "X2": 0.24573, "Y2": 0.484, "X3": 0.24442, "Y3": 0.5038, "X4": 0.22602, "Y4": 0.5038, "page": 0, "Index": 150}, {"Word": "the", "Confidence": 0.994, "X1": 0.25099, "Y1": 0.4842, "X2": 0.27989, "Y2": 0.484, "X3": 0.27858, "Y3": 0.5038, "X4": 0.24836, "Y4": 0.5038, "page": 0, "Index": 151}, {"Word": "ads", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.4842, "X2": 0.318, "Y2": 0.484, "X3": 0.31669, "Y3": 0.5038, "X4": 0.28384, "Y4": 0.5038, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.32326, "Y1": 0.4842, "X2": 0.34034, "Y2": 0.484, "X3": 0.33903, "Y3": 0.5038, "X4": 0.32063, "Y4": 0.5038, "page": 0, "Index": 153}, {"Word": "address", "Confidence": 0.996, "X1": 0.3456, "Y1": 0.4842, "X2": 0.41656, "Y2": 0.484, "X3": 0.41524, "Y3": 0.5038, "X4": 0.34428, "Y4": 0.5038, "page": 0, "Index": 154}, {"Word": "any", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.4842, "X2": 0.45598, "Y2": 0.484, "X3": 0.45466, "Y3": 0.5038, "X4": 0.41919, "Y4": 0.5038, "page": 0, "Index": 155}, {"Word": "criticisms", "Confidence": 0.991, "X1": 0.45992, "Y1": 0.4842, "X2": 0.54928, "Y2": 0.484, "X3": 0.54796, "Y3": 0.5038, "X4": 0.45861, "Y4": 0.5038, "page": 0, "Index": 156}, {"Word": "or", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.4842, "X2": 0.57293, "Y2": 0.484, "X3": 0.57293, "Y3": 0.5038, "X4": 0.55322, "Y4": 0.5038, "page": 0, "Index": 157}, {"Word": "concerns", "Confidence": 0.992, "X1": 0.57819, "Y1": 0.4842, "X2": 0.65834, "Y2": 0.484, "X3": 0.65834, "Y3": 0.5028, "X4": 0.57687, "Y4": 0.5038, "page": 0, "Index": 158}, {"Word": "about", "Confidence": 0.997, "X1": 0.6636, "Y1": 0.4852, "X2": 0.71616, "Y2": 0.485, "X3": 0.71485, "Y3": 0.5028, "X4": 0.66229, "Y4": 0.5028, "page": 0, "Index": 159}, {"Word": "the", "Confidence": 0.998, "X1": 0.72142, "Y1": 0.4852, "X2": 0.75033, "Y2": 0.485, "X3": 0.75033, "Y3": 0.5028, "X4": 0.72011, "Y4": 0.5028, "page": 0, "Index": 160}, {"Word": "absence", "Confidence": 0.996, "X1": 0.75558, "Y1": 0.4852, "X2": 0.82786, "Y2": 0.485, "X3": 0.82654, "Y3": 0.5028, "X4": 0.75427, "Y4": 0.5028, "page": 0, "Index": 161}, {"Word": "of", "Confidence": 0.998, "X1": 0.83311, "Y1": 0.4852, "X2": 0.85808, "Y2": 0.485, "X3": 0.85808, "Y3": 0.5028, "X4": 0.8318, "Y4": 0.5028, "page": 0, "Index": 162}, {"Word": "a", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.5042, "X2": 0.15375, "Y2": 0.504, "X3": 0.15506, "Y3": 0.5218, "X4": 0.14717, "Y4": 0.5218, "page": 0, "Index": 163}, {"Word": "specific", "Confidence": 0.995, "X1": 0.159, "Y1": 0.5042, "X2": 0.22733, "Y2": 0.504, "X3": 0.22733, "Y3": 0.5218, "X4": 0.16032, "Y4": 0.5218, "page": 0, "Index": 164}, {"Word": "health", "Confidence": 0.996, "X1": 0.23259, "Y1": 0.5032, "X2": 0.29041, "Y2": 0.503, "X3": 0.29041, "Y3": 0.5218, "X4": 0.23259, "Y4": 0.5218, "page": 0, "Index": 165}, {"Word": "message:", "Confidence": 0.995, "X1": 0.29566, "Y1": 0.5022, "X2": 0.38765, "Y2": 0.502, "X3": 0.38765, "Y3": 0.5218, "X4": 0.29566, "Y4": 0.5218, "page": 0, "Index": 166}, {"Word": "SURGEON", "Confidence": 0.995, "X1": 0.3929, "Y1": 0.5022, "X2": 0.4954, "Y2": 0.502, "X3": 0.4954, "Y3": 0.5218, "X4": 0.3929, "Y4": 0.5218, "page": 0, "Index": 167}, {"Word": "GENERAL'S", "Confidence": 0.994, "X1": 0.50197, "Y1": 0.5022, "X2": 0.62155, "Y2": 0.502, "X3": 0.62155, "Y3": 0.5218, "X4": 0.50197, "Y4": 0.5218, "page": 0, "Index": 168}, {"Word": "WARNING:", "Confidence": 0.993, "X1": 0.62681, "Y1": 0.5032, "X2": 0.7385, "Y2": 0.503, "X3": 0.7385, "Y3": 0.5218, "X4": 0.62549, "Y4": 0.5218, "page": 0, "Index": 169}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.74376, "Y1": 0.5042, "X2": 0.8318, "Y2": 0.504, "X3": 0.83049, "Y3": 0.5228, "X4": 0.74376, "Y4": 0.5218, "page": 0, "Index": 170}, {"Word": "Causes", "Confidence": 0.995, "X1": 0.14717, "Y1": 0.5232, "X2": 0.20894, "Y2": 0.523, "X3": 0.20894, "Y3": 0.5408, "X4": 0.14717, "Y4": 0.5408, "page": 0, "Index": 171}, {"Word": "Lung", "Confidence": 0.991, "X1": 0.21288, "Y1": 0.5222, "X2": 0.26281, "Y2": 0.522, "X3": 0.26281, "Y3": 0.5408, "X4": 0.21419, "Y4": 0.5408, "page": 0, "Index": 172}, {"Word": "Cancer,", "Confidence": 0.996, "X1": 0.26675, "Y1": 0.5212, "X2": 0.33771, "Y2": 0.521, "X3": 0.33771, "Y3": 0.5408, "X4": 0.26807, "Y4": 0.5408, "page": 0, "Index": 173}, {"Word": "Heart", "Confidence": 0.997, "X1": 0.34297, "Y1": 0.5212, "X2": 0.39553, "Y2": 0.521, "X3": 0.39553, "Y3": 0.5408, "X4": 0.34297, "Y4": 0.5408, "page": 0, "Index": 174}, {"Word": "Disease,", "Confidence": 0.991, "X1": 0.39947, "Y1": 0.5212, "X2": 0.47963, "Y2": 0.521, "X3": 0.47963, "Y3": 0.5408, "X4": 0.40079, "Y4": 0.5408, "page": 0, "Index": 175}, {"Word": "And", "Confidence": 0.998, "X1": 0.48357, "Y1": 0.5212, "X2": 0.523, "Y2": 0.521, "X3": 0.523, "Y3": 0.5408, "X4": 0.48489, "Y4": 0.5408, "page": 0, "Index": 176}, {"Word": "Emphysema.", "Confidence": 0.993, "X1": 0.52825, "Y1": 0.5222, "X2": 0.65046, "Y2": 0.522, "X3": 0.65177, "Y3": 0.5418, "X4": 0.52825, "Y4": 0.5408, "page": 0, "Index": 177}, {"Word": "Network", "Confidence": 0.996, "X1": 0.11301, "Y1": 0.5592, "X2": 0.19711, "Y2": 0.559, "X3": 0.19711, "Y3": 0.5768, "X4": 0.11301, "Y4": 0.5778, "page": 0, "Index": 178}, {"Word": "Refusal", "Confidence": 0.997, "X1": 0.20237, "Y1": 0.5602, "X2": 0.27989, "Y2": 0.56, "X3": 0.27858, "Y3": 0.5758, "X4": 0.20105, "Y4": 0.5768, "page": 0, "Index": 179}, {"Word": ".", "Confidence": 0.696, "X1": 0.11564, "Y1": 0.5992, "X2": 0.12878, "Y2": 0.599, "X3": 0.12878, "Y3": 0.6158, "X4": 0.11564, "Y4": 0.6158, "page": 0, "Index": 180}, {"Word": "You", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.5992, "X2": 0.18134, "Y2": 0.599, "X3": 0.18265, "Y3": 0.6168, "X4": 0.14455, "Y4": 0.6158, "page": 0, "Index": 181}, {"Word": "will", "Confidence": 0.98, "X1": 0.1866, "Y1": 0.5982, "X2": 0.22208, "Y2": 0.598, "X3": 0.22208, "Y3": 0.6168, "X4": 0.1866, "Y4": 0.6168, "page": 0, "Index": 182}, {"Word": "have", "Confidence": 0.989, "X1": 0.22733, "Y1": 0.5992, "X2": 0.27332, "Y2": 0.599, "X3": 0.27332, "Y3": 0.6168, "X4": 0.22733, "Y4": 0.6168, "page": 0, "Index": 183}, {"Word": "to", "Confidence": 0.998, "X1": 0.27858, "Y1": 0.5992, "X2": 0.29698, "Y2": 0.599, "X3": 0.29698, "Y3": 0.6168, "X4": 0.27858, "Y4": 0.6168, "page": 0, "Index": 184}, {"Word": "ask", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.5992, "X2": 0.33246, "Y2": 0.599, "X3": 0.33246, "Y3": 0.6168, "X4": 0.30092, "Y4": 0.6168, "page": 0, "Index": 185}, {"Word": "them.", "Confidence": 0.996, "X1": 0.3364, "Y1": 0.5992, "X2": 0.3929, "Y2": 0.599, "X3": 0.3929, "Y3": 0.6168, "X4": 0.33771, "Y4": 0.6168, "page": 0, "Index": 186}, {"Word": "Ad", "Confidence": 0.998, "X1": 0.11564, "Y1": 0.6362, "X2": 0.1406, "Y2": 0.636, "X3": 0.1406, "Y3": 0.6538, "X4": 0.11564, "Y4": 0.6538, "page": 0, "Index": 187}, {"Word": "Strategy/", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.6352, "X2": 0.23127, "Y2": 0.635, "X3": 0.23127, "Y3": 0.6548, "X4": 0.14586, "Y4": 0.6548, "page": 0, "Index": 188}, {"Word": "No", "Confidence": 0.998, "X1": 0.23653, "Y1": 0.6352, "X2": 0.26675, "Y2": 0.635, "X3": 0.26675, "Y3": 0.6548, "X4": 0.23653, "Y4": 0.6548, "page": 0, "Index": 189}, {"Word": "Mention", "Confidence": 0.996, "X1": 0.2707, "Y1": 0.6352, "X2": 0.35348, "Y2": 0.635, "X3": 0.35348, "Y3": 0.6548, "X4": 0.2707, "Y4": 0.6548, "page": 0, "Index": 190}, {"Word": "of", "Confidence": 0.998, "X1": 0.35874, "Y1": 0.6352, "X2": 0.37845, "Y2": 0.635, "X3": 0.37845, "Y3": 0.6548, "X4": 0.35874, "Y4": 0.6548, "page": 0, "Index": 191}, {"Word": "Health", "Confidence": 0.997, "X1": 0.38371, "Y1": 0.6352, "X2": 0.44809, "Y2": 0.635, "X3": 0.44809, "Y3": 0.6548, "X4": 0.38371, "Y4": 0.6548, "page": 0, "Index": 192}, {"Word": "Issue", "Confidence": 0.955, "X1": 0.45204, "Y1": 0.6352, "X2": 0.50723, "Y2": 0.635, "X3": 0.50723, "Y3": 0.6538, "X4": 0.45204, "Y4": 0.6548, "page": 0, "Index": 193}, {"Word": "We", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.6752, "X2": 0.17477, "Y2": 0.675, "X3": 0.17346, "Y3": 0.6918, "X4": 0.14192, "Y4": 0.6918, "page": 0, "Index": 194}, {"Word": "believe", "Confidence": 0.995, "X1": 0.18003, "Y1": 0.6752, "X2": 0.24704, "Y2": 0.675, "X3": 0.24573, "Y3": 0.6928, "X4": 0.17871, "Y4": 0.6918, "page": 0, "Index": 195}, {"Word": "that", "Confidence": 0.991, "X1": 0.25099, "Y1": 0.6752, "X2": 0.28647, "Y2": 0.675, "X3": 0.28647, "Y3": 0.6928, "X4": 0.24967, "Y4": 0.6928, "page": 0, "Index": 196}, {"Word": "preteens", "Confidence": 0.994, "X1": 0.29172, "Y1": 0.6752, "X2": 0.37188, "Y2": 0.675, "X3": 0.37057, "Y3": 0.6928, "X4": 0.29041, "Y4": 0.6928, "page": 0, "Index": 197}, {"Word": "and", "Confidence": 0.998, "X1": 0.37582, "Y1": 0.6752, "X2": 0.4113, "Y2": 0.675, "X3": 0.4113, "Y3": 0.6928, "X4": 0.37582, "Y4": 0.6928, "page": 0, "Index": 198}, {"Word": "teens", "Confidence": 0.997, "X1": 0.41656, "Y1": 0.6752, "X2": 0.46518, "Y2": 0.675, "X3": 0.46386, "Y3": 0.6928, "X4": 0.41524, "Y4": 0.6928, "page": 0, "Index": 199}, {"Word": "are", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.6752, "X2": 0.49803, "Y2": 0.675, "X3": 0.49671, "Y3": 0.6928, "X4": 0.46912, "Y4": 0.6928, "page": 0, "Index": 200}, {"Word": "aware", "Confidence": 0.997, "X1": 0.50197, "Y1": 0.6752, "X2": 0.55848, "Y2": 0.675, "X3": 0.55848, "Y3": 0.6928, "X4": 0.50197, "Y4": 0.6928, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.56373, "Y1": 0.6752, "X2": 0.58213, "Y2": 0.675, "X3": 0.58213, "Y3": 0.6928, "X4": 0.56242, "Y4": 0.6928, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.58607, "Y1": 0.6752, "X2": 0.61498, "Y2": 0.675, "X3": 0.61498, "Y3": 0.6928, "X4": 0.58607, "Y4": 0.6928, "page": 0, "Index": 203}, {"Word": "health", "Confidence": 0.997, "X1": 0.61892, "Y1": 0.6752, "X2": 0.67937, "Y2": 0.675, "X3": 0.67806, "Y3": 0.6928, "X4": 0.61892, "Y4": 0.6928, "page": 0, "Index": 204}, {"Word": "risks", "Confidence": 0.997, "X1": 0.68331, "Y1": 0.6752, "X2": 0.72668, "Y2": 0.675, "X3": 0.72668, "Y3": 0.6928, "X4": 0.68331, "Y4": 0.6928, "page": 0, "Index": 205}, {"Word": "associated", "Confidence": 0.994, "X1": 0.73193, "Y1": 0.6752, "X2": 0.82786, "Y2": 0.675, "X3": 0.82786, "Y3": 0.6928, "X4": 0.73193, "Y4": 0.6928, "page": 0, "Index": 206}, {"Word": "with", "Confidence": 0.998, "X1": 0.14586, "Y1": 0.6952, "X2": 0.18528, "Y2": 0.695, "X3": 0.1866, "Y3": 0.7118, "X4": 0.14717, "Y4": 0.7108, "page": 0, "Index": 207}, {"Word": "smoking.", "Confidence": 0.991, "X1": 0.19054, "Y1": 0.6942, "X2": 0.28252, "Y2": 0.694, "X3": 0.28252, "Y3": 0.7118, "X4": 0.19054, "Y4": 0.7118, "page": 0, "Index": 208}, {"Word": "According", "Confidence": 0.995, "X1": 0.28647, "Y1": 0.6942, "X2": 0.38371, "Y2": 0.694, "X3": 0.38371, "Y3": 0.7128, "X4": 0.28778, "Y4": 0.7118, "page": 0, "Index": 209}, {"Word": "to", "Confidence": 0.955, "X1": 0.38765, "Y1": 0.6942, "X2": 0.40736, "Y2": 0.694, "X3": 0.40736, "Y3": 0.7128, "X4": 0.38896, "Y4": 0.7128, "page": 0, "Index": 210}, {"Word": "the", "Confidence": 0.998, "X1": 0.4113, "Y1": 0.6932, "X2": 0.44021, "Y2": 0.693, "X3": 0.44021, "Y3": 0.7128, "X4": 0.41261, "Y4": 0.7128, "page": 0, "Index": 211}, {"Word": "University", "Confidence": 0.994, "X1": 0.44547, "Y1": 0.6932, "X2": 0.54402, "Y2": 0.693, "X3": 0.54402, "Y3": 0.7128, "X4": 0.44547, "Y4": 0.7128, "page": 0, "Index": 212}, {"Word": "of", "Confidence": 0.998, "X1": 0.54796, "Y1": 0.6932, "X2": 0.56767, "Y2": 0.693, "X3": 0.56767, "Y3": 0.7128, "X4": 0.54796, "Y4": 0.7128, "page": 0, "Index": 213}, {"Word": "Michigan,", "Confidence": 0.994, "X1": 0.57162, "Y1": 0.6942, "X2": 0.6636, "Y2": 0.694, "X3": 0.6636, "Y3": 0.7128, "X4": 0.57162, "Y4": 0.7128, "page": 0, "Index": 214}, {"Word": "high", "Confidence": 0.99, "X1": 0.66886, "Y1": 0.6942, "X2": 0.71222, "Y2": 0.694, "X3": 0.71091, "Y3": 0.7128, "X4": 0.66886, "Y4": 0.7128, "page": 0, "Index": 215}, {"Word": "school", "Confidence": 0.995, "X1": 0.71616, "Y1": 0.6942, "X2": 0.77661, "Y2": 0.694, "X3": 0.77661, "Y3": 0.7128, "X4": 0.71616, "Y4": 0.7128, "page": 0, "Index": 216}, {"Word": "seniors", "Confidence": 0.995, "X1": 0.78187, "Y1": 0.6952, "X2": 0.85151, "Y2": 0.695, "X3": 0.85151, "Y3": 0.7118, "X4": 0.78187, "Y4": 0.7118, "page": 0, "Index": 217}, {"Word": "are", "Confidence": 0.997, "X1": 0.14586, "Y1": 0.7132, "X2": 0.17346, "Y2": 0.713, "X3": 0.17346, "Y3": 0.7298, "X4": 0.14586, "Y4": 0.7298, "page": 0, "Index": 218}, {"Word": "almost", "Confidence": 0.997, "X1": 0.1774, "Y1": 0.7132, "X2": 0.24047, "Y2": 0.713, "X3": 0.24047, "Y3": 0.7308, "X4": 0.17871, "Y4": 0.7298, "page": 0, "Index": 219}, {"Word": "universally", "Confidence": 0.994, "X1": 0.24442, "Y1": 0.7132, "X2": 0.34823, "Y2": 0.713, "X3": 0.34823, "Y3": 0.7318, "X4": 0.24573, "Y4": 0.7308, "page": 0, "Index": 220}, {"Word": "(95%)", "Confidence": 0.997, "X1": 0.35217, "Y1": 0.7132, "X2": 0.40604, "Y2": 0.713, "X3": 0.40604, "Y3": 0.7318, "X4": 0.35348, "Y4": 0.7318, "page": 0, "Index": 221}, {"Word": "aware", "Confidence": 0.998, "X1": 0.40999, "Y1": 0.7132, "X2": 0.46649, "Y2": 0.713, "X3": 0.46649, "Y3": 0.7318, "X4": 0.4113, "Y4": 0.7318, "page": 0, "Index": 222}, {"Word": "that", "Confidence": 0.988, "X1": 0.47175, "Y1": 0.7132, "X2": 0.50854, "Y2": 0.713, "X3": 0.50854, "Y3": 0.7318, "X4": 0.47175, "Y4": 0.7318, "page": 0, "Index": 223}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.5138, "Y1": 0.7132, "X2": 0.59264, "Y2": 0.713, "X3": 0.59264, "Y3": 0.7318, "X4": 0.5138, "Y4": 0.7318, "page": 0, "Index": 224}, {"Word": "poses", "Confidence": 0.998, "X1": 0.5979, "Y1": 0.7132, "X2": 0.64915, "Y2": 0.713, "X3": 0.64915, "Y3": 0.7318, "X4": 0.5979, "Y4": 0.7318, "page": 0, "Index": 225}, {"Word": "a", "Confidence": 0.995, "X1": 0.6544, "Y1": 0.7132, "X2": 0.66491, "Y2": 0.713, "X3": 0.66491, "Y3": 0.7318, "X4": 0.6544, "Y4": 0.7318, "page": 0, "Index": 226}, {"Word": "health", "Confidence": 0.996, "X1": 0.67017, "Y1": 0.7132, "X2": 0.72668, "Y2": 0.713, "X3": 0.72799, "Y3": 0.7318, "X4": 0.67017, "Y4": 0.7318, "page": 0, "Index": 227}, {"Word": "risk.", "Confidence": 0.995, "X1": 0.73193, "Y1": 0.7142, "X2": 0.77661, "Y2": 0.714, "X3": 0.77661, "Y3": 0.7308, "X4": 0.73193, "Y4": 0.7318, "page": 0, "Index": 228}, {"Word": "In", "Confidence": 0.998, "X1": 0.78187, "Y1": 0.7142, "X2": 0.80552, "Y2": 0.714, "X3": 0.80552, "Y3": 0.7308, "X4": 0.78187, "Y4": 0.7308, "page": 0, "Index": 229}, {"Word": "addition,", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.7312, "X2": 0.22865, "Y2": 0.731, "X3": 0.22733, "Y3": 0.7488, "X4": 0.14586, "Y4": 0.7488, "page": 0, "Index": 230}, {"Word": "noted", "Confidence": 0.997, "X1": 0.23259, "Y1": 0.7322, "X2": 0.28647, "Y2": 0.732, "X3": 0.28647, "Y3": 0.7498, "X4": 0.23259, "Y4": 0.7488, "page": 0, "Index": 231}, {"Word": "authorities", "Confidence": 0.993, "X1": 0.29172, "Y1": 0.7322, "X2": 0.39159, "Y2": 0.732, "X3": 0.39159, "Y3": 0.7498, "X4": 0.29172, "Y4": 0.7498, "page": 0, "Index": 232}, {"Word": "also", "Confidence": 0.988, "X1": 0.39685, "Y1": 0.7322, "X2": 0.43101, "Y2": 0.732, "X3": 0.43101, "Y3": 0.7508, "X4": 0.39553, "Y4": 0.7498, "page": 0, "Index": 233}, {"Word": "say", "Confidence": 0.998, "X1": 0.43627, "Y1": 0.7322, "X2": 0.46912, "Y2": 0.732, "X3": 0.46912, "Y3": 0.7508, "X4": 0.43627, "Y4": 0.7508, "page": 0, "Index": 234}, {"Word": "that", "Confidence": 0.988, "X1": 0.47438, "Y1": 0.7322, "X2": 0.50986, "Y2": 0.732, "X3": 0.50986, "Y3": 0.7508, "X4": 0.47306, "Y4": 0.7508, "page": 0, "Index": 235}, {"Word": "a", "Confidence": 0.998, "X1": 0.51511, "Y1": 0.7322, "X2": 0.52431, "Y2": 0.732, "X3": 0.52431, "Y3": 0.7508, "X4": 0.51511, "Y4": 0.7508, "page": 0, "Index": 236}, {"Word": "variety", "Confidence": 0.996, "X1": 0.52957, "Y1": 0.7322, "X2": 0.59658, "Y2": 0.732, "X3": 0.59527, "Y3": 0.7508, "X4": 0.52957, "Y4": 0.7508, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.998, "X1": 0.60053, "Y1": 0.7322, "X2": 0.61761, "Y2": 0.732, "X3": 0.61761, "Y3": 0.7508, "X4": 0.60053, "Y4": 0.7508, "page": 0, "Index": 238}, {"Word": "messages,", "Confidence": 0.995, "X1": 0.62286, "Y1": 0.7322, "X2": 0.71616, "Y2": 0.732, "X3": 0.71616, "Y3": 0.7508, "X4": 0.62286, "Y4": 0.7508, "page": 0, "Index": 239}, {"Word": "beyond", "Confidence": 0.997, "X1": 0.72142, "Y1": 0.7322, "X2": 0.79238, "Y2": 0.732, "X3": 0.79238, "Y3": 0.7498, "X4": 0.72142, "Y4": 0.7508, "page": 0, "Index": 240}, {"Word": "\"health", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.7492, "X2": 0.21025, "Y2": 0.749, "X3": 0.21025, "Y3": 0.7668, "X4": 0.14586, "Y4": 0.7658, "page": 0, "Index": 241}, {"Word": "messages\"", "Confidence": 0.991, "X1": 0.21551, "Y1": 0.7492, "X2": 0.31406, "Y2": 0.749, "X3": 0.31406, "Y3": 0.7678, "X4": 0.21551, "Y4": 0.7668, "page": 0, "Index": 242}, {"Word": "are", "Confidence": 0.998, "X1": 0.31932, "Y1": 0.7492, "X2": 0.34691, "Y2": 0.749, "X3": 0.34691, "Y3": 0.7678, "X4": 0.318, "Y4": 0.7678, "page": 0, "Index": 243}, {"Word": "prevent", "Confidence": 0.997, "X1": 0.54928, "Y1": 0.7492, "X2": 0.62024, "Y2": 0.749, "X3": 0.62024, "Y3": 0.7678, "X4": 0.54928, "Y4": 0.7688, "page": 0, "Index": 244}, {"Word": "kids", "Confidence": 0.986, "X1": 0.62549, "Y1": 0.7492, "X2": 0.66491, "Y2": 0.749, "X3": 0.66491, "Y3": 0.7678, "X4": 0.62549, "Y4": 0.7678, "page": 0, "Index": 245}, {"Word": "from", "Confidence": 0.99, "X1": 0.67017, "Y1": 0.7492, "X2": 0.71091, "Y2": 0.749, "X3": 0.71091, "Y3": 0.7678, "X4": 0.67017, "Y4": 0.7678, "page": 0, "Index": 246}, {"Word": "smoking.", "Confidence": 0.991, "X1": 0.72142, "Y1": 0.7492, "X2": 0.80946, "Y2": 0.749, "X3": 0.80946, "Y3": 0.7668, "X4": 0.72011, "Y4": 0.7678, "page": 0, "Index": 247}, {"Word": "PM", "Confidence": 0.998, "X1": 0.81472, "Y1": 0.7492, "X2": 0.84231, "Y2": 0.749, "X3": 0.84231, "Y3": 0.7668, "X4": 0.81472, "Y4": 0.7668, "page": 0, "Index": 248}, {"Word": "important", "Confidence": 0.995, "X1": 0.35217, "Y1": 0.7492, "X2": 0.44547, "Y2": 0.749, "X3": 0.44547, "Y3": 0.7688, "X4": 0.35217, "Y4": 0.7678, "page": 0, "Index": 249}, {"Word": "in", "Confidence": 0.998, "X1": 0.45072, "Y1": 0.7492, "X2": 0.46781, "Y2": 0.749, "X3": 0.46781, "Y3": 0.7688, "X4": 0.45072, "Y4": 0.7688, "page": 0, "Index": 250}, {"Word": "helping", "Confidence": 0.997, "X1": 0.47306, "Y1": 0.7492, "X2": 0.54402, "Y2": 0.749, "X3": 0.54402, "Y3": 0.7688, "X4": 0.47306, "Y4": 0.7688, "page": 0, "Index": 251}, {"Word": "has", "Confidence": 0.995, "X1": 0.14455, "Y1": 0.7672, "X2": 0.17346, "Y2": 0.767, "X3": 0.17346, "Y3": 0.7878, "X4": 0.14455, "Y4": 0.7878, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.998, "X1": 0.17871, "Y1": 0.7682, "X2": 0.20894, "Y2": 0.768, "X3": 0.20894, "Y3": 0.7878, "X4": 0.17871, "Y4": 0.7878, "page": 0, "Index": 253}, {"Word": "opportunity", "Confidence": 0.994, "X1": 0.21419, "Y1": 0.7682, "X2": 0.3272, "Y2": 0.768, "X3": 0.32589, "Y3": 0.7878, "X4": 0.21288, "Y4": 0.7878, "page": 0, "Index": 254}, {"Word": "relevant", "Confidence": 0.995, "X1": 0.50854, "Y1": 0.7682, "X2": 0.58344, "Y2": 0.768, "X3": 0.58344, "Y3": 0.7878, "X4": 0.50854, "Y4": 0.7888, "page": 0, "Index": 255}, {"Word": "messages", "Confidence": 0.995, "X1": 0.5887, "Y1": 0.7682, "X2": 0.67543, "Y2": 0.768, "X3": 0.67543, "Y3": 0.7878, "X4": 0.5887, "Y4": 0.7878, "page": 0, "Index": 256}, {"Word": "and", "Confidence": 0.998, "X1": 0.68068, "Y1": 0.7682, "X2": 0.71748, "Y2": 0.768, "X3": 0.71616, "Y3": 0.7878, "X4": 0.68068, "Y4": 0.7878, "page": 0, "Index": 257}, {"Word": "decided", "Confidence": 0.996, "X1": 0.72273, "Y1": 0.7682, "X2": 0.79632, "Y2": 0.768, "X3": 0.79501, "Y3": 0.7878, "X4": 0.72142, "Y4": 0.7878, "page": 0, "Index": 258}, {"Word": "on", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.7682, "X2": 0.82392, "Y2": 0.768, "X3": 0.8226, "Y3": 0.7878, "X4": 0.80026, "Y4": 0.7878, "page": 0, "Index": 259}, {"Word": "a", "Confidence": 0.995, "X1": 0.82917, "Y1": 0.7682, "X2": 0.84363, "Y2": 0.768, "X3": 0.84231, "Y3": 0.7878, "X4": 0.82786, "Y4": 0.7878, "page": 0, "Index": 260}, {"Word": "to", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.7682, "X2": 0.34954, "Y2": 0.768, "X3": 0.34823, "Y3": 0.7888, "X4": 0.33114, "Y4": 0.7878, "page": 0, "Index": 261}, {"Word": "contribute", "Confidence": 0.994, "X1": 0.3548, "Y1": 0.7682, "X2": 0.44941, "Y2": 0.768, "X3": 0.44941, "Y3": 0.7888, "X4": 0.35348, "Y4": 0.7888, "page": 0, "Index": 262}, {"Word": "other", "Confidence": 0.997, "X1": 0.45466, "Y1": 0.7682, "X2": 0.50329, "Y2": 0.768, "X3": 0.50329, "Y3": 0.7888, "X4": 0.45466, "Y4": 0.7888, "page": 0, "Index": 263}, {"Word": "youth", "Confidence": 0.996, "X1": 0.14455, "Y1": 0.7892, "X2": 0.19711, "Y2": 0.789, "X3": 0.19711, "Y3": 0.8068, "X4": 0.14455, "Y4": 0.8068, "page": 0, "Index": 264}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.20237, "Y1": 0.7892, "X2": 0.28384, "Y2": 0.789, "X3": 0.28384, "Y3": 0.8068, "X4": 0.20237, "Y4": 0.8068, "page": 0, "Index": 265}, {"Word": "prevention", "Confidence": 0.995, "X1": 0.28909, "Y1": 0.7882, "X2": 0.39028, "Y2": 0.788, "X3": 0.39028, "Y3": 0.8068, "X4": 0.28909, "Y4": 0.8068, "page": 0, "Index": 266}, {"Word": "effort", "Confidence": 0.997, "X1": 0.39553, "Y1": 0.7882, "X2": 0.44547, "Y2": 0.788, "X3": 0.44547, "Y3": 0.8068, "X4": 0.39553, "Y4": 0.8068, "page": 0, "Index": 267}, {"Word": "that", "Confidence": 0.988, "X1": 0.45072, "Y1": 0.7882, "X2": 0.4862, "Y2": 0.788, "X3": 0.4862, "Y3": 0.8068, "X4": 0.45072, "Y4": 0.8068, "page": 0, "Index": 268}, {"Word": "negates", "Confidence": 0.996, "X1": 0.49146, "Y1": 0.7882, "X2": 0.5611, "Y2": 0.788, "X3": 0.5611, "Y3": 0.8068, "X4": 0.49146, "Y4": 0.8068, "page": 0, "Index": 269}, {"Word": "kids'", "Confidence": 0.979, "X1": 0.56636, "Y1": 0.7882, "X2": 0.61104, "Y2": 0.788, "X3": 0.61104, "Y3": 0.8068, "X4": 0.56505, "Y4": 0.8068, "page": 0, "Index": 270}, {"Word": "reasons", "Confidence": 0.996, "X1": 0.61629, "Y1": 0.7882, "X2": 0.68725, "Y2": 0.788, "X3": 0.68725, "Y3": 0.8068, "X4": 0.61629, "Y4": 0.8068, "page": 0, "Index": 271}, {"Word": "for", "Confidence": 0.998, "X1": 0.69251, "Y1": 0.7892, "X2": 0.71879, "Y2": 0.789, "X3": 0.71879, "Y3": 0.8068, "X4": 0.69251, "Y4": 0.8068, "page": 0, "Index": 272}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.72405, "Y1": 0.7892, "X2": 0.8042, "Y2": 0.789, "X3": 0.8042, "Y3": 0.8068, "X4": 0.72405, "Y4": 0.8068, "page": 0, "Index": 273}, {"Word": "in", "Confidence": 0.998, "X1": 0.80946, "Y1": 0.7892, "X2": 0.82786, "Y2": 0.789, "X3": 0.82786, "Y3": 0.8068, "X4": 0.80815, "Y4": 0.8068, "page": 0, "Index": 274}, {"Word": "the", "Confidence": 0.998, "X1": 0.83311, "Y1": 0.7892, "X2": 0.86597, "Y2": 0.789, "X3": 0.86465, "Y3": 0.8068, "X4": 0.83311, "Y4": 0.8068, "page": 0, "Index": 275}, {"Word": "first", "Confidence": 0.998, "X1": 0.14586, "Y1": 0.8072, "X2": 0.18003, "Y2": 0.807, "X3": 0.18003, "Y3": 0.8258, "X4": 0.14586, "Y4": 0.8258, "page": 0, "Index": 276}, {"Word": "place.", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.8072, "X2": 0.24442, "Y2": 0.807, "X3": 0.2431, "Y3": 0.8268, "X4": 0.18528, "Y4": 0.8258, "page": 0, "Index": 277}, {"Word": "Our", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.8472, "X2": 0.18265, "Y2": 0.847, "X3": 0.18003, "Y3": 0.8668, "X4": 0.14192, "Y4": 0.8658, "page": 0, "Index": 278}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.1866, "Y1": 0.8482, "X2": 0.29304, "Y2": 0.848, "X3": 0.29041, "Y3": 0.8668, "X4": 0.18528, "Y4": 0.8668, "page": 0, "Index": 279}, {"Word": "campaign", "Confidence": 0.995, "X1": 0.29698, "Y1": 0.8482, "X2": 0.38633, "Y2": 0.848, "X3": 0.38502, "Y3": 0.8668, "X4": 0.29566, "Y4": 0.8668, "page": 0, "Index": 280}, {"Word": "strategy", "Confidence": 0.996, "X1": 0.39159, "Y1": 0.8482, "X2": 0.46649, "Y2": 0.848, "X3": 0.46518, "Y3": 0.8668, "X4": 0.39028, "Y4": 0.8668, "page": 0, "Index": 281}, {"Word": "is", "Confidence": 0.998, "X1": 0.47175, "Y1": 0.8482, "X2": 0.48752, "Y2": 0.848, "X3": 0.4862, "Y3": 0.8668, "X4": 0.47043, "Y4": 0.8668, "page": 0, "Index": 282}, {"Word": "to", "Confidence": 0.997, "X1": 0.49277, "Y1": 0.8482, "X2": 0.50986, "Y2": 0.848, "X3": 0.50854, "Y3": 0.8668, "X4": 0.49146, "Y4": 0.8668, "page": 0, "Index": 283}, {"Word": "convince", "Confidence": 0.996, "X1": 0.51511, "Y1": 0.8482, "X2": 0.59658, "Y2": 0.848, "X3": 0.59527, "Y3": 0.8668, "X4": 0.5138, "Y4": 0.8668, "page": 0, "Index": 284}, {"Word": "kids", "Confidence": 0.987, "X1": 0.60053, "Y1": 0.8482, "X2": 0.64126, "Y2": 0.848, "X3": 0.63995, "Y3": 0.8668, "X4": 0.60053, "Y4": 0.8668, "page": 0, "Index": 285}, {"Word": "that", "Confidence": 0.988, "X1": 0.6452, "Y1": 0.8482, "X2": 0.682, "Y2": 0.848, "X3": 0.682, "Y3": 0.8668, "X4": 0.6452, "Y4": 0.8668, "page": 0, "Index": 286}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.68725, "Y1": 0.8482, "X2": 0.76741, "Y2": 0.848, "X3": 0.7661, "Y3": 0.8658, "X4": 0.68594, "Y4": 0.8668, "page": 0, "Index": 287}, {"Word": "is", "Confidence": 0.998, "X1": 0.77135, "Y1": 0.8482, "X2": 0.78581, "Y2": 0.848, "X3": 0.78581, "Y3": 0.8658, "X4": 0.77135, "Y4": 0.8658, "page": 0, "Index": 288}, {"Word": "not", "Confidence": 0.998, "X1": 0.79106, "Y1": 0.8482, "X2": 0.82786, "Y2": 0.848, "X3": 0.82786, "Y3": 0.8658, "X4": 0.79106, "Y4": 0.8658, "page": 0, "Index": 289}, {"Word": "cool", "Confidence": 0.988, "X1": 0.14455, "Y1": 0.8662, "X2": 0.18134, "Y2": 0.866, "X3": 0.18134, "Y3": 0.8848, "X4": 0.14455, "Y4": 0.8848, "page": 0, "Index": 290}, {"Word": "and", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.8662, "X2": 0.22339, "Y2": 0.866, "X3": 0.22208, "Y3": 0.8848, "X4": 0.1866, "Y4": 0.8848, "page": 0, "Index": 291}, {"Word": "they", "Confidence": 0.989, "X1": 0.22733, "Y1": 0.8662, "X2": 0.26807, "Y2": 0.866, "X3": 0.26807, "Y3": 0.8848, "X4": 0.22733, "Y4": 0.8848, "page": 0, "Index": 292}, {"Word": "should", "Confidence": 0.997, "X1": 0.27332, "Y1": 0.8662, "X2": 0.33771, "Y2": 0.866, "X3": 0.3364, "Y3": 0.8848, "X4": 0.27201, "Y4": 0.8848, "page": 0, "Index": 293}, {"Word": "not", "Confidence": 0.998, "X1": 0.34166, "Y1": 0.8662, "X2": 0.37319, "Y2": 0.866, "X3": 0.37319, "Y3": 0.8848, "X4": 0.34166, "Y4": 0.8848, "page": 0, "Index": 294}, {"Word": "and", "Confidence": 0.998, "X1": 0.37845, "Y1": 0.8662, "X2": 0.41524, "Y2": 0.866, "X3": 0.41393, "Y3": 0.8848, "X4": 0.37714, "Y4": 0.8848, "page": 0, "Index": 295}, {"Word": "do", "Confidence": 0.998, "X1": 0.41919, "Y1": 0.8662, "X2": 0.44284, "Y2": 0.866, "X3": 0.44152, "Y3": 0.8848, "X4": 0.41787, "Y4": 0.8848, "page": 0, "Index": 296}, {"Word": "not", "Confidence": 0.998, "X1": 0.44809, "Y1": 0.8662, "X2": 0.477, "Y2": 0.866, "X3": 0.477, "Y3": 0.8848, "X4": 0.44678, "Y4": 0.8848, "page": 0, "Index": 297}, {"Word": "need", "Confidence": 0.991, "X1": 0.48226, "Y1": 0.8662, "X2": 0.52825, "Y2": 0.866, "X3": 0.52694, "Y3": 0.8848, "X4": 0.48095, "Y4": 0.8848, "page": 0, "Index": 298}, {"Word": "to", "Confidence": 0.998, "X1": 0.53219, "Y1": 0.8662, "X2": 0.55191, "Y2": 0.866, "X3": 0.55059, "Y3": 0.8848, "X4": 0.53219, "Y4": 0.8848, "page": 0, "Index": 299}, {"Word": "smoke", "Confidence": 0.998, "X1": 0.55585, "Y1": 0.8662, "X2": 0.61761, "Y2": 0.866, "X3": 0.61629, "Y3": 0.8848, "X4": 0.55453, "Y4": 0.8848, "page": 0, "Index": 300}, {"Word": "to", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.8662, "X2": 0.64126, "Y2": 0.866, "X3": 0.63995, "Y3": 0.8848, "X4": 0.62155, "Y4": 0.8848, "page": 0, "Index": 301}, {"Word": "define", "Confidence": 0.997, "X1": 0.6452, "Y1": 0.8672, "X2": 0.70434, "Y2": 0.867, "X3": 0.70302, "Y3": 0.8838, "X4": 0.6452, "Y4": 0.8838, "page": 0, "Index": 302}, {"Word": "themselves.", "Confidence": 0.991, "X1": 0.70828, "Y1": 0.8672, "X2": 0.82129, "Y2": 0.867, "X3": 0.81866, "Y3": 0.8838, "X4": 0.70696, "Y4": 0.8838, "page": 0, "Index": 303}, {"Word": "2080249217", "Confidence": 0.994, "X1": 0.9435, "Y1": 0.8892, "X2": 0.94612, "Y2": 0.889, "X3": 0.91984, "Y3": 0.8888, "X4": 0.91721, "Y4": 0.7848, "page": 0, "Index": 304}, {"Word": "6", "Confidence": 0.995, "X1": 0.85414, "Y1": 0.9472, "X2": 0.86465, "Y2": 0.947, "X3": 0.86465, "Y3": 0.9618, "X4": 0.85414, "Y4": 0.9618, "page": 0, "Index": 305}]}
"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"
ffyn0177
1
{"lines_data": [{"Word": "Smoking rates and advertising/marketing", "Confidence": 0.996, "X1": 0.11958, "Y1": 0.0712, "X2": 0.52168, "Y2": 0.071, "X3": 0.52168, "Y3": 0.0918, "X4": 0.11958, "Y4": 0.0918, "page": 0}, {"Word": ". We recognize that many of our critics believe that increasing smoking rates", "Confidence": 0.96238, "X1": 0.11827, "Y1": 0.1102, "X2": 0.84888, "Y2": 0.11, "X3": 0.84888, "Y3": 0.1298, "X4": 0.11827, "Y4": 0.1288, "page": 0}, {"Word": "among youth have been the result of industry marketing activity. We are not", "Confidence": 0.99531, "X1": 0.15112, "Y1": 0.1292, "X2": 0.86859, "Y2": 0.129, "X3": 0.86859, "Y3": 0.1478, "X4": 0.15112, "Y4": 0.1478, "page": 0}, {"Word": "aware that there is any body of research that supports this claim.", "Confidence": 0.99467, "X1": 0.14849, "Y1": 0.1482, "X2": 0.74901, "Y2": 0.148, "X3": 0.74901, "Y3": 0.1678, "X4": 0.14849, "Y4": 0.1668, "page": 0}, {"Word": "With regard to the recent study of increased smoking among college students", "Confidence": 0.99592, "X1": 0.1498, "Y1": 0.1872, "X2": 0.86859, "Y2": 0.187, "X3": 0.86859, "Y3": 0.2068, "X4": 0.1498, "Y4": 0.2058, "page": 0}, {"Word": "- we do not advertise in college publications and do not conduct promotions", "Confidence": 0.99515, "X1": 0.15112, "Y1": 0.2062, "X2": 0.86465, "Y2": 0.206, "X3": 0.86465, "Y3": 0.2238, "X4": 0.15112, "Y4": 0.2238, "page": 0}, {"Word": "on campuses. Our bar events are conducted at locations where admission is", "Confidence": 0.9965, "X1": 0.1498, "Y1": 0.2242, "X2": 0.85414, "Y2": 0.224, "X3": 0.85414, "Y3": 0.2418, "X4": 0.1498, "Y4": 0.2438, "page": 0}, {"Word": "restricted to those individuals who are 21 years of age or older.", "Confidence": 0.99675, "X1": 0.1498, "Y1": 0.2442, "X2": 0.73587, "Y2": 0.244, "X3": 0.73587, "Y3": 0.2628, "X4": 0.1498, "Y4": 0.2618, "page": 0}, {"Word": "Role of cigarette advertising and marketing/ Settlement restrictions", "Confidence": 0.987, "X1": 0.11958, "Y1": 0.2802, "X2": 0.76084, "Y2": 0.28, "X3": 0.76084, "Y3": 0.3008, "X4": 0.11958, "Y4": 0.3008, "page": 0}, {"Word": "We market to adult smokers only and adhere to strict industry codes", "Confidence": 0.99592, "X1": 0.15112, "Y1": 0.3202, "X2": 0.78712, "Y2": 0.32, "X3": 0.78712, "Y3": 0.3388, "X4": 0.15112, "Y4": 0.3388, "page": 0}, {"Word": "regarding our marketing activity. We believe, and many experts agree, that", "Confidence": 0.99455, "X1": 0.1498, "Y1": 0.3392, "X2": 0.85414, "Y2": 0.339, "X3": 0.85414, "Y3": 0.3588, "X4": 0.1498, "Y4": 0.3578, "page": 0}, {"Word": "cigarette brand marketing does not cause kids to start smoking.", "Confidence": 0.9942, "X1": 0.1498, "Y1": 0.3582, "X2": 0.73719, "Y2": 0.358, "X3": 0.73719, "Y3": 0.3768, "X4": 0.1498, "Y4": 0.3768, "page": 0}, {"Word": "(The new restrictions under the multi-state settlement address many of the", "Confidence": 0.99255, "X1": 0.15112, "Y1": 0.3972, "X2": 0.84363, "Y2": 0.397, "X3": 0.84363, "Y3": 0.4158, "X4": 0.15112, "Y4": 0.4148, "page": 0}, {"Word": "marketing practices which public health officials have said may contribute to", "Confidence": 0.99482, "X1": 0.1498, "Y1": 0.4152, "X2": 0.86202, "Y2": 0.415, "X3": 0.86202, "Y3": 0.4338, "X4": 0.1498, "Y4": 0.4348, "page": 0}, {"Word": "youth smoking.)", "Confidence": 0.9895, "X1": 0.15112, "Y1": 0.4352, "X2": 0.30486, "Y2": 0.435, "X3": 0.30486, "Y3": 0.4528, "X4": 0.15112, "Y4": 0.4528, "page": 0}, {"Word": "Why now", "Confidence": 0.998, "X1": 0.11695, "Y1": 0.4732, "X2": 0.21682, "Y2": 0.473, "X3": 0.21682, "Y3": 0.4908, "X4": 0.11695, "Y4": 0.4898, "page": 0}, {"Word": "The Youth Smoking Prevention department was created approximately six", "Confidence": 0.99544, "X1": 0.1498, "Y1": 0.5102, "X2": 0.84363, "Y2": 0.51, "X3": 0.84363, "Y3": 0.5298, "X4": 0.1498, "Y4": 0.5288, "page": 0}, {"Word": "months ago and is now ready to begin the first phase of our multi-pronged", "Confidence": 0.99707, "X1": 0.15112, "Y1": 0.5292, "X2": 0.84363, "Y2": 0.529, "X3": 0.84363, "Y3": 0.5488, "X4": 0.15112, "Y4": 0.5488, "page": 0}, {"Word": "approach.", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.5502, "X2": 0.24704, "Y2": 0.55, "X3": 0.24704, "Y3": 0.5668, "X4": 0.15112, "Y4": 0.5678, "page": 0}, {"Word": "(This is not related to the recent multi-state settlement. But the settlement", "Confidence": 0.99475, "X1": 0.14586, "Y1": 0.5872, "X2": 0.83574, "Y2": 0.587, "X3": 0.83574, "Y3": 0.6058, "X4": 0.14586, "Y4": 0.6058, "page": 0}, {"Word": "certainly puts in place a number of pieces which many in the public health", "Confidence": 0.9955, "X1": 0.15243, "Y1": 0.6062, "X2": 0.83706, "Y2": 0.606, "X3": 0.83706, "Y3": 0.6248, "X4": 0.15243, "Y4": 0.6258, "page": 0}, {"Word": "community have long advocated - no billboard or transit advertisements, no", "Confidence": 0.99164, "X1": 0.15112, "Y1": 0.6242, "X2": 0.86991, "Y2": 0.624, "X3": 0.86991, "Y3": 0.6438, "X4": 0.15112, "Y4": 0.6448, "page": 0}, {"Word": "cartoons, no caps and T-shirts with cigarette brand logos, etc. And there is a", "Confidence": 0.99457, "X1": 0.1498, "Y1": 0.6442, "X2": 0.86334, "Y2": 0.644, "X3": 0.86334, "Y3": 0.6628, "X4": 0.1498, "Y4": 0.6638, "page": 0}, {"Word": "lot happening at the retail level on the access issue. Let's build on all these", "Confidence": 0.99653, "X1": 0.15112, "Y1": 0.6632, "X2": 0.841, "Y2": 0.663, "X3": 0.841, "Y3": 0.6808, "X4": 0.15112, "Y4": 0.6818, "page": 0}, {"Word": "efforts with positive, reinforcing activities for kids that the public health", "Confidence": 0.98573, "X1": 0.14849, "Y1": 0.6812, "X2": 0.81735, "Y2": 0.681, "X3": 0.81735, "Y3": 0.6998, "X4": 0.14849, "Y4": 0.7008, "page": 0}, {"Word": "community has also called for.)", "Confidence": 0.9946, "X1": 0.14849, "Y1": 0.7012, "X2": 0.44152, "Y2": 0.701, "X3": 0.44152, "Y3": 0.7198, "X4": 0.14849, "Y4": 0.7208, "page": 0}, {"Word": "Why PM USA is doing this", "Confidence": 0.99683, "X1": 0.11432, "Y1": 0.7372, "X2": 0.38108, "Y2": 0.737, "X3": 0.38108, "Y3": 0.7548, "X4": 0.11432, "Y4": 0.7548, "page": 0}, {"Word": "The incidence of youth smoking is rising, and as the largest manufacturer of", "Confidence": 0.99654, "X1": 0.14849, "Y1": 0.7782, "X2": 0.85677, "Y2": 0.778, "X3": 0.85677, "Y3": 0.7978, "X4": 0.14849, "Y4": 0.7968, "page": 0}, {"Word": "cigarettes in the U.S ., we must take responsible action to prevent kids from", "Confidence": 0.99171, "X1": 0.1498, "Y1": 0.7972, "X2": 0.84231, "Y2": 0.797, "X3": 0.84231, "Y3": 0.8158, "X4": 0.1498, "Y4": 0.8148, "page": 0}, {"Word": "starting to smoke. There are also solid business reasons to do this. This", "Confidence": 0.99515, "X1": 0.15112, "Y1": 0.8152, "X2": 0.81603, "Y2": 0.815, "X3": 0.81603, "Y3": 0.8338, "X4": 0.15112, "Y4": 0.8338, "page": 0}, {"Word": "problem is regularly used to demonize us, used in suits against us and to", "Confidence": 0.99164, "X1": 0.1498, "Y1": 0.8342, "X2": 0.82523, "Y2": 0.834, "X3": 0.82523, "Y3": 0.8528, "X4": 0.1498, "Y4": 0.8528, "page": 0}, {"Word": "penalize our consumers with excessive taxes. It is in the best interests of our", "Confidence": 0.99457, "X1": 0.14849, "Y1": 0.8532, "X2": 0.8594, "Y2": 0.853, "X3": 0.8594, "Y3": 0.8718, "X4": 0.14849, "Y4": 0.8718, "page": 0}, {"Word": "2080249213", "Confidence": 0.993, "X1": 0.96978, "Y1": 0.8722, "X2": 0.96583, "Y2": 0.872, "X3": 0.94087, "Y3": 0.8718, "X4": 0.9435, "Y4": 0.7618, "page": 0}, {"Word": "employees, consumers and our shareholders that we do more to reduce youth", "Confidence": 0.99283, "X1": 0.15112, "Y1": 0.8722, "X2": 0.87385, "Y2": 0.872, "X3": 0.87385, "Y3": 0.8908, "X4": 0.15112, "Y4": 0.8908, "page": 0}, {"Word": "smoking.", "Confidence": 0.967, "X1": 0.1498, "Y1": 0.8922, "X2": 0.23653, "Y2": 0.892, "X3": 0.23653, "Y3": 0.9098, "X4": 0.1498, "Y4": 0.9098, "page": 0}, {"Word": "2", "Confidence": 0.995, "X1": 0.85677, "Y1": 0.9452, "X2": 0.87385, "Y2": 0.945, "X3": 0.87385, "Y3": 0.9598, "X4": 0.85808, "Y4": 0.9588, "page": 0}], "words_data": [{"Word": "Smoking", "Confidence": 0.997, "X1": 0.12089, "Y1": 0.0722, "X2": 0.20499, "Y2": 0.072, "X3": 0.20499, "Y3": 0.0908, "X4": 0.12089, "Y4": 0.0908, "page": 0, "Index": 0}, {"Word": "rates", "Confidence": 0.998, "X1": 0.21025, "Y1": 0.0722, "X2": 0.25624, "Y2": 0.072, "X3": 0.25624, "Y3": 0.0908, "X4": 0.21025, "Y4": 0.0908, "page": 0, "Index": 1}, {"Word": "and", "Confidence": 0.998, "X1": 0.2615, "Y1": 0.0722, "X2": 0.29829, "Y2": 0.072, "X3": 0.29829, "Y3": 0.0918, "X4": 0.2615, "Y4": 0.0908, "page": 0, "Index": 2}, {"Word": "advertising/marketing", "Confidence": 0.991, "X1": 0.30355, "Y1": 0.0712, "X2": 0.51905, "Y2": 0.071, "X3": 0.51905, "Y3": 0.0928, "X4": 0.30355, "Y4": 0.0918, "page": 0, "Index": 3}, {"Word": ".", "Confidence": 0.583, "X1": 0.11958, "Y1": 0.1102, "X2": 0.13403, "Y2": 0.11, "X3": 0.13272, "Y3": 0.1298, "X4": 0.11827, "Y4": 0.1298, "page": 0, "Index": 4}, {"Word": "We", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.1102, "X2": 0.18003, "Y2": 0.11, "X3": 0.17871, "Y3": 0.1298, "X4": 0.1498, "Y4": 0.1298, "page": 0, "Index": 5}, {"Word": "recognize", "Confidence": 0.994, "X1": 0.18528, "Y1": 0.1102, "X2": 0.27595, "Y2": 0.11, "X3": 0.27464, "Y3": 0.1298, "X4": 0.18397, "Y4": 0.1298, "page": 0, "Index": 6}, {"Word": "that", "Confidence": 0.988, "X1": 0.28121, "Y1": 0.1102, "X2": 0.31669, "Y2": 0.11, "X3": 0.31669, "Y3": 0.1298, "X4": 0.27989, "Y4": 0.1298, "page": 0, "Index": 7}, {"Word": "many", "Confidence": 0.988, "X1": 0.32194, "Y1": 0.1102, "X2": 0.37451, "Y2": 0.11, "X3": 0.37319, "Y3": 0.1298, "X4": 0.32063, "Y4": 0.1298, "page": 0, "Index": 8}, {"Word": "of", "Confidence": 0.998, "X1": 0.37976, "Y1": 0.1112, "X2": 0.39816, "Y2": 0.111, "X3": 0.39685, "Y3": 0.1298, "X4": 0.37845, "Y4": 0.1298, "page": 0, "Index": 9}, {"Word": "our", "Confidence": 0.998, "X1": 0.4021, "Y1": 0.1112, "X2": 0.43627, "Y2": 0.111, "X3": 0.43495, "Y3": 0.1298, "X4": 0.4021, "Y4": 0.1298, "page": 0, "Index": 10}, {"Word": "critics", "Confidence": 0.994, "X1": 0.44021, "Y1": 0.1112, "X2": 0.4954, "Y2": 0.111, "X3": 0.49409, "Y3": 0.1298, "X4": 0.44021, "Y4": 0.1298, "page": 0, "Index": 11}, {"Word": "believe", "Confidence": 0.995, "X1": 0.49934, "Y1": 0.1112, "X2": 0.56636, "Y2": 0.111, "X3": 0.56505, "Y3": 0.1298, "X4": 0.49934, "Y4": 0.1298, "page": 0, "Index": 12}, {"Word": "that", "Confidence": 0.987, "X1": 0.5703, "Y1": 0.1112, "X2": 0.6071, "Y2": 0.111, "X3": 0.60578, "Y3": 0.1298, "X4": 0.5703, "Y4": 0.1298, "page": 0, "Index": 13}, {"Word": "increasing", "Confidence": 0.995, "X1": 0.61235, "Y1": 0.1112, "X2": 0.70696, "Y2": 0.111, "X3": 0.70696, "Y3": 0.1298, "X4": 0.61104, "Y4": 0.1298, "page": 0, "Index": 14}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.71222, "Y1": 0.1112, "X2": 0.79369, "Y2": 0.111, "X3": 0.79238, "Y3": 0.1298, "X4": 0.71222, "Y4": 0.1298, "page": 0, "Index": 15}, {"Word": "rates", "Confidence": 0.997, "X1": 0.79763, "Y1": 0.1122, "X2": 0.84888, "Y2": 0.112, "X3": 0.84757, "Y3": 0.1298, "X4": 0.79763, "Y4": 0.1298, "page": 0, "Index": 16}, {"Word": "among", "Confidence": 0.994, "X1": 0.15243, "Y1": 0.1302, "X2": 0.21419, "Y2": 0.13, "X3": 0.21288, "Y3": 0.1478, "X4": 0.15243, "Y4": 0.1478, "page": 0, "Index": 17}, {"Word": "youth", "Confidence": 0.994, "X1": 0.21813, "Y1": 0.1302, "X2": 0.27464, "Y2": 0.13, "X3": 0.27332, "Y3": 0.1478, "X4": 0.21813, "Y4": 0.1478, "page": 0, "Index": 18}, {"Word": "activity.", "Confidence": 0.995, "X1": 0.67806, "Y1": 0.1292, "X2": 0.7569, "Y2": 0.129, "X3": 0.7569, "Y3": 0.1478, "X4": 0.67674, "Y4": 0.1488, "page": 0, "Index": 19}, {"Word": "We", "Confidence": 0.998, "X1": 0.76216, "Y1": 0.1302, "X2": 0.79238, "Y2": 0.13, "X3": 0.79238, "Y3": 0.1478, "X4": 0.76216, "Y4": 0.1478, "page": 0, "Index": 20}, {"Word": "are", "Confidence": 0.998, "X1": 0.79763, "Y1": 0.1302, "X2": 0.82523, "Y2": 0.13, "X3": 0.82523, "Y3": 0.1478, "X4": 0.79763, "Y4": 0.1478, "page": 0, "Index": 21}, {"Word": "not", "Confidence": 0.998, "X1": 0.83049, "Y1": 0.1302, "X2": 0.86859, "Y2": 0.13, "X3": 0.86859, "Y3": 0.1478, "X4": 0.83049, "Y4": 0.1478, "page": 0, "Index": 22}, {"Word": "have", "Confidence": 0.991, "X1": 0.27858, "Y1": 0.1292, "X2": 0.32326, "Y2": 0.129, "X3": 0.32194, "Y3": 0.1488, "X4": 0.27858, "Y4": 0.1478, "page": 0, "Index": 23}, {"Word": "been", "Confidence": 0.988, "X1": 0.3272, "Y1": 0.1292, "X2": 0.37188, "Y2": 0.129, "X3": 0.37188, "Y3": 0.1488, "X4": 0.3272, "Y4": 0.1488, "page": 0, "Index": 24}, {"Word": "the", "Confidence": 0.998, "X1": 0.37714, "Y1": 0.1292, "X2": 0.40604, "Y2": 0.129, "X3": 0.40604, "Y3": 0.1488, "X4": 0.37582, "Y4": 0.1488, "page": 0, "Index": 25}, {"Word": "result", "Confidence": 0.997, "X1": 0.4113, "Y1": 0.1292, "X2": 0.46386, "Y2": 0.129, "X3": 0.46386, "Y3": 0.1488, "X4": 0.40999, "Y4": 0.1488, "page": 0, "Index": 26}, {"Word": "of", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.1292, "X2": 0.48752, "Y2": 0.129, "X3": 0.48752, "Y3": 0.1488, "X4": 0.46912, "Y4": 0.1488, "page": 0, "Index": 27}, {"Word": "industry", "Confidence": 0.995, "X1": 0.49146, "Y1": 0.1292, "X2": 0.57162, "Y2": 0.129, "X3": 0.57162, "Y3": 0.1488, "X4": 0.49146, "Y4": 0.1488, "page": 0, "Index": 28}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.57687, "Y1": 0.1292, "X2": 0.6728, "Y2": 0.129, "X3": 0.6728, "Y3": 0.1488, "X4": 0.57687, "Y4": 0.1488, "page": 0, "Index": 29}, {"Word": "aware", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.1492, "X2": 0.20762, "Y2": 0.149, "X3": 0.20631, "Y3": 0.1658, "X4": 0.15112, "Y4": 0.1648, "page": 0, "Index": 30}, {"Word": "that", "Confidence": 0.991, "X1": 0.21156, "Y1": 0.1482, "X2": 0.24967, "Y2": 0.148, "X3": 0.24836, "Y3": 0.1658, "X4": 0.21156, "Y4": 0.1658, "page": 0, "Index": 31}, {"Word": "there", "Confidence": 0.998, "X1": 0.25361, "Y1": 0.1482, "X2": 0.30092, "Y2": 0.148, "X3": 0.29961, "Y3": 0.1668, "X4": 0.25361, "Y4": 0.1668, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.998, "X1": 0.30486, "Y1": 0.1482, "X2": 0.32194, "Y2": 0.148, "X3": 0.32063, "Y3": 0.1668, "X4": 0.30486, "Y4": 0.1668, "page": 0, "Index": 33}, {"Word": "any", "Confidence": 0.998, "X1": 0.32589, "Y1": 0.1482, "X2": 0.35874, "Y2": 0.148, "X3": 0.35742, "Y3": 0.1678, "X4": 0.32589, "Y4": 0.1668, "page": 0, "Index": 34}, {"Word": "body", "Confidence": 0.991, "X1": 0.36399, "Y1": 0.1482, "X2": 0.41261, "Y2": 0.148, "X3": 0.41261, "Y3": 0.1678, "X4": 0.36268, "Y4": 0.1678, "page": 0, "Index": 35}, {"Word": "of", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.1482, "X2": 0.43627, "Y2": 0.148, "X3": 0.43495, "Y3": 0.1678, "X4": 0.41787, "Y4": 0.1678, "page": 0, "Index": 36}, {"Word": "research", "Confidence": 0.996, "X1": 0.44021, "Y1": 0.1482, "X2": 0.51774, "Y2": 0.148, "X3": 0.51774, "Y3": 0.1678, "X4": 0.44021, "Y4": 0.1678, "page": 0, "Index": 37}, {"Word": "that", "Confidence": 0.988, "X1": 0.523, "Y1": 0.1482, "X2": 0.55979, "Y2": 0.148, "X3": 0.55848, "Y3": 0.1678, "X4": 0.52168, "Y4": 0.1678, "page": 0, "Index": 38}, {"Word": "supports", "Confidence": 0.995, "X1": 0.56505, "Y1": 0.1492, "X2": 0.64652, "Y2": 0.149, "X3": 0.6452, "Y3": 0.1678, "X4": 0.56373, "Y4": 0.1678, "page": 0, "Index": 39}, {"Word": "this", "Confidence": 0.989, "X1": 0.65177, "Y1": 0.1492, "X2": 0.68463, "Y2": 0.149, "X3": 0.68463, "Y3": 0.1668, "X4": 0.65046, "Y4": 0.1678, "page": 0, "Index": 40}, {"Word": "claim.", "Confidence": 0.996, "X1": 0.68988, "Y1": 0.1492, "X2": 0.74901, "Y2": 0.149, "X3": 0.7477, "Y3": 0.1668, "X4": 0.68857, "Y4": 0.1668, "page": 0, "Index": 41}, {"Word": "With", "Confidence": 0.989, "X1": 0.15112, "Y1": 0.1872, "X2": 0.1958, "Y2": 0.187, "X3": 0.19448, "Y3": 0.2058, "X4": 0.1498, "Y4": 0.2058, "page": 0, "Index": 42}, {"Word": "regard", "Confidence": 0.997, "X1": 0.20105, "Y1": 0.1872, "X2": 0.26281, "Y2": 0.187, "X3": 0.2615, "Y3": 0.2058, "X4": 0.19974, "Y4": 0.2058, "page": 0, "Index": 43}, {"Word": "to", "Confidence": 0.998, "X1": 0.26807, "Y1": 0.1872, "X2": 0.28647, "Y2": 0.187, "X3": 0.28515, "Y3": 0.2058, "X4": 0.26675, "Y4": 0.2058, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.29041, "Y1": 0.1872, "X2": 0.31932, "Y2": 0.187, "X3": 0.31932, "Y3": 0.2058, "X4": 0.29041, "Y4": 0.2058, "page": 0, "Index": 45}, {"Word": "recent", "Confidence": 0.997, "X1": 0.32457, "Y1": 0.1872, "X2": 0.38108, "Y2": 0.187, "X3": 0.38108, "Y3": 0.2058, "X4": 0.32457, "Y4": 0.2058, "page": 0, "Index": 46}, {"Word": "study", "Confidence": 0.994, "X1": 0.38633, "Y1": 0.1872, "X2": 0.44021, "Y2": 0.187, "X3": 0.44021, "Y3": 0.2058, "X4": 0.38633, "Y4": 0.2058, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.44547, "Y1": 0.1872, "X2": 0.46386, "Y2": 0.187, "X3": 0.46255, "Y3": 0.2058, "X4": 0.44415, "Y4": 0.2058, "page": 0, "Index": 48}, {"Word": "increased", "Confidence": 0.995, "X1": 0.46781, "Y1": 0.1872, "X2": 0.55585, "Y2": 0.187, "X3": 0.55585, "Y3": 0.2058, "X4": 0.46781, "Y4": 0.2058, "page": 0, "Index": 49}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.55979, "Y1": 0.1872, "X2": 0.64126, "Y2": 0.187, "X3": 0.64126, "Y3": 0.2068, "X4": 0.55979, "Y4": 0.2058, "page": 0, "Index": 50}, {"Word": "among", "Confidence": 0.997, "X1": 0.6452, "Y1": 0.1872, "X2": 0.70959, "Y2": 0.187, "X3": 0.70959, "Y3": 0.2068, "X4": 0.6452, "Y4": 0.2068, "page": 0, "Index": 51}, {"Word": "college", "Confidence": 0.997, "X1": 0.71485, "Y1": 0.1882, "X2": 0.77792, "Y2": 0.188, "X3": 0.77792, "Y3": 0.2068, "X4": 0.71485, "Y4": 0.2068, "page": 0, "Index": 52}, {"Word": "students", "Confidence": 0.995, "X1": 0.78318, "Y1": 0.1882, "X2": 0.86859, "Y2": 0.188, "X3": 0.86859, "Y3": 0.2078, "X4": 0.78318, "Y4": 0.2068, "page": 0, "Index": 53}, {"Word": "-", "Confidence": 0.993, "X1": 0.15243, "Y1": 0.2062, "X2": 0.16426, "Y2": 0.206, "X3": 0.16426, "Y3": 0.2228, "X4": 0.15243, "Y4": 0.2228, "page": 0, "Index": 54}, {"Word": "we", "Confidence": 0.993, "X1": 0.16951, "Y1": 0.2062, "X2": 0.1958, "Y2": 0.206, "X3": 0.1958, "Y3": 0.2238, "X4": 0.1682, "Y4": 0.2228, "page": 0, "Index": 55}, {"Word": "do", "Confidence": 0.998, "X1": 0.20105, "Y1": 0.2062, "X2": 0.22602, "Y2": 0.206, "X3": 0.22602, "Y3": 0.2238, "X4": 0.19974, "Y4": 0.2238, "page": 0, "Index": 56}, {"Word": "not", "Confidence": 0.998, "X1": 0.23127, "Y1": 0.2062, "X2": 0.26281, "Y2": 0.206, "X3": 0.2615, "Y3": 0.2238, "X4": 0.22996, "Y4": 0.2238, "page": 0, "Index": 57}, {"Word": "advertise", "Confidence": 0.991, "X1": 0.26675, "Y1": 0.2062, "X2": 0.35217, "Y2": 0.206, "X3": 0.35217, "Y3": 0.2238, "X4": 0.26675, "Y4": 0.2238, "page": 0, "Index": 58}, {"Word": "in", "Confidence": 0.998, "X1": 0.35742, "Y1": 0.2062, "X2": 0.37451, "Y2": 0.206, "X3": 0.37451, "Y3": 0.2248, "X4": 0.35611, "Y4": 0.2238, "page": 0, "Index": 59}, {"Word": "college", "Confidence": 0.996, "X1": 0.37976, "Y1": 0.2062, "X2": 0.44547, "Y2": 0.206, "X3": 0.44547, "Y3": 0.2248, "X4": 0.37845, "Y4": 0.2248, "page": 0, "Index": 60}, {"Word": "publications", "Confidence": 0.991, "X1": 0.45072, "Y1": 0.2062, "X2": 0.56373, "Y2": 0.206, "X3": 0.56373, "Y3": 0.2248, "X4": 0.44941, "Y4": 0.2248, "page": 0, "Index": 61}, {"Word": "and", "Confidence": 0.998, "X1": 0.56899, "Y1": 0.2062, "X2": 0.60578, "Y2": 0.206, "X3": 0.60447, "Y3": 0.2248, "X4": 0.56899, "Y4": 0.2248, "page": 0, "Index": 62}, {"Word": "do", "Confidence": 0.998, "X1": 0.60972, "Y1": 0.2062, "X2": 0.63338, "Y2": 0.206, "X3": 0.63338, "Y3": 0.2248, "X4": 0.60972, "Y4": 0.2248, "page": 0, "Index": 63}, {"Word": "not", "Confidence": 0.998, "X1": 0.63863, "Y1": 0.2062, "X2": 0.67017, "Y2": 0.206, "X3": 0.66886, "Y3": 0.2248, "X4": 0.63732, "Y4": 0.2248, "page": 0, "Index": 64}, {"Word": "conduct", "Confidence": 0.991, "X1": 0.67411, "Y1": 0.2062, "X2": 0.74901, "Y2": 0.206, "X3": 0.74901, "Y3": 0.2248, "X4": 0.67411, "Y4": 0.2248, "page": 0, "Index": 65}, {"Word": "promotions", "Confidence": 0.994, "X1": 0.75427, "Y1": 0.2072, "X2": 0.86597, "Y2": 0.207, "X3": 0.86597, "Y3": 0.2248, "X4": 0.75296, "Y4": 0.2248, "page": 0, "Index": 66}, {"Word": "on", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.2272, "X2": 0.17346, "Y2": 0.227, "X3": 0.17477, "Y3": 0.2428, "X4": 0.15112, "Y4": 0.2438, "page": 0, "Index": 67}, {"Word": "campuses.", "Confidence": 0.994, "X1": 0.17871, "Y1": 0.2262, "X2": 0.27989, "Y2": 0.226, "X3": 0.27989, "Y3": 0.2428, "X4": 0.17871, "Y4": 0.2428, "page": 0, "Index": 68}, {"Word": "Our", "Confidence": 0.998, "X1": 0.28384, "Y1": 0.2262, "X2": 0.32194, "Y2": 0.226, "X3": 0.32194, "Y3": 0.2428, "X4": 0.28384, "Y4": 0.2428, "page": 0, "Index": 69}, {"Word": "bar", "Confidence": 0.998, "X1": 0.32589, "Y1": 0.2262, "X2": 0.35742, "Y2": 0.226, "X3": 0.35742, "Y3": 0.2428, "X4": 0.32589, "Y4": 0.2428, "page": 0, "Index": 70}, {"Word": "events", "Confidence": 0.994, "X1": 0.36137, "Y1": 0.2262, "X2": 0.42313, "Y2": 0.226, "X3": 0.42313, "Y3": 0.2428, "X4": 0.36137, "Y4": 0.2428, "page": 0, "Index": 71}, {"Word": "are", "Confidence": 0.998, "X1": 0.42707, "Y1": 0.2262, "X2": 0.45598, "Y2": 0.226, "X3": 0.45598, "Y3": 0.2428, "X4": 0.42707, "Y4": 0.2428, "page": 0, "Index": 72}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.45992, "Y1": 0.2252, "X2": 0.55848, "Y2": 0.225, "X3": 0.55848, "Y3": 0.2428, "X4": 0.45992, "Y4": 0.2428, "page": 0, "Index": 73}, {"Word": "at", "Confidence": 0.998, "X1": 0.56373, "Y1": 0.2252, "X2": 0.5795, "Y2": 0.225, "X3": 0.5795, "Y3": 0.2428, "X4": 0.56373, "Y4": 0.2428, "page": 0, "Index": 74}, {"Word": "locations", "Confidence": 0.995, "X1": 0.58476, "Y1": 0.2252, "X2": 0.66886, "Y2": 0.225, "X3": 0.66754, "Y3": 0.2428, "X4": 0.58476, "Y4": 0.2428, "page": 0, "Index": 75}, {"Word": "where", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.2252, "X2": 0.73193, "Y2": 0.225, "X3": 0.73193, "Y3": 0.2428, "X4": 0.6728, "Y4": 0.2428, "page": 0, "Index": 76}, {"Word": "admission", "Confidence": 0.995, "X1": 0.73719, "Y1": 0.2252, "X2": 0.83049, "Y2": 0.225, "X3": 0.83049, "Y3": 0.2428, "X4": 0.73587, "Y4": 0.2428, "page": 0, "Index": 77}, {"Word": "is", "Confidence": 0.998, "X1": 0.83574, "Y1": 0.2252, "X2": 0.85414, "Y2": 0.225, "X3": 0.85283, "Y3": 0.2428, "X4": 0.83443, "Y4": 0.2428, "page": 0, "Index": 78}, {"Word": "restricted", "Confidence": 0.991, "X1": 0.1498, "Y1": 0.2452, "X2": 0.23784, "Y2": 0.245, "X3": 0.23784, "Y3": 0.2618, "X4": 0.15112, "Y4": 0.2608, "page": 0, "Index": 79}, {"Word": "to", "Confidence": 0.998, "X1": 0.2431, "Y1": 0.2452, "X2": 0.26018, "Y2": 0.245, "X3": 0.26018, "Y3": 0.2618, "X4": 0.2431, "Y4": 0.2618, "page": 0, "Index": 80}, {"Word": "those", "Confidence": 0.998, "X1": 0.26413, "Y1": 0.2442, "X2": 0.31537, "Y2": 0.244, "X3": 0.31537, "Y3": 0.2618, "X4": 0.26544, "Y4": 0.2618, "page": 0, "Index": 81}, {"Word": "individuals", "Confidence": 0.994, "X1": 0.31932, "Y1": 0.2442, "X2": 0.42576, "Y2": 0.244, "X3": 0.42707, "Y3": 0.2628, "X4": 0.32063, "Y4": 0.2618, "page": 0, "Index": 82}, {"Word": "who", "Confidence": 0.998, "X1": 0.43101, "Y1": 0.2442, "X2": 0.47175, "Y2": 0.244, "X3": 0.47175, "Y3": 0.2628, "X4": 0.43101, "Y4": 0.2628, "page": 0, "Index": 83}, {"Word": "are", "Confidence": 0.998, "X1": 0.477, "Y1": 0.2442, "X2": 0.50591, "Y2": 0.244, "X3": 0.50591, "Y3": 0.2628, "X4": 0.477, "Y4": 0.2628, "page": 0, "Index": 84}, {"Word": "21", "Confidence": 0.998, "X1": 0.51117, "Y1": 0.2442, "X2": 0.53219, "Y2": 0.244, "X3": 0.53219, "Y3": 0.2628, "X4": 0.51117, "Y4": 0.2628, "page": 0, "Index": 85}, {"Word": "years", "Confidence": 0.997, "X1": 0.53614, "Y1": 0.2442, "X2": 0.58607, "Y2": 0.244, "X3": 0.58607, "Y3": 0.2628, "X4": 0.53614, "Y4": 0.2628, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.59133, "Y1": 0.2442, "X2": 0.60972, "Y2": 0.244, "X3": 0.60972, "Y3": 0.2628, "X4": 0.59133, "Y4": 0.2628, "page": 0, "Index": 87}, {"Word": "age", "Confidence": 0.998, "X1": 0.61498, "Y1": 0.2442, "X2": 0.64783, "Y2": 0.244, "X3": 0.64783, "Y3": 0.2628, "X4": 0.61498, "Y4": 0.2628, "page": 0, "Index": 88}, {"Word": "or", "Confidence": 0.998, "X1": 0.65309, "Y1": 0.2442, "X2": 0.67148, "Y2": 0.244, "X3": 0.67148, "Y3": 0.2628, "X4": 0.65177, "Y4": 0.2628, "page": 0, "Index": 89}, {"Word": "older.", "Confidence": 0.995, "X1": 0.67674, "Y1": 0.2452, "X2": 0.73587, "Y2": 0.245, "X3": 0.73587, "Y3": 0.2628, "X4": 0.67543, "Y4": 0.2628, "page": 0, "Index": 90}, {"Word": "Role", "Confidence": 0.994, "X1": 0.12089, "Y1": 0.2812, "X2": 0.16163, "Y2": 0.281, "X3": 0.16163, "Y3": 0.2998, "X4": 0.12089, "Y4": 0.2998, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.16689, "Y1": 0.2812, "X2": 0.18791, "Y2": 0.281, "X3": 0.1866, "Y3": 0.3008, "X4": 0.16557, "Y4": 0.2998, "page": 0, "Index": 92}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.19317, "Y1": 0.2812, "X2": 0.27464, "Y2": 0.281, "X3": 0.27332, "Y3": 0.3018, "X4": 0.19185, "Y4": 0.3008, "page": 0, "Index": 93}, {"Word": "advertising", "Confidence": 0.992, "X1": 0.27989, "Y1": 0.2812, "X2": 0.38633, "Y2": 0.281, "X3": 0.38633, "Y3": 0.3018, "X4": 0.27858, "Y4": 0.3018, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.998, "X1": 0.39159, "Y1": 0.2812, "X2": 0.42838, "Y2": 0.281, "X3": 0.42707, "Y3": 0.3018, "X4": 0.39159, "Y4": 0.3018, "page": 0, "Index": 95}, {"Word": "marketing/", "Confidence": 0.933, "X1": 0.43233, "Y1": 0.2812, "X2": 0.53745, "Y2": 0.281, "X3": 0.53614, "Y3": 0.3018, "X4": 0.43233, "Y4": 0.3018, "page": 0, "Index": 96}, {"Word": "Settlement", "Confidence": 0.993, "X1": 0.54139, "Y1": 0.2812, "X2": 0.64389, "Y2": 0.281, "X3": 0.64389, "Y3": 0.3008, "X4": 0.54139, "Y4": 0.3018, "page": 0, "Index": 97}, {"Word": "restrictions", "Confidence": 0.993, "X1": 0.64915, "Y1": 0.2812, "X2": 0.76084, "Y2": 0.281, "X3": 0.75953, "Y3": 0.2988, "X4": 0.64783, "Y4": 0.3008, "page": 0, "Index": 98}, {"Word": "We", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.3202, "X2": 0.18134, "Y2": 0.32, "X3": 0.18134, "Y3": 0.3388, "X4": 0.15112, "Y4": 0.3388, "page": 0, "Index": 99}, {"Word": "market", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.3202, "X2": 0.2523, "Y2": 0.32, "X3": 0.2523, "Y3": 0.3388, "X4": 0.18528, "Y4": 0.3388, "page": 0, "Index": 100}, {"Word": "to", "Confidence": 0.998, "X1": 0.25756, "Y1": 0.3202, "X2": 0.27595, "Y2": 0.32, "X3": 0.27595, "Y3": 0.3388, "X4": 0.25756, "Y4": 0.3388, "page": 0, "Index": 101}, {"Word": "adult", "Confidence": 0.997, "X1": 0.27989, "Y1": 0.3202, "X2": 0.32852, "Y2": 0.32, "X3": 0.32852, "Y3": 0.3388, "X4": 0.27989, "Y4": 0.3388, "page": 0, "Index": 102}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.33377, "Y1": 0.3202, "X2": 0.4113, "Y2": 0.32, "X3": 0.4113, "Y3": 0.3398, "X4": 0.33377, "Y4": 0.3388, "page": 0, "Index": 103}, {"Word": "only", "Confidence": 0.987, "X1": 0.41656, "Y1": 0.3202, "X2": 0.45729, "Y2": 0.32, "X3": 0.45729, "Y3": 0.3398, "X4": 0.41656, "Y4": 0.3398, "page": 0, "Index": 104}, {"Word": "and", "Confidence": 0.998, "X1": 0.46255, "Y1": 0.3202, "X2": 0.49934, "Y2": 0.32, "X3": 0.49934, "Y3": 0.3398, "X4": 0.46255, "Y4": 0.3398, "page": 0, "Index": 105}, {"Word": "adhere", "Confidence": 0.995, "X1": 0.5046, "Y1": 0.3202, "X2": 0.56767, "Y2": 0.32, "X3": 0.56636, "Y3": 0.3398, "X4": 0.50329, "Y4": 0.3398, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.3202, "X2": 0.59001, "Y2": 0.32, "X3": 0.59001, "Y3": 0.3398, "X4": 0.57162, "Y4": 0.3398, "page": 0, "Index": 107}, {"Word": "strict", "Confidence": 0.996, "X1": 0.59527, "Y1": 0.3202, "X2": 0.64258, "Y2": 0.32, "X3": 0.64126, "Y3": 0.3398, "X4": 0.59527, "Y4": 0.3398, "page": 0, "Index": 108}, {"Word": "industry", "Confidence": 0.995, "X1": 0.64652, "Y1": 0.3212, "X2": 0.72668, "Y2": 0.321, "X3": 0.72536, "Y3": 0.3388, "X4": 0.64652, "Y4": 0.3398, "page": 0, "Index": 109}, {"Word": "codes", "Confidence": 0.998, "X1": 0.73193, "Y1": 0.3212, "X2": 0.78844, "Y2": 0.321, "X3": 0.78712, "Y3": 0.3388, "X4": 0.73062, "Y4": 0.3388, "page": 0, "Index": 110}, {"Word": "activity.", "Confidence": 0.994, "X1": 0.38502, "Y1": 0.3392, "X2": 0.46386, "Y2": 0.339, "X3": 0.46386, "Y3": 0.3578, "X4": 0.38371, "Y4": 0.3588, "page": 0, "Index": 111}, {"Word": "We", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.3392, "X2": 0.49934, "Y2": 0.339, "X3": 0.49934, "Y3": 0.3578, "X4": 0.46912, "Y4": 0.3578, "page": 0, "Index": 112}, {"Word": "regarding", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.3392, "X2": 0.24047, "Y2": 0.339, "X3": 0.24047, "Y3": 0.3588, "X4": 0.15112, "Y4": 0.3588, "page": 0, "Index": 113}, {"Word": "our", "Confidence": 0.998, "X1": 0.24573, "Y1": 0.3392, "X2": 0.27989, "Y2": 0.339, "X3": 0.27858, "Y3": 0.3588, "X4": 0.24573, "Y4": 0.3588, "page": 0, "Index": 114}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.28384, "Y1": 0.3392, "X2": 0.37976, "Y2": 0.339, "X3": 0.37845, "Y3": 0.3588, "X4": 0.28384, "Y4": 0.3588, "page": 0, "Index": 115}, {"Word": "believe,", "Confidence": 0.992, "X1": 0.5046, "Y1": 0.3392, "X2": 0.57556, "Y2": 0.339, "X3": 0.57556, "Y3": 0.3588, "X4": 0.5046, "Y4": 0.3578, "page": 0, "Index": 116}, {"Word": "and", "Confidence": 0.998, "X1": 0.58081, "Y1": 0.3392, "X2": 0.61629, "Y2": 0.339, "X3": 0.61629, "Y3": 0.3588, "X4": 0.58081, "Y4": 0.3588, "page": 0, "Index": 117}, {"Word": "many", "Confidence": 0.988, "X1": 0.62155, "Y1": 0.3392, "X2": 0.67411, "Y2": 0.339, "X3": 0.67411, "Y3": 0.3588, "X4": 0.62024, "Y4": 0.3588, "page": 0, "Index": 118}, {"Word": "experts", "Confidence": 0.996, "X1": 0.67937, "Y1": 0.3402, "X2": 0.74639, "Y2": 0.34, "X3": 0.74639, "Y3": 0.3588, "X4": 0.67937, "Y4": 0.3588, "page": 0, "Index": 119}, {"Word": "agree,", "Confidence": 0.997, "X1": 0.75033, "Y1": 0.3402, "X2": 0.80815, "Y2": 0.34, "X3": 0.80815, "Y3": 0.3588, "X4": 0.75033, "Y4": 0.3588, "page": 0, "Index": 120}, {"Word": "that", "Confidence": 0.991, "X1": 0.81209, "Y1": 0.3402, "X2": 0.85414, "Y2": 0.34, "X3": 0.85414, "Y3": 0.3588, "X4": 0.81209, "Y4": 0.3588, "page": 0, "Index": 121}, {"Word": "cigarette", "Confidence": 0.995, "X1": 0.15112, "Y1": 0.3592, "X2": 0.22996, "Y2": 0.359, "X3": 0.22865, "Y3": 0.3768, "X4": 0.15112, "Y4": 0.3778, "page": 0, "Index": 122}, {"Word": "brand", "Confidence": 0.998, "X1": 0.2339, "Y1": 0.3582, "X2": 0.28909, "Y2": 0.358, "X3": 0.28778, "Y3": 0.3768, "X4": 0.2339, "Y4": 0.3768, "page": 0, "Index": 123}, {"Word": "marketing", "Confidence": 0.995, "X1": 0.29304, "Y1": 0.3582, "X2": 0.39159, "Y2": 0.358, "X3": 0.39028, "Y3": 0.3768, "X4": 0.29304, "Y4": 0.3768, "page": 0, "Index": 124}, {"Word": "does", "Confidence": 0.985, "X1": 0.39553, "Y1": 0.3582, "X2": 0.43758, "Y2": 0.358, "X3": 0.43627, "Y3": 0.3768, "X4": 0.39553, "Y4": 0.3768, "page": 0, "Index": 125}, {"Word": "not", "Confidence": 0.998, "X1": 0.44152, "Y1": 0.3582, "X2": 0.47438, "Y2": 0.358, "X3": 0.47306, "Y3": 0.3768, "X4": 0.44152, "Y4": 0.3768, "page": 0, "Index": 126}, {"Word": "cause", "Confidence": 0.993, "X1": 0.47832, "Y1": 0.3582, "X2": 0.52957, "Y2": 0.358, "X3": 0.52957, "Y3": 0.3768, "X4": 0.47832, "Y4": 0.3768, "page": 0, "Index": 127}, {"Word": "kids", "Confidence": 0.988, "X1": 0.53482, "Y1": 0.3592, "X2": 0.57424, "Y2": 0.359, "X3": 0.57424, "Y3": 0.3768, "X4": 0.53351, "Y4": 0.3768, "page": 0, "Index": 128}, {"Word": "to", "Confidence": 0.998, "X1": 0.5795, "Y1": 0.3592, "X2": 0.59658, "Y2": 0.359, "X3": 0.59658, "Y3": 0.3768, "X4": 0.57819, "Y4": 0.3768, "page": 0, "Index": 129}, {"Word": "start", "Confidence": 0.998, "X1": 0.60184, "Y1": 0.3592, "X2": 0.64389, "Y2": 0.359, "X3": 0.64258, "Y3": 0.3768, "X4": 0.60053, "Y4": 0.3768, "page": 0, "Index": 130}, {"Word": "smoking.", "Confidence": 0.994, "X1": 0.64783, "Y1": 0.3592, "X2": 0.73719, "Y2": 0.359, "X3": 0.73587, "Y3": 0.3768, "X4": 0.64783, "Y4": 0.3768, "page": 0, "Index": 131}, {"Word": "(The", "Confidence": 0.969, "X1": 0.15243, "Y1": 0.3972, "X2": 0.19054, "Y2": 0.397, "X3": 0.19054, "Y3": 0.4148, "X4": 0.15243, "Y4": 0.4158, "page": 0, "Index": 132}, {"Word": "new", "Confidence": 0.998, "X1": 0.1958, "Y1": 0.3972, "X2": 0.2339, "Y2": 0.397, "X3": 0.2339, "Y3": 0.4148, "X4": 0.1958, "Y4": 0.4148, "page": 0, "Index": 133}, {"Word": "restrictions", "Confidence": 0.992, "X1": 0.24047, "Y1": 0.3972, "X2": 0.3456, "Y2": 0.397, "X3": 0.3456, "Y3": 0.4148, "X4": 0.24047, "Y4": 0.4148, "page": 0, "Index": 134}, {"Word": "under", "Confidence": 0.997, "X1": 0.35085, "Y1": 0.3972, "X2": 0.40736, "Y2": 0.397, "X3": 0.40604, "Y3": 0.4148, "X4": 0.34954, "Y4": 0.4148, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.4113, "Y1": 0.3972, "X2": 0.44021, "Y2": 0.397, "X3": 0.4389, "Y3": 0.4148, "X4": 0.4113, "Y4": 0.4148, "page": 0, "Index": 136}, {"Word": "multi-state", "Confidence": 0.992, "X1": 0.44415, "Y1": 0.3972, "X2": 0.54534, "Y2": 0.397, "X3": 0.54402, "Y3": 0.4148, "X4": 0.44415, "Y4": 0.4148, "page": 0, "Index": 137}, {"Word": "settlement", "Confidence": 0.991, "X1": 0.54928, "Y1": 0.3972, "X2": 0.64652, "Y2": 0.397, "X3": 0.64652, "Y3": 0.4148, "X4": 0.54928, "Y4": 0.4148, "page": 0, "Index": 138}, {"Word": "address", "Confidence": 0.996, "X1": 0.65177, "Y1": 0.3972, "X2": 0.72405, "Y2": 0.397, "X3": 0.72273, "Y3": 0.4158, "X4": 0.65046, "Y4": 0.4148, "page": 0, "Index": 139}, {"Word": "many", "Confidence": 0.989, "X1": 0.72799, "Y1": 0.3972, "X2": 0.78187, "Y2": 0.397, "X3": 0.78055, "Y3": 0.4158, "X4": 0.72668, "Y4": 0.4158, "page": 0, "Index": 140}, {"Word": "of", "Confidence": 0.998, "X1": 0.78581, "Y1": 0.3972, "X2": 0.80552, "Y2": 0.397, "X3": 0.8042, "Y3": 0.4158, "X4": 0.78581, "Y4": 0.4158, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.80946, "Y1": 0.3972, "X2": 0.84231, "Y2": 0.397, "X3": 0.841, "Y3": 0.4158, "X4": 0.80815, "Y4": 0.4158, "page": 0, "Index": 142}, {"Word": "marketing", "Confidence": 0.991, "X1": 0.15112, "Y1": 0.4162, "X2": 0.24442, "Y2": 0.416, "X3": 0.24573, "Y3": 0.4348, "X4": 0.15112, "Y4": 0.4348, "page": 0, "Index": 143}, {"Word": "practices", "Confidence": 0.995, "X1": 0.24967, "Y1": 0.4162, "X2": 0.33114, "Y2": 0.416, "X3": 0.33114, "Y3": 0.4348, "X4": 0.24967, "Y4": 0.4348, "page": 0, "Index": 144}, {"Word": "which", "Confidence": 0.998, "X1": 0.3364, "Y1": 0.4162, "X2": 0.3929, "Y2": 0.416, "X3": 0.3929, "Y3": 0.4348, "X4": 0.3364, "Y4": 0.4348, "page": 0, "Index": 145}, {"Word": "public", "Confidence": 0.997, "X1": 0.39816, "Y1": 0.4162, "X2": 0.45598, "Y2": 0.416, "X3": 0.45598, "Y3": 0.4348, "X4": 0.39816, "Y4": 0.4348, "page": 0, "Index": 146}, {"Word": "health", "Confidence": 0.997, "X1": 0.46124, "Y1": 0.4162, "X2": 0.52037, "Y2": 0.416, "X3": 0.52037, "Y3": 0.4348, "X4": 0.46124, "Y4": 0.4348, "page": 0, "Index": 147}, {"Word": "officials", "Confidence": 0.994, "X1": 0.52431, "Y1": 0.4162, "X2": 0.59527, "Y2": 0.416, "X3": 0.59527, "Y3": 0.4348, "X4": 0.52431, "Y4": 0.4348, "page": 0, "Index": 148}, {"Word": "have", "Confidence": 0.991, "X1": 0.59921, "Y1": 0.4162, "X2": 0.6452, "Y2": 0.416, "X3": 0.6452, "Y3": 0.4348, "X4": 0.59921, "Y4": 0.4348, "page": 0, "Index": 149}, {"Word": "said", "Confidence": 0.989, "X1": 0.65046, "Y1": 0.4162, "X2": 0.68857, "Y2": 0.416, "X3": 0.68857, "Y3": 0.4348, "X4": 0.65046, "Y4": 0.4348, "page": 0, "Index": 150}, {"Word": "may", "Confidence": 0.998, "X1": 0.69382, "Y1": 0.4162, "X2": 0.73456, "Y2": 0.416, "X3": 0.73456, "Y3": 0.4348, "X4": 0.69382, "Y4": 0.4348, "page": 0, "Index": 151}, {"Word": "contribute", "Confidence": 0.995, "X1": 0.73982, "Y1": 0.4162, "X2": 0.83574, "Y2": 0.416, "X3": 0.83574, "Y3": 0.4338, "X4": 0.73982, "Y4": 0.4348, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.841, "Y1": 0.4172, "X2": 0.86202, "Y2": 0.417, "X3": 0.86202, "Y3": 0.4338, "X4": 0.83968, "Y4": 0.4338, "page": 0, "Index": 153}, {"Word": "youth", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.4362, "X2": 0.20499, "Y2": 0.436, "X3": 0.20499, "Y3": 0.4538, "X4": 0.15112, "Y4": 0.4538, "page": 0, "Index": 154}, {"Word": "smoking.)", "Confidence": 0.981, "X1": 0.21025, "Y1": 0.4362, "X2": 0.30618, "Y2": 0.436, "X3": 0.30486, "Y3": 0.4538, "X4": 0.20894, "Y4": 0.4538, "page": 0, "Index": 155}, {"Word": "Why", "Confidence": 0.998, "X1": 0.11958, "Y1": 0.4732, "X2": 0.16557, "Y2": 0.473, "X3": 0.16426, "Y3": 0.4908, "X4": 0.11958, "Y4": 0.4898, "page": 0, "Index": 156}, {"Word": "now", "Confidence": 0.998, "X1": 0.16951, "Y1": 0.4752, "X2": 0.20762, "Y2": 0.475, "X3": 0.20631, "Y3": 0.4908, "X4": 0.16951, "Y4": 0.4908, "page": 0, "Index": 157}, {"Word": "The", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.5092, "X2": 0.18528, "Y2": 0.509, "X3": 0.18528, "Y3": 0.5298, "X4": 0.15243, "Y4": 0.5298, "page": 0, "Index": 158}, {"Word": "Youth", "Confidence": 0.998, "X1": 0.19054, "Y1": 0.5092, "X2": 0.24573, "Y2": 0.509, "X3": 0.24573, "Y3": 0.5298, "X4": 0.19054, "Y4": 0.5298, "page": 0, "Index": 159}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.25099, "Y1": 0.5092, "X2": 0.33377, "Y2": 0.509, "X3": 0.33246, "Y3": 0.5298, "X4": 0.25099, "Y4": 0.5298, "page": 0, "Index": 160}, {"Word": "Prevention", "Confidence": 0.994, "X1": 0.33903, "Y1": 0.5102, "X2": 0.44021, "Y2": 0.51, "X3": 0.44021, "Y3": 0.5298, "X4": 0.33771, "Y4": 0.5298, "page": 0, "Index": 161}, {"Word": "department", "Confidence": 0.991, "X1": 0.44547, "Y1": 0.5102, "X2": 0.55453, "Y2": 0.51, "X3": 0.55322, "Y3": 0.5298, "X4": 0.44547, "Y4": 0.5298, "page": 0, "Index": 162}, {"Word": "was", "Confidence": 0.998, "X1": 0.55979, "Y1": 0.5102, "X2": 0.59527, "Y2": 0.51, "X3": 0.59527, "Y3": 0.5298, "X4": 0.55848, "Y4": 0.5298, "page": 0, "Index": 163}, {"Word": "created", "Confidence": 0.995, "X1": 0.60053, "Y1": 0.5112, "X2": 0.67017, "Y2": 0.511, "X3": 0.66886, "Y3": 0.5298, "X4": 0.60053, "Y4": 0.5298, "page": 0, "Index": 164}, {"Word": "approximately", "Confidence": 0.991, "X1": 0.67543, "Y1": 0.5122, "X2": 0.80946, "Y2": 0.512, "X3": 0.80946, "Y3": 0.5298, "X4": 0.67411, "Y4": 0.5298, "page": 0, "Index": 165}, {"Word": "six", "Confidence": 0.998, "X1": 0.81472, "Y1": 0.5122, "X2": 0.84494, "Y2": 0.512, "X3": 0.84363, "Y3": 0.5298, "X4": 0.81472, "Y4": 0.5298, "page": 0, "Index": 166}, {"Word": "months", "Confidence": 0.994, "X1": 0.15243, "Y1": 0.5312, "X2": 0.21945, "Y2": 0.531, "X3": 0.21945, "Y3": 0.5488, "X4": 0.15243, "Y4": 0.5478, "page": 0, "Index": 167}, {"Word": "ago", "Confidence": 0.998, "X1": 0.2247, "Y1": 0.5302, "X2": 0.25756, "Y2": 0.53, "X3": 0.25756, "Y3": 0.5488, "X4": 0.2247, "Y4": 0.5488, "page": 0, "Index": 168}, {"Word": "and", "Confidence": 0.998, "X1": 0.26281, "Y1": 0.5302, "X2": 0.29829, "Y2": 0.53, "X3": 0.29829, "Y3": 0.5488, "X4": 0.26281, "Y4": 0.5488, "page": 0, "Index": 169}, {"Word": "is", "Confidence": 0.998, "X1": 0.30355, "Y1": 0.5302, "X2": 0.318, "Y2": 0.53, "X3": 0.318, "Y3": 0.5488, "X4": 0.30355, "Y4": 0.5488, "page": 0, "Index": 170}, {"Word": "now", "Confidence": 0.998, "X1": 0.32326, "Y1": 0.5302, "X2": 0.36399, "Y2": 0.53, "X3": 0.36399, "Y3": 0.5488, "X4": 0.32326, "Y4": 0.5488, "page": 0, "Index": 171}, {"Word": "ready", "Confidence": 0.998, "X1": 0.36925, "Y1": 0.5292, "X2": 0.42313, "Y2": 0.529, "X3": 0.42313, "Y3": 0.5498, "X4": 0.36925, "Y4": 0.5488, "page": 0, "Index": 172}, {"Word": "to", "Confidence": 0.998, "X1": 0.42838, "Y1": 0.5292, "X2": 0.44547, "Y2": 0.529, "X3": 0.44547, "Y3": 0.5498, "X4": 0.42838, "Y4": 0.5498, "page": 0, "Index": 173}, {"Word": "begin", "Confidence": 0.998, "X1": 0.45072, "Y1": 0.5292, "X2": 0.50329, "Y2": 0.529, "X3": 0.50329, "Y3": 0.5498, "X4": 0.45072, "Y4": 0.5498, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.50854, "Y1": 0.5292, "X2": 0.53745, "Y2": 0.529, "X3": 0.53745, "Y3": 0.5498, "X4": 0.50854, "Y4": 0.5498, "page": 0, "Index": 175}, {"Word": "first", "Confidence": 0.996, "X1": 0.54271, "Y1": 0.5292, "X2": 0.5795, "Y2": 0.529, "X3": 0.5795, "Y3": 0.5498, "X4": 0.54271, "Y4": 0.5498, "page": 0, "Index": 176}, {"Word": "phase", "Confidence": 0.997, "X1": 0.58476, "Y1": 0.5292, "X2": 0.63863, "Y2": 0.529, "X3": 0.63863, "Y3": 0.5498, "X4": 0.58476, "Y4": 0.5498, "page": 0, "Index": 177}, {"Word": "of", "Confidence": 0.998, "X1": 0.64389, "Y1": 0.5292, "X2": 0.66229, "Y2": 0.529, "X3": 0.66229, "Y3": 0.5498, "X4": 0.64389, "Y4": 0.5498, "page": 0, "Index": 178}, {"Word": "our", "Confidence": 0.998, "X1": 0.66754, "Y1": 0.5292, "X2": 0.69777, "Y2": 0.529, "X3": 0.69777, "Y3": 0.5498, "X4": 0.66754, "Y4": 0.5498, "page": 0, "Index": 179}, {"Word": "multi-pronged", "Confidence": 0.992, "X1": 0.70302, "Y1": 0.5302, "X2": 0.84363, "Y2": 0.53, "X3": 0.84363, "Y3": 0.5498, "X4": 0.70302, "Y4": 0.5498, "page": 0, "Index": 180}, {"Word": "approach.", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.5502, "X2": 0.24704, "Y2": 0.55, "X3": 0.24704, "Y3": 0.5668, "X4": 0.15243, "Y4": 0.5688, "page": 0, "Index": 181}, {"Word": "(This", "Confidence": 0.993, "X1": 0.14849, "Y1": 0.5882, "X2": 0.19711, "Y2": 0.588, "X3": 0.19711, "Y3": 0.6068, "X4": 0.14849, "Y4": 0.6068, "page": 0, "Index": 182}, {"Word": "is", "Confidence": 0.992, "X1": 0.20237, "Y1": 0.5882, "X2": 0.21682, "Y2": 0.588, "X3": 0.21551, "Y3": 0.6068, "X4": 0.20105, "Y4": 0.6068, "page": 0, "Index": 183}, {"Word": "not", "Confidence": 0.998, "X1": 0.22076, "Y1": 0.5882, "X2": 0.2523, "Y2": 0.588, "X3": 0.2523, "Y3": 0.6068, "X4": 0.22076, "Y4": 0.6068, "page": 0, "Index": 184}, {"Word": "related", "Confidence": 0.996, "X1": 0.25756, "Y1": 0.5882, "X2": 0.32326, "Y2": 0.588, "X3": 0.32194, "Y3": 0.6068, "X4": 0.25624, "Y4": 0.6068, "page": 0, "Index": 185}, {"Word": "to", "Confidence": 0.998, "X1": 0.3272, "Y1": 0.5882, "X2": 0.3456, "Y2": 0.588, "X3": 0.34428, "Y3": 0.6068, "X4": 0.3272, "Y4": 0.6068, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.34954, "Y1": 0.5882, "X2": 0.37976, "Y2": 0.588, "X3": 0.37976, "Y3": 0.6068, "X4": 0.34954, "Y4": 0.6068, "page": 0, "Index": 187}, {"Word": "recent", "Confidence": 0.997, "X1": 0.38502, "Y1": 0.5882, "X2": 0.44152, "Y2": 0.588, "X3": 0.44021, "Y3": 0.6058, "X4": 0.38371, "Y4": 0.6068, "page": 0, "Index": 188}, {"Word": "multi-state", "Confidence": 0.993, "X1": 0.44547, "Y1": 0.5882, "X2": 0.54665, "Y2": 0.588, "X3": 0.54534, "Y3": 0.6058, "X4": 0.44547, "Y4": 0.6058, "page": 0, "Index": 189}, {"Word": "settlement.", "Confidence": 0.985, "X1": 0.55059, "Y1": 0.5882, "X2": 0.65572, "Y2": 0.588, "X3": 0.65572, "Y3": 0.6058, "X4": 0.55059, "Y4": 0.6058, "page": 0, "Index": 190}, {"Word": "But", "Confidence": 0.998, "X1": 0.66097, "Y1": 0.5892, "X2": 0.69382, "Y2": 0.589, "X3": 0.69382, "Y3": 0.6058, "X4": 0.66097, "Y4": 0.6058, "page": 0, "Index": 191}, {"Word": "the", "Confidence": 0.998, "X1": 0.69777, "Y1": 0.5892, "X2": 0.72799, "Y2": 0.589, "X3": 0.72799, "Y3": 0.6058, "X4": 0.69908, "Y4": 0.6058, "page": 0, "Index": 192}, {"Word": "settlement", "Confidence": 0.991, "X1": 0.73325, "Y1": 0.5892, "X2": 0.83574, "Y2": 0.589, "X3": 0.83574, "Y3": 0.6058, "X4": 0.73325, "Y4": 0.6058, "page": 0, "Index": 193}, {"Word": "certainly", "Confidence": 0.992, "X1": 0.15375, "Y1": 0.6072, "X2": 0.22996, "Y2": 0.607, "X3": 0.22865, "Y3": 0.6258, "X4": 0.15375, "Y4": 0.6258, "page": 0, "Index": 194}, {"Word": "puts", "Confidence": 0.986, "X1": 0.2339, "Y1": 0.6072, "X2": 0.27595, "Y2": 0.607, "X3": 0.27595, "Y3": 0.6258, "X4": 0.2339, "Y4": 0.6258, "page": 0, "Index": 195}, {"Word": "in", "Confidence": 0.998, "X1": 0.28121, "Y1": 0.6072, "X2": 0.29961, "Y2": 0.607, "X3": 0.29829, "Y3": 0.6258, "X4": 0.27989, "Y4": 0.6258, "page": 0, "Index": 196}, {"Word": "place", "Confidence": 0.997, "X1": 0.30355, "Y1": 0.6072, "X2": 0.35348, "Y2": 0.607, "X3": 0.35348, "Y3": 0.6268, "X4": 0.30355, "Y4": 0.6258, "page": 0, "Index": 197}, {"Word": "a", "Confidence": 0.998, "X1": 0.35874, "Y1": 0.6072, "X2": 0.36925, "Y2": 0.607, "X3": 0.36794, "Y3": 0.6268, "X4": 0.35874, "Y4": 0.6268, "page": 0, "Index": 198}, {"Word": "number", "Confidence": 0.997, "X1": 0.37319, "Y1": 0.6072, "X2": 0.44678, "Y2": 0.607, "X3": 0.44678, "Y3": 0.6268, "X4": 0.37319, "Y4": 0.6268, "page": 0, "Index": 199}, {"Word": "of", "Confidence": 0.998, "X1": 0.45204, "Y1": 0.6072, "X2": 0.46912, "Y2": 0.607, "X3": 0.46912, "Y3": 0.6268, "X4": 0.45072, "Y4": 0.6268, "page": 0, "Index": 200}, {"Word": "pieces", "Confidence": 0.996, "X1": 0.47438, "Y1": 0.6072, "X2": 0.53219, "Y2": 0.607, "X3": 0.53219, "Y3": 0.6268, "X4": 0.47438, "Y4": 0.6268, "page": 0, "Index": 201}, {"Word": "which", "Confidence": 0.997, "X1": 0.53745, "Y1": 0.6072, "X2": 0.59396, "Y2": 0.607, "X3": 0.59396, "Y3": 0.6258, "X4": 0.53745, "Y4": 0.6268, "page": 0, "Index": 202}, {"Word": "many", "Confidence": 0.988, "X1": 0.59921, "Y1": 0.6072, "X2": 0.65046, "Y2": 0.607, "X3": 0.65046, "Y3": 0.6258, "X4": 0.59921, "Y4": 0.6258, "page": 0, "Index": 203}, {"Word": "in", "Confidence": 0.998, "X1": 0.65572, "Y1": 0.6072, "X2": 0.67543, "Y2": 0.607, "X3": 0.67543, "Y3": 0.6258, "X4": 0.65572, "Y4": 0.6258, "page": 0, "Index": 204}, {"Word": "the", "Confidence": 0.998, "X1": 0.68068, "Y1": 0.6072, "X2": 0.70828, "Y2": 0.607, "X3": 0.70828, "Y3": 0.6258, "X4": 0.68068, "Y4": 0.6258, "page": 0, "Index": 205}, {"Word": "public", "Confidence": 0.997, "X1": 0.71353, "Y1": 0.6072, "X2": 0.77135, "Y2": 0.607, "X3": 0.77135, "Y3": 0.6248, "X4": 0.71353, "Y4": 0.6258, "page": 0, "Index": 206}, {"Word": "health", "Confidence": 0.997, "X1": 0.77661, "Y1": 0.6072, "X2": 0.83837, "Y2": 0.607, "X3": 0.83837, "Y3": 0.6248, "X4": 0.77661, "Y4": 0.6248, "page": 0, "Index": 207}, {"Word": "community", "Confidence": 0.992, "X1": 0.15243, "Y1": 0.6262, "X2": 0.25493, "Y2": 0.626, "X3": 0.25493, "Y3": 0.6448, "X4": 0.15243, "Y4": 0.6448, "page": 0, "Index": 208}, {"Word": "have", "Confidence": 0.989, "X1": 0.26018, "Y1": 0.6262, "X2": 0.30486, "Y2": 0.626, "X3": 0.30486, "Y3": 0.6448, "X4": 0.26018, "Y4": 0.6448, "page": 0, "Index": 209}, {"Word": "long", "Confidence": 0.989, "X1": 0.31012, "Y1": 0.6252, "X2": 0.35348, "Y2": 0.625, "X3": 0.35217, "Y3": 0.6448, "X4": 0.31012, "Y4": 0.6448, "page": 0, "Index": 210}, {"Word": "advocated", "Confidence": 0.995, "X1": 0.35742, "Y1": 0.6252, "X2": 0.45335, "Y2": 0.625, "X3": 0.45335, "Y3": 0.6448, "X4": 0.35742, "Y4": 0.6448, "page": 0, "Index": 211}, {"Word": "-", "Confidence": 0.994, "X1": 0.45861, "Y1": 0.6252, "X2": 0.47175, "Y2": 0.625, "X3": 0.47175, "Y3": 0.6448, "X4": 0.45861, "Y4": 0.6448, "page": 0, "Index": 212}, {"Word": "no", "Confidence": 0.998, "X1": 0.477, "Y1": 0.6252, "X2": 0.50066, "Y2": 0.625, "X3": 0.49934, "Y3": 0.6448, "X4": 0.477, "Y4": 0.6448, "page": 0, "Index": 213}, {"Word": "billboard", "Confidence": 0.965, "X1": 0.5046, "Y1": 0.6252, "X2": 0.59133, "Y2": 0.625, "X3": 0.59001, "Y3": 0.6448, "X4": 0.5046, "Y4": 0.6448, "page": 0, "Index": 214}, {"Word": "or", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.6252, "X2": 0.61367, "Y2": 0.625, "X3": 0.61367, "Y3": 0.6448, "X4": 0.59527, "Y4": 0.6448, "page": 0, "Index": 215}, {"Word": "transit", "Confidence": 0.997, "X1": 0.61892, "Y1": 0.6262, "X2": 0.68068, "Y2": 0.626, "X3": 0.67937, "Y3": 0.6448, "X4": 0.61892, "Y4": 0.6448, "page": 0, "Index": 216}, {"Word": "advertisements,", "Confidence": 0.993, "X1": 0.68463, "Y1": 0.6272, "X2": 0.83574, "Y2": 0.627, "X3": 0.83443, "Y3": 0.6438, "X4": 0.68463, "Y4": 0.6448, "page": 0, "Index": 217}, {"Word": "no", "Confidence": 0.998, "X1": 0.841, "Y1": 0.6272, "X2": 0.86859, "Y2": 0.627, "X3": 0.86728, "Y3": 0.6438, "X4": 0.83968, "Y4": 0.6438, "page": 0, "Index": 218}, {"Word": "cartoons,", "Confidence": 0.992, "X1": 0.15112, "Y1": 0.6462, "X2": 0.23784, "Y2": 0.646, "X3": 0.23653, "Y3": 0.6628, "X4": 0.15112, "Y4": 0.6628, "page": 0, "Index": 219}, {"Word": "no", "Confidence": 0.998, "X1": 0.24179, "Y1": 0.6452, "X2": 0.26807, "Y2": 0.645, "X3": 0.26675, "Y3": 0.6638, "X4": 0.24179, "Y4": 0.6628, "page": 0, "Index": 220}, {"Word": "caps", "Confidence": 0.991, "X1": 0.27332, "Y1": 0.6452, "X2": 0.31406, "Y2": 0.645, "X3": 0.31275, "Y3": 0.6638, "X4": 0.27201, "Y4": 0.6638, "page": 0, "Index": 221}, {"Word": "and", "Confidence": 0.998, "X1": 0.31932, "Y1": 0.6452, "X2": 0.35611, "Y2": 0.645, "X3": 0.3548, "Y3": 0.6638, "X4": 0.318, "Y4": 0.6638, "page": 0, "Index": 222}, {"Word": "T-shirts", "Confidence": 0.993, "X1": 0.36137, "Y1": 0.6442, "X2": 0.43101, "Y2": 0.644, "X3": 0.4297, "Y3": 0.6638, "X4": 0.36005, "Y4": 0.6638, "page": 0, "Index": 223}, {"Word": "with", "Confidence": 0.989, "X1": 0.43627, "Y1": 0.6442, "X2": 0.477, "Y2": 0.644, "X3": 0.477, "Y3": 0.6638, "X4": 0.43495, "Y4": 0.6638, "page": 0, "Index": 224}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.48226, "Y1": 0.6442, "X2": 0.56242, "Y2": 0.644, "X3": 0.5611, "Y3": 0.6638, "X4": 0.48095, "Y4": 0.6638, "page": 0, "Index": 225}, {"Word": "brand", "Confidence": 0.997, "X1": 0.56767, "Y1": 0.6442, "X2": 0.62155, "Y2": 0.644, "X3": 0.62024, "Y3": 0.6638, "X4": 0.56636, "Y4": 0.6638, "page": 0, "Index": 226}, {"Word": "logos,", "Confidence": 0.997, "X1": 0.62681, "Y1": 0.6442, "X2": 0.682, "Y2": 0.644, "X3": 0.68068, "Y3": 0.6638, "X4": 0.62549, "Y4": 0.6638, "page": 0, "Index": 227}, {"Word": "etc.", "Confidence": 0.985, "X1": 0.68725, "Y1": 0.6442, "X2": 0.72405, "Y2": 0.644, "X3": 0.72273, "Y3": 0.6628, "X4": 0.68594, "Y4": 0.6638, "page": 0, "Index": 228}, {"Word": "And", "Confidence": 0.998, "X1": 0.7293, "Y1": 0.6452, "X2": 0.77004, "Y2": 0.645, "X3": 0.76873, "Y3": 0.6628, "X4": 0.72799, "Y4": 0.6628, "page": 0, "Index": 229}, {"Word": "there", "Confidence": 0.998, "X1": 0.7753, "Y1": 0.6452, "X2": 0.8226, "Y2": 0.645, "X3": 0.82129, "Y3": 0.6628, "X4": 0.77398, "Y4": 0.6628, "page": 0, "Index": 230}, {"Word": "is", "Confidence": 0.998, "X1": 0.82786, "Y1": 0.6452, "X2": 0.84231, "Y2": 0.645, "X3": 0.841, "Y3": 0.6628, "X4": 0.82654, "Y4": 0.6628, "page": 0, "Index": 231}, {"Word": "a", "Confidence": 0.996, "X1": 0.84757, "Y1": 0.6452, "X2": 0.86071, "Y2": 0.645, "X3": 0.8594, "Y3": 0.6628, "X4": 0.84625, "Y4": 0.6628, "page": 0, "Index": 232}, {"Word": "lot", "Confidence": 0.994, "X1": 0.15112, "Y1": 0.6632, "X2": 0.17346, "Y2": 0.663, "X3": 0.17346, "Y3": 0.6818, "X4": 0.15112, "Y4": 0.6828, "page": 0, "Index": 233}, {"Word": "happening", "Confidence": 0.995, "X1": 0.1774, "Y1": 0.6632, "X2": 0.27989, "Y2": 0.663, "X3": 0.27989, "Y3": 0.6818, "X4": 0.1774, "Y4": 0.6818, "page": 0, "Index": 234}, {"Word": "at", "Confidence": 0.998, "X1": 0.28384, "Y1": 0.6632, "X2": 0.30223, "Y2": 0.663, "X3": 0.30092, "Y3": 0.6818, "X4": 0.28384, "Y4": 0.6818, "page": 0, "Index": 235}, {"Word": "the", "Confidence": 0.998, "X1": 0.30618, "Y1": 0.6632, "X2": 0.3364, "Y2": 0.663, "X3": 0.33509, "Y3": 0.6818, "X4": 0.30618, "Y4": 0.6818, "page": 0, "Index": 236}, {"Word": "retail", "Confidence": 0.997, "X1": 0.34034, "Y1": 0.6632, "X2": 0.38765, "Y2": 0.663, "X3": 0.38765, "Y3": 0.6818, "X4": 0.34034, "Y4": 0.6818, "page": 0, "Index": 237}, {"Word": "level", "Confidence": 0.997, "X1": 0.3929, "Y1": 0.6632, "X2": 0.43758, "Y2": 0.663, "X3": 0.43758, "Y3": 0.6818, "X4": 0.39159, "Y4": 0.6818, "page": 0, "Index": 238}, {"Word": "on", "Confidence": 0.998, "X1": 0.44284, "Y1": 0.6632, "X2": 0.46649, "Y2": 0.663, "X3": 0.46518, "Y3": 0.6808, "X4": 0.44152, "Y4": 0.6818, "page": 0, "Index": 239}, {"Word": "the", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.6632, "X2": 0.50066, "Y2": 0.663, "X3": 0.49934, "Y3": 0.6808, "X4": 0.47043, "Y4": 0.6808, "page": 0, "Index": 240}, {"Word": "access", "Confidence": 0.996, "X1": 0.50591, "Y1": 0.6642, "X2": 0.56242, "Y2": 0.664, "X3": 0.5611, "Y3": 0.6808, "X4": 0.5046, "Y4": 0.6808, "page": 0, "Index": 241}, {"Word": "issue.", "Confidence": 0.995, "X1": 0.56636, "Y1": 0.6642, "X2": 0.62286, "Y2": 0.664, "X3": 0.62155, "Y3": 0.6808, "X4": 0.56505, "Y4": 0.6808, "page": 0, "Index": 242}, {"Word": "Let's", "Confidence": 0.991, "X1": 0.62812, "Y1": 0.6642, "X2": 0.6728, "Y2": 0.664, "X3": 0.67148, "Y3": 0.6808, "X4": 0.62681, "Y4": 0.6808, "page": 0, "Index": 243}, {"Word": "build", "Confidence": 0.997, "X1": 0.67806, "Y1": 0.6642, "X2": 0.72799, "Y2": 0.664, "X3": 0.72668, "Y3": 0.6808, "X4": 0.67674, "Y4": 0.6808, "page": 0, "Index": 244}, {"Word": "on", "Confidence": 0.998, "X1": 0.73325, "Y1": 0.6642, "X2": 0.75558, "Y2": 0.664, "X3": 0.75558, "Y3": 0.6808, "X4": 0.73193, "Y4": 0.6808, "page": 0, "Index": 245}, {"Word": "all", "Confidence": 0.998, "X1": 0.76084, "Y1": 0.6642, "X2": 0.78449, "Y2": 0.664, "X3": 0.78318, "Y3": 0.6818, "X4": 0.75953, "Y4": 0.6808, "page": 0, "Index": 246}, {"Word": "these", "Confidence": 0.998, "X1": 0.78844, "Y1": 0.6642, "X2": 0.841, "Y2": 0.664, "X3": 0.83968, "Y3": 0.6818, "X4": 0.78844, "Y4": 0.6818, "page": 0, "Index": 247}, {"Word": "efforts", "Confidence": 0.992, "X1": 0.1498, "Y1": 0.6832, "X2": 0.20894, "Y2": 0.683, "X3": 0.20894, "Y3": 0.7008, "X4": 0.1498, "Y4": 0.7008, "page": 0, "Index": 248}, {"Word": "with", "Confidence": 0.991, "X1": 0.21419, "Y1": 0.6832, "X2": 0.25624, "Y2": 0.683, "X3": 0.25624, "Y3": 0.7008, "X4": 0.21419, "Y4": 0.7008, "page": 0, "Index": 249}, {"Word": "positive,", "Confidence": 0.995, "X1": 0.2615, "Y1": 0.6822, "X2": 0.34034, "Y2": 0.682, "X3": 0.34034, "Y3": 0.7008, "X4": 0.2615, "Y4": 0.7008, "page": 0, "Index": 250}, {"Word": "reinforcing", "Confidence": 0.994, "X1": 0.3456, "Y1": 0.6822, "X2": 0.44809, "Y2": 0.682, "X3": 0.44809, "Y3": 0.7008, "X4": 0.3456, "Y4": 0.7008, "page": 0, "Index": 251}, {"Word": "activities", "Confidence": 0.994, "X1": 0.45335, "Y1": 0.6822, "X2": 0.53614, "Y2": 0.682, "X3": 0.53614, "Y3": 0.7008, "X4": 0.45335, "Y4": 0.7008, "page": 0, "Index": 252}, {"Word": "for", "Confidence": 0.998, "X1": 0.54139, "Y1": 0.6822, "X2": 0.56636, "Y2": 0.682, "X3": 0.56636, "Y3": 0.7008, "X4": 0.54008, "Y4": 0.7008, "page": 0, "Index": 253}, {"Word": "kids", "Confidence": 0.986, "X1": 0.57162, "Y1": 0.6822, "X2": 0.61235, "Y2": 0.682, "X3": 0.61235, "Y3": 0.7008, "X4": 0.57162, "Y4": 0.7008, "page": 0, "Index": 254}, {"Word": "that", "Confidence": 0.901, "X1": 0.61761, "Y1": 0.6822, "X2": 0.65309, "Y2": 0.682, "X3": 0.65177, "Y3": 0.7008, "X4": 0.61629, "Y4": 0.7008, "page": 0, "Index": 255}, {"Word": "the", "Confidence": 0.998, "X1": 0.65834, "Y1": 0.6822, "X2": 0.68725, "Y2": 0.682, "X3": 0.68594, "Y3": 0.7008, "X4": 0.65703, "Y4": 0.7008, "page": 0, "Index": 256}, {"Word": "public", "Confidence": 0.997, "X1": 0.69251, "Y1": 0.6822, "X2": 0.74901, "Y2": 0.682, "X3": 0.7477, "Y3": 0.7008, "X4": 0.6912, "Y4": 0.7008, "page": 0, "Index": 257}, {"Word": "health", "Confidence": 0.997, "X1": 0.75427, "Y1": 0.6822, "X2": 0.81472, "Y2": 0.682, "X3": 0.81472, "Y3": 0.7008, "X4": 0.75296, "Y4": 0.7008, "page": 0, "Index": 258}, {"Word": "community", "Confidence": 0.991, "X1": 0.1498, "Y1": 0.7022, "X2": 0.25624, "Y2": 0.702, "X3": 0.25624, "Y3": 0.7198, "X4": 0.1498, "Y4": 0.7198, "page": 0, "Index": 259}, {"Word": "has", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.7022, "X2": 0.29435, "Y2": 0.702, "X3": 0.29435, "Y3": 0.7198, "X4": 0.26018, "Y4": 0.7198, "page": 0, "Index": 260}, {"Word": "also", "Confidence": 0.991, "X1": 0.29829, "Y1": 0.7012, "X2": 0.33509, "Y2": 0.701, "X3": 0.33509, "Y3": 0.7198, "X4": 0.29829, "Y4": 0.7198, "page": 0, "Index": 261}, {"Word": "called", "Confidence": 0.997, "X1": 0.33903, "Y1": 0.7012, "X2": 0.39422, "Y2": 0.701, "X3": 0.39422, "Y3": 0.7208, "X4": 0.33903, "Y4": 0.7198, "page": 0, "Index": 262}, {"Word": "for.)", "Confidence": 0.996, "X1": 0.39947, "Y1": 0.7022, "X2": 0.44152, "Y2": 0.702, "X3": 0.44152, "Y3": 0.7208, "X4": 0.39947, "Y4": 0.7208, "page": 0, "Index": 263}, {"Word": "Why", "Confidence": 0.998, "X1": 0.11827, "Y1": 0.7372, "X2": 0.16426, "Y2": 0.737, "X3": 0.16426, "Y3": 0.7558, "X4": 0.11827, "Y4": 0.7558, "page": 0, "Index": 264}, {"Word": "PM", "Confidence": 0.998, "X1": 0.16951, "Y1": 0.7372, "X2": 0.1958, "Y2": 0.737, "X3": 0.19448, "Y3": 0.7558, "X4": 0.1682, "Y4": 0.7558, "page": 0, "Index": 265}, {"Word": "USA", "Confidence": 0.998, "X1": 0.20894, "Y1": 0.7372, "X2": 0.2523, "Y2": 0.737, "X3": 0.25099, "Y3": 0.7558, "X4": 0.20762, "Y4": 0.7558, "page": 0, "Index": 266}, {"Word": "is", "Confidence": 0.998, "X1": 0.25887, "Y1": 0.7372, "X2": 0.27595, "Y2": 0.737, "X3": 0.27464, "Y3": 0.7558, "X4": 0.25756, "Y4": 0.7558, "page": 0, "Index": 267}, {"Word": "doing", "Confidence": 0.998, "X1": 0.28121, "Y1": 0.7382, "X2": 0.33771, "Y2": 0.738, "X3": 0.3364, "Y3": 0.7548, "X4": 0.27989, "Y4": 0.7558, "page": 0, "Index": 268}, {"Word": "this", "Confidence": 0.991, "X1": 0.34166, "Y1": 0.7382, "X2": 0.38108, "Y2": 0.738, "X3": 0.37976, "Y3": 0.7548, "X4": 0.34034, "Y4": 0.7548, "page": 0, "Index": 269}, {"Word": "The", "Confidence": 0.995, "X1": 0.15112, "Y1": 0.7782, "X2": 0.18265, "Y2": 0.778, "X3": 0.18265, "Y3": 0.7968, "X4": 0.15243, "Y4": 0.7968, "page": 0, "Index": 270}, {"Word": "incidence", "Confidence": 0.995, "X1": 0.18791, "Y1": 0.7782, "X2": 0.27727, "Y2": 0.778, "X3": 0.27727, "Y3": 0.7978, "X4": 0.18791, "Y4": 0.7968, "page": 0, "Index": 271}, {"Word": "of", "Confidence": 0.998, "X1": 0.28252, "Y1": 0.7782, "X2": 0.30223, "Y2": 0.778, "X3": 0.30223, "Y3": 0.7978, "X4": 0.28252, "Y4": 0.7978, "page": 0, "Index": 272}, {"Word": "youth", "Confidence": 0.998, "X1": 0.30749, "Y1": 0.7782, "X2": 0.36137, "Y2": 0.778, "X3": 0.36137, "Y3": 0.7978, "X4": 0.30749, "Y4": 0.7978, "page": 0, "Index": 273}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.36662, "Y1": 0.7792, "X2": 0.44547, "Y2": 0.779, "X3": 0.44678, "Y3": 0.7978, "X4": 0.36662, "Y4": 0.7978, "page": 0, "Index": 274}, {"Word": "is", "Confidence": 0.998, "X1": 0.45072, "Y1": 0.7792, "X2": 0.46649, "Y2": 0.779, "X3": 0.46649, "Y3": 0.7978, "X4": 0.45072, "Y4": 0.7978, "page": 0, "Index": 275}, {"Word": "rising,", "Confidence": 0.995, "X1": 0.47043, "Y1": 0.7792, "X2": 0.52825, "Y2": 0.779, "X3": 0.52825, "Y3": 0.7978, "X4": 0.47043, "Y4": 0.7978, "page": 0, "Index": 276}, {"Word": "and", "Confidence": 0.998, "X1": 0.53351, "Y1": 0.7792, "X2": 0.5703, "Y2": 0.779, "X3": 0.5703, "Y3": 0.7978, "X4": 0.53351, "Y4": 0.7978, "page": 0, "Index": 277}, {"Word": "as", "Confidence": 0.998, "X1": 0.57556, "Y1": 0.7792, "X2": 0.59396, "Y2": 0.779, "X3": 0.59396, "Y3": 0.7978, "X4": 0.57556, "Y4": 0.7978, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.5979, "Y1": 0.7792, "X2": 0.62681, "Y2": 0.779, "X3": 0.62681, "Y3": 0.7978, "X4": 0.5979, "Y4": 0.7978, "page": 0, "Index": 279}, {"Word": "largest", "Confidence": 0.996, "X1": 0.63206, "Y1": 0.7792, "X2": 0.69382, "Y2": 0.779, "X3": 0.69382, "Y3": 0.7978, "X4": 0.63075, "Y4": 0.7978, "page": 0, "Index": 280}, {"Word": "manufacturer", "Confidence": 0.992, "X1": 0.69908, "Y1": 0.7792, "X2": 0.82654, "Y2": 0.779, "X3": 0.82654, "Y3": 0.7968, "X4": 0.69908, "Y4": 0.7978, "page": 0, "Index": 281}, {"Word": "of", "Confidence": 0.998, "X1": 0.8318, "Y1": 0.7792, "X2": 0.85677, "Y2": 0.779, "X3": 0.85677, "Y3": 0.7968, "X4": 0.8318, "Y4": 0.7968, "page": 0, "Index": 282}, {"Word": "cigarettes", "Confidence": 0.991, "X1": 0.15112, "Y1": 0.7962, "X2": 0.23653, "Y2": 0.796, "X3": 0.23653, "Y3": 0.8158, "X4": 0.15112, "Y4": 0.8158, "page": 0, "Index": 283}, {"Word": "in", "Confidence": 0.998, "X1": 0.24179, "Y1": 0.7962, "X2": 0.26018, "Y2": 0.796, "X3": 0.26018, "Y3": 0.8158, "X4": 0.24179, "Y4": 0.8158, "page": 0, "Index": 284}, {"Word": "the", "Confidence": 0.998, "X1": 0.26544, "Y1": 0.7962, "X2": 0.29566, "Y2": 0.796, "X3": 0.29566, "Y3": 0.8158, "X4": 0.26544, "Y4": 0.8158, "page": 0, "Index": 285}, {"Word": "U.S", "Confidence": 0.995, "X1": 0.29961, "Y1": 0.7972, "X2": 0.32983, "Y2": 0.797, "X3": 0.32983, "Y3": 0.8158, "X4": 0.29961, "Y4": 0.8158, "page": 0, "Index": 286}, {"Word": ".,", "Confidence": 0.968, "X1": 0.33509, "Y1": 0.7972, "X2": 0.34297, "Y2": 0.797, "X3": 0.34297, "Y3": 0.8158, "X4": 0.33509, "Y4": 0.8158, "page": 0, "Index": 287}, {"Word": "we", "Confidence": 0.998, "X1": 0.34823, "Y1": 0.7972, "X2": 0.37582, "Y2": 0.797, "X3": 0.37451, "Y3": 0.8158, "X4": 0.34823, "Y4": 0.8158, "page": 0, "Index": 288}, {"Word": "must", "Confidence": 0.988, "X1": 0.37976, "Y1": 0.7972, "X2": 0.42838, "Y2": 0.797, "X3": 0.42838, "Y3": 0.8158, "X4": 0.37976, "Y4": 0.8158, "page": 0, "Index": 289}, {"Word": "take", "Confidence": 0.987, "X1": 0.43364, "Y1": 0.7972, "X2": 0.47175, "Y2": 0.797, "X3": 0.47175, "Y3": 0.8158, "X4": 0.43364, "Y4": 0.8158, "page": 0, "Index": 290}, {"Word": "responsible", "Confidence": 0.994, "X1": 0.477, "Y1": 0.7972, "X2": 0.58344, "Y2": 0.797, "X3": 0.58344, "Y3": 0.8158, "X4": 0.477, "Y4": 0.8158, "page": 0, "Index": 291}, {"Word": "action", "Confidence": 0.997, "X1": 0.5887, "Y1": 0.7972, "X2": 0.6452, "Y2": 0.797, "X3": 0.6452, "Y3": 0.8158, "X4": 0.58739, "Y4": 0.8158, "page": 0, "Index": 292}, {"Word": "to", "Confidence": 0.998, "X1": 0.65046, "Y1": 0.7972, "X2": 0.66886, "Y2": 0.797, "X3": 0.66754, "Y3": 0.8158, "X4": 0.64915, "Y4": 0.8158, "page": 0, "Index": 293}, {"Word": "prevent", "Confidence": 0.996, "X1": 0.6728, "Y1": 0.7972, "X2": 0.74507, "Y2": 0.797, "X3": 0.74507, "Y3": 0.8158, "X4": 0.6728, "Y4": 0.8158, "page": 0, "Index": 294}, {"Word": "kids", "Confidence": 0.987, "X1": 0.75033, "Y1": 0.7972, "X2": 0.78975, "Y2": 0.797, "X3": 0.78975, "Y3": 0.8158, "X4": 0.74901, "Y4": 0.8158, "page": 0, "Index": 295}, {"Word": "from", "Confidence": 0.989, "X1": 0.79501, "Y1": 0.7972, "X2": 0.83574, "Y2": 0.797, "X3": 0.83574, "Y3": 0.8158, "X4": 0.79369, "Y4": 0.8158, "page": 0, "Index": 296}, {"Word": "starting", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.8172, "X2": 0.22076, "Y2": 0.817, "X3": 0.22076, "Y3": 0.8348, "X4": 0.15112, "Y4": 0.8348, "page": 0, "Index": 297}, {"Word": "to", "Confidence": 0.998, "X1": 0.2247, "Y1": 0.8172, "X2": 0.24442, "Y2": 0.817, "X3": 0.24442, "Y3": 0.8348, "X4": 0.2247, "Y4": 0.8348, "page": 0, "Index": 298}, {"Word": "smoke.", "Confidence": 0.993, "X1": 0.24836, "Y1": 0.8162, "X2": 0.32194, "Y2": 0.816, "X3": 0.32194, "Y3": 0.8348, "X4": 0.24836, "Y4": 0.8348, "page": 0, "Index": 299}, {"Word": "There", "Confidence": 0.997, "X1": 0.32589, "Y1": 0.8162, "X2": 0.37845, "Y2": 0.816, "X3": 0.37845, "Y3": 0.8348, "X4": 0.32589, "Y4": 0.8348, "page": 0, "Index": 300}, {"Word": "are", "Confidence": 0.998, "X1": 0.38239, "Y1": 0.8162, "X2": 0.41261, "Y2": 0.816, "X3": 0.41261, "Y3": 0.8348, "X4": 0.38239, "Y4": 0.8348, "page": 0, "Index": 301}, {"Word": "also", "Confidence": 0.991, "X1": 0.41787, "Y1": 0.8162, "X2": 0.45335, "Y2": 0.816, "X3": 0.45335, "Y3": 0.8348, "X4": 0.41787, "Y4": 0.8348, "page": 0, "Index": 302}, {"Word": "solid", "Confidence": 0.997, "X1": 0.45861, "Y1": 0.8162, "X2": 0.5046, "Y2": 0.816, "X3": 0.5046, "Y3": 0.8348, "X4": 0.45861, "Y4": 0.8348, "page": 0, "Index": 303}, {"Word": "business", "Confidence": 0.995, "X1": 0.50854, "Y1": 0.8162, "X2": 0.58739, "Y2": 0.816, "X3": 0.58739, "Y3": 0.8348, "X4": 0.50854, "Y4": 0.8348, "page": 0, "Index": 304}, {"Word": "reasons", "Confidence": 0.997, "X1": 0.59264, "Y1": 0.8162, "X2": 0.6636, "Y2": 0.816, "X3": 0.6636, "Y3": 0.8348, "X4": 0.59264, "Y4": 0.8348, "page": 0, "Index": 305}, {"Word": "to", "Confidence": 0.998, "X1": 0.66886, "Y1": 0.8162, "X2": 0.68725, "Y2": 0.816, "X3": 0.68725, "Y3": 0.8348, "X4": 0.66754, "Y4": 0.8348, "page": 0, "Index": 306}, {"Word": "do", "Confidence": 0.997, "X1": 0.69251, "Y1": 0.8162, "X2": 0.71616, "Y2": 0.816, "X3": 0.71485, "Y3": 0.8348, "X4": 0.6912, "Y4": 0.8348, "page": 0, "Index": 307}, {"Word": "this.", "Confidence": 0.994, "X1": 0.72011, "Y1": 0.8162, "X2": 0.7661, "Y2": 0.816, "X3": 0.7661, "Y3": 0.8348, "X4": 0.72011, "Y4": 0.8348, "page": 0, "Index": 308}, {"Word": "This", "Confidence": 0.989, "X1": 0.77135, "Y1": 0.8162, "X2": 0.81603, "Y2": 0.816, "X3": 0.81603, "Y3": 0.8348, "X4": 0.77004, "Y4": 0.8348, "page": 0, "Index": 309}, {"Word": "problem", "Confidence": 0.994, "X1": 0.15112, "Y1": 0.8352, "X2": 0.22339, "Y2": 0.835, "X3": 0.22339, "Y3": 0.8538, "X4": 0.15112, "Y4": 0.8538, "page": 0, "Index": 310}, {"Word": "is", "Confidence": 0.998, "X1": 0.23259, "Y1": 0.8352, "X2": 0.24704, "Y2": 0.835, "X3": 0.24704, "Y3": 0.8538, "X4": 0.2339, "Y4": 0.8538, "page": 0, "Index": 311}, {"Word": "regularly", "Confidence": 0.951, "X1": 0.2523, "Y1": 0.8352, "X2": 0.33903, "Y2": 0.835, "X3": 0.33903, "Y3": 0.8538, "X4": 0.2523, "Y4": 0.8538, "page": 0, "Index": 312}, {"Word": "used", "Confidence": 0.988, "X1": 0.34428, "Y1": 0.8352, "X2": 0.38765, "Y2": 0.835, "X3": 0.38765, "Y3": 0.8538, "X4": 0.34428, "Y4": 0.8538, "page": 0, "Index": 313}, {"Word": "to", "Confidence": 0.998, "X1": 0.3929, "Y1": 0.8352, "X2": 0.40999, "Y2": 0.835, "X3": 0.40999, "Y3": 0.8538, "X4": 0.3929, "Y4": 0.8538, "page": 0, "Index": 314}, {"Word": "demonize", "Confidence": 0.994, "X1": 0.41524, "Y1": 0.8352, "X2": 0.50723, "Y2": 0.835, "X3": 0.50723, "Y3": 0.8538, "X4": 0.41524, "Y4": 0.8538, "page": 0, "Index": 315}, {"Word": "us,", "Confidence": 0.998, "X1": 0.51117, "Y1": 0.8352, "X2": 0.53876, "Y2": 0.835, "X3": 0.53876, "Y3": 0.8538, "X4": 0.51117, "Y4": 0.8538, "page": 0, "Index": 316}, {"Word": "used", "Confidence": 0.981, "X1": 0.54402, "Y1": 0.8352, "X2": 0.59001, "Y2": 0.835, "X3": 0.5887, "Y3": 0.8528, "X4": 0.54271, "Y4": 0.8538, "page": 0, "Index": 317}, {"Word": "in", "Confidence": 0.997, "X1": 0.59396, "Y1": 0.8352, "X2": 0.61104, "Y2": 0.835, "X3": 0.61104, "Y3": 0.8528, "X4": 0.59396, "Y4": 0.8528, "page": 0, "Index": 318}, {"Word": "suits", "Confidence": 0.995, "X1": 0.61629, "Y1": 0.8352, "X2": 0.66097, "Y2": 0.835, "X3": 0.65966, "Y3": 0.8528, "X4": 0.61629, "Y4": 0.8528, "page": 0, "Index": 319}, {"Word": "against", "Confidence": 0.995, "X1": 0.66491, "Y1": 0.8352, "X2": 0.73193, "Y2": 0.835, "X3": 0.73062, "Y3": 0.8528, "X4": 0.66491, "Y4": 0.8528, "page": 0, "Index": 320}, {"Word": "us", "Confidence": 0.998, "X1": 0.73719, "Y1": 0.8352, "X2": 0.75821, "Y2": 0.835, "X3": 0.75821, "Y3": 0.8528, "X4": 0.73587, "Y4": 0.8528, "page": 0, "Index": 321}, {"Word": "and", "Confidence": 0.998, "X1": 0.76347, "Y1": 0.8362, "X2": 0.79895, "Y2": 0.836, "X3": 0.79763, "Y3": 0.8528, "X4": 0.76216, "Y4": 0.8528, "page": 0, "Index": 322}, {"Word": "to", "Confidence": 0.998, "X1": 0.80289, "Y1": 0.8362, "X2": 0.82523, "Y2": 0.836, "X3": 0.82523, "Y3": 0.8528, "X4": 0.80289, "Y4": 0.8528, "page": 0, "Index": 323}, {"Word": "penalize", "Confidence": 0.991, "X1": 0.1498, "Y1": 0.8542, "X2": 0.22865, "Y2": 0.854, "X3": 0.22733, "Y3": 0.8728, "X4": 0.1498, "Y4": 0.8728, "page": 0, "Index": 324}, {"Word": "our", "Confidence": 0.998, "X1": 0.23259, "Y1": 0.8542, "X2": 0.26413, "Y2": 0.854, "X3": 0.26413, "Y3": 0.8728, "X4": 0.23259, "Y4": 0.8728, "page": 0, "Index": 325}, {"Word": "consumers", "Confidence": 0.995, "X1": 0.26938, "Y1": 0.8542, "X2": 0.36925, "Y2": 0.854, "X3": 0.36925, "Y3": 0.8718, "X4": 0.26938, "Y4": 0.8728, "page": 0, "Index": 326}, {"Word": "with", "Confidence": 0.981, "X1": 0.37451, "Y1": 0.8542, "X2": 0.41656, "Y2": 0.854, "X3": 0.41656, "Y3": 0.8718, "X4": 0.37451, "Y4": 0.8718, "page": 0, "Index": 327}, {"Word": "excessive", "Confidence": 0.995, "X1": 0.42181, "Y1": 0.8542, "X2": 0.50986, "Y2": 0.854, "X3": 0.50854, "Y3": 0.8718, "X4": 0.4205, "Y4": 0.8718, "page": 0, "Index": 328}, {"Word": "taxes.", "Confidence": 0.994, "X1": 0.5138, "Y1": 0.8542, "X2": 0.56899, "Y2": 0.854, "X3": 0.56899, "Y3": 0.8718, "X4": 0.5138, "Y4": 0.8718, "page": 0, "Index": 329}, {"Word": "It", "Confidence": 0.998, "X1": 0.57424, "Y1": 0.8542, "X2": 0.59001, "Y2": 0.854, "X3": 0.5887, "Y3": 0.8718, "X4": 0.57293, "Y4": 0.8718, "page": 0, "Index": 330}, {"Word": "is", "Confidence": 0.998, "X1": 0.59396, "Y1": 0.8542, "X2": 0.60972, "Y2": 0.854, "X3": 0.60972, "Y3": 0.8718, "X4": 0.59396, "Y4": 0.8718, "page": 0, "Index": 331}, {"Word": "in", "Confidence": 0.998, "X1": 0.61498, "Y1": 0.8542, "X2": 0.63206, "Y2": 0.854, "X3": 0.63206, "Y3": 0.8718, "X4": 0.61498, "Y4": 0.8718, "page": 0, "Index": 332}, {"Word": "the", "Confidence": 0.998, "X1": 0.63732, "Y1": 0.8542, "X2": 0.66623, "Y2": 0.854, "X3": 0.66623, "Y3": 0.8718, "X4": 0.63601, "Y4": 0.8718, "page": 0, "Index": 333}, {"Word": "best", "Confidence": 0.991, "X1": 0.67148, "Y1": 0.8542, "X2": 0.70959, "Y2": 0.854, "X3": 0.70828, "Y3": 0.8718, "X4": 0.67148, "Y4": 0.8718, "page": 0, "Index": 334}, {"Word": "interests", "Confidence": 0.991, "X1": 0.71353, "Y1": 0.8542, "X2": 0.79238, "Y2": 0.854, "X3": 0.79238, "Y3": 0.8718, "X4": 0.71353, "Y4": 0.8718, "page": 0, "Index": 335}, {"Word": "of", "Confidence": 0.998, "X1": 0.79763, "Y1": 0.8542, "X2": 0.81603, "Y2": 0.854, "X3": 0.81603, "Y3": 0.8718, "X4": 0.79632, "Y4": 0.8718, "page": 0, "Index": 336}, {"Word": "our", "Confidence": 0.998, "X1": 0.82129, "Y1": 0.8542, "X2": 0.85808, "Y2": 0.854, "X3": 0.85808, "Y3": 0.8718, "X4": 0.81997, "Y4": 0.8718, "page": 0, "Index": 337}, {"Word": "2080249213", "Confidence": 0.993, "X1": 0.96978, "Y1": 0.8692, "X2": 0.96715, "Y2": 0.869, "X3": 0.94218, "Y3": 0.8688, "X4": 0.9435, "Y4": 0.7638, "page": 0, "Index": 338}, {"Word": "employees,", "Confidence": 0.972, "X1": 0.15243, "Y1": 0.8732, "X2": 0.25361, "Y2": 0.873, "X3": 0.25361, "Y3": 0.8918, "X4": 0.15112, "Y4": 0.8918, "page": 0, "Index": 339}, {"Word": "consumers", "Confidence": 0.994, "X1": 0.25887, "Y1": 0.8722, "X2": 0.35874, "Y2": 0.872, "X3": 0.35874, "Y3": 0.8918, "X4": 0.25756, "Y4": 0.8918, "page": 0, "Index": 340}, {"Word": "and", "Confidence": 0.998, "X1": 0.36399, "Y1": 0.8722, "X2": 0.39947, "Y2": 0.872, "X3": 0.39947, "Y3": 0.8908, "X4": 0.36399, "Y4": 0.8918, "page": 0, "Index": 341}, {"Word": "our", "Confidence": 0.998, "X1": 0.40473, "Y1": 0.8722, "X2": 0.43627, "Y2": 0.872, "X3": 0.43627, "Y3": 0.8908, "X4": 0.40342, "Y4": 0.8908, "page": 0, "Index": 342}, {"Word": "shareholders", "Confidence": 0.991, "X1": 0.44152, "Y1": 0.8722, "X2": 0.5611, "Y2": 0.872, "X3": 0.5611, "Y3": 0.8908, "X4": 0.44152, "Y4": 0.8908, "page": 0, "Index": 343}, {"Word": "that", "Confidence": 0.988, "X1": 0.56636, "Y1": 0.8722, "X2": 0.60184, "Y2": 0.872, "X3": 0.60184, "Y3": 0.8918, "X4": 0.56636, "Y4": 0.8908, "page": 0, "Index": 344}, {"Word": "we", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.8732, "X2": 0.63469, "Y2": 0.873, "X3": 0.63469, "Y3": 0.8918, "X4": 0.6071, "Y4": 0.8918, "page": 0, "Index": 345}, {"Word": "do", "Confidence": 0.998, "X1": 0.63863, "Y1": 0.8732, "X2": 0.6636, "Y2": 0.873, "X3": 0.6636, "Y3": 0.8918, "X4": 0.63995, "Y4": 0.8918, "page": 0, "Index": 346}, {"Word": "more", "Confidence": 0.989, "X1": 0.66754, "Y1": 0.8732, "X2": 0.71616, "Y2": 0.873, "X3": 0.71748, "Y3": 0.8918, "X4": 0.66886, "Y4": 0.8918, "page": 0, "Index": 347}, {"Word": "to", "Confidence": 0.998, "X1": 0.72142, "Y1": 0.8732, "X2": 0.74113, "Y2": 0.873, "X3": 0.74113, "Y3": 0.8918, "X4": 0.72142, "Y4": 0.8918, "page": 0, "Index": 348}, {"Word": "reduce", "Confidence": 0.997, "X1": 0.74639, "Y1": 0.8732, "X2": 0.80946, "Y2": 0.873, "X3": 0.80946, "Y3": 0.8918, "X4": 0.74639, "Y4": 0.8918, "page": 0, "Index": 349}, {"Word": "youth", "Confidence": 0.993, "X1": 0.8134, "Y1": 0.8742, "X2": 0.86991, "Y2": 0.874, "X3": 0.87122, "Y3": 0.8918, "X4": 0.81472, "Y4": 0.8918, "page": 0, "Index": 350}, {"Word": "smoking.", "Confidence": 0.967, "X1": 0.15243, "Y1": 0.8922, "X2": 0.23653, "Y2": 0.892, "X3": 0.23653, "Y3": 0.9108, "X4": 0.15112, "Y4": 0.9098, "page": 0, "Index": 351}, {"Word": "2", "Confidence": 0.995, "X1": 0.86071, "Y1": 0.9452, "X2": 0.87122, "Y2": 0.945, "X3": 0.87122, "Y3": 0.9598, "X4": 0.8594, "Y4": 0.9588, "page": 0, "Index": 352}]}
"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"
ffyn0177
4
{"lines_data": [{"Word": "Cessation", "Confidence": 0.995, "X1": 0.11301, "Y1": 0.0692, "X2": 0.21288, "Y2": 0.069, "X3": 0.21156, "Y3": 0.0868, "X4": 0.11301, "Y4": 0.0858, "page": 0}, {"Word": ". We do not discount cessation as a strategy we might consider in the future as", "Confidence": 0.96281, "X1": 0.11564, "Y1": 0.1072, "X2": 0.8594, "Y2": 0.107, "X3": 0.8594, "Y3": 0.1258, "X4": 0.11564, "Y4": 0.1258, "page": 0}, {"Word": "part of our efforts to reduce youth smoking. At the present time, we are not", "Confidence": 0.99647, "X1": 0.14323, "Y1": 0.1262, "X2": 0.85283, "Y2": 0.126, "X3": 0.85283, "Y3": 0.1458, "X4": 0.14323, "Y4": 0.1458, "page": 0}, {"Word": "aware of a recommended way to address this issue with minors.", "Confidence": 0.99491, "X1": 0.14455, "Y1": 0.1452, "X2": 0.7385, "Y2": 0.145, "X3": 0.7385, "Y3": 0.1638, "X4": 0.14455, "Y4": 0.1648, "page": 0}, {"Word": "Legal Penalties for Minors", "Confidence": 0.996, "X1": 0.11301, "Y1": 0.1822, "X2": 0.37057, "Y2": 0.182, "X3": 0.37057, "Y3": 0.2008, "X4": 0.11301, "Y4": 0.2008, "page": 0}, {"Word": "[We think this is an important issue that deserves debate. On the one hand, it could", "Confidence": 0.98744, "X1": 0.13272, "Y1": 0.2202, "X2": 0.84757, "Y2": 0.22, "X3": 0.84757, "Y3": 0.2388, "X4": 0.13272, "Y4": 0.2388, "page": 0}, {"Word": "add weight and seriousness to society's concern and make kids appreciate serious", "Confidence": 0.99175, "X1": 0.14323, "Y1": 0.2402, "X2": 0.82392, "Y2": 0.24, "X3": 0.82392, "Y3": 0.2578, "X4": 0.14323, "Y4": 0.2578, "page": 0}, {"Word": "short-term impacts of their action. On the other hand, there are issues of law", "Confidence": 0.99414, "X1": 0.14323, "Y1": 0.2582, "X2": 0.79369, "Y2": 0.258, "X3": 0.79369, "Y3": 0.2768, "X4": 0.14323, "Y4": 0.2768, "page": 0}, {"Word": "enforcement priorities and of \"criminalizing\" kids. This is not an easy question.", "Confidence": 0.98833, "X1": 0.14455, "Y1": 0.2762, "X2": 0.81866, "Y2": 0.276, "X3": 0.81866, "Y3": 0.2958, "X4": 0.14455, "Y4": 0.2958, "page": 0}, {"Word": "Under the multi-state agreement, we cannot oppose any state/local", "Confidence": 0.99522, "X1": 0.14586, "Y1": 0.2952, "X2": 0.77004, "Y2": 0.295, "X3": 0.77004, "Y3": 0.3148, "X4": 0.14586, "Y4": 0.3138, "page": 0}, {"Word": "legislation or adminstrative rules regarding \"enforcement of access", "Confidence": 0.98013, "X1": 0.14717, "Y1": 0.3152, "X2": 0.7661, "Y2": 0.315, "X3": 0.7661, "Y3": 0.3328, "X4": 0.14717, "Y4": 0.3328, "page": 0}, {"Word": "restrictions through penalties on youth for possession or use.\"", "Confidence": 0.98889, "X1": 0.14455, "Y1": 0.3332, "X2": 0.72011, "Y2": 0.333, "X3": 0.72011, "Y3": 0.3518, "X4": 0.14455, "Y4": 0.3528, "page": 0}, {"Word": "Legal Age of 21", "Confidence": 0.997, "X1": 0.11301, "Y1": 0.3902, "X2": 0.26413, "Y2": 0.39, "X3": 0.26544, "Y3": 0.4088, "X4": 0.11301, "Y4": 0.4098, "page": 0}, {"Word": "This is a societal issue and society has determined that an individual must be", "Confidence": 0.99443, "X1": 0.13929, "Y1": 0.4272, "X2": 0.85808, "Y2": 0.427, "X3": 0.85808, "Y3": 0.4468, "X4": 0.13929, "Y4": 0.4478, "page": 0}, {"Word": "18 years of age or older to purchase cigarettes.", "Confidence": 0.99544, "X1": 0.14849, "Y1": 0.4472, "X2": 0.57687, "Y2": 0.447, "X3": 0.57687, "Y3": 0.4678, "X4": 0.14849, "Y4": 0.4678, "page": 0}, {"Word": "Success of Access Efforts To Date", "Confidence": 0.9955, "X1": 0.11301, "Y1": 0.5042, "X2": 0.43495, "Y2": 0.504, "X3": 0.43495, "Y3": 0.5218, "X4": 0.11301, "Y4": 0.5228, "page": 0}, {"Word": "We are reasonably confident that a combination of retail training (through the", "Confidence": 0.9955, "X1": 0.12878, "Y1": 0.5422, "X2": 0.86597, "Y2": 0.542, "X3": 0.86597, "Y3": 0.5618, "X4": 0.12878, "Y4": 0.5618, "page": 0}, {"Word": "\"We Card\" program), law enforcement crackdowns, and heightened", "Confidence": 0.98562, "X1": 0.14849, "Y1": 0.5612, "X2": 0.78055, "Y2": 0.561, "X3": 0.78055, "Y3": 0.5808, "X4": 0.14849, "Y4": 0.5808, "page": 0}, {"Word": "consciousness in general, have made it more difficult for kids to buy", "Confidence": 0.99325, "X1": 0.14586, "Y1": 0.5812, "X2": 0.77661, "Y2": 0.581, "X3": 0.77661, "Y3": 0.5978, "X4": 0.14586, "Y4": 0.5988, "page": 0}, {"Word": "cigarettes over the counter. New York City has recently reported some", "Confidence": 0.99091, "X1": 0.14455, "Y1": 0.6002, "X2": 0.80552, "Y2": 0.6, "X3": 0.80552, "Y3": 0.6188, "X4": 0.14455, "Y4": 0.6178, "page": 0}, {"Word": "impressive improvements through a serious law enforcement crackdown.", "Confidence": 0.99438, "X1": 0.14323, "Y1": 0.6192, "X2": 0.82654, "Y2": 0.619, "X3": 0.82654, "Y3": 0.6368, "X4": 0.14323, "Y4": 0.6378, "page": 0}, {"Word": "The Centers for Disease Control has also reported some encouraging national", "Confidence": 0.99455, "X1": 0.13141, "Y1": 0.6582, "X2": 0.86202, "Y2": 0.658, "X3": 0.86202, "Y3": 0.6768, "X4": 0.13141, "Y4": 0.6758, "page": 0}, {"Word": "statistics regarding progress being made nationally, thanks to the efforts of", "Confidence": 0.99518, "X1": 0.14323, "Y1": 0.6772, "X2": 0.83837, "Y2": 0.677, "X3": 0.83837, "Y3": 0.6958, "X4": 0.14323, "Y4": 0.6968, "page": 0}, {"Word": "many people. Their numbers show declines in the percentages of minors who", "Confidence": 0.9955, "X1": 0.14323, "Y1": 0.6972, "X2": 0.86597, "Y2": 0.697, "X3": 0.86597, "Y3": 0.7148, "X4": 0.14455, "Y4": 0.7158, "page": 0}, {"Word": "say they have purchased cigarettes at retail and declines in percentages who", "Confidence": 0.99467, "X1": 0.14586, "Y1": 0.7152, "X2": 0.85151, "Y2": 0.715, "X3": 0.85151, "Y3": 0.7338, "X4": 0.14586, "Y4": 0.7338, "page": 0}, {"Word": "say they were not asked for identification when they tried to purchase", "Confidence": 0.99475, "X1": 0.14323, "Y1": 0.7322, "X2": 0.79501, "Y2": 0.732, "X3": 0.79501, "Y3": 0.7518, "X4": 0.14323, "Y4": 0.7518, "page": 0}, {"Word": "cigarettes.", "Confidence": 0.992, "X1": 0.14323, "Y1": 0.7522, "X2": 0.24179, "Y2": 0.752, "X3": 0.24179, "Y3": 0.7698, "X4": 0.14323, "Y4": 0.7718, "page": 0}, {"Word": "A study conducted by the Centers for Disease Control showed that only 30", "Confidence": 0.99462, "X1": 0.12089, "Y1": 0.7932, "X2": 0.83837, "Y2": 0.793, "X3": 0.83837, "Y3": 0.8128, "X4": 0.12089, "Y4": 0.8118, "page": 0}, {"Word": "percent of high school students who are current smokers purchased their", "Confidence": 0.99445, "X1": 0.14455, "Y1": 0.8122, "X2": 0.8226, "Y2": 0.812, "X3": 0.8226, "Y3": 0.8318, "X4": 0.14455, "Y4": 0.8318, "page": 0}, {"Word": "cigarettes at a store or gas station. So access programs at the retail level \u00e7an", "Confidence": 0.976, "X1": 0.14455, "Y1": 0.8312, "X2": 0.84363, "Y2": 0.831, "X3": 0.84363, "Y3": 0.8508, "X4": 0.14455, "Y4": 0.8508, "page": 0}, {"Word": "only do so much. Therefore, one of our initiatives will be to identify, develop", "Confidence": 0.99321, "X1": 0.14455, "Y1": 0.8502, "X2": 0.8594, "Y2": 0.85, "X3": 0.8594, "Y3": 0.8698, "X4": 0.14323, "Y4": 0.8698, "page": 0}, {"Word": "and implement non-retail approaches to curb youth access, such as programs", "Confidence": 0.99464, "X1": 0.14455, "Y1": 0.8702, "X2": 0.8594, "Y2": 0.87, "X3": 0.8594, "Y3": 0.8898, "X4": 0.14455, "Y4": 0.8888, "page": 0}, {"Word": "2080249216", "Confidence": 0.975, "X1": 0.95532, "Y1": 0.8912, "X2": 0.95795, "Y2": 0.891, "X3": 0.93167, "Y3": 0.8908, "X4": 0.92904, "Y4": 0.7848, "page": 0}, {"Word": "5", "Confidence": 0.996, "X1": 0.85151, "Y1": 0.9412, "X2": 0.86859, "Y2": 0.941, "X3": 0.86728, "Y3": 0.9578, "X4": 0.8502, "Y4": 0.9568, "page": 0}], "words_data": [{"Word": "Cessation", "Confidence": 0.995, "X1": 0.11432, "Y1": 0.0702, "X2": 0.20631, "Y2": 0.07, "X3": 0.20631, "Y3": 0.0868, "X4": 0.11301, "Y4": 0.0858, "page": 0, "Index": 0}, {"Word": ".", "Confidence": 0.622, "X1": 0.11564, "Y1": 0.1072, "X2": 0.13009, "Y2": 0.107, "X3": 0.13009, "Y3": 0.1248, "X4": 0.11564, "Y4": 0.1248, "page": 0, "Index": 1}, {"Word": "We", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.1072, "X2": 0.17346, "Y2": 0.107, "X3": 0.17346, "Y3": 0.1248, "X4": 0.14323, "Y4": 0.1248, "page": 0, "Index": 2}, {"Word": "do", "Confidence": 0.998, "X1": 0.17871, "Y1": 0.1072, "X2": 0.20368, "Y2": 0.107, "X3": 0.20368, "Y3": 0.1258, "X4": 0.17871, "Y4": 0.1248, "page": 0, "Index": 3}, {"Word": "not", "Confidence": 0.998, "X1": 0.20762, "Y1": 0.1072, "X2": 0.24047, "Y2": 0.107, "X3": 0.24047, "Y3": 0.1258, "X4": 0.20762, "Y4": 0.1258, "page": 0, "Index": 4}, {"Word": "discount", "Confidence": 0.995, "X1": 0.24573, "Y1": 0.1072, "X2": 0.32457, "Y2": 0.107, "X3": 0.32457, "Y3": 0.1258, "X4": 0.24573, "Y4": 0.1258, "page": 0, "Index": 5}, {"Word": "cessation", "Confidence": 0.993, "X1": 0.32983, "Y1": 0.1082, "X2": 0.41261, "Y2": 0.108, "X3": 0.41261, "Y3": 0.1268, "X4": 0.32852, "Y4": 0.1258, "page": 0, "Index": 6}, {"Word": "as", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.1082, "X2": 0.43758, "Y2": 0.108, "X3": 0.43758, "Y3": 0.1268, "X4": 0.41787, "Y4": 0.1268, "page": 0, "Index": 7}, {"Word": "a", "Confidence": 0.827, "X1": 0.44284, "Y1": 0.1082, "X2": 0.45335, "Y2": 0.108, "X3": 0.45335, "Y3": 0.1268, "X4": 0.44152, "Y4": 0.1268, "page": 0, "Index": 8}, {"Word": "strategy", "Confidence": 0.994, "X1": 0.45861, "Y1": 0.1082, "X2": 0.53219, "Y2": 0.108, "X3": 0.53219, "Y3": 0.1268, "X4": 0.45861, "Y4": 0.1268, "page": 0, "Index": 9}, {"Word": "we", "Confidence": 0.998, "X1": 0.53745, "Y1": 0.1082, "X2": 0.56505, "Y2": 0.108, "X3": 0.56505, "Y3": 0.1268, "X4": 0.53745, "Y4": 0.1268, "page": 0, "Index": 10}, {"Word": "might", "Confidence": 0.998, "X1": 0.5703, "Y1": 0.1082, "X2": 0.62681, "Y2": 0.108, "X3": 0.62681, "Y3": 0.1268, "X4": 0.5703, "Y4": 0.1268, "page": 0, "Index": 11}, {"Word": "consider", "Confidence": 0.995, "X1": 0.63206, "Y1": 0.1082, "X2": 0.70959, "Y2": 0.108, "X3": 0.70828, "Y3": 0.1268, "X4": 0.63075, "Y4": 0.1268, "page": 0, "Index": 12}, {"Word": "in", "Confidence": 0.998, "X1": 0.71353, "Y1": 0.1082, "X2": 0.73325, "Y2": 0.108, "X3": 0.73325, "Y3": 0.1268, "X4": 0.71353, "Y4": 0.1268, "page": 0, "Index": 13}, {"Word": "the", "Confidence": 0.998, "X1": 0.7385, "Y1": 0.1082, "X2": 0.76741, "Y2": 0.108, "X3": 0.76741, "Y3": 0.1258, "X4": 0.73719, "Y4": 0.1268, "page": 0, "Index": 14}, {"Word": "future", "Confidence": 0.997, "X1": 0.77267, "Y1": 0.1072, "X2": 0.83049, "Y2": 0.107, "X3": 0.82917, "Y3": 0.1258, "X4": 0.77135, "Y4": 0.1258, "page": 0, "Index": 15}, {"Word": "as", "Confidence": 0.998, "X1": 0.83443, "Y1": 0.1072, "X2": 0.8594, "Y2": 0.107, "X3": 0.8594, "Y3": 0.1258, "X4": 0.83443, "Y4": 0.1258, "page": 0, "Index": 16}, {"Word": "part", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.1282, "X2": 0.18134, "Y2": 0.128, "X3": 0.18134, "Y3": 0.1458, "X4": 0.14455, "Y4": 0.1458, "page": 0, "Index": 17}, {"Word": "of", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.1282, "X2": 0.20499, "Y2": 0.128, "X3": 0.20499, "Y3": 0.1458, "X4": 0.1866, "Y4": 0.1458, "page": 0, "Index": 18}, {"Word": "our", "Confidence": 0.998, "X1": 0.21025, "Y1": 0.1282, "X2": 0.2431, "Y2": 0.128, "X3": 0.2431, "Y3": 0.1458, "X4": 0.21025, "Y4": 0.1458, "page": 0, "Index": 19}, {"Word": "efforts", "Confidence": 0.995, "X1": 0.24704, "Y1": 0.1272, "X2": 0.30749, "Y2": 0.127, "X3": 0.30749, "Y3": 0.1458, "X4": 0.24704, "Y4": 0.1458, "page": 0, "Index": 20}, {"Word": "to", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.1272, "X2": 0.32983, "Y2": 0.127, "X3": 0.32983, "Y3": 0.1458, "X4": 0.31275, "Y4": 0.1458, "page": 0, "Index": 21}, {"Word": "reduce", "Confidence": 0.997, "X1": 0.33509, "Y1": 0.1272, "X2": 0.39947, "Y2": 0.127, "X3": 0.39947, "Y3": 0.1458, "X4": 0.33509, "Y4": 0.1458, "page": 0, "Index": 22}, {"Word": "youth", "Confidence": 0.993, "X1": 0.40473, "Y1": 0.1272, "X2": 0.45861, "Y2": 0.127, "X3": 0.45861, "Y3": 0.1458, "X4": 0.40473, "Y4": 0.1458, "page": 0, "Index": 23}, {"Word": "smoking.", "Confidence": 0.995, "X1": 0.46386, "Y1": 0.1272, "X2": 0.55453, "Y2": 0.127, "X3": 0.55453, "Y3": 0.1458, "X4": 0.46386, "Y4": 0.1458, "page": 0, "Index": 24}, {"Word": "At", "Confidence": 0.998, "X1": 0.55979, "Y1": 0.1272, "X2": 0.58213, "Y2": 0.127, "X3": 0.58213, "Y3": 0.1458, "X4": 0.55979, "Y4": 0.1458, "page": 0, "Index": 25}, {"Word": "the", "Confidence": 0.998, "X1": 0.58739, "Y1": 0.1272, "X2": 0.61761, "Y2": 0.127, "X3": 0.61761, "Y3": 0.1458, "X4": 0.58739, "Y4": 0.1458, "page": 0, "Index": 26}, {"Word": "present", "Confidence": 0.995, "X1": 0.62286, "Y1": 0.1272, "X2": 0.69251, "Y2": 0.127, "X3": 0.69251, "Y3": 0.1458, "X4": 0.62286, "Y4": 0.1458, "page": 0, "Index": 27}, {"Word": "time,", "Confidence": 0.996, "X1": 0.69645, "Y1": 0.1272, "X2": 0.74376, "Y2": 0.127, "X3": 0.74376, "Y3": 0.1458, "X4": 0.69645, "Y4": 0.1458, "page": 0, "Index": 28}, {"Word": "we", "Confidence": 0.997, "X1": 0.74901, "Y1": 0.1272, "X2": 0.77661, "Y2": 0.127, "X3": 0.77661, "Y3": 0.1458, "X4": 0.74901, "Y4": 0.1458, "page": 0, "Index": 29}, {"Word": "are", "Confidence": 0.998, "X1": 0.78055, "Y1": 0.1272, "X2": 0.80815, "Y2": 0.127, "X3": 0.80815, "Y3": 0.1458, "X4": 0.78055, "Y4": 0.1458, "page": 0, "Index": 30}, {"Word": "not", "Confidence": 0.998, "X1": 0.8134, "Y1": 0.1272, "X2": 0.85151, "Y2": 0.127, "X3": 0.85151, "Y3": 0.1458, "X4": 0.8134, "Y4": 0.1458, "page": 0, "Index": 31}, {"Word": "aware", "Confidence": 0.996, "X1": 0.14586, "Y1": 0.1482, "X2": 0.19974, "Y2": 0.148, "X3": 0.19974, "Y3": 0.1638, "X4": 0.14586, "Y4": 0.1638, "page": 0, "Index": 32}, {"Word": "of", "Confidence": 0.998, "X1": 0.20499, "Y1": 0.1472, "X2": 0.2247, "Y2": 0.147, "X3": 0.2247, "Y3": 0.1648, "X4": 0.20499, "Y4": 0.1638, "page": 0, "Index": 33}, {"Word": "a", "Confidence": 0.997, "X1": 0.22996, "Y1": 0.1472, "X2": 0.23916, "Y2": 0.147, "X3": 0.23916, "Y3": 0.1648, "X4": 0.22996, "Y4": 0.1648, "page": 0, "Index": 34}, {"Word": "recommended", "Confidence": 0.994, "X1": 0.2431, "Y1": 0.1462, "X2": 0.37976, "Y2": 0.146, "X3": 0.37976, "Y3": 0.1648, "X4": 0.2431, "Y4": 0.1648, "page": 0, "Index": 35}, {"Word": "way", "Confidence": 0.998, "X1": 0.38371, "Y1": 0.1462, "X2": 0.42181, "Y2": 0.146, "X3": 0.42181, "Y3": 0.1648, "X4": 0.38371, "Y4": 0.1648, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.42576, "Y1": 0.1462, "X2": 0.44678, "Y2": 0.146, "X3": 0.44678, "Y3": 0.1648, "X4": 0.42576, "Y4": 0.1648, "page": 0, "Index": 37}, {"Word": "address", "Confidence": 0.996, "X1": 0.45072, "Y1": 0.1452, "X2": 0.523, "Y2": 0.145, "X3": 0.523, "Y3": 0.1648, "X4": 0.45072, "Y4": 0.1648, "page": 0, "Index": 38}, {"Word": "this", "Confidence": 0.991, "X1": 0.52825, "Y1": 0.1452, "X2": 0.5611, "Y2": 0.145, "X3": 0.5611, "Y3": 0.1648, "X4": 0.52825, "Y4": 0.1648, "page": 0, "Index": 39}, {"Word": "issue", "Confidence": 0.997, "X1": 0.56505, "Y1": 0.1462, "X2": 0.61367, "Y2": 0.146, "X3": 0.61367, "Y3": 0.1638, "X4": 0.56505, "Y4": 0.1648, "page": 0, "Index": 40}, {"Word": "with", "Confidence": 0.988, "X1": 0.61892, "Y1": 0.1462, "X2": 0.66097, "Y2": 0.146, "X3": 0.66097, "Y3": 0.1638, "X4": 0.61892, "Y4": 0.1638, "page": 0, "Index": 41}, {"Word": "minors.", "Confidence": 0.991, "X1": 0.66491, "Y1": 0.1472, "X2": 0.7385, "Y2": 0.147, "X3": 0.7385, "Y3": 0.1638, "X4": 0.66491, "Y4": 0.1638, "page": 0, "Index": 42}, {"Word": "Legal", "Confidence": 0.995, "X1": 0.11432, "Y1": 0.1832, "X2": 0.16557, "Y2": 0.183, "X3": 0.16426, "Y3": 0.2008, "X4": 0.11301, "Y4": 0.2018, "page": 0, "Index": 43}, {"Word": "Penalties", "Confidence": 0.994, "X1": 0.16951, "Y1": 0.1832, "X2": 0.25887, "Y2": 0.183, "X3": 0.25756, "Y3": 0.2008, "X4": 0.1682, "Y4": 0.2008, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.26281, "Y1": 0.1832, "X2": 0.29172, "Y2": 0.183, "X3": 0.29041, "Y3": 0.2008, "X4": 0.2615, "Y4": 0.2008, "page": 0, "Index": 45}, {"Word": "Minors", "Confidence": 0.997, "X1": 0.29566, "Y1": 0.1842, "X2": 0.37057, "Y2": 0.184, "X3": 0.36925, "Y3": 0.2008, "X4": 0.29435, "Y4": 0.2008, "page": 0, "Index": 46}, {"Word": "[We", "Confidence": 0.877, "X1": 0.14192, "Y1": 0.2212, "X2": 0.17871, "Y2": 0.221, "X3": 0.1774, "Y3": 0.2398, "X4": 0.1406, "Y4": 0.2398, "page": 0, "Index": 47}, {"Word": "think", "Confidence": 0.998, "X1": 0.18397, "Y1": 0.2212, "X2": 0.22865, "Y2": 0.221, "X3": 0.22733, "Y3": 0.2398, "X4": 0.18265, "Y4": 0.2398, "page": 0, "Index": 48}, {"Word": "this", "Confidence": 0.986, "X1": 0.2339, "Y1": 0.2212, "X2": 0.26413, "Y2": 0.221, "X3": 0.26281, "Y3": 0.2398, "X4": 0.23259, "Y4": 0.2398, "page": 0, "Index": 49}, {"Word": "is", "Confidence": 0.998, "X1": 0.26938, "Y1": 0.2212, "X2": 0.28384, "Y2": 0.221, "X3": 0.28252, "Y3": 0.2398, "X4": 0.26807, "Y4": 0.2398, "page": 0, "Index": 50}, {"Word": "an", "Confidence": 0.995, "X1": 0.28778, "Y1": 0.2212, "X2": 0.31143, "Y2": 0.221, "X3": 0.31012, "Y3": 0.2398, "X4": 0.28778, "Y4": 0.2398, "page": 0, "Index": 51}, {"Word": "important", "Confidence": 0.994, "X1": 0.31537, "Y1": 0.2212, "X2": 0.39947, "Y2": 0.221, "X3": 0.39816, "Y3": 0.2398, "X4": 0.31537, "Y4": 0.2398, "page": 0, "Index": 52}, {"Word": "issue", "Confidence": 0.995, "X1": 0.40342, "Y1": 0.2212, "X2": 0.44547, "Y2": 0.221, "X3": 0.44547, "Y3": 0.2398, "X4": 0.40342, "Y4": 0.2398, "page": 0, "Index": 53}, {"Word": "that", "Confidence": 0.991, "X1": 0.45072, "Y1": 0.2212, "X2": 0.48489, "Y2": 0.221, "X3": 0.48357, "Y3": 0.2398, "X4": 0.44941, "Y4": 0.2398, "page": 0, "Index": 54}, {"Word": "deserves", "Confidence": 0.992, "X1": 0.48883, "Y1": 0.2212, "X2": 0.55979, "Y2": 0.221, "X3": 0.55979, "Y3": 0.2398, "X4": 0.48883, "Y4": 0.2398, "page": 0, "Index": 55}, {"Word": "debate.", "Confidence": 0.993, "X1": 0.56505, "Y1": 0.2212, "X2": 0.62286, "Y2": 0.221, "X3": 0.62286, "Y3": 0.2398, "X4": 0.56373, "Y4": 0.2398, "page": 0, "Index": 56}, {"Word": "On", "Confidence": 0.998, "X1": 0.62681, "Y1": 0.2212, "X2": 0.65572, "Y2": 0.221, "X3": 0.65572, "Y3": 0.2398, "X4": 0.62681, "Y4": 0.2398, "page": 0, "Index": 57}, {"Word": "the", "Confidence": 0.998, "X1": 0.66097, "Y1": 0.2212, "X2": 0.68463, "Y2": 0.221, "X3": 0.68463, "Y3": 0.2398, "X4": 0.66097, "Y4": 0.2398, "page": 0, "Index": 58}, {"Word": "one", "Confidence": 0.998, "X1": 0.68988, "Y1": 0.2212, "X2": 0.72011, "Y2": 0.221, "X3": 0.72011, "Y3": 0.2398, "X4": 0.68988, "Y4": 0.2398, "page": 0, "Index": 59}, {"Word": "hand,", "Confidence": 0.997, "X1": 0.72536, "Y1": 0.2212, "X2": 0.77398, "Y2": 0.221, "X3": 0.77398, "Y3": 0.2398, "X4": 0.72536, "Y4": 0.2398, "page": 0, "Index": 60}, {"Word": "it", "Confidence": 0.998, "X1": 0.77792, "Y1": 0.2212, "X2": 0.78975, "Y2": 0.221, "X3": 0.78975, "Y3": 0.2398, "X4": 0.77792, "Y4": 0.2398, "page": 0, "Index": 61}, {"Word": "could", "Confidence": 0.991, "X1": 0.79369, "Y1": 0.2202, "X2": 0.84494, "Y2": 0.22, "X3": 0.84625, "Y3": 0.2398, "X4": 0.79501, "Y4": 0.2398, "page": 0, "Index": 62}, {"Word": "weight", "Confidence": 0.997, "X1": 0.18003, "Y1": 0.2412, "X2": 0.23653, "Y2": 0.241, "X3": 0.23522, "Y3": 0.2578, "X4": 0.18003, "Y4": 0.2588, "page": 0, "Index": 63}, {"Word": "and", "Confidence": 0.998, "X1": 0.24047, "Y1": 0.2412, "X2": 0.27332, "Y2": 0.241, "X3": 0.27332, "Y3": 0.2578, "X4": 0.24047, "Y4": 0.2578, "page": 0, "Index": 64}, {"Word": "seriousness", "Confidence": 0.962, "X1": 0.27858, "Y1": 0.2402, "X2": 0.37319, "Y2": 0.24, "X3": 0.37319, "Y3": 0.2578, "X4": 0.27727, "Y4": 0.2578, "page": 0, "Index": 65}, {"Word": "to", "Confidence": 0.998, "X1": 0.37845, "Y1": 0.2402, "X2": 0.39422, "Y2": 0.24, "X3": 0.3929, "Y3": 0.2578, "X4": 0.37714, "Y4": 0.2578, "page": 0, "Index": 66}, {"Word": "society's", "Confidence": 0.994, "X1": 0.39816, "Y1": 0.2402, "X2": 0.47043, "Y2": 0.24, "X3": 0.46912, "Y3": 0.2578, "X4": 0.39816, "Y4": 0.2578, "page": 0, "Index": 67}, {"Word": "concern", "Confidence": 0.995, "X1": 0.47438, "Y1": 0.2402, "X2": 0.54139, "Y2": 0.24, "X3": 0.54139, "Y3": 0.2578, "X4": 0.47438, "Y4": 0.2578, "page": 0, "Index": 68}, {"Word": "and", "Confidence": 0.998, "X1": 0.54665, "Y1": 0.2402, "X2": 0.5795, "Y2": 0.24, "X3": 0.57819, "Y3": 0.2578, "X4": 0.54534, "Y4": 0.2578, "page": 0, "Index": 69}, {"Word": "make", "Confidence": 0.988, "X1": 0.58344, "Y1": 0.2402, "X2": 0.62549, "Y2": 0.24, "X3": 0.62549, "Y3": 0.2578, "X4": 0.58344, "Y4": 0.2578, "page": 0, "Index": 70}, {"Word": "add", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.2412, "X2": 0.17477, "Y2": 0.241, "X3": 0.17477, "Y3": 0.2588, "X4": 0.14455, "Y4": 0.2588, "page": 0, "Index": 71}, {"Word": "kids", "Confidence": 0.991, "X1": 0.63075, "Y1": 0.2402, "X2": 0.66491, "Y2": 0.24, "X3": 0.6636, "Y3": 0.2588, "X4": 0.62943, "Y4": 0.2578, "page": 0, "Index": 72}, {"Word": "appreciate", "Confidence": 0.991, "X1": 0.67017, "Y1": 0.2402, "X2": 0.75558, "Y2": 0.24, "X3": 0.75427, "Y3": 0.2588, "X4": 0.66886, "Y4": 0.2588, "page": 0, "Index": 73}, {"Word": "serious", "Confidence": 0.991, "X1": 0.75953, "Y1": 0.2412, "X2": 0.82392, "Y2": 0.241, "X3": 0.82392, "Y3": 0.2588, "X4": 0.75953, "Y4": 0.2588, "page": 0, "Index": 74}, {"Word": "short-term", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.2592, "X2": 0.23259, "Y2": 0.259, "X3": 0.23127, "Y3": 0.2768, "X4": 0.14323, "Y4": 0.2768, "page": 0, "Index": 75}, {"Word": "impacts", "Confidence": 0.995, "X1": 0.23784, "Y1": 0.2592, "X2": 0.30486, "Y2": 0.259, "X3": 0.30355, "Y3": 0.2768, "X4": 0.23653, "Y4": 0.2768, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.995, "X1": 0.3088, "Y1": 0.2592, "X2": 0.32326, "Y2": 0.259, "X3": 0.32326, "Y3": 0.2768, "X4": 0.3088, "Y4": 0.2768, "page": 0, "Index": 77}, {"Word": "their", "Confidence": 0.97, "X1": 0.32852, "Y1": 0.2592, "X2": 0.36794, "Y2": 0.259, "X3": 0.36794, "Y3": 0.2768, "X4": 0.3272, "Y4": 0.2768, "page": 0, "Index": 78}, {"Word": "action.", "Confidence": 0.995, "X1": 0.37319, "Y1": 0.2592, "X2": 0.4389, "Y2": 0.259, "X3": 0.4389, "Y3": 0.2768, "X4": 0.37188, "Y4": 0.2768, "page": 0, "Index": 79}, {"Word": "On", "Confidence": 0.995, "X1": 0.44415, "Y1": 0.2592, "X2": 0.47306, "Y2": 0.259, "X3": 0.47306, "Y3": 0.2768, "X4": 0.44415, "Y4": 0.2768, "page": 0, "Index": 80}, {"Word": "the", "Confidence": 0.998, "X1": 0.47832, "Y1": 0.2592, "X2": 0.50329, "Y2": 0.259, "X3": 0.50329, "Y3": 0.2768, "X4": 0.477, "Y4": 0.2768, "page": 0, "Index": 81}, {"Word": "other", "Confidence": 0.997, "X1": 0.50854, "Y1": 0.2592, "X2": 0.55059, "Y2": 0.259, "X3": 0.55059, "Y3": 0.2768, "X4": 0.50723, "Y4": 0.2768, "page": 0, "Index": 82}, {"Word": "hand,", "Confidence": 0.996, "X1": 0.55585, "Y1": 0.2592, "X2": 0.60447, "Y2": 0.259, "X3": 0.60447, "Y3": 0.2768, "X4": 0.55585, "Y4": 0.2768, "page": 0, "Index": 83}, {"Word": "there", "Confidence": 0.995, "X1": 0.60972, "Y1": 0.2592, "X2": 0.65177, "Y2": 0.259, "X3": 0.65046, "Y3": 0.2768, "X4": 0.60972, "Y4": 0.2768, "page": 0, "Index": 84}, {"Word": "are", "Confidence": 0.998, "X1": 0.65572, "Y1": 0.2592, "X2": 0.682, "Y2": 0.259, "X3": 0.68068, "Y3": 0.2768, "X4": 0.65572, "Y4": 0.2768, "page": 0, "Index": 85}, {"Word": "issues", "Confidence": 0.995, "X1": 0.68594, "Y1": 0.2592, "X2": 0.73719, "Y2": 0.259, "X3": 0.73719, "Y3": 0.2768, "X4": 0.68594, "Y4": 0.2768, "page": 0, "Index": 86}, {"Word": "of", "Confidence": 0.998, "X1": 0.74244, "Y1": 0.2592, "X2": 0.75821, "Y2": 0.259, "X3": 0.7569, "Y3": 0.2768, "X4": 0.74113, "Y4": 0.2768, "page": 0, "Index": 87}, {"Word": "law", "Confidence": 0.998, "X1": 0.76216, "Y1": 0.2592, "X2": 0.79238, "Y2": 0.259, "X3": 0.79238, "Y3": 0.2768, "X4": 0.76216, "Y4": 0.2768, "page": 0, "Index": 88}, {"Word": "enforcement", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.2782, "X2": 0.24573, "Y2": 0.278, "X3": 0.24573, "Y3": 0.2968, "X4": 0.14586, "Y4": 0.2968, "page": 0, "Index": 89}, {"Word": "priorities", "Confidence": 0.993, "X1": 0.25099, "Y1": 0.2772, "X2": 0.3272, "Y2": 0.277, "X3": 0.3272, "Y3": 0.2968, "X4": 0.25099, "Y4": 0.2968, "page": 0, "Index": 90}, {"Word": "and", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.2772, "X2": 0.36399, "Y2": 0.277, "X3": 0.36399, "Y3": 0.2968, "X4": 0.33246, "Y4": 0.2968, "page": 0, "Index": 91}, {"Word": "of", "Confidence": 0.998, "X1": 0.36925, "Y1": 0.2772, "X2": 0.38502, "Y2": 0.277, "X3": 0.38502, "Y3": 0.2968, "X4": 0.36925, "Y4": 0.2968, "page": 0, "Index": 92}, {"Word": "\"criminalizing\"", "Confidence": 0.975, "X1": 0.39028, "Y1": 0.2772, "X2": 0.52431, "Y2": 0.277, "X3": 0.52431, "Y3": 0.2968, "X4": 0.39028, "Y4": 0.2968, "page": 0, "Index": 93}, {"Word": "kids.", "Confidence": 0.991, "X1": 0.52825, "Y1": 0.2772, "X2": 0.57424, "Y2": 0.277, "X3": 0.57424, "Y3": 0.2958, "X4": 0.52825, "Y4": 0.2968, "page": 0, "Index": 94}, {"Word": "This", "Confidence": 0.987, "X1": 0.5795, "Y1": 0.2772, "X2": 0.61629, "Y2": 0.277, "X3": 0.61629, "Y3": 0.2958, "X4": 0.5795, "Y4": 0.2958, "page": 0, "Index": 95}, {"Word": "is", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.2772, "X2": 0.63469, "Y2": 0.277, "X3": 0.63469, "Y3": 0.2958, "X4": 0.62155, "Y4": 0.2958, "page": 0, "Index": 96}, {"Word": "not", "Confidence": 0.998, "X1": 0.63863, "Y1": 0.2772, "X2": 0.66886, "Y2": 0.277, "X3": 0.66886, "Y3": 0.2958, "X4": 0.63863, "Y4": 0.2958, "page": 0, "Index": 97}, {"Word": "an", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.2782, "X2": 0.69251, "Y2": 0.278, "X3": 0.69251, "Y3": 0.2958, "X4": 0.6728, "Y4": 0.2958, "page": 0, "Index": 98}, {"Word": "easy", "Confidence": 0.958, "X1": 0.69777, "Y1": 0.2782, "X2": 0.73456, "Y2": 0.278, "X3": 0.73456, "Y3": 0.2958, "X4": 0.69777, "Y4": 0.2958, "page": 0, "Index": 99}, {"Word": "question.", "Confidence": 0.975, "X1": 0.73982, "Y1": 0.2792, "X2": 0.81866, "Y2": 0.279, "X3": 0.81866, "Y3": 0.2958, "X4": 0.73982, "Y4": 0.2958, "page": 0, "Index": 100}, {"Word": "Under", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.2962, "X2": 0.20368, "Y2": 0.296, "X3": 0.20368, "Y3": 0.3138, "X4": 0.14586, "Y4": 0.3138, "page": 0, "Index": 101}, {"Word": "the", "Confidence": 0.998, "X1": 0.20762, "Y1": 0.2962, "X2": 0.23653, "Y2": 0.296, "X3": 0.23653, "Y3": 0.3138, "X4": 0.20762, "Y4": 0.3138, "page": 0, "Index": 102}, {"Word": "multi-state", "Confidence": 0.991, "X1": 0.24179, "Y1": 0.2972, "X2": 0.34297, "Y2": 0.297, "X3": 0.34297, "Y3": 0.3148, "X4": 0.24179, "Y4": 0.3138, "page": 0, "Index": 103}, {"Word": "agreement,", "Confidence": 0.994, "X1": 0.34691, "Y1": 0.2972, "X2": 0.45204, "Y2": 0.297, "X3": 0.45072, "Y3": 0.3148, "X4": 0.34691, "Y4": 0.3148, "page": 0, "Index": 104}, {"Word": "we", "Confidence": 0.998, "X1": 0.45598, "Y1": 0.2972, "X2": 0.48226, "Y2": 0.297, "X3": 0.48226, "Y3": 0.3148, "X4": 0.45598, "Y4": 0.3148, "page": 0, "Index": 105}, {"Word": "cannot", "Confidence": 0.996, "X1": 0.4862, "Y1": 0.2972, "X2": 0.54928, "Y2": 0.297, "X3": 0.54928, "Y3": 0.3148, "X4": 0.4862, "Y4": 0.3148, "page": 0, "Index": 106}, {"Word": "oppose", "Confidence": 0.997, "X1": 0.55453, "Y1": 0.2972, "X2": 0.62155, "Y2": 0.297, "X3": 0.62155, "Y3": 0.3148, "X4": 0.55322, "Y4": 0.3148, "page": 0, "Index": 107}, {"Word": "any", "Confidence": 0.998, "X1": 0.62549, "Y1": 0.2962, "X2": 0.66097, "Y2": 0.296, "X3": 0.66097, "Y3": 0.3148, "X4": 0.62549, "Y4": 0.3148, "page": 0, "Index": 108}, {"Word": "state/local", "Confidence": 0.991, "X1": 0.66623, "Y1": 0.2962, "X2": 0.77004, "Y2": 0.296, "X3": 0.77004, "Y3": 0.3148, "X4": 0.66623, "Y4": 0.3148, "page": 0, "Index": 109}, {"Word": "legislation", "Confidence": 0.971, "X1": 0.14717, "Y1": 0.3152, "X2": 0.23916, "Y2": 0.315, "X3": 0.23916, "Y3": 0.3338, "X4": 0.14717, "Y4": 0.3338, "page": 0, "Index": 110}, {"Word": "or", "Confidence": 0.997, "X1": 0.24442, "Y1": 0.3152, "X2": 0.26544, "Y2": 0.315, "X3": 0.26413, "Y3": 0.3338, "X4": 0.24442, "Y4": 0.3338, "page": 0, "Index": 111}, {"Word": "adminstrative", "Confidence": 0.962, "X1": 0.26938, "Y1": 0.3152, "X2": 0.39816, "Y2": 0.315, "X3": 0.39816, "Y3": 0.3338, "X4": 0.26938, "Y4": 0.3338, "page": 0, "Index": 112}, {"Word": "rules", "Confidence": 0.997, "X1": 0.40342, "Y1": 0.3152, "X2": 0.44941, "Y2": 0.315, "X3": 0.44941, "Y3": 0.3338, "X4": 0.40342, "Y4": 0.3338, "page": 0, "Index": 113}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.45466, "Y1": 0.3152, "X2": 0.54665, "Y2": 0.315, "X3": 0.54665, "Y3": 0.3338, "X4": 0.45335, "Y4": 0.3338, "page": 0, "Index": 114}, {"Word": "\"enforcement", "Confidence": 0.924, "X1": 0.55191, "Y1": 0.3152, "X2": 0.67674, "Y2": 0.315, "X3": 0.67674, "Y3": 0.3338, "X4": 0.55059, "Y4": 0.3338, "page": 0, "Index": 115}, {"Word": "of", "Confidence": 0.998, "X1": 0.682, "Y1": 0.3152, "X2": 0.70039, "Y2": 0.315, "X3": 0.70039, "Y3": 0.3338, "X4": 0.68068, "Y4": 0.3338, "page": 0, "Index": 116}, {"Word": "access", "Confidence": 0.997, "X1": 0.70565, "Y1": 0.3162, "X2": 0.7661, "Y2": 0.316, "X3": 0.7661, "Y3": 0.3338, "X4": 0.70434, "Y4": 0.3338, "page": 0, "Index": 117}, {"Word": "restrictions", "Confidence": 0.987, "X1": 0.14586, "Y1": 0.3342, "X2": 0.24704, "Y2": 0.334, "X3": 0.24704, "Y3": 0.3528, "X4": 0.14586, "Y4": 0.3528, "page": 0, "Index": 118}, {"Word": "through", "Confidence": 0.995, "X1": 0.2523, "Y1": 0.3342, "X2": 0.3272, "Y2": 0.334, "X3": 0.3272, "Y3": 0.3528, "X4": 0.2523, "Y4": 0.3528, "page": 0, "Index": 119}, {"Word": "penalties", "Confidence": 0.994, "X1": 0.33246, "Y1": 0.3342, "X2": 0.41524, "Y2": 0.334, "X3": 0.41524, "Y3": 0.3528, "X4": 0.33114, "Y4": 0.3528, "page": 0, "Index": 120}, {"Word": "on", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.3342, "X2": 0.44415, "Y2": 0.334, "X3": 0.44284, "Y3": 0.3528, "X4": 0.4205, "Y4": 0.3528, "page": 0, "Index": 121}, {"Word": "youth", "Confidence": 0.998, "X1": 0.44809, "Y1": 0.3342, "X2": 0.5046, "Y2": 0.334, "X3": 0.50329, "Y3": 0.3528, "X4": 0.44809, "Y4": 0.3528, "page": 0, "Index": 122}, {"Word": "for", "Confidence": 0.998, "X1": 0.50986, "Y1": 0.3342, "X2": 0.53614, "Y2": 0.334, "X3": 0.53351, "Y3": 0.3528, "X4": 0.50854, "Y4": 0.3528, "page": 0, "Index": 123}, {"Word": "possession", "Confidence": 0.995, "X1": 0.54008, "Y1": 0.3342, "X2": 0.63995, "Y2": 0.334, "X3": 0.63863, "Y3": 0.3528, "X4": 0.53876, "Y4": 0.3528, "page": 0, "Index": 124}, {"Word": "or", "Confidence": 0.998, "X1": 0.6452, "Y1": 0.3342, "X2": 0.66491, "Y2": 0.334, "X3": 0.6636, "Y3": 0.3518, "X4": 0.64389, "Y4": 0.3518, "page": 0, "Index": 125}, {"Word": "use.\"", "Confidence": 0.937, "X1": 0.67017, "Y1": 0.3342, "X2": 0.72142, "Y2": 0.334, "X3": 0.71879, "Y3": 0.3518, "X4": 0.66754, "Y4": 0.3518, "page": 0, "Index": 126}, {"Word": "Legal", "Confidence": 0.995, "X1": 0.11432, "Y1": 0.3902, "X2": 0.16557, "Y2": 0.39, "X3": 0.16557, "Y3": 0.4098, "X4": 0.11301, "Y4": 0.4098, "page": 0, "Index": 127}, {"Word": "Age", "Confidence": 0.998, "X1": 0.17083, "Y1": 0.3902, "X2": 0.20762, "Y2": 0.39, "X3": 0.20762, "Y3": 0.4098, "X4": 0.16951, "Y4": 0.4098, "page": 0, "Index": 128}, {"Word": "of", "Confidence": 0.998, "X1": 0.21288, "Y1": 0.3902, "X2": 0.2339, "Y2": 0.39, "X3": 0.23259, "Y3": 0.4098, "X4": 0.21156, "Y4": 0.4098, "page": 0, "Index": 129}, {"Word": "21", "Confidence": 0.997, "X1": 0.23916, "Y1": 0.3902, "X2": 0.26413, "Y2": 0.39, "X3": 0.26281, "Y3": 0.4088, "X4": 0.23784, "Y4": 0.4098, "page": 0, "Index": 130}, {"Word": "This", "Confidence": 0.988, "X1": 0.14455, "Y1": 0.4292, "X2": 0.18397, "Y2": 0.429, "X3": 0.18397, "Y3": 0.4478, "X4": 0.14455, "Y4": 0.4478, "page": 0, "Index": 131}, {"Word": "is", "Confidence": 0.997, "X1": 0.18922, "Y1": 0.4292, "X2": 0.20368, "Y2": 0.429, "X3": 0.20368, "Y3": 0.4478, "X4": 0.18791, "Y4": 0.4478, "page": 0, "Index": 132}, {"Word": "a", "Confidence": 0.996, "X1": 0.20894, "Y1": 0.4292, "X2": 0.21945, "Y2": 0.429, "X3": 0.21945, "Y3": 0.4478, "X4": 0.20894, "Y4": 0.4478, "page": 0, "Index": 133}, {"Word": "societal", "Confidence": 0.995, "X1": 0.2247, "Y1": 0.4282, "X2": 0.29435, "Y2": 0.428, "X3": 0.29304, "Y3": 0.4478, "X4": 0.2247, "Y4": 0.4478, "page": 0, "Index": 134}, {"Word": "issue", "Confidence": 0.994, "X1": 0.29961, "Y1": 0.4282, "X2": 0.34428, "Y2": 0.428, "X3": 0.34428, "Y3": 0.4478, "X4": 0.29829, "Y4": 0.4478, "page": 0, "Index": 135}, {"Word": "and", "Confidence": 0.998, "X1": 0.34954, "Y1": 0.4282, "X2": 0.38502, "Y2": 0.428, "X3": 0.38502, "Y3": 0.4478, "X4": 0.34954, "Y4": 0.4478, "page": 0, "Index": 136}, {"Word": "society", "Confidence": 0.996, "X1": 0.39028, "Y1": 0.4282, "X2": 0.45335, "Y2": 0.428, "X3": 0.45335, "Y3": 0.4478, "X4": 0.39028, "Y4": 0.4478, "page": 0, "Index": 137}, {"Word": "has", "Confidence": 0.998, "X1": 0.45861, "Y1": 0.4282, "X2": 0.49014, "Y2": 0.428, "X3": 0.49014, "Y3": 0.4478, "X4": 0.45729, "Y4": 0.4478, "page": 0, "Index": 138}, {"Word": "determined", "Confidence": 0.994, "X1": 0.4954, "Y1": 0.4282, "X2": 0.60184, "Y2": 0.428, "X3": 0.60184, "Y3": 0.4478, "X4": 0.4954, "Y4": 0.4478, "page": 0, "Index": 139}, {"Word": "that", "Confidence": 0.988, "X1": 0.6071, "Y1": 0.4282, "X2": 0.6452, "Y2": 0.428, "X3": 0.64389, "Y3": 0.4478, "X4": 0.6071, "Y4": 0.4478, "page": 0, "Index": 140}, {"Word": "an", "Confidence": 0.998, "X1": 0.65046, "Y1": 0.4282, "X2": 0.67148, "Y2": 0.428, "X3": 0.67148, "Y3": 0.4478, "X4": 0.64915, "Y4": 0.4478, "page": 0, "Index": 141}, {"Word": "individual", "Confidence": 0.994, "X1": 0.67674, "Y1": 0.4282, "X2": 0.77398, "Y2": 0.428, "X3": 0.77267, "Y3": 0.4478, "X4": 0.67674, "Y4": 0.4478, "page": 0, "Index": 142}, {"Word": "must", "Confidence": 0.988, "X1": 0.77924, "Y1": 0.4282, "X2": 0.82392, "Y2": 0.428, "X3": 0.82392, "Y3": 0.4478, "X4": 0.77792, "Y4": 0.4478, "page": 0, "Index": 143}, {"Word": "be", "Confidence": 0.998, "X1": 0.82917, "Y1": 0.4282, "X2": 0.85808, "Y2": 0.428, "X3": 0.85808, "Y3": 0.4478, "X4": 0.82917, "Y4": 0.4478, "page": 0, "Index": 144}, {"Word": "18", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.4482, "X2": 0.16426, "Y2": 0.448, "X3": 0.16426, "Y3": 0.4678, "X4": 0.1498, "Y4": 0.4678, "page": 0, "Index": 145}, {"Word": "years", "Confidence": 0.997, "X1": 0.16951, "Y1": 0.4482, "X2": 0.21813, "Y2": 0.448, "X3": 0.21813, "Y3": 0.4678, "X4": 0.16951, "Y4": 0.4678, "page": 0, "Index": 146}, {"Word": "purchase", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.4482, "X2": 0.47043, "Y2": 0.448, "X3": 0.47043, "Y3": 0.4678, "X4": 0.38633, "Y4": 0.4688, "page": 0, "Index": 147}, {"Word": "cigarettes.", "Confidence": 0.98, "X1": 0.47569, "Y1": 0.4482, "X2": 0.57687, "Y2": 0.448, "X3": 0.57687, "Y3": 0.4668, "X4": 0.47569, "Y4": 0.4678, "page": 0, "Index": 148}, {"Word": "of", "Confidence": 0.998, "X1": 0.22339, "Y1": 0.4482, "X2": 0.24179, "Y2": 0.448, "X3": 0.24179, "Y3": 0.4688, "X4": 0.22339, "Y4": 0.4678, "page": 0, "Index": 149}, {"Word": "age", "Confidence": 0.998, "X1": 0.24704, "Y1": 0.4482, "X2": 0.27858, "Y2": 0.448, "X3": 0.27858, "Y3": 0.4688, "X4": 0.24704, "Y4": 0.4688, "page": 0, "Index": 150}, {"Word": "or", "Confidence": 0.998, "X1": 0.28384, "Y1": 0.4482, "X2": 0.30486, "Y2": 0.448, "X3": 0.30486, "Y3": 0.4688, "X4": 0.28384, "Y4": 0.4688, "page": 0, "Index": 151}, {"Word": "older", "Confidence": 0.997, "X1": 0.31012, "Y1": 0.4482, "X2": 0.35874, "Y2": 0.448, "X3": 0.35874, "Y3": 0.4688, "X4": 0.31012, "Y4": 0.4688, "page": 0, "Index": 152}, {"Word": "to", "Confidence": 0.998, "X1": 0.36399, "Y1": 0.4482, "X2": 0.38108, "Y2": 0.448, "X3": 0.38108, "Y3": 0.4688, "X4": 0.36399, "Y4": 0.4688, "page": 0, "Index": 153}, {"Word": "Success", "Confidence": 0.994, "X1": 0.11432, "Y1": 0.5052, "X2": 0.18528, "Y2": 0.505, "X3": 0.18528, "Y3": 0.5228, "X4": 0.11301, "Y4": 0.5238, "page": 0, "Index": 154}, {"Word": "of", "Confidence": 0.998, "X1": 0.19054, "Y1": 0.5052, "X2": 0.21156, "Y2": 0.505, "X3": 0.21156, "Y3": 0.5228, "X4": 0.19054, "Y4": 0.5228, "page": 0, "Index": 155}, {"Word": "Access", "Confidence": 0.996, "X1": 0.21682, "Y1": 0.5042, "X2": 0.28121, "Y2": 0.504, "X3": 0.27989, "Y3": 0.5228, "X4": 0.21551, "Y4": 0.5228, "page": 0, "Index": 156}, {"Word": "Efforts", "Confidence": 0.996, "X1": 0.28515, "Y1": 0.5042, "X2": 0.35217, "Y2": 0.504, "X3": 0.35085, "Y3": 0.5228, "X4": 0.28515, "Y4": 0.5228, "page": 0, "Index": 157}, {"Word": "To", "Confidence": 0.998, "X1": 0.35611, "Y1": 0.5042, "X2": 0.38108, "Y2": 0.504, "X3": 0.37976, "Y3": 0.5228, "X4": 0.35611, "Y4": 0.5228, "page": 0, "Index": 158}, {"Word": "Date", "Confidence": 0.991, "X1": 0.38502, "Y1": 0.5042, "X2": 0.43627, "Y2": 0.504, "X3": 0.43495, "Y3": 0.5228, "X4": 0.38502, "Y4": 0.5228, "page": 0, "Index": 159}, {"Word": "We", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.5442, "X2": 0.17608, "Y2": 0.544, "X3": 0.17346, "Y3": 0.5618, "X4": 0.14192, "Y4": 0.5618, "page": 0, "Index": 160}, {"Word": "are", "Confidence": 0.998, "X1": 0.18003, "Y1": 0.5432, "X2": 0.20894, "Y2": 0.543, "X3": 0.20631, "Y3": 0.5618, "X4": 0.17871, "Y4": 0.5618, "page": 0, "Index": 161}, {"Word": "reasonably", "Confidence": 0.994, "X1": 0.21288, "Y1": 0.5432, "X2": 0.31537, "Y2": 0.543, "X3": 0.31406, "Y3": 0.5618, "X4": 0.21156, "Y4": 0.5618, "page": 0, "Index": 162}, {"Word": "confident", "Confidence": 0.994, "X1": 0.32063, "Y1": 0.5432, "X2": 0.40736, "Y2": 0.543, "X3": 0.40736, "Y3": 0.5618, "X4": 0.31932, "Y4": 0.5618, "page": 0, "Index": 163}, {"Word": "that", "Confidence": 0.988, "X1": 0.41261, "Y1": 0.5432, "X2": 0.44941, "Y2": 0.543, "X3": 0.44809, "Y3": 0.5618, "X4": 0.4113, "Y4": 0.5618, "page": 0, "Index": 164}, {"Word": "a", "Confidence": 0.995, "X1": 0.45335, "Y1": 0.5432, "X2": 0.46518, "Y2": 0.543, "X3": 0.46518, "Y3": 0.5618, "X4": 0.45335, "Y4": 0.5618, "page": 0, "Index": 165}, {"Word": "combination", "Confidence": 0.994, "X1": 0.47043, "Y1": 0.5432, "X2": 0.58607, "Y2": 0.543, "X3": 0.58476, "Y3": 0.5618, "X4": 0.46912, "Y4": 0.5618, "page": 0, "Index": 166}, {"Word": "of", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.5432, "X2": 0.60841, "Y2": 0.543, "X3": 0.60841, "Y3": 0.5618, "X4": 0.59001, "Y4": 0.5618, "page": 0, "Index": 167}, {"Word": "retail", "Confidence": 0.997, "X1": 0.61367, "Y1": 0.5432, "X2": 0.66097, "Y2": 0.543, "X3": 0.66097, "Y3": 0.5618, "X4": 0.61367, "Y4": 0.5618, "page": 0, "Index": 168}, {"Word": "training", "Confidence": 0.996, "X1": 0.66623, "Y1": 0.5432, "X2": 0.73982, "Y2": 0.543, "X3": 0.74113, "Y3": 0.5618, "X4": 0.66623, "Y4": 0.5618, "page": 0, "Index": 169}, {"Word": "(through", "Confidence": 0.996, "X1": 0.74507, "Y1": 0.5432, "X2": 0.82786, "Y2": 0.543, "X3": 0.82786, "Y3": 0.5628, "X4": 0.74507, "Y4": 0.5618, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.83311, "Y1": 0.5432, "X2": 0.86597, "Y2": 0.543, "X3": 0.86728, "Y3": 0.5628, "X4": 0.83311, "Y4": 0.5628, "page": 0, "Index": 171}, {"Word": "\"We", "Confidence": 0.958, "X1": 0.1498, "Y1": 0.5612, "X2": 0.18397, "Y2": 0.561, "X3": 0.18397, "Y3": 0.5808, "X4": 0.14849, "Y4": 0.5808, "page": 0, "Index": 172}, {"Word": "Card\"", "Confidence": 0.955, "X1": 0.18922, "Y1": 0.5622, "X2": 0.24836, "Y2": 0.562, "X3": 0.24704, "Y3": 0.5818, "X4": 0.18922, "Y4": 0.5808, "page": 0, "Index": 173}, {"Word": "program),", "Confidence": 0.995, "X1": 0.2523, "Y1": 0.5622, "X2": 0.3456, "Y2": 0.562, "X3": 0.34428, "Y3": 0.5818, "X4": 0.2523, "Y4": 0.5818, "page": 0, "Index": 174}, {"Word": "law", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.5622, "X2": 0.38239, "Y2": 0.562, "X3": 0.38108, "Y3": 0.5818, "X4": 0.34954, "Y4": 0.5818, "page": 0, "Index": 175}, {"Word": "enforcement", "Confidence": 0.993, "X1": 0.38896, "Y1": 0.5622, "X2": 0.5046, "Y2": 0.562, "X3": 0.5046, "Y3": 0.5818, "X4": 0.38896, "Y4": 0.5818, "page": 0, "Index": 176}, {"Word": "crackdowns,", "Confidence": 0.994, "X1": 0.50986, "Y1": 0.5622, "X2": 0.62549, "Y2": 0.562, "X3": 0.62549, "Y3": 0.5808, "X4": 0.50986, "Y4": 0.5818, "page": 0, "Index": 177}, {"Word": "and", "Confidence": 0.998, "X1": 0.63075, "Y1": 0.5622, "X2": 0.66623, "Y2": 0.562, "X3": 0.66491, "Y3": 0.5808, "X4": 0.62943, "Y4": 0.5808, "page": 0, "Index": 178}, {"Word": "heightened", "Confidence": 0.994, "X1": 0.67017, "Y1": 0.5622, "X2": 0.77792, "Y2": 0.562, "X3": 0.77792, "Y3": 0.5798, "X4": 0.67017, "Y4": 0.5808, "page": 0, "Index": 179}, {"Word": "consciousness", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.5822, "X2": 0.27332, "Y2": 0.582, "X3": 0.27332, "Y3": 0.5998, "X4": 0.14586, "Y4": 0.5998, "page": 0, "Index": 180}, {"Word": "in", "Confidence": 0.998, "X1": 0.27858, "Y1": 0.5822, "X2": 0.29829, "Y2": 0.582, "X3": 0.29829, "Y3": 0.5998, "X4": 0.27858, "Y4": 0.5998, "page": 0, "Index": 181}, {"Word": "general,", "Confidence": 0.995, "X1": 0.30355, "Y1": 0.5812, "X2": 0.37582, "Y2": 0.581, "X3": 0.37451, "Y3": 0.5998, "X4": 0.30223, "Y4": 0.5998, "page": 0, "Index": 182}, {"Word": "have", "Confidence": 0.99, "X1": 0.37976, "Y1": 0.5812, "X2": 0.42576, "Y2": 0.581, "X3": 0.42576, "Y3": 0.5998, "X4": 0.37976, "Y4": 0.5998, "page": 0, "Index": 183}, {"Word": "made", "Confidence": 0.989, "X1": 0.43101, "Y1": 0.5812, "X2": 0.48226, "Y2": 0.581, "X3": 0.48095, "Y3": 0.5988, "X4": 0.43101, "Y4": 0.5998, "page": 0, "Index": 184}, {"Word": "it", "Confidence": 0.998, "X1": 0.4862, "Y1": 0.5812, "X2": 0.50066, "Y2": 0.581, "X3": 0.49934, "Y3": 0.5988, "X4": 0.4862, "Y4": 0.5988, "page": 0, "Index": 185}, {"Word": "more", "Confidence": 0.986, "X1": 0.5046, "Y1": 0.5812, "X2": 0.55453, "Y2": 0.581, "X3": 0.55322, "Y3": 0.5988, "X4": 0.5046, "Y4": 0.5988, "page": 0, "Index": 186}, {"Word": "difficult", "Confidence": 0.99, "X1": 0.55848, "Y1": 0.5812, "X2": 0.63338, "Y2": 0.581, "X3": 0.63206, "Y3": 0.5988, "X4": 0.55848, "Y4": 0.5988, "page": 0, "Index": 187}, {"Word": "for", "Confidence": 0.998, "X1": 0.63732, "Y1": 0.5812, "X2": 0.6636, "Y2": 0.581, "X3": 0.6636, "Y3": 0.5988, "X4": 0.63732, "Y4": 0.5988, "page": 0, "Index": 188}, {"Word": "kids", "Confidence": 0.988, "X1": 0.66886, "Y1": 0.5812, "X2": 0.70828, "Y2": 0.581, "X3": 0.70696, "Y3": 0.5988, "X4": 0.66754, "Y4": 0.5988, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.998, "X1": 0.71353, "Y1": 0.5812, "X2": 0.73062, "Y2": 0.581, "X3": 0.7293, "Y3": 0.5988, "X4": 0.71222, "Y4": 0.5988, "page": 0, "Index": 190}, {"Word": "buy", "Confidence": 0.998, "X1": 0.73456, "Y1": 0.5822, "X2": 0.7753, "Y2": 0.582, "X3": 0.77398, "Y3": 0.5988, "X4": 0.73325, "Y4": 0.5988, "page": 0, "Index": 191}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.6012, "X2": 0.23259, "Y2": 0.601, "X3": 0.23259, "Y3": 0.6188, "X4": 0.14455, "Y4": 0.6188, "page": 0, "Index": 192}, {"Word": "over", "Confidence": 0.988, "X1": 0.23784, "Y1": 0.6002, "X2": 0.27858, "Y2": 0.6, "X3": 0.27858, "Y3": 0.6188, "X4": 0.23784, "Y4": 0.6188, "page": 0, "Index": 193}, {"Word": "the", "Confidence": 0.998, "X1": 0.28384, "Y1": 0.6002, "X2": 0.31275, "Y2": 0.6, "X3": 0.31406, "Y3": 0.6188, "X4": 0.28384, "Y4": 0.6188, "page": 0, "Index": 194}, {"Word": "counter.", "Confidence": 0.994, "X1": 0.318, "Y1": 0.6002, "X2": 0.39816, "Y2": 0.6, "X3": 0.39947, "Y3": 0.6188, "X4": 0.318, "Y4": 0.6188, "page": 0, "Index": 195}, {"Word": "New", "Confidence": 0.998, "X1": 0.40342, "Y1": 0.6002, "X2": 0.44678, "Y2": 0.6, "X3": 0.44809, "Y3": 0.6188, "X4": 0.40342, "Y4": 0.6188, "page": 0, "Index": 196}, {"Word": "York", "Confidence": 0.988, "X1": 0.45598, "Y1": 0.6002, "X2": 0.49934, "Y2": 0.6, "X3": 0.50066, "Y3": 0.6188, "X4": 0.45598, "Y4": 0.6188, "page": 0, "Index": 197}, {"Word": "City", "Confidence": 0.99, "X1": 0.5046, "Y1": 0.6002, "X2": 0.54271, "Y2": 0.6, "X3": 0.54271, "Y3": 0.6188, "X4": 0.5046, "Y4": 0.6188, "page": 0, "Index": 198}, {"Word": "has", "Confidence": 0.998, "X1": 0.54665, "Y1": 0.6002, "X2": 0.58081, "Y2": 0.6, "X3": 0.58081, "Y3": 0.6188, "X4": 0.54796, "Y4": 0.6188, "page": 0, "Index": 199}, {"Word": "recently", "Confidence": 0.97, "X1": 0.58476, "Y1": 0.6002, "X2": 0.65966, "Y2": 0.6, "X3": 0.65966, "Y3": 0.6188, "X4": 0.58476, "Y4": 0.6188, "page": 0, "Index": 200}, {"Word": "reported", "Confidence": 0.995, "X1": 0.6636, "Y1": 0.6012, "X2": 0.74507, "Y2": 0.601, "X3": 0.74507, "Y3": 0.6188, "X4": 0.66491, "Y4": 0.6188, "page": 0, "Index": 201}, {"Word": "some", "Confidence": 0.988, "X1": 0.74901, "Y1": 0.6012, "X2": 0.80289, "Y2": 0.601, "X3": 0.80289, "Y3": 0.6188, "X4": 0.74901, "Y4": 0.6188, "page": 0, "Index": 202}, {"Word": "improvements", "Confidence": 0.991, "X1": 0.24836, "Y1": 0.6192, "X2": 0.38502, "Y2": 0.619, "X3": 0.38502, "Y3": 0.6378, "X4": 0.24836, "Y4": 0.6388, "page": 0, "Index": 203}, {"Word": "through", "Confidence": 0.996, "X1": 0.38896, "Y1": 0.6202, "X2": 0.46518, "Y2": 0.62, "X3": 0.46518, "Y3": 0.6378, "X4": 0.38896, "Y4": 0.6378, "page": 0, "Index": 204}, {"Word": "a", "Confidence": 0.995, "X1": 0.47043, "Y1": 0.6202, "X2": 0.47963, "Y2": 0.62, "X3": 0.47963, "Y3": 0.6378, "X4": 0.47043, "Y4": 0.6378, "page": 0, "Index": 205}, {"Word": "serious", "Confidence": 0.997, "X1": 0.48489, "Y1": 0.6202, "X2": 0.55059, "Y2": 0.62, "X3": 0.55059, "Y3": 0.6378, "X4": 0.48489, "Y4": 0.6378, "page": 0, "Index": 206}, {"Word": "law", "Confidence": 0.998, "X1": 0.55585, "Y1": 0.6202, "X2": 0.5887, "Y2": 0.62, "X3": 0.5887, "Y3": 0.6378, "X4": 0.55585, "Y4": 0.6378, "page": 0, "Index": 207}, {"Word": "enforcement", "Confidence": 0.994, "X1": 0.59527, "Y1": 0.6202, "X2": 0.71091, "Y2": 0.62, "X3": 0.71091, "Y3": 0.6368, "X4": 0.59527, "Y4": 0.6378, "page": 0, "Index": 208}, {"Word": "crackdown.", "Confidence": 0.992, "X1": 0.71485, "Y1": 0.6202, "X2": 0.82654, "Y2": 0.62, "X3": 0.82654, "Y3": 0.6368, "X4": 0.71616, "Y4": 0.6368, "page": 0, "Index": 209}, {"Word": "impressive", "Confidence": 0.992, "X1": 0.14455, "Y1": 0.6202, "X2": 0.24442, "Y2": 0.62, "X3": 0.24442, "Y3": 0.6388, "X4": 0.14455, "Y4": 0.6388, "page": 0, "Index": 210}, {"Word": "The", "Confidence": 0.998, "X1": 0.14586, "Y1": 0.6582, "X2": 0.17871, "Y2": 0.658, "X3": 0.1774, "Y3": 0.6768, "X4": 0.14455, "Y4": 0.6768, "page": 0, "Index": 211}, {"Word": "Centers", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.6592, "X2": 0.25624, "Y2": 0.659, "X3": 0.25493, "Y3": 0.6768, "X4": 0.18265, "Y4": 0.6768, "page": 0, "Index": 212}, {"Word": "for", "Confidence": 0.998, "X1": 0.26018, "Y1": 0.6592, "X2": 0.28778, "Y2": 0.659, "X3": 0.28647, "Y3": 0.6768, "X4": 0.25887, "Y4": 0.6768, "page": 0, "Index": 213}, {"Word": "Disease", "Confidence": 0.995, "X1": 0.29304, "Y1": 0.6592, "X2": 0.36268, "Y2": 0.659, "X3": 0.36137, "Y3": 0.6778, "X4": 0.29172, "Y4": 0.6768, "page": 0, "Index": 214}, {"Word": "Control", "Confidence": 0.996, "X1": 0.36794, "Y1": 0.6592, "X2": 0.43758, "Y2": 0.659, "X3": 0.43758, "Y3": 0.6778, "X4": 0.36662, "Y4": 0.6778, "page": 0, "Index": 215}, {"Word": "has", "Confidence": 0.998, "X1": 0.44284, "Y1": 0.6592, "X2": 0.477, "Y2": 0.659, "X3": 0.47569, "Y3": 0.6778, "X4": 0.44152, "Y4": 0.6778, "page": 0, "Index": 216}, {"Word": "also", "Confidence": 0.987, "X1": 0.48095, "Y1": 0.6592, "X2": 0.51643, "Y2": 0.659, "X3": 0.51511, "Y3": 0.6778, "X4": 0.48095, "Y4": 0.6778, "page": 0, "Index": 217}, {"Word": "reported", "Confidence": 0.995, "X1": 0.52168, "Y1": 0.6592, "X2": 0.60315, "Y2": 0.659, "X3": 0.60184, "Y3": 0.6778, "X4": 0.52037, "Y4": 0.6778, "page": 0, "Index": 218}, {"Word": "some", "Confidence": 0.989, "X1": 0.6071, "Y1": 0.6602, "X2": 0.65572, "Y2": 0.66, "X3": 0.6544, "Y3": 0.6778, "X4": 0.6071, "Y4": 0.6778, "page": 0, "Index": 219}, {"Word": "encouraging", "Confidence": 0.994, "X1": 0.66097, "Y1": 0.6592, "X2": 0.77661, "Y2": 0.659, "X3": 0.77661, "Y3": 0.6778, "X4": 0.65966, "Y4": 0.6778, "page": 0, "Index": 220}, {"Word": "national", "Confidence": 0.995, "X1": 0.78187, "Y1": 0.6592, "X2": 0.86202, "Y2": 0.659, "X3": 0.86202, "Y3": 0.6778, "X4": 0.78187, "Y4": 0.6778, "page": 0, "Index": 221}, {"Word": "statistics", "Confidence": 0.991, "X1": 0.14323, "Y1": 0.6792, "X2": 0.22208, "Y2": 0.679, "X3": 0.22208, "Y3": 0.6968, "X4": 0.14455, "Y4": 0.6958, "page": 0, "Index": 222}, {"Word": "regarding", "Confidence": 0.995, "X1": 0.22733, "Y1": 0.6792, "X2": 0.31932, "Y2": 0.679, "X3": 0.32063, "Y3": 0.6968, "X4": 0.22733, "Y4": 0.6968, "page": 0, "Index": 223}, {"Word": "progress", "Confidence": 0.995, "X1": 0.32457, "Y1": 0.6792, "X2": 0.40342, "Y2": 0.679, "X3": 0.40342, "Y3": 0.6968, "X4": 0.32457, "Y4": 0.6968, "page": 0, "Index": 224}, {"Word": "being", "Confidence": 0.998, "X1": 0.40867, "Y1": 0.6782, "X2": 0.45992, "Y2": 0.678, "X3": 0.45992, "Y3": 0.6968, "X4": 0.40867, "Y4": 0.6968, "page": 0, "Index": 225}, {"Word": "made", "Confidence": 0.989, "X1": 0.46518, "Y1": 0.6782, "X2": 0.51774, "Y2": 0.678, "X3": 0.51774, "Y3": 0.6968, "X4": 0.46518, "Y4": 0.6968, "page": 0, "Index": 226}, {"Word": "nationally,", "Confidence": 0.993, "X1": 0.52168, "Y1": 0.6782, "X2": 0.62155, "Y2": 0.678, "X3": 0.62155, "Y3": 0.6968, "X4": 0.52168, "Y4": 0.6968, "page": 0, "Index": 227}, {"Word": "thanks", "Confidence": 0.997, "X1": 0.62549, "Y1": 0.6782, "X2": 0.68857, "Y2": 0.678, "X3": 0.68857, "Y3": 0.6958, "X4": 0.62549, "Y4": 0.6968, "page": 0, "Index": 228}, {"Word": "to", "Confidence": 0.998, "X1": 0.69382, "Y1": 0.6782, "X2": 0.71222, "Y2": 0.678, "X3": 0.71222, "Y3": 0.6958, "X4": 0.69382, "Y4": 0.6958, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.71748, "Y1": 0.6782, "X2": 0.74639, "Y2": 0.678, "X3": 0.74639, "Y3": 0.6958, "X4": 0.71748, "Y4": 0.6958, "page": 0, "Index": 230}, {"Word": "efforts", "Confidence": 0.995, "X1": 0.75033, "Y1": 0.6782, "X2": 0.81078, "Y2": 0.678, "X3": 0.81078, "Y3": 0.6948, "X4": 0.75033, "Y4": 0.6958, "page": 0, "Index": 231}, {"Word": "of", "Confidence": 0.998, "X1": 0.81472, "Y1": 0.6782, "X2": 0.83968, "Y2": 0.678, "X3": 0.83968, "Y3": 0.6948, "X4": 0.81472, "Y4": 0.6948, "page": 0, "Index": 232}, {"Word": "many", "Confidence": 0.992, "X1": 0.14455, "Y1": 0.6982, "X2": 0.1958, "Y2": 0.698, "X3": 0.1958, "Y3": 0.7158, "X4": 0.14455, "Y4": 0.7168, "page": 0, "Index": 233}, {"Word": "people.", "Confidence": 0.996, "X1": 0.19974, "Y1": 0.6982, "X2": 0.27595, "Y2": 0.698, "X3": 0.27595, "Y3": 0.7158, "X4": 0.20105, "Y4": 0.7158, "page": 0, "Index": 234}, {"Word": "Their", "Confidence": 0.997, "X1": 0.27989, "Y1": 0.6972, "X2": 0.32852, "Y2": 0.697, "X3": 0.32852, "Y3": 0.7158, "X4": 0.28121, "Y4": 0.7158, "page": 0, "Index": 235}, {"Word": "numbers", "Confidence": 0.996, "X1": 0.33377, "Y1": 0.6972, "X2": 0.41524, "Y2": 0.697, "X3": 0.41524, "Y3": 0.7158, "X4": 0.33377, "Y4": 0.7158, "page": 0, "Index": 236}, {"Word": "show", "Confidence": 0.988, "X1": 0.4205, "Y1": 0.6972, "X2": 0.46781, "Y2": 0.697, "X3": 0.46781, "Y3": 0.7158, "X4": 0.4205, "Y4": 0.7158, "page": 0, "Index": 237}, {"Word": "declines", "Confidence": 0.995, "X1": 0.47569, "Y1": 0.6972, "X2": 0.55059, "Y2": 0.697, "X3": 0.54928, "Y3": 0.7158, "X4": 0.47569, "Y4": 0.7158, "page": 0, "Index": 238}, {"Word": "in", "Confidence": 0.998, "X1": 0.55453, "Y1": 0.6972, "X2": 0.57424, "Y2": 0.697, "X3": 0.57424, "Y3": 0.7158, "X4": 0.55453, "Y4": 0.7158, "page": 0, "Index": 239}, {"Word": "the", "Confidence": 0.998, "X1": 0.5795, "Y1": 0.6972, "X2": 0.60841, "Y2": 0.697, "X3": 0.6071, "Y3": 0.7158, "X4": 0.57819, "Y4": 0.7158, "page": 0, "Index": 240}, {"Word": "percentages", "Confidence": 0.993, "X1": 0.61235, "Y1": 0.6972, "X2": 0.72273, "Y2": 0.697, "X3": 0.72273, "Y3": 0.7158, "X4": 0.61235, "Y4": 0.7158, "page": 0, "Index": 241}, {"Word": "of", "Confidence": 0.998, "X1": 0.72799, "Y1": 0.6972, "X2": 0.74639, "Y2": 0.697, "X3": 0.74507, "Y3": 0.7158, "X4": 0.72799, "Y4": 0.7158, "page": 0, "Index": 242}, {"Word": "minors", "Confidence": 0.997, "X1": 0.75033, "Y1": 0.6972, "X2": 0.81603, "Y2": 0.697, "X3": 0.81603, "Y3": 0.7158, "X4": 0.75033, "Y4": 0.7158, "page": 0, "Index": 243}, {"Word": "who", "Confidence": 0.998, "X1": 0.82129, "Y1": 0.6972, "X2": 0.86597, "Y2": 0.697, "X3": 0.86465, "Y3": 0.7158, "X4": 0.81997, "Y4": 0.7158, "page": 0, "Index": 244}, {"Word": "say", "Confidence": 0.991, "X1": 0.14717, "Y1": 0.7172, "X2": 0.17608, "Y2": 0.717, "X3": 0.17477, "Y3": 0.7348, "X4": 0.14717, "Y4": 0.7348, "page": 0, "Index": 245}, {"Word": "they", "Confidence": 0.989, "X1": 0.18003, "Y1": 0.7172, "X2": 0.22076, "Y2": 0.717, "X3": 0.21945, "Y3": 0.7348, "X4": 0.18003, "Y4": 0.7348, "page": 0, "Index": 246}, {"Word": "have", "Confidence": 0.989, "X1": 0.2247, "Y1": 0.7162, "X2": 0.26938, "Y2": 0.716, "X3": 0.26938, "Y3": 0.7348, "X4": 0.2247, "Y4": 0.7348, "page": 0, "Index": 247}, {"Word": "purchased", "Confidence": 0.995, "X1": 0.27464, "Y1": 0.7152, "X2": 0.37188, "Y2": 0.715, "X3": 0.37188, "Y3": 0.7338, "X4": 0.27332, "Y4": 0.7348, "page": 0, "Index": 248}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.37714, "Y1": 0.7152, "X2": 0.46649, "Y2": 0.715, "X3": 0.46518, "Y3": 0.7338, "X4": 0.37582, "Y4": 0.7338, "page": 0, "Index": 249}, {"Word": "at", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.7152, "X2": 0.48752, "Y2": 0.715, "X3": 0.4862, "Y3": 0.7338, "X4": 0.47043, "Y4": 0.7338, "page": 0, "Index": 250}, {"Word": "retail", "Confidence": 0.997, "X1": 0.49146, "Y1": 0.7152, "X2": 0.54139, "Y2": 0.715, "X3": 0.54008, "Y3": 0.7338, "X4": 0.49146, "Y4": 0.7338, "page": 0, "Index": 251}, {"Word": "and", "Confidence": 0.998, "X1": 0.54665, "Y1": 0.7152, "X2": 0.58081, "Y2": 0.715, "X3": 0.58081, "Y3": 0.7338, "X4": 0.54534, "Y4": 0.7338, "page": 0, "Index": 252}, {"Word": "declines", "Confidence": 0.995, "X1": 0.58607, "Y1": 0.7152, "X2": 0.66097, "Y2": 0.715, "X3": 0.66097, "Y3": 0.7338, "X4": 0.58476, "Y4": 0.7338, "page": 0, "Index": 253}, {"Word": "in", "Confidence": 0.998, "X1": 0.66623, "Y1": 0.7162, "X2": 0.68331, "Y2": 0.716, "X3": 0.68331, "Y3": 0.7338, "X4": 0.66491, "Y4": 0.7338, "page": 0, "Index": 254}, {"Word": "percentages", "Confidence": 0.994, "X1": 0.68857, "Y1": 0.7162, "X2": 0.80026, "Y2": 0.716, "X3": 0.79895, "Y3": 0.7348, "X4": 0.68725, "Y4": 0.7338, "page": 0, "Index": 255}, {"Word": "who", "Confidence": 0.998, "X1": 0.80552, "Y1": 0.7172, "X2": 0.84888, "Y2": 0.717, "X3": 0.84888, "Y3": 0.7348, "X4": 0.8042, "Y4": 0.7348, "page": 0, "Index": 256}, {"Word": "say", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.7342, "X2": 0.17477, "Y2": 0.734, "X3": 0.17477, "Y3": 0.7518, "X4": 0.14455, "Y4": 0.7518, "page": 0, "Index": 257}, {"Word": "they", "Confidence": 0.989, "X1": 0.18003, "Y1": 0.7342, "X2": 0.22076, "Y2": 0.734, "X3": 0.22076, "Y3": 0.7518, "X4": 0.17871, "Y4": 0.7518, "page": 0, "Index": 258}, {"Word": "were", "Confidence": 0.991, "X1": 0.22602, "Y1": 0.7342, "X2": 0.27201, "Y2": 0.734, "X3": 0.2707, "Y3": 0.7518, "X4": 0.2247, "Y4": 0.7518, "page": 0, "Index": 259}, {"Word": "not", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.7332, "X2": 0.30749, "Y2": 0.733, "X3": 0.30749, "Y3": 0.7518, "X4": 0.27595, "Y4": 0.7518, "page": 0, "Index": 260}, {"Word": "asked", "Confidence": 0.998, "X1": 0.31275, "Y1": 0.7332, "X2": 0.36662, "Y2": 0.733, "X3": 0.36662, "Y3": 0.7518, "X4": 0.31275, "Y4": 0.7518, "page": 0, "Index": 261}, {"Word": "for", "Confidence": 0.998, "X1": 0.37057, "Y1": 0.7332, "X2": 0.39816, "Y2": 0.733, "X3": 0.39816, "Y3": 0.7518, "X4": 0.37057, "Y4": 0.7518, "page": 0, "Index": 262}, {"Word": "identification", "Confidence": 0.993, "X1": 0.40342, "Y1": 0.7332, "X2": 0.52694, "Y2": 0.733, "X3": 0.52562, "Y3": 0.7518, "X4": 0.4021, "Y4": 0.7518, "page": 0, "Index": 263}, {"Word": "when", "Confidence": 0.991, "X1": 0.53088, "Y1": 0.7332, "X2": 0.58344, "Y2": 0.733, "X3": 0.58344, "Y3": 0.7518, "X4": 0.53088, "Y4": 0.7518, "page": 0, "Index": 264}, {"Word": "they", "Confidence": 0.991, "X1": 0.5887, "Y1": 0.7332, "X2": 0.62943, "Y2": 0.733, "X3": 0.62943, "Y3": 0.7518, "X4": 0.58739, "Y4": 0.7518, "page": 0, "Index": 265}, {"Word": "tried", "Confidence": 0.997, "X1": 0.63469, "Y1": 0.7332, "X2": 0.67806, "Y2": 0.733, "X3": 0.67806, "Y3": 0.7518, "X4": 0.63338, "Y4": 0.7518, "page": 0, "Index": 266}, {"Word": "to", "Confidence": 0.998, "X1": 0.68331, "Y1": 0.7332, "X2": 0.70039, "Y2": 0.733, "X3": 0.70039, "Y3": 0.7518, "X4": 0.68331, "Y4": 0.7518, "page": 0, "Index": 267}, {"Word": "purchase", "Confidence": 0.995, "X1": 0.70565, "Y1": 0.7342, "X2": 0.79501, "Y2": 0.734, "X3": 0.79501, "Y3": 0.7528, "X4": 0.70565, "Y4": 0.7518, "page": 0, "Index": 268}, {"Word": "cigarettes.", "Confidence": 0.992, "X1": 0.14455, "Y1": 0.7522, "X2": 0.24179, "Y2": 0.752, "X3": 0.24179, "Y3": 0.7708, "X4": 0.14323, "Y4": 0.7728, "page": 0, "Index": 269}, {"Word": "A", "Confidence": 0.994, "X1": 0.14455, "Y1": 0.7932, "X2": 0.159, "Y2": 0.793, "X3": 0.15769, "Y3": 0.8128, "X4": 0.14455, "Y4": 0.8128, "page": 0, "Index": 270}, {"Word": "study", "Confidence": 0.995, "X1": 0.16294, "Y1": 0.7932, "X2": 0.21813, "Y2": 0.793, "X3": 0.21813, "Y3": 0.8128, "X4": 0.16294, "Y4": 0.8128, "page": 0, "Index": 271}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.22339, "Y1": 0.7932, "X2": 0.31932, "Y2": 0.793, "X3": 0.318, "Y3": 0.8128, "X4": 0.22339, "Y4": 0.8128, "page": 0, "Index": 272}, {"Word": "by", "Confidence": 0.997, "X1": 0.32457, "Y1": 0.7932, "X2": 0.34823, "Y2": 0.793, "X3": 0.34691, "Y3": 0.8128, "X4": 0.32326, "Y4": 0.8128, "page": 0, "Index": 273}, {"Word": "the", "Confidence": 0.998, "X1": 0.35348, "Y1": 0.7932, "X2": 0.38239, "Y2": 0.793, "X3": 0.38108, "Y3": 0.8128, "X4": 0.35217, "Y4": 0.8128, "page": 0, "Index": 274}, {"Word": "Centers", "Confidence": 0.996, "X1": 0.38765, "Y1": 0.7932, "X2": 0.45861, "Y2": 0.793, "X3": 0.45861, "Y3": 0.8128, "X4": 0.38633, "Y4": 0.8128, "page": 0, "Index": 275}, {"Word": "for", "Confidence": 0.998, "X1": 0.46386, "Y1": 0.7932, "X2": 0.49014, "Y2": 0.793, "X3": 0.48883, "Y3": 0.8128, "X4": 0.46386, "Y4": 0.8128, "page": 0, "Index": 276}, {"Word": "Disease", "Confidence": 0.996, "X1": 0.49409, "Y1": 0.7932, "X2": 0.56636, "Y2": 0.793, "X3": 0.56636, "Y3": 0.8128, "X4": 0.49409, "Y4": 0.8128, "page": 0, "Index": 277}, {"Word": "Control", "Confidence": 0.996, "X1": 0.57162, "Y1": 0.7932, "X2": 0.64126, "Y2": 0.793, "X3": 0.64126, "Y3": 0.8128, "X4": 0.57162, "Y4": 0.8128, "page": 0, "Index": 278}, {"Word": "showed", "Confidence": 0.997, "X1": 0.64652, "Y1": 0.7932, "X2": 0.72011, "Y2": 0.793, "X3": 0.72011, "Y3": 0.8128, "X4": 0.64652, "Y4": 0.8128, "page": 0, "Index": 279}, {"Word": "that", "Confidence": 0.983, "X1": 0.72536, "Y1": 0.7932, "X2": 0.76084, "Y2": 0.793, "X3": 0.76084, "Y3": 0.8128, "X4": 0.72405, "Y4": 0.8128, "page": 0, "Index": 280}, {"Word": "only", "Confidence": 0.988, "X1": 0.7661, "Y1": 0.7932, "X2": 0.80683, "Y2": 0.793, "X3": 0.80683, "Y3": 0.8128, "X4": 0.7661, "Y4": 0.8128, "page": 0, "Index": 281}, {"Word": "30", "Confidence": 0.998, "X1": 0.81209, "Y1": 0.7932, "X2": 0.83706, "Y2": 0.793, "X3": 0.83706, "Y3": 0.8128, "X4": 0.81209, "Y4": 0.8128, "page": 0, "Index": 282}, {"Word": "percent", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.8132, "X2": 0.21156, "Y2": 0.813, "X3": 0.21156, "Y3": 0.8328, "X4": 0.14455, "Y4": 0.8328, "page": 0, "Index": 283}, {"Word": "of", "Confidence": 0.998, "X1": 0.21682, "Y1": 0.8132, "X2": 0.23653, "Y2": 0.813, "X3": 0.23522, "Y3": 0.8328, "X4": 0.21682, "Y4": 0.8328, "page": 0, "Index": 284}, {"Word": "high", "Confidence": 0.988, "X1": 0.24047, "Y1": 0.8132, "X2": 0.28384, "Y2": 0.813, "X3": 0.28384, "Y3": 0.8328, "X4": 0.24047, "Y4": 0.8328, "page": 0, "Index": 285}, {"Word": "school", "Confidence": 0.997, "X1": 0.28909, "Y1": 0.8132, "X2": 0.34691, "Y2": 0.813, "X3": 0.34691, "Y3": 0.8328, "X4": 0.28909, "Y4": 0.8328, "page": 0, "Index": 286}, {"Word": "students", "Confidence": 0.995, "X1": 0.35217, "Y1": 0.8132, "X2": 0.43101, "Y2": 0.813, "X3": 0.43101, "Y3": 0.8328, "X4": 0.35217, "Y4": 0.8328, "page": 0, "Index": 287}, {"Word": "who", "Confidence": 0.991, "X1": 0.43627, "Y1": 0.8132, "X2": 0.477, "Y2": 0.813, "X3": 0.477, "Y3": 0.8328, "X4": 0.43627, "Y4": 0.8328, "page": 0, "Index": 288}, {"Word": "are", "Confidence": 0.998, "X1": 0.48226, "Y1": 0.8132, "X2": 0.51117, "Y2": 0.813, "X3": 0.51117, "Y3": 0.8328, "X4": 0.48226, "Y4": 0.8328, "page": 0, "Index": 289}, {"Word": "current", "Confidence": 0.991, "X1": 0.51643, "Y1": 0.8132, "X2": 0.58344, "Y2": 0.813, "X3": 0.58344, "Y3": 0.8328, "X4": 0.51643, "Y4": 0.8328, "page": 0, "Index": 290}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.5887, "Y1": 0.8132, "X2": 0.66491, "Y2": 0.813, "X3": 0.66491, "Y3": 0.8318, "X4": 0.5887, "Y4": 0.8328, "page": 0, "Index": 291}, {"Word": "purchased", "Confidence": 0.995, "X1": 0.67017, "Y1": 0.8132, "X2": 0.76873, "Y2": 0.813, "X3": 0.76873, "Y3": 0.8318, "X4": 0.67017, "Y4": 0.8318, "page": 0, "Index": 292}, {"Word": "their", "Confidence": 0.997, "X1": 0.77398, "Y1": 0.8122, "X2": 0.82129, "Y2": 0.812, "X3": 0.82129, "Y3": 0.8318, "X4": 0.77267, "Y4": 0.8318, "page": 0, "Index": 293}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.14717, "Y1": 0.8322, "X2": 0.2339, "Y2": 0.832, "X3": 0.23259, "Y3": 0.8508, "X4": 0.14586, "Y4": 0.8498, "page": 0, "Index": 294}, {"Word": "at", "Confidence": 0.998, "X1": 0.23784, "Y1": 0.8322, "X2": 0.25624, "Y2": 0.832, "X3": 0.25493, "Y3": 0.8508, "X4": 0.23784, "Y4": 0.8508, "page": 0, "Index": 295}, {"Word": "a", "Confidence": 0.998, "X1": 0.2615, "Y1": 0.8322, "X2": 0.2707, "Y2": 0.832, "X3": 0.26938, "Y3": 0.8508, "X4": 0.26018, "Y4": 0.8508, "page": 0, "Index": 296}, {"Word": "store", "Confidence": 0.997, "X1": 0.27595, "Y1": 0.8332, "X2": 0.32063, "Y2": 0.833, "X3": 0.31932, "Y3": 0.8508, "X4": 0.27464, "Y4": 0.8508, "page": 0, "Index": 297}, {"Word": "or", "Confidence": 0.997, "X1": 0.32589, "Y1": 0.8332, "X2": 0.34691, "Y2": 0.833, "X3": 0.3456, "Y3": 0.8508, "X4": 0.32457, "Y4": 0.8508, "page": 0, "Index": 298}, {"Word": "gas", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.8332, "X2": 0.38239, "Y2": 0.833, "X3": 0.38108, "Y3": 0.8518, "X4": 0.35085, "Y4": 0.8508, "page": 0, "Index": 299}, {"Word": "station.", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.8332, "X2": 0.45992, "Y2": 0.833, "X3": 0.45861, "Y3": 0.8518, "X4": 0.38633, "Y4": 0.8518, "page": 0, "Index": 300}, {"Word": "So", "Confidence": 0.997, "X1": 0.46386, "Y1": 0.8332, "X2": 0.48883, "Y2": 0.833, "X3": 0.48752, "Y3": 0.8518, "X4": 0.46386, "Y4": 0.8518, "page": 0, "Index": 301}, {"Word": "access", "Confidence": 0.997, "X1": 0.49277, "Y1": 0.8332, "X2": 0.54928, "Y2": 0.833, "X3": 0.54928, "Y3": 0.8518, "X4": 0.49277, "Y4": 0.8518, "page": 0, "Index": 302}, {"Word": "programs", "Confidence": 0.995, "X1": 0.55453, "Y1": 0.8322, "X2": 0.6452, "Y2": 0.832, "X3": 0.6452, "Y3": 0.8508, "X4": 0.55453, "Y4": 0.8518, "page": 0, "Index": 303}, {"Word": "at", "Confidence": 0.998, "X1": 0.65046, "Y1": 0.8322, "X2": 0.66754, "Y2": 0.832, "X3": 0.66754, "Y3": 0.8508, "X4": 0.64915, "Y4": 0.8508, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.8322, "X2": 0.70039, "Y2": 0.832, "X3": 0.69908, "Y3": 0.8508, "X4": 0.67148, "Y4": 0.8508, "page": 0, "Index": 305}, {"Word": "retail", "Confidence": 0.997, "X1": 0.70434, "Y1": 0.8322, "X2": 0.75296, "Y2": 0.832, "X3": 0.75296, "Y3": 0.8508, "X4": 0.70434, "Y4": 0.8508, "page": 0, "Index": 306}, {"Word": "level", "Confidence": 0.997, "X1": 0.75821, "Y1": 0.8322, "X2": 0.80289, "Y2": 0.832, "X3": 0.80289, "Y3": 0.8498, "X4": 0.75821, "Y4": 0.8508, "page": 0, "Index": 307}, {"Word": "\u00e7an", "Confidence": 0.685, "X1": 0.80815, "Y1": 0.8312, "X2": 0.84363, "Y2": 0.831, "X3": 0.84231, "Y3": 0.8498, "X4": 0.80815, "Y4": 0.8498, "page": 0, "Index": 308}, {"Word": "only", "Confidence": 0.994, "X1": 0.14455, "Y1": 0.8512, "X2": 0.18397, "Y2": 0.851, "X3": 0.18397, "Y3": 0.8698, "X4": 0.14455, "Y4": 0.8708, "page": 0, "Index": 309}, {"Word": "do", "Confidence": 0.998, "X1": 0.18922, "Y1": 0.8512, "X2": 0.21419, "Y2": 0.851, "X3": 0.21288, "Y3": 0.8698, "X4": 0.18922, "Y4": 0.8698, "page": 0, "Index": 310}, {"Word": "so", "Confidence": 0.998, "X1": 0.21813, "Y1": 0.8512, "X2": 0.24047, "Y2": 0.851, "X3": 0.23916, "Y3": 0.8698, "X4": 0.21813, "Y4": 0.8698, "page": 0, "Index": 311}, {"Word": "much.", "Confidence": 0.958, "X1": 0.24442, "Y1": 0.8502, "X2": 0.3088, "Y2": 0.85, "X3": 0.3088, "Y3": 0.8688, "X4": 0.24442, "Y4": 0.8698, "page": 0, "Index": 312}, {"Word": "Therefore,", "Confidence": 0.995, "X1": 0.31406, "Y1": 0.8502, "X2": 0.40867, "Y2": 0.85, "X3": 0.40736, "Y3": 0.8688, "X4": 0.31406, "Y4": 0.8688, "page": 0, "Index": 313}, {"Word": "one", "Confidence": 0.998, "X1": 0.41261, "Y1": 0.8502, "X2": 0.44809, "Y2": 0.85, "X3": 0.44678, "Y3": 0.8688, "X4": 0.41261, "Y4": 0.8688, "page": 0, "Index": 314}, {"Word": "of", "Confidence": 0.998, "X1": 0.45204, "Y1": 0.8502, "X2": 0.47043, "Y2": 0.85, "X3": 0.47043, "Y3": 0.8688, "X4": 0.45204, "Y4": 0.8688, "page": 0, "Index": 315}, {"Word": "our", "Confidence": 0.998, "X1": 0.47569, "Y1": 0.8502, "X2": 0.50723, "Y2": 0.85, "X3": 0.50591, "Y3": 0.8688, "X4": 0.47569, "Y4": 0.8688, "page": 0, "Index": 316}, {"Word": "initiatives", "Confidence": 0.991, "X1": 0.51117, "Y1": 0.8512, "X2": 0.60447, "Y2": 0.851, "X3": 0.60315, "Y3": 0.8688, "X4": 0.51117, "Y4": 0.8688, "page": 0, "Index": 317}, {"Word": "will", "Confidence": 0.991, "X1": 0.60841, "Y1": 0.8512, "X2": 0.64389, "Y2": 0.851, "X3": 0.64258, "Y3": 0.8688, "X4": 0.60841, "Y4": 0.8688, "page": 0, "Index": 318}, {"Word": "be", "Confidence": 0.998, "X1": 0.64915, "Y1": 0.8512, "X2": 0.67148, "Y2": 0.851, "X3": 0.67148, "Y3": 0.8698, "X4": 0.64783, "Y4": 0.8688, "page": 0, "Index": 319}, {"Word": "to", "Confidence": 0.998, "X1": 0.67674, "Y1": 0.8512, "X2": 0.69514, "Y2": 0.851, "X3": 0.69382, "Y3": 0.8698, "X4": 0.67543, "Y4": 0.8698, "page": 0, "Index": 320}, {"Word": "identify,", "Confidence": 0.994, "X1": 0.69908, "Y1": 0.8512, "X2": 0.77924, "Y2": 0.851, "X3": 0.77792, "Y3": 0.8698, "X4": 0.69908, "Y4": 0.8698, "page": 0, "Index": 321}, {"Word": "develop", "Confidence": 0.996, "X1": 0.78318, "Y1": 0.8512, "X2": 0.8594, "Y2": 0.851, "X3": 0.85808, "Y3": 0.8708, "X4": 0.78318, "Y4": 0.8698, "page": 0, "Index": 322}, {"Word": "2080249216", "Confidence": 0.975, "X1": 0.95401, "Y1": 0.8872, "X2": 0.95795, "Y2": 0.887, "X3": 0.93167, "Y3": 0.8878, "X4": 0.92904, "Y4": 0.7858, "page": 0, "Index": 323}, {"Word": "and", "Confidence": 0.998, "X1": 0.14586, "Y1": 0.8692, "X2": 0.18003, "Y2": 0.869, "X3": 0.17871, "Y3": 0.8888, "X4": 0.14586, "Y4": 0.8888, "page": 0, "Index": 324}, {"Word": "implement", "Confidence": 0.995, "X1": 0.18397, "Y1": 0.8692, "X2": 0.28515, "Y2": 0.869, "X3": 0.28384, "Y3": 0.8888, "X4": 0.18397, "Y4": 0.8888, "page": 0, "Index": 325}, {"Word": "non-retail", "Confidence": 0.994, "X1": 0.29041, "Y1": 0.8692, "X2": 0.37976, "Y2": 0.869, "X3": 0.37976, "Y3": 0.8888, "X4": 0.28909, "Y4": 0.8888, "page": 0, "Index": 326}, {"Word": "approaches", "Confidence": 0.994, "X1": 0.38502, "Y1": 0.8702, "X2": 0.49014, "Y2": 0.87, "X3": 0.49014, "Y3": 0.8888, "X4": 0.38502, "Y4": 0.8888, "page": 0, "Index": 327}, {"Word": "to", "Confidence": 0.998, "X1": 0.4954, "Y1": 0.8702, "X2": 0.5138, "Y2": 0.87, "X3": 0.5138, "Y3": 0.8888, "X4": 0.4954, "Y4": 0.8888, "page": 0, "Index": 328}, {"Word": "curb", "Confidence": 0.991, "X1": 0.51905, "Y1": 0.8702, "X2": 0.55979, "Y2": 0.87, "X3": 0.55979, "Y3": 0.8888, "X4": 0.51905, "Y4": 0.8888, "page": 0, "Index": 329}, {"Word": "youth", "Confidence": 0.994, "X1": 0.56505, "Y1": 0.8702, "X2": 0.62155, "Y2": 0.87, "X3": 0.62024, "Y3": 0.8888, "X4": 0.56505, "Y4": 0.8888, "page": 0, "Index": 330}, {"Word": "access,", "Confidence": 0.995, "X1": 0.62681, "Y1": 0.8702, "X2": 0.68725, "Y2": 0.87, "X3": 0.68725, "Y3": 0.8898, "X4": 0.62549, "Y4": 0.8888, "page": 0, "Index": 331}, {"Word": "such", "Confidence": 0.989, "X1": 0.69251, "Y1": 0.8702, "X2": 0.73587, "Y2": 0.87, "X3": 0.73456, "Y3": 0.8898, "X4": 0.6912, "Y4": 0.8898, "page": 0, "Index": 332}, {"Word": "as", "Confidence": 0.998, "X1": 0.74113, "Y1": 0.8702, "X2": 0.75953, "Y2": 0.87, "X3": 0.75821, "Y3": 0.8898, "X4": 0.73982, "Y4": 0.8898, "page": 0, "Index": 333}, {"Word": "programs", "Confidence": 0.995, "X1": 0.76478, "Y1": 0.8712, "X2": 0.8594, "Y2": 0.871, "X3": 0.85808, "Y3": 0.8898, "X4": 0.76347, "Y4": 0.8898, "page": 0, "Index": 334}, {"Word": "5", "Confidence": 0.996, "X1": 0.85283, "Y1": 0.9412, "X2": 0.86597, "Y2": 0.941, "X3": 0.86334, "Y3": 0.9578, "X4": 0.85151, "Y4": 0.9568, "page": 0, "Index": 335}]}
"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"
ffyn0177
6
{"lines_data": [{"Word": "We are not alone in this kind of strategy. Ads for kids which do not hinge on", "Confidence": 0.99594, "X1": 0.15092, "Y1": 0.0792, "X2": 0.86352, "Y2": 0.079, "X3": 0.86352, "Y3": 0.0988, "X4": 0.15092, "Y4": 0.0988, "page": 0}, {"Word": "a health message have been included in campaigns by the Rhode Island", "Confidence": 0.99492, "X1": 0.15092, "Y1": 0.0972, "X2": 0.8084, "Y2": 0.097, "X3": 0.8084, "Y3": 0.1178, "X4": 0.15092, "Y4": 0.1188, "page": 0}, {"Word": "Department of Health, Tobacco Free Washington, the American Lung", "Confidence": 0.99433, "X1": 0.15092, "Y1": 0.1182, "X2": 0.79528, "Y2": 0.118, "X3": 0.79528, "Y3": 0.1368, "X4": 0.15092, "Y4": 0.1378, "page": 0}, {"Word": "Association, the Centers for Disease Control, and the New York State", "Confidence": 0.99573, "X1": 0.15092, "Y1": 0.1362, "X2": 0.79134, "Y2": 0.136, "X3": 0.79134, "Y3": 0.1538, "X4": 0.15092, "Y4": 0.1558, "page": 0}, {"Word": "Department of Health.", "Confidence": 0.994, "X1": 0.14961, "Y1": 0.1552, "X2": 0.36089, "Y2": 0.155, "X3": 0.36089, "Y3": 0.1728, "X4": 0.14961, "Y4": 0.1748, "page": 0}, {"Word": "Florida/ Massachusetts/ California Ads", "Confidence": 0.98025, "X1": 0.11811, "Y1": 0.1932, "X2": 0.49213, "Y2": 0.193, "X3": 0.49213, "Y3": 0.2108, "X4": 0.11811, "Y4": 0.2118, "page": 0}, {"Word": ". Each state and/or public health group needs to decide what it wants to do", "Confidence": 0.97093, "X1": 0.11942, "Y1": 0.2322, "X2": 0.83727, "Y2": 0.232, "X3": 0.83727, "Y3": 0.2498, "X4": 0.11942, "Y4": 0.2498, "page": 0}, {"Word": "and what it thinks will work. We have our views and do not intend to", "Confidence": 0.9952, "X1": 0.15092, "Y1": 0.2502, "X2": 0.80184, "Y2": 0.25, "X3": 0.80184, "Y3": 0.2678, "X4": 0.15092, "Y4": 0.2688, "page": 0}, {"Word": "criticize the efforts of others - even if they criticize us. In the end, we think", "Confidence": 0.98794, "X1": 0.14961, "Y1": 0.2692, "X2": 0.84646, "Y2": 0.269, "X3": 0.84646, "Y3": 0.2868, "X4": 0.14961, "Y4": 0.2888, "page": 0}, {"Word": "we should all be focused on only one question -- what works to reduce youth", "Confidence": 0.9746, "X1": 0.15092, "Y1": 0.2882, "X2": 0.86352, "Y2": 0.288, "X3": 0.86352, "Y3": 0.3068, "X4": 0.15092, "Y4": 0.3068, "page": 0}, {"Word": "smoking.", "Confidence": 0.941, "X1": 0.15092, "Y1": 0.3102, "X2": 0.24016, "Y2": 0.31, "X3": 0.24016, "Y3": 0.3268, "X4": 0.15092, "Y4": 0.3268, "page": 0}, {"Word": "Taking \"Credit\" in Ads", "Confidence": 0.979, "X1": 0.11942, "Y1": 0.3442, "X2": 0.34646, "Y2": 0.344, "X3": 0.34646, "Y3": 0.3628, "X4": 0.11942, "Y4": 0.3638, "page": 0}, {"Word": "We put our name on the ads because we have a policy to disclose our name", "Confidence": 0.99525, "X1": 0.13386, "Y1": 0.3832, "X2": 0.84777, "Y2": 0.383, "X3": 0.84777, "Y3": 0.4018, "X4": 0.13386, "Y4": 0.4028, "page": 0}, {"Word": "on any ad for which we pay. I am sure we would be criticized if we failed to", "Confidence": 0.99656, "X1": 0.15354, "Y1": 0.4012, "X2": 0.85827, "Y2": 0.401, "X3": 0.85827, "Y3": 0.4188, "X4": 0.15354, "Y4": 0.4218, "page": 0}, {"Word": "do this. Our purpose is not to get credit for this effort but to be effective at", "Confidence": 0.99665, "X1": 0.15223, "Y1": 0.4202, "X2": 0.83858, "Y2": 0.42, "X3": 0.83858, "Y3": 0.4388, "X4": 0.15223, "Y4": 0.4408, "page": 0}, {"Word": "helping to reduce youth smoking rates.", "Confidence": 0.99583, "X1": 0.14961, "Y1": 0.4402, "X2": 0.51444, "Y2": 0.44, "X3": 0.51444, "Y3": 0.4588, "X4": 0.14961, "Y4": 0.4598, "page": 0}, {"Word": "(When people say we should just give the money to others to run ads, they", "Confidence": 0.99473, "X1": 0.15354, "Y1": 0.4792, "X2": 0.84514, "Y2": 0.479, "X3": 0.84514, "Y3": 0.4988, "X4": 0.15354, "Y4": 0.4998, "page": 0}, {"Word": "forget that we are effectively doing that in the multi-state settlement.", "Confidence": 0.99555, "X1": 0.15223, "Y1": 0.4982, "X2": 0.78346, "Y2": 0.498, "X3": 0.78478, "Y3": 0.5168, "X4": 0.15223, "Y4": 0.5178, "page": 0}, {"Word": "Evidence of effectiveness of ads", "Confidence": 0.9952, "X1": 0.11942, "Y1": 0.5362, "X2": 0.42782, "Y2": 0.536, "X3": 0.42782, "Y3": 0.5548, "X4": 0.11942, "Y4": 0.5538, "page": 0}, {"Word": "Two hundred boys and girls ages 10 - 14 and their parents were recruited to", "Confidence": 0.99487, "X1": 0.14698, "Y1": 0.5742, "X2": 0.85039, "Y2": 0.574, "X3": 0.85039, "Y3": 0.5938, "X4": 0.14698, "Y4": 0.5938, "page": 0}, {"Word": "view each of the ad executions in 60 facilities in shopping malls in 40 different", "Confidence": 0.9956, "X1": 0.15354, "Y1": 0.5932, "X2": 0.86877, "Y2": 0.593, "X3": 0.86877, "Y3": 0.6108, "X4": 0.15354, "Y4": 0.6118, "page": 0}, {"Word": "cities. A total of 6,800 interviews were conducted. [Parental consent was", "Confidence": 0.995, "X1": 0.15223, "Y1": 0.6122, "X2": 0.82677, "Y2": 0.612, "X3": 0.82677, "Y3": 0.6298, "X4": 0.15223, "Y4": 0.6298, "page": 0}, {"Word": "obtained prior to any communication with their child.]", "Confidence": 0.99525, "X1": 0.14961, "Y1": 0.6302, "X2": 0.6601, "Y2": 0.63, "X3": 0.6601, "Y3": 0.6478, "X4": 0.14961, "Y4": 0.6488, "page": 0}, {"Word": "- 93% or more of the kids who saw the advertising said the ads", "Confidence": 0.98836, "X1": 0.18241, "Y1": 0.6502, "X2": 0.7664, "Y2": 0.65, "X3": 0.7664, "Y3": 0.6688, "X4": 0.18241, "Y4": 0.6678, "page": 0}, {"Word": "communicated to them a \"don't smoke\" message.", "Confidence": 0.98686, "X1": 0.18373, "Y1": 0.6692, "X2": 0.64436, "Y2": 0.669, "X3": 0.64436, "Y3": 0.6888, "X4": 0.18373, "Y4": 0.6878, "page": 0}, {"Word": "- Over 7 out of 10 parents thought the ads were \"very much\" or", "Confidence": 0.98643, "X1": 0.18241, "Y1": 0.7062, "X2": 0.77165, "Y2": 0.706, "X3": 0.77165, "Y3": 0.7248, "X4": 0.18241, "Y4": 0.7248, "page": 0}, {"Word": "\"somewhat likely\" to convince a child to decide not to smoke.", "Confidence": 0.99455, "X1": 0.18504, "Y1": 0.7252, "X2": 0.75459, "Y2": 0.725, "X3": 0.75459, "Y3": 0.7428, "X4": 0.18504, "Y4": 0.7428, "page": 0}, {"Word": "Comparative ads", "Confidence": 0.996, "X1": 0.11942, "Y1": 0.8002, "X2": 0.28478, "Y2": 0.8, "X3": 0.28478, "Y3": 0.8198, "X4": 0.11942, "Y4": 0.8208, "page": 0}, {"Word": "The commercials were compared to other ads which did not rely on health", "Confidence": 0.99562, "X1": 0.15223, "Y1": 0.8382, "X2": 0.83858, "Y2": 0.838, "X3": 0.83858, "Y3": 0.8588, "X4": 0.15223, "Y4": 0.8588, "page": 0}, {"Word": "messages - ads from various state agencies and public health groups. The", "Confidence": 0.99525, "X1": 0.15354, "Y1": 0.8582, "X2": 0.8399, "Y2": 0.858, "X3": 0.8399, "Y3": 0.8778, "X4": 0.15354, "Y4": 0.8778, "page": 0}, {"Word": "tests showed our ads to be as effective or more effective at delivering a \"don't", "Confidence": 0.99547, "X1": 0.15223, "Y1": 0.8772, "X2": 0.87008, "Y2": 0.877, "X3": 0.87008, "Y3": 0.8968, "X4": 0.15223, "Y4": 0.8968, "page": 0}, {"Word": "2080249218", "Confidence": 0.995, "X1": 0.95276, "Y1": 0.9062, "X2": 0.95144, "Y2": 0.906, "X3": 0.92651, "Y3": 0.9058, "X4": 0.92782, "Y4": 0.7968, "page": 0}, {"Word": "smoke\" message as the comparative ads.", "Confidence": 0.99333, "X1": 0.15092, "Y1": 0.8962, "X2": 0.5315, "Y2": 0.896, "X3": 0.5315, "Y3": 0.9138, "X4": 0.15092, "Y4": 0.9158, "page": 0}, {"Word": "7.", "Confidence": 0.931, "X1": 0.85827, "Y1": 0.9492, "X2": 0.88451, "Y2": 0.949, "X3": 0.88451, "Y3": 0.9658, "X4": 0.85696, "Y4": 0.9648, "page": 0}], "words_data": [{"Word": "We", "Confidence": 0.998, "X1": 0.15092, "Y1": 0.0822, "X2": 0.17979, "Y2": 0.082, "X3": 0.17979, "Y3": 0.0978, "X4": 0.15092, "Y4": 0.0978, "page": 0, "Index": 0}, {"Word": "are", "Confidence": 0.998, "X1": 0.18504, "Y1": 0.0812, "X2": 0.21391, "Y2": 0.081, "X3": 0.21391, "Y3": 0.0978, "X4": 0.18504, "Y4": 0.0978, "page": 0, "Index": 1}, {"Word": "not", "Confidence": 0.998, "X1": 0.21916, "Y1": 0.0812, "X2": 0.25066, "Y2": 0.081, "X3": 0.24934, "Y3": 0.0978, "X4": 0.21916, "Y4": 0.0978, "page": 0, "Index": 2}, {"Word": "alone", "Confidence": 0.998, "X1": 0.25459, "Y1": 0.0812, "X2": 0.30577, "Y2": 0.081, "X3": 0.30446, "Y3": 0.0988, "X4": 0.25459, "Y4": 0.0978, "page": 0, "Index": 3}, {"Word": "in", "Confidence": 0.993, "X1": 0.30971, "Y1": 0.0812, "X2": 0.32808, "Y2": 0.081, "X3": 0.32808, "Y3": 0.0988, "X4": 0.30971, "Y4": 0.0988, "page": 0, "Index": 4}, {"Word": "this", "Confidence": 0.988, "X1": 0.33333, "Y1": 0.0802, "X2": 0.36745, "Y2": 0.08, "X3": 0.36614, "Y3": 0.0988, "X4": 0.33202, "Y4": 0.0988, "page": 0, "Index": 5}, {"Word": "kind", "Confidence": 0.989, "X1": 0.37139, "Y1": 0.0802, "X2": 0.41601, "Y2": 0.08, "X3": 0.4147, "Y3": 0.0988, "X4": 0.37139, "Y4": 0.0988, "page": 0, "Index": 6}, {"Word": "of", "Confidence": 0.998, "X1": 0.41995, "Y1": 0.0802, "X2": 0.43832, "Y2": 0.08, "X3": 0.43832, "Y3": 0.0988, "X4": 0.41995, "Y4": 0.0988, "page": 0, "Index": 7}, {"Word": "strategy.", "Confidence": 0.995, "X1": 0.44357, "Y1": 0.0802, "X2": 0.52887, "Y2": 0.08, "X3": 0.52887, "Y3": 0.0988, "X4": 0.44226, "Y4": 0.0988, "page": 0, "Index": 8}, {"Word": "Ads", "Confidence": 0.998, "X1": 0.53412, "Y1": 0.0802, "X2": 0.56955, "Y2": 0.08, "X3": 0.56955, "Y3": 0.0988, "X4": 0.53412, "Y4": 0.0988, "page": 0, "Index": 9}, {"Word": "for", "Confidence": 0.998, "X1": 0.5748, "Y1": 0.0802, "X2": 0.60236, "Y2": 0.08, "X3": 0.60236, "Y3": 0.0998, "X4": 0.5748, "Y4": 0.0988, "page": 0, "Index": 10}, {"Word": "kids", "Confidence": 0.991, "X1": 0.60761, "Y1": 0.0802, "X2": 0.64567, "Y2": 0.08, "X3": 0.64567, "Y3": 0.0998, "X4": 0.60761, "Y4": 0.0998, "page": 0, "Index": 11}, {"Word": "which", "Confidence": 0.998, "X1": 0.65092, "Y1": 0.0802, "X2": 0.70997, "Y2": 0.08, "X3": 0.70866, "Y3": 0.0998, "X4": 0.65092, "Y4": 0.0998, "page": 0, "Index": 12}, {"Word": "do", "Confidence": 0.998, "X1": 0.71391, "Y1": 0.0802, "X2": 0.73753, "Y2": 0.08, "X3": 0.73753, "Y3": 0.0998, "X4": 0.71391, "Y4": 0.0998, "page": 0, "Index": 13}, {"Word": "not", "Confidence": 0.998, "X1": 0.74147, "Y1": 0.0802, "X2": 0.77297, "Y2": 0.08, "X3": 0.77297, "Y3": 0.0998, "X4": 0.74147, "Y4": 0.0998, "page": 0, "Index": 14}, {"Word": "hinge", "Confidence": 0.997, "X1": 0.77822, "Y1": 0.0802, "X2": 0.8294, "Y2": 0.08, "X3": 0.8294, "Y3": 0.0998, "X4": 0.7769, "Y4": 0.0998, "page": 0, "Index": 15}, {"Word": "on", "Confidence": 0.998, "X1": 0.83465, "Y1": 0.0802, "X2": 0.8622, "Y2": 0.08, "X3": 0.8622, "Y3": 0.0998, "X4": 0.83465, "Y4": 0.0998, "page": 0, "Index": 16}, {"Word": "a", "Confidence": 0.991, "X1": 0.15092, "Y1": 0.1012, "X2": 0.15879, "Y2": 0.101, "X3": 0.1601, "Y3": 0.1168, "X4": 0.15223, "Y4": 0.1168, "page": 0, "Index": 17}, {"Word": "health", "Confidence": 0.997, "X1": 0.16404, "Y1": 0.1012, "X2": 0.22178, "Y2": 0.101, "X3": 0.2231, "Y3": 0.1168, "X4": 0.16404, "Y4": 0.1168, "page": 0, "Index": 18}, {"Word": "message", "Confidence": 0.997, "X1": 0.22703, "Y1": 0.1012, "X2": 0.30446, "Y2": 0.101, "X3": 0.30446, "Y3": 0.1178, "X4": 0.22703, "Y4": 0.1168, "page": 0, "Index": 19}, {"Word": "have", "Confidence": 0.989, "X1": 0.30971, "Y1": 0.1012, "X2": 0.35433, "Y2": 0.101, "X3": 0.35564, "Y3": 0.1178, "X4": 0.30971, "Y4": 0.1178, "page": 0, "Index": 20}, {"Word": "been", "Confidence": 0.991, "X1": 0.35958, "Y1": 0.1002, "X2": 0.4042, "Y2": 0.1, "X3": 0.4042, "Y3": 0.1178, "X4": 0.35958, "Y4": 0.1178, "page": 0, "Index": 21}, {"Word": "Rhode", "Confidence": 0.997, "X1": 0.68373, "Y1": 0.0982, "X2": 0.74409, "Y2": 0.098, "X3": 0.74409, "Y3": 0.1178, "X4": 0.68373, "Y4": 0.1188, "page": 0, "Index": 22}, {"Word": "Island", "Confidence": 0.994, "X1": 0.74803, "Y1": 0.0982, "X2": 0.8084, "Y2": 0.098, "X3": 0.8084, "Y3": 0.1178, "X4": 0.74803, "Y4": 0.1178, "page": 0, "Index": 23}, {"Word": "included", "Confidence": 0.995, "X1": 0.40814, "Y1": 0.1002, "X2": 0.4895, "Y2": 0.1, "X3": 0.4895, "Y3": 0.1188, "X4": 0.40945, "Y4": 0.1178, "page": 0, "Index": 24}, {"Word": "in", "Confidence": 0.998, "X1": 0.49344, "Y1": 0.1002, "X2": 0.51312, "Y2": 0.1, "X3": 0.51312, "Y3": 0.1188, "X4": 0.49475, "Y4": 0.1188, "page": 0, "Index": 25}, {"Word": "campaigns", "Confidence": 0.994, "X1": 0.51837, "Y1": 0.0992, "X2": 0.6168, "Y2": 0.099, "X3": 0.6168, "Y3": 0.1188, "X4": 0.51837, "Y4": 0.1188, "page": 0, "Index": 26}, {"Word": "by", "Confidence": 0.998, "X1": 0.62205, "Y1": 0.0992, "X2": 0.64567, "Y2": 0.099, "X3": 0.64567, "Y3": 0.1188, "X4": 0.62205, "Y4": 0.1188, "page": 0, "Index": 27}, {"Word": "the", "Confidence": 0.998, "X1": 0.65092, "Y1": 0.0992, "X2": 0.67848, "Y2": 0.099, "X3": 0.67848, "Y3": 0.1188, "X4": 0.65092, "Y4": 0.1188, "page": 0, "Index": 28}, {"Word": "Department", "Confidence": 0.991, "X1": 0.15223, "Y1": 0.1192, "X2": 0.25984, "Y2": 0.119, "X3": 0.25984, "Y3": 0.1378, "X4": 0.15092, "Y4": 0.1378, "page": 0, "Index": 29}, {"Word": "of", "Confidence": 0.998, "X1": 0.26509, "Y1": 0.1192, "X2": 0.28478, "Y2": 0.119, "X3": 0.28478, "Y3": 0.1378, "X4": 0.26509, "Y4": 0.1378, "page": 0, "Index": 30}, {"Word": "Health,", "Confidence": 0.996, "X1": 0.29003, "Y1": 0.1192, "X2": 0.35827, "Y2": 0.119, "X3": 0.35827, "Y3": 0.1368, "X4": 0.29003, "Y4": 0.1378, "page": 0, "Index": 31}, {"Word": "Tobacco", "Confidence": 0.997, "X1": 0.36352, "Y1": 0.1192, "X2": 0.43832, "Y2": 0.119, "X3": 0.43832, "Y3": 0.1368, "X4": 0.36352, "Y4": 0.1368, "page": 0, "Index": 32}, {"Word": "Free", "Confidence": 0.991, "X1": 0.44226, "Y1": 0.1192, "X2": 0.48425, "Y2": 0.119, "X3": 0.48425, "Y3": 0.1368, "X4": 0.44357, "Y4": 0.1368, "page": 0, "Index": 33}, {"Word": "Washington,", "Confidence": 0.993, "X1": 0.48819, "Y1": 0.1182, "X2": 0.6063, "Y2": 0.118, "X3": 0.6063, "Y3": 0.1368, "X4": 0.48819, "Y4": 0.1368, "page": 0, "Index": 34}, {"Word": "the", "Confidence": 0.998, "X1": 0.61024, "Y1": 0.1182, "X2": 0.64042, "Y2": 0.118, "X3": 0.64042, "Y3": 0.1368, "X4": 0.61155, "Y4": 0.1368, "page": 0, "Index": 35}, {"Word": "American", "Confidence": 0.996, "X1": 0.64436, "Y1": 0.1182, "X2": 0.73491, "Y2": 0.118, "X3": 0.73491, "Y3": 0.1378, "X4": 0.64567, "Y4": 0.1368, "page": 0, "Index": 36}, {"Word": "Lung", "Confidence": 0.989, "X1": 0.73885, "Y1": 0.1182, "X2": 0.79265, "Y2": 0.118, "X3": 0.79396, "Y3": 0.1378, "X4": 0.74016, "Y4": 0.1378, "page": 0, "Index": 37}, {"Word": "Association,", "Confidence": 0.991, "X1": 0.15223, "Y1": 0.1382, "X2": 0.26378, "Y2": 0.138, "X3": 0.26247, "Y3": 0.1558, "X4": 0.15223, "Y4": 0.1568, "page": 0, "Index": 38}, {"Word": "the", "Confidence": 0.998, "X1": 0.26903, "Y1": 0.1372, "X2": 0.29659, "Y2": 0.137, "X3": 0.29528, "Y3": 0.1558, "X4": 0.26772, "Y4": 0.1558, "page": 0, "Index": 39}, {"Word": "Centers", "Confidence": 0.995, "X1": 0.30184, "Y1": 0.1372, "X2": 0.3727, "Y2": 0.137, "X3": 0.3727, "Y3": 0.1558, "X4": 0.30052, "Y4": 0.1558, "page": 0, "Index": 40}, {"Word": "for", "Confidence": 0.998, "X1": 0.37795, "Y1": 0.1372, "X2": 0.4042, "Y2": 0.137, "X3": 0.4042, "Y3": 0.1558, "X4": 0.37795, "Y4": 0.1558, "page": 0, "Index": 41}, {"Word": "Disease", "Confidence": 0.996, "X1": 0.40945, "Y1": 0.1372, "X2": 0.479, "Y2": 0.137, "X3": 0.479, "Y3": 0.1558, "X4": 0.40814, "Y4": 0.1558, "page": 0, "Index": 42}, {"Word": "Control,", "Confidence": 0.995, "X1": 0.48425, "Y1": 0.1362, "X2": 0.56168, "Y2": 0.136, "X3": 0.56168, "Y3": 0.1558, "X4": 0.48425, "Y4": 0.1558, "page": 0, "Index": 43}, {"Word": "and", "Confidence": 0.998, "X1": 0.56562, "Y1": 0.1362, "X2": 0.59974, "Y2": 0.136, "X3": 0.59974, "Y3": 0.1558, "X4": 0.56562, "Y4": 0.1558, "page": 0, "Index": 44}, {"Word": "the", "Confidence": 0.998, "X1": 0.60499, "Y1": 0.1362, "X2": 0.63517, "Y2": 0.136, "X3": 0.63517, "Y3": 0.1558, "X4": 0.60499, "Y4": 0.1558, "page": 0, "Index": 45}, {"Word": "New", "Confidence": 0.998, "X1": 0.63911, "Y1": 0.1362, "X2": 0.6811, "Y2": 0.136, "X3": 0.68241, "Y3": 0.1548, "X4": 0.63911, "Y4": 0.1558, "page": 0, "Index": 46}, {"Word": "York", "Confidence": 0.989, "X1": 0.69029, "Y1": 0.1362, "X2": 0.73491, "Y2": 0.136, "X3": 0.73491, "Y3": 0.1548, "X4": 0.69029, "Y4": 0.1548, "page": 0, "Index": 47}, {"Word": "State", "Confidence": 0.997, "X1": 0.73885, "Y1": 0.1362, "X2": 0.79003, "Y2": 0.136, "X3": 0.79003, "Y3": 0.1548, "X4": 0.74016, "Y4": 0.1548, "page": 0, "Index": 48}, {"Word": "Department", "Confidence": 0.991, "X1": 0.15092, "Y1": 0.1562, "X2": 0.26115, "Y2": 0.156, "X3": 0.26115, "Y3": 0.1748, "X4": 0.14961, "Y4": 0.1758, "page": 0, "Index": 49}, {"Word": "of", "Confidence": 0.998, "X1": 0.2664, "Y1": 0.1562, "X2": 0.28478, "Y2": 0.156, "X3": 0.28478, "Y3": 0.1738, "X4": 0.26509, "Y4": 0.1738, "page": 0, "Index": 50}, {"Word": "Health.", "Confidence": 0.993, "X1": 0.29003, "Y1": 0.1562, "X2": 0.35958, "Y2": 0.156, "X3": 0.35958, "Y3": 0.1738, "X4": 0.29003, "Y4": 0.1738, "page": 0, "Index": 51}, {"Word": "Florida/", "Confidence": 0.949, "X1": 0.11942, "Y1": 0.1942, "X2": 0.19423, "Y2": 0.194, "X3": 0.19291, "Y3": 0.2118, "X4": 0.11811, "Y4": 0.2118, "page": 0, "Index": 52}, {"Word": "Massachusetts/", "Confidence": 0.991, "X1": 0.19816, "Y1": 0.1942, "X2": 0.34252, "Y2": 0.194, "X3": 0.34252, "Y3": 0.2118, "X4": 0.19816, "Y4": 0.2118, "page": 0, "Index": 53}, {"Word": "California", "Confidence": 0.988, "X1": 0.34646, "Y1": 0.1932, "X2": 0.44357, "Y2": 0.193, "X3": 0.44488, "Y3": 0.2118, "X4": 0.34646, "Y4": 0.2118, "page": 0, "Index": 54}, {"Word": "Ads", "Confidence": 0.993, "X1": 0.44882, "Y1": 0.1932, "X2": 0.49213, "Y2": 0.193, "X3": 0.49344, "Y3": 0.2118, "X4": 0.44882, "Y4": 0.2118, "page": 0, "Index": 55}, {"Word": ".", "Confidence": 0.624, "X1": 0.11942, "Y1": 0.2322, "X2": 0.13386, "Y2": 0.232, "X3": 0.13386, "Y3": 0.2508, "X4": 0.12073, "Y4": 0.2508, "page": 0, "Index": 56}, {"Word": "Each", "Confidence": 0.988, "X1": 0.14961, "Y1": 0.2322, "X2": 0.19423, "Y2": 0.232, "X3": 0.19423, "Y3": 0.2508, "X4": 0.14961, "Y4": 0.2508, "page": 0, "Index": 57}, {"Word": "state", "Confidence": 0.997, "X1": 0.19948, "Y1": 0.2322, "X2": 0.24147, "Y2": 0.232, "X3": 0.24278, "Y3": 0.2508, "X4": 0.19948, "Y4": 0.2508, "page": 0, "Index": 58}, {"Word": "and/or", "Confidence": 0.997, "X1": 0.24672, "Y1": 0.2322, "X2": 0.31496, "Y2": 0.232, "X3": 0.31496, "Y3": 0.2508, "X4": 0.24672, "Y4": 0.2508, "page": 0, "Index": 59}, {"Word": "public", "Confidence": 0.991, "X1": 0.32021, "Y1": 0.2322, "X2": 0.37664, "Y2": 0.232, "X3": 0.37795, "Y3": 0.2508, "X4": 0.32021, "Y4": 0.2508, "page": 0, "Index": 60}, {"Word": "health", "Confidence": 0.997, "X1": 0.38189, "Y1": 0.2322, "X2": 0.44094, "Y2": 0.232, "X3": 0.44094, "Y3": 0.2508, "X4": 0.38189, "Y4": 0.2508, "page": 0, "Index": 61}, {"Word": "group", "Confidence": 0.998, "X1": 0.44619, "Y1": 0.2322, "X2": 0.50131, "Y2": 0.232, "X3": 0.50131, "Y3": 0.2508, "X4": 0.44619, "Y4": 0.2508, "page": 0, "Index": 62}, {"Word": "needs", "Confidence": 0.997, "X1": 0.50656, "Y1": 0.2322, "X2": 0.56037, "Y2": 0.232, "X3": 0.56037, "Y3": 0.2508, "X4": 0.50656, "Y4": 0.2508, "page": 0, "Index": 63}, {"Word": "to", "Confidence": 0.998, "X1": 0.56562, "Y1": 0.2322, "X2": 0.58268, "Y2": 0.232, "X3": 0.58268, "Y3": 0.2508, "X4": 0.56562, "Y4": 0.2508, "page": 0, "Index": 64}, {"Word": "decide", "Confidence": 0.997, "X1": 0.58793, "Y1": 0.2322, "X2": 0.64961, "Y2": 0.232, "X3": 0.64961, "Y3": 0.2498, "X4": 0.58793, "Y4": 0.2508, "page": 0, "Index": 65}, {"Word": "what", "Confidence": 0.989, "X1": 0.65486, "Y1": 0.2322, "X2": 0.70079, "Y2": 0.232, "X3": 0.70079, "Y3": 0.2498, "X4": 0.65486, "Y4": 0.2498, "page": 0, "Index": 66}, {"Word": "it", "Confidence": 0.998, "X1": 0.70472, "Y1": 0.2322, "X2": 0.71916, "Y2": 0.232, "X3": 0.72047, "Y3": 0.2498, "X4": 0.70604, "Y4": 0.2498, "page": 0, "Index": 67}, {"Word": "wants", "Confidence": 0.997, "X1": 0.72441, "Y1": 0.2322, "X2": 0.77953, "Y2": 0.232, "X3": 0.78084, "Y3": 0.2498, "X4": 0.72441, "Y4": 0.2498, "page": 0, "Index": 68}, {"Word": "to", "Confidence": 0.998, "X1": 0.78478, "Y1": 0.2322, "X2": 0.80446, "Y2": 0.232, "X3": 0.80446, "Y3": 0.2498, "X4": 0.78478, "Y4": 0.2498, "page": 0, "Index": 69}, {"Word": "do", "Confidence": 0.998, "X1": 0.8084, "Y1": 0.2322, "X2": 0.83596, "Y2": 0.232, "X3": 0.83596, "Y3": 0.2498, "X4": 0.80971, "Y4": 0.2498, "page": 0, "Index": 70}, {"Word": "and", "Confidence": 0.998, "X1": 0.15223, "Y1": 0.2522, "X2": 0.18504, "Y2": 0.252, "X3": 0.18504, "Y3": 0.2698, "X4": 0.15223, "Y4": 0.2698, "page": 0, "Index": 71}, {"Word": "what", "Confidence": 0.989, "X1": 0.18898, "Y1": 0.2522, "X2": 0.23622, "Y2": 0.252, "X3": 0.23622, "Y3": 0.2698, "X4": 0.19029, "Y4": 0.2698, "page": 0, "Index": 72}, {"Word": "it", "Confidence": 0.998, "X1": 0.24016, "Y1": 0.2512, "X2": 0.25459, "Y2": 0.251, "X3": 0.25591, "Y3": 0.2698, "X4": 0.24147, "Y4": 0.2698, "page": 0, "Index": 73}, {"Word": "thinks", "Confidence": 0.997, "X1": 0.25984, "Y1": 0.2512, "X2": 0.31759, "Y2": 0.251, "X3": 0.31759, "Y3": 0.2698, "X4": 0.25984, "Y4": 0.2698, "page": 0, "Index": 74}, {"Word": "will", "Confidence": 0.98, "X1": 0.32283, "Y1": 0.2512, "X2": 0.35958, "Y2": 0.251, "X3": 0.35958, "Y3": 0.2698, "X4": 0.32283, "Y4": 0.2698, "page": 0, "Index": 75}, {"Word": "work.", "Confidence": 0.997, "X1": 0.36352, "Y1": 0.2512, "X2": 0.42257, "Y2": 0.251, "X3": 0.42257, "Y3": 0.2698, "X4": 0.36352, "Y4": 0.2698, "page": 0, "Index": 76}, {"Word": "We", "Confidence": 0.998, "X1": 0.42782, "Y1": 0.2512, "X2": 0.45801, "Y2": 0.251, "X3": 0.45801, "Y3": 0.2698, "X4": 0.42782, "Y4": 0.2698, "page": 0, "Index": 77}, {"Word": "have", "Confidence": 0.988, "X1": 0.46325, "Y1": 0.2512, "X2": 0.50787, "Y2": 0.251, "X3": 0.50787, "Y3": 0.2698, "X4": 0.46325, "Y4": 0.2698, "page": 0, "Index": 78}, {"Word": "our", "Confidence": 0.998, "X1": 0.51181, "Y1": 0.2502, "X2": 0.54593, "Y2": 0.25, "X3": 0.54593, "Y3": 0.2698, "X4": 0.51181, "Y4": 0.2698, "page": 0, "Index": 79}, {"Word": "views", "Confidence": 0.997, "X1": 0.55118, "Y1": 0.2502, "X2": 0.60367, "Y2": 0.25, "X3": 0.60236, "Y3": 0.2698, "X4": 0.54987, "Y4": 0.2698, "page": 0, "Index": 80}, {"Word": "and", "Confidence": 0.998, "X1": 0.60892, "Y1": 0.2502, "X2": 0.64567, "Y2": 0.25, "X3": 0.64436, "Y3": 0.2688, "X4": 0.60761, "Y4": 0.2698, "page": 0, "Index": 81}, {"Word": "do", "Confidence": 0.998, "X1": 0.64961, "Y1": 0.2512, "X2": 0.67323, "Y2": 0.251, "X3": 0.67323, "Y3": 0.2688, "X4": 0.64961, "Y4": 0.2688, "page": 0, "Index": 82}, {"Word": "not", "Confidence": 0.998, "X1": 0.67848, "Y1": 0.2512, "X2": 0.70866, "Y2": 0.251, "X3": 0.70866, "Y3": 0.2688, "X4": 0.67848, "Y4": 0.2688, "page": 0, "Index": 83}, {"Word": "intend", "Confidence": 0.997, "X1": 0.71391, "Y1": 0.2512, "X2": 0.77428, "Y2": 0.251, "X3": 0.77428, "Y3": 0.2688, "X4": 0.7126, "Y4": 0.2688, "page": 0, "Index": 84}, {"Word": "to", "Confidence": 0.997, "X1": 0.77953, "Y1": 0.2512, "X2": 0.80184, "Y2": 0.251, "X3": 0.80052, "Y3": 0.2688, "X4": 0.77822, "Y4": 0.2688, "page": 0, "Index": 85}, {"Word": "criticize", "Confidence": 0.991, "X1": 0.15092, "Y1": 0.2712, "X2": 0.22178, "Y2": 0.271, "X3": 0.22178, "Y3": 0.2878, "X4": 0.15092, "Y4": 0.2878, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.22703, "Y1": 0.2712, "X2": 0.25459, "Y2": 0.271, "X3": 0.25459, "Y3": 0.2878, "X4": 0.22703, "Y4": 0.2878, "page": 0, "Index": 87}, {"Word": "In", "Confidence": 0.998, "X1": 0.65486, "Y1": 0.2692, "X2": 0.67585, "Y2": 0.269, "X3": 0.67585, "Y3": 0.2878, "X4": 0.65486, "Y4": 0.2878, "page": 0, "Index": 88}, {"Word": "the", "Confidence": 0.998, "X1": 0.6811, "Y1": 0.2692, "X2": 0.70866, "Y2": 0.269, "X3": 0.70866, "Y3": 0.2878, "X4": 0.6811, "Y4": 0.2878, "page": 0, "Index": 89}, {"Word": "end,", "Confidence": 0.991, "X1": 0.71391, "Y1": 0.2692, "X2": 0.75459, "Y2": 0.269, "X3": 0.75459, "Y3": 0.2878, "X4": 0.71391, "Y4": 0.2878, "page": 0, "Index": 90}, {"Word": "we", "Confidence": 0.998, "X1": 0.75984, "Y1": 0.2692, "X2": 0.7874, "Y2": 0.269, "X3": 0.7874, "Y3": 0.2878, "X4": 0.75984, "Y4": 0.2878, "page": 0, "Index": 91}, {"Word": "think", "Confidence": 0.997, "X1": 0.79134, "Y1": 0.2702, "X2": 0.84383, "Y2": 0.27, "X3": 0.84383, "Y3": 0.2878, "X4": 0.79134, "Y4": 0.2878, "page": 0, "Index": 92}, {"Word": "efforts", "Confidence": 0.995, "X1": 0.25984, "Y1": 0.2702, "X2": 0.32021, "Y2": 0.27, "X3": 0.32021, "Y3": 0.2888, "X4": 0.25984, "Y4": 0.2878, "page": 0, "Index": 93}, {"Word": "of", "Confidence": 0.996, "X1": 0.32546, "Y1": 0.2702, "X2": 0.34383, "Y2": 0.27, "X3": 0.34383, "Y3": 0.2888, "X4": 0.32546, "Y4": 0.2888, "page": 0, "Index": 94}, {"Word": "others", "Confidence": 0.997, "X1": 0.34908, "Y1": 0.2702, "X2": 0.40551, "Y2": 0.27, "X3": 0.40551, "Y3": 0.2888, "X4": 0.34908, "Y4": 0.2888, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.883, "X1": 0.41076, "Y1": 0.2702, "X2": 0.4252, "Y2": 0.27, "X3": 0.4252, "Y3": 0.2888, "X4": 0.41076, "Y4": 0.2888, "page": 0, "Index": 96}, {"Word": "even", "Confidence": 0.987, "X1": 0.43045, "Y1": 0.2692, "X2": 0.47375, "Y2": 0.269, "X3": 0.47375, "Y3": 0.2888, "X4": 0.43045, "Y4": 0.2888, "page": 0, "Index": 97}, {"Word": "if", "Confidence": 0.998, "X1": 0.479, "Y1": 0.2692, "X2": 0.49213, "Y2": 0.269, "X3": 0.49213, "Y3": 0.2888, "X4": 0.479, "Y4": 0.2888, "page": 0, "Index": 98}, {"Word": "they", "Confidence": 0.989, "X1": 0.49606, "Y1": 0.2692, "X2": 0.53806, "Y2": 0.269, "X3": 0.53806, "Y3": 0.2888, "X4": 0.49606, "Y4": 0.2888, "page": 0, "Index": 99}, {"Word": "criticize", "Confidence": 0.993, "X1": 0.54199, "Y1": 0.2692, "X2": 0.61417, "Y2": 0.269, "X3": 0.61417, "Y3": 0.2888, "X4": 0.54199, "Y4": 0.2888, "page": 0, "Index": 100}, {"Word": "us.", "Confidence": 0.998, "X1": 0.61811, "Y1": 0.2692, "X2": 0.65092, "Y2": 0.269, "X3": 0.65092, "Y3": 0.2888, "X4": 0.61811, "Y4": 0.2888, "page": 0, "Index": 101}, {"Word": "we", "Confidence": 0.998, "X1": 0.15223, "Y1": 0.2892, "X2": 0.17717, "Y2": 0.289, "X3": 0.17717, "Y3": 0.3068, "X4": 0.15223, "Y4": 0.3068, "page": 0, "Index": 102}, {"Word": "should", "Confidence": 0.997, "X1": 0.18241, "Y1": 0.2892, "X2": 0.24672, "Y2": 0.289, "X3": 0.24672, "Y3": 0.3068, "X4": 0.1811, "Y4": 0.3068, "page": 0, "Index": 103}, {"Word": "all", "Confidence": 0.998, "X1": 0.25197, "Y1": 0.2892, "X2": 0.27297, "Y2": 0.289, "X3": 0.27297, "Y3": 0.3068, "X4": 0.25066, "Y4": 0.3068, "page": 0, "Index": 104}, {"Word": "be", "Confidence": 0.998, "X1": 0.27822, "Y1": 0.2892, "X2": 0.30052, "Y2": 0.289, "X3": 0.30052, "Y3": 0.3068, "X4": 0.27822, "Y4": 0.3068, "page": 0, "Index": 105}, {"Word": "focused", "Confidence": 0.996, "X1": 0.30446, "Y1": 0.2892, "X2": 0.37795, "Y2": 0.289, "X3": 0.37795, "Y3": 0.3078, "X4": 0.30446, "Y4": 0.3078, "page": 0, "Index": 106}, {"Word": "on", "Confidence": 0.998, "X1": 0.3832, "Y1": 0.2892, "X2": 0.40682, "Y2": 0.289, "X3": 0.40551, "Y3": 0.3078, "X4": 0.38189, "Y4": 0.3078, "page": 0, "Index": 107}, {"Word": "only", "Confidence": 0.988, "X1": 0.41076, "Y1": 0.2892, "X2": 0.45276, "Y2": 0.289, "X3": 0.45144, "Y3": 0.3078, "X4": 0.41076, "Y4": 0.3078, "page": 0, "Index": 108}, {"Word": "one", "Confidence": 0.998, "X1": 0.45669, "Y1": 0.2892, "X2": 0.49213, "Y2": 0.289, "X3": 0.49081, "Y3": 0.3078, "X4": 0.45669, "Y4": 0.3078, "page": 0, "Index": 109}, {"Word": "question", "Confidence": 0.996, "X1": 0.49606, "Y1": 0.2892, "X2": 0.5748, "Y2": 0.289, "X3": 0.5748, "Y3": 0.3078, "X4": 0.49606, "Y4": 0.3078, "page": 0, "Index": 110}, {"Word": "--", "Confidence": 0.679, "X1": 0.58005, "Y1": 0.2892, "X2": 0.59449, "Y2": 0.289, "X3": 0.59449, "Y3": 0.3078, "X4": 0.58005, "Y4": 0.3078, "page": 0, "Index": 111}, {"Word": "what", "Confidence": 0.988, "X1": 0.59974, "Y1": 0.2892, "X2": 0.64436, "Y2": 0.289, "X3": 0.64436, "Y3": 0.3078, "X4": 0.59843, "Y4": 0.3078, "page": 0, "Index": 112}, {"Word": "works", "Confidence": 0.997, "X1": 0.64961, "Y1": 0.2892, "X2": 0.70866, "Y2": 0.289, "X3": 0.70735, "Y3": 0.3068, "X4": 0.64961, "Y4": 0.3078, "page": 0, "Index": 113}, {"Word": "to", "Confidence": 0.998, "X1": 0.7126, "Y1": 0.2892, "X2": 0.73097, "Y2": 0.289, "X3": 0.72966, "Y3": 0.3068, "X4": 0.7126, "Y4": 0.3068, "page": 0, "Index": 114}, {"Word": "reduce", "Confidence": 0.996, "X1": 0.73491, "Y1": 0.2892, "X2": 0.80052, "Y2": 0.289, "X3": 0.79921, "Y3": 0.3068, "X4": 0.73491, "Y4": 0.3068, "page": 0, "Index": 115}, {"Word": "youth", "Confidence": 0.994, "X1": 0.80446, "Y1": 0.2882, "X2": 0.86089, "Y2": 0.288, "X3": 0.86089, "Y3": 0.3068, "X4": 0.80446, "Y4": 0.3068, "page": 0, "Index": 116}, {"Word": "smoking.", "Confidence": 0.941, "X1": 0.15092, "Y1": 0.3112, "X2": 0.24016, "Y2": 0.311, "X3": 0.23885, "Y3": 0.3278, "X4": 0.15223, "Y4": 0.3258, "page": 0, "Index": 117}, {"Word": "Taking", "Confidence": 0.997, "X1": 0.12205, "Y1": 0.3452, "X2": 0.18766, "Y2": 0.345, "X3": 0.18766, "Y3": 0.3638, "X4": 0.12073, "Y4": 0.3648, "page": 0, "Index": 118}, {"Word": "\"Credit\"", "Confidence": 0.923, "X1": 0.19291, "Y1": 0.3442, "X2": 0.27297, "Y2": 0.344, "X3": 0.27165, "Y3": 0.3638, "X4": 0.19291, "Y4": 0.3638, "page": 0, "Index": 119}, {"Word": "in", "Confidence": 0.998, "X1": 0.27822, "Y1": 0.3442, "X2": 0.29921, "Y2": 0.344, "X3": 0.29921, "Y3": 0.3638, "X4": 0.2769, "Y4": 0.3638, "page": 0, "Index": 120}, {"Word": "Ads", "Confidence": 0.998, "X1": 0.30446, "Y1": 0.3442, "X2": 0.34646, "Y2": 0.344, "X3": 0.34646, "Y3": 0.3638, "X4": 0.30446, "Y4": 0.3638, "page": 0, "Index": 121}, {"Word": "We", "Confidence": 0.998, "X1": 0.15092, "Y1": 0.3842, "X2": 0.18241, "Y2": 0.384, "X3": 0.1811, "Y3": 0.4038, "X4": 0.14829, "Y4": 0.4038, "page": 0, "Index": 122}, {"Word": "put", "Confidence": 0.998, "X1": 0.18766, "Y1": 0.3842, "X2": 0.21916, "Y2": 0.384, "X3": 0.21785, "Y3": 0.4038, "X4": 0.18504, "Y4": 0.4038, "page": 0, "Index": 123}, {"Word": "our", "Confidence": 0.998, "X1": 0.22441, "Y1": 0.3842, "X2": 0.25591, "Y2": 0.384, "X3": 0.25459, "Y3": 0.4038, "X4": 0.22178, "Y4": 0.4038, "page": 0, "Index": 124}, {"Word": "name", "Confidence": 0.988, "X1": 0.26115, "Y1": 0.3842, "X2": 0.31234, "Y2": 0.384, "X3": 0.31102, "Y3": 0.4038, "X4": 0.25984, "Y4": 0.4038, "page": 0, "Index": 125}, {"Word": "on", "Confidence": 0.998, "X1": 0.31759, "Y1": 0.3842, "X2": 0.34121, "Y2": 0.384, "X3": 0.3399, "Y3": 0.4028, "X4": 0.31627, "Y4": 0.4038, "page": 0, "Index": 126}, {"Word": "the", "Confidence": 0.998, "X1": 0.34646, "Y1": 0.3842, "X2": 0.37533, "Y2": 0.384, "X3": 0.37402, "Y3": 0.4028, "X4": 0.34514, "Y4": 0.4028, "page": 0, "Index": 127}, {"Word": "ads", "Confidence": 0.998, "X1": 0.37927, "Y1": 0.3842, "X2": 0.41207, "Y2": 0.384, "X3": 0.41076, "Y3": 0.4028, "X4": 0.37795, "Y4": 0.4028, "page": 0, "Index": 128}, {"Word": "because", "Confidence": 0.994, "X1": 0.41601, "Y1": 0.3842, "X2": 0.49081, "Y2": 0.384, "X3": 0.4895, "Y3": 0.4028, "X4": 0.41601, "Y4": 0.4028, "page": 0, "Index": 129}, {"Word": "we", "Confidence": 0.998, "X1": 0.49475, "Y1": 0.3842, "X2": 0.521, "Y2": 0.384, "X3": 0.51969, "Y3": 0.4028, "X4": 0.49475, "Y4": 0.4028, "page": 0, "Index": 130}, {"Word": "have", "Confidence": 0.987, "X1": 0.52493, "Y1": 0.3842, "X2": 0.57087, "Y2": 0.384, "X3": 0.56955, "Y3": 0.4028, "X4": 0.52493, "Y4": 0.4028, "page": 0, "Index": 131}, {"Word": "a", "Confidence": 0.995, "X1": 0.5748, "Y1": 0.3842, "X2": 0.58661, "Y2": 0.384, "X3": 0.5853, "Y3": 0.4028, "X4": 0.5748, "Y4": 0.4028, "page": 0, "Index": 132}, {"Word": "policy", "Confidence": 0.995, "X1": 0.59055, "Y1": 0.3842, "X2": 0.64829, "Y2": 0.384, "X3": 0.64829, "Y3": 0.4018, "X4": 0.59055, "Y4": 0.4028, "page": 0, "Index": 133}, {"Word": "to", "Confidence": 0.998, "X1": 0.65354, "Y1": 0.3842, "X2": 0.6706, "Y2": 0.384, "X3": 0.6706, "Y3": 0.4018, "X4": 0.65354, "Y4": 0.4018, "page": 0, "Index": 134}, {"Word": "disclose", "Confidence": 0.995, "X1": 0.67585, "Y1": 0.3842, "X2": 0.74934, "Y2": 0.384, "X3": 0.74934, "Y3": 0.4018, "X4": 0.67585, "Y4": 0.4018, "page": 0, "Index": 135}, {"Word": "our", "Confidence": 0.998, "X1": 0.75459, "Y1": 0.3842, "X2": 0.78609, "Y2": 0.384, "X3": 0.7874, "Y3": 0.4008, "X4": 0.75459, "Y4": 0.4018, "page": 0, "Index": 136}, {"Word": "name", "Confidence": 0.988, "X1": 0.79134, "Y1": 0.3852, "X2": 0.84646, "Y2": 0.385, "X3": 0.84777, "Y3": 0.4008, "X4": 0.79134, "Y4": 0.4008, "page": 0, "Index": 137}, {"Word": "on", "Confidence": 0.998, "X1": 0.15354, "Y1": 0.4042, "X2": 0.17454, "Y2": 0.404, "X3": 0.17454, "Y3": 0.4218, "X4": 0.15354, "Y4": 0.4218, "page": 0, "Index": 138}, {"Word": "any", "Confidence": 0.998, "X1": 0.17979, "Y1": 0.4032, "X2": 0.21391, "Y2": 0.403, "X3": 0.21391, "Y3": 0.4218, "X4": 0.17979, "Y4": 0.4218, "page": 0, "Index": 139}, {"Word": "ad", "Confidence": 0.998, "X1": 0.21785, "Y1": 0.4032, "X2": 0.24016, "Y2": 0.403, "X3": 0.24016, "Y3": 0.4218, "X4": 0.21785, "Y4": 0.4218, "page": 0, "Index": 140}, {"Word": "for", "Confidence": 0.998, "X1": 0.24541, "Y1": 0.4032, "X2": 0.27297, "Y2": 0.403, "X3": 0.27297, "Y3": 0.4218, "X4": 0.24541, "Y4": 0.4218, "page": 0, "Index": 141}, {"Word": "which", "Confidence": 0.998, "X1": 0.27822, "Y1": 0.4032, "X2": 0.33596, "Y2": 0.403, "X3": 0.33596, "Y3": 0.4218, "X4": 0.27822, "Y4": 0.4218, "page": 0, "Index": 142}, {"Word": "we", "Confidence": 0.998, "X1": 0.34121, "Y1": 0.4032, "X2": 0.36614, "Y2": 0.403, "X3": 0.36614, "Y3": 0.4218, "X4": 0.34121, "Y4": 0.4218, "page": 0, "Index": 143}, {"Word": "pay.", "Confidence": 0.988, "X1": 0.37139, "Y1": 0.4032, "X2": 0.41601, "Y2": 0.403, "X3": 0.41601, "Y3": 0.4218, "X4": 0.37139, "Y4": 0.4218, "page": 0, "Index": 144}, {"Word": "I", "Confidence": 0.997, "X1": 0.42126, "Y1": 0.4032, "X2": 0.42913, "Y2": 0.403, "X3": 0.42913, "Y3": 0.4218, "X4": 0.42126, "Y4": 0.4218, "page": 0, "Index": 145}, {"Word": "am", "Confidence": 0.998, "X1": 0.43438, "Y1": 0.4022, "X2": 0.45932, "Y2": 0.402, "X3": 0.45932, "Y3": 0.4218, "X4": 0.43438, "Y4": 0.4218, "page": 0, "Index": 146}, {"Word": "sure", "Confidence": 0.991, "X1": 0.4685, "Y1": 0.4022, "X2": 0.50787, "Y2": 0.402, "X3": 0.50787, "Y3": 0.4208, "X4": 0.4685, "Y4": 0.4218, "page": 0, "Index": 147}, {"Word": "we", "Confidence": 0.998, "X1": 0.51312, "Y1": 0.4022, "X2": 0.54068, "Y2": 0.402, "X3": 0.54068, "Y3": 0.4208, "X4": 0.51312, "Y4": 0.4208, "page": 0, "Index": 148}, {"Word": "would", "Confidence": 0.997, "X1": 0.54593, "Y1": 0.4022, "X2": 0.60499, "Y2": 0.402, "X3": 0.60499, "Y3": 0.4208, "X4": 0.54593, "Y4": 0.4208, "page": 0, "Index": 149}, {"Word": "be", "Confidence": 0.997, "X1": 0.61024, "Y1": 0.4022, "X2": 0.63123, "Y2": 0.402, "X3": 0.63123, "Y3": 0.4208, "X4": 0.61024, "Y4": 0.4208, "page": 0, "Index": 150}, {"Word": "criticized", "Confidence": 0.994, "X1": 0.63517, "Y1": 0.4022, "X2": 0.72047, "Y2": 0.402, "X3": 0.72178, "Y3": 0.4198, "X4": 0.63648, "Y4": 0.4208, "page": 0, "Index": 151}, {"Word": "if", "Confidence": 0.997, "X1": 0.72572, "Y1": 0.4022, "X2": 0.74016, "Y2": 0.402, "X3": 0.74016, "Y3": 0.4198, "X4": 0.72572, "Y4": 0.4198, "page": 0, "Index": 152}, {"Word": "we", "Confidence": 0.998, "X1": 0.74541, "Y1": 0.4022, "X2": 0.77297, "Y2": 0.402, "X3": 0.77297, "Y3": 0.4198, "X4": 0.74541, "Y4": 0.4198, "page": 0, "Index": 153}, {"Word": "failed", "Confidence": 0.997, "X1": 0.7769, "Y1": 0.4022, "X2": 0.8294, "Y2": 0.402, "X3": 0.8294, "Y3": 0.4188, "X4": 0.77822, "Y4": 0.4198, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.83333, "Y1": 0.4022, "X2": 0.85564, "Y2": 0.402, "X3": 0.85696, "Y3": 0.4188, "X4": 0.83465, "Y4": 0.4188, "page": 0, "Index": 155}, {"Word": "effective", "Confidence": 0.994, "X1": 0.7336, "Y1": 0.4212, "X2": 0.81234, "Y2": 0.421, "X3": 0.81234, "Y3": 0.4378, "X4": 0.73491, "Y4": 0.4388, "page": 0, "Index": 156}, {"Word": "at", "Confidence": 0.998, "X1": 0.81627, "Y1": 0.4212, "X2": 0.83858, "Y2": 0.421, "X3": 0.83858, "Y3": 0.4378, "X4": 0.81759, "Y4": 0.4378, "page": 0, "Index": 157}, {"Word": "do", "Confidence": 0.998, "X1": 0.15354, "Y1": 0.4222, "X2": 0.17454, "Y2": 0.422, "X3": 0.17323, "Y3": 0.4408, "X4": 0.15223, "Y4": 0.4408, "page": 0, "Index": 158}, {"Word": "this.", "Confidence": 0.994, "X1": 0.17848, "Y1": 0.4222, "X2": 0.2231, "Y2": 0.422, "X3": 0.22178, "Y3": 0.4408, "X4": 0.17848, "Y4": 0.4408, "page": 0, "Index": 159}, {"Word": "Our", "Confidence": 0.998, "X1": 0.22703, "Y1": 0.4222, "X2": 0.2664, "Y2": 0.422, "X3": 0.2664, "Y3": 0.4408, "X4": 0.22703, "Y4": 0.4408, "page": 0, "Index": 160}, {"Word": "purpose", "Confidence": 0.995, "X1": 0.27165, "Y1": 0.4222, "X2": 0.34777, "Y2": 0.422, "X3": 0.34646, "Y3": 0.4408, "X4": 0.27034, "Y4": 0.4408, "page": 0, "Index": 161}, {"Word": "is", "Confidence": 0.998, "X1": 0.35171, "Y1": 0.4222, "X2": 0.36614, "Y2": 0.422, "X3": 0.36614, "Y3": 0.4408, "X4": 0.35171, "Y4": 0.4408, "page": 0, "Index": 162}, {"Word": "not", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.4212, "X2": 0.4042, "Y2": 0.421, "X3": 0.4042, "Y3": 0.4408, "X4": 0.37139, "Y4": 0.4408, "page": 0, "Index": 163}, {"Word": "to", "Confidence": 0.998, "X1": 0.40814, "Y1": 0.4212, "X2": 0.42651, "Y2": 0.421, "X3": 0.42651, "Y3": 0.4408, "X4": 0.40814, "Y4": 0.4408, "page": 0, "Index": 164}, {"Word": "get", "Confidence": 0.998, "X1": 0.43176, "Y1": 0.4212, "X2": 0.45932, "Y2": 0.421, "X3": 0.45932, "Y3": 0.4408, "X4": 0.43176, "Y4": 0.4408, "page": 0, "Index": 165}, {"Word": "credit", "Confidence": 0.997, "X1": 0.46325, "Y1": 0.4212, "X2": 0.51706, "Y2": 0.421, "X3": 0.51706, "Y3": 0.4408, "X4": 0.46325, "Y4": 0.4408, "page": 0, "Index": 166}, {"Word": "for", "Confidence": 0.998, "X1": 0.52231, "Y1": 0.4212, "X2": 0.54987, "Y2": 0.421, "X3": 0.54987, "Y3": 0.4398, "X4": 0.52231, "Y4": 0.4408, "page": 0, "Index": 167}, {"Word": "this", "Confidence": 0.988, "X1": 0.55381, "Y1": 0.4212, "X2": 0.58793, "Y2": 0.421, "X3": 0.58793, "Y3": 0.4398, "X4": 0.55381, "Y4": 0.4398, "page": 0, "Index": 168}, {"Word": "effort", "Confidence": 0.997, "X1": 0.59318, "Y1": 0.4212, "X2": 0.64304, "Y2": 0.421, "X3": 0.64304, "Y3": 0.4398, "X4": 0.59318, "Y4": 0.4398, "page": 0, "Index": 169}, {"Word": "but", "Confidence": 0.998, "X1": 0.64829, "Y1": 0.4212, "X2": 0.67848, "Y2": 0.421, "X3": 0.67979, "Y3": 0.4398, "X4": 0.64829, "Y4": 0.4398, "page": 0, "Index": 170}, {"Word": "to", "Confidence": 0.998, "X1": 0.68373, "Y1": 0.4212, "X2": 0.7021, "Y2": 0.421, "X3": 0.7021, "Y3": 0.4388, "X4": 0.68373, "Y4": 0.4398, "page": 0, "Index": 171}, {"Word": "be", "Confidence": 0.998, "X1": 0.70604, "Y1": 0.4212, "X2": 0.72966, "Y2": 0.421, "X3": 0.72966, "Y3": 0.4388, "X4": 0.70735, "Y4": 0.4388, "page": 0, "Index": 172}, {"Word": "helping", "Confidence": 0.994, "X1": 0.15092, "Y1": 0.4412, "X2": 0.22047, "Y2": 0.441, "X3": 0.22047, "Y3": 0.4598, "X4": 0.15092, "Y4": 0.4608, "page": 0, "Index": 173}, {"Word": "to", "Confidence": 0.998, "X1": 0.22572, "Y1": 0.4412, "X2": 0.24409, "Y2": 0.441, "X3": 0.24278, "Y3": 0.4598, "X4": 0.22572, "Y4": 0.4598, "page": 0, "Index": 174}, {"Word": "reduce", "Confidence": 0.997, "X1": 0.24934, "Y1": 0.4402, "X2": 0.31365, "Y2": 0.44, "X3": 0.31234, "Y3": 0.4598, "X4": 0.24803, "Y4": 0.4598, "page": 0, "Index": 175}, {"Word": "youth", "Confidence": 0.998, "X1": 0.31759, "Y1": 0.4402, "X2": 0.3727, "Y2": 0.44, "X3": 0.37139, "Y3": 0.4588, "X4": 0.31759, "Y4": 0.4598, "page": 0, "Index": 176}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.37664, "Y1": 0.4412, "X2": 0.45801, "Y2": 0.441, "X3": 0.45669, "Y3": 0.4588, "X4": 0.37664, "Y4": 0.4588, "page": 0, "Index": 177}, {"Word": "rates.", "Confidence": 0.991, "X1": 0.46325, "Y1": 0.4412, "X2": 0.51444, "Y2": 0.441, "X3": 0.51312, "Y3": 0.4588, "X4": 0.46194, "Y4": 0.4588, "page": 0, "Index": 178}, {"Word": "(When", "Confidence": 0.993, "X1": 0.15748, "Y1": 0.4802, "X2": 0.21916, "Y2": 0.48, "X3": 0.21785, "Y3": 0.4998, "X4": 0.15617, "Y4": 0.5008, "page": 0, "Index": 179}, {"Word": "people", "Confidence": 0.996, "X1": 0.2231, "Y1": 0.4802, "X2": 0.28478, "Y2": 0.48, "X3": 0.28478, "Y3": 0.4998, "X4": 0.2231, "Y4": 0.4998, "page": 0, "Index": 180}, {"Word": "say", "Confidence": 0.998, "X1": 0.29003, "Y1": 0.4802, "X2": 0.32152, "Y2": 0.48, "X3": 0.32021, "Y3": 0.4998, "X4": 0.29003, "Y4": 0.4998, "page": 0, "Index": 181}, {"Word": "we", "Confidence": 0.998, "X1": 0.32677, "Y1": 0.4792, "X2": 0.35302, "Y2": 0.479, "X3": 0.35302, "Y3": 0.4998, "X4": 0.32546, "Y4": 0.4998, "page": 0, "Index": 182}, {"Word": "should", "Confidence": 0.997, "X1": 0.35827, "Y1": 0.4792, "X2": 0.42257, "Y2": 0.479, "X3": 0.42126, "Y3": 0.4998, "X4": 0.35827, "Y4": 0.4998, "page": 0, "Index": 183}, {"Word": "just", "Confidence": 0.988, "X1": 0.42651, "Y1": 0.4792, "X2": 0.46194, "Y2": 0.479, "X3": 0.46063, "Y3": 0.4998, "X4": 0.42651, "Y4": 0.4998, "page": 0, "Index": 184}, {"Word": "give", "Confidence": 0.991, "X1": 0.46588, "Y1": 0.4792, "X2": 0.50525, "Y2": 0.479, "X3": 0.50525, "Y3": 0.4988, "X4": 0.46588, "Y4": 0.4998, "page": 0, "Index": 185}, {"Word": "the", "Confidence": 0.995, "X1": 0.5105, "Y1": 0.4792, "X2": 0.53806, "Y2": 0.479, "X3": 0.53806, "Y3": 0.4988, "X4": 0.5105, "Y4": 0.4988, "page": 0, "Index": 186}, {"Word": "money", "Confidence": 0.996, "X1": 0.54331, "Y1": 0.4792, "X2": 0.60892, "Y2": 0.479, "X3": 0.60761, "Y3": 0.4988, "X4": 0.54331, "Y4": 0.4988, "page": 0, "Index": 187}, {"Word": "to", "Confidence": 0.998, "X1": 0.61286, "Y1": 0.4792, "X2": 0.63123, "Y2": 0.479, "X3": 0.62992, "Y3": 0.4988, "X4": 0.61286, "Y4": 0.4988, "page": 0, "Index": 188}, {"Word": "others", "Confidence": 0.997, "X1": 0.63517, "Y1": 0.4802, "X2": 0.6916, "Y2": 0.48, "X3": 0.6916, "Y3": 0.4988, "X4": 0.63517, "Y4": 0.4988, "page": 0, "Index": 189}, {"Word": "to", "Confidence": 0.998, "X1": 0.69685, "Y1": 0.4802, "X2": 0.71654, "Y2": 0.48, "X3": 0.71522, "Y3": 0.4988, "X4": 0.69685, "Y4": 0.4988, "page": 0, "Index": 190}, {"Word": "run", "Confidence": 0.998, "X1": 0.72178, "Y1": 0.4802, "X2": 0.75328, "Y2": 0.48, "X3": 0.75328, "Y3": 0.4988, "X4": 0.72047, "Y4": 0.4988, "page": 0, "Index": 191}, {"Word": "ads,", "Confidence": 0.988, "X1": 0.75853, "Y1": 0.4802, "X2": 0.79659, "Y2": 0.48, "X3": 0.79659, "Y3": 0.4988, "X4": 0.75853, "Y4": 0.4988, "page": 0, "Index": 192}, {"Word": "they", "Confidence": 0.99, "X1": 0.80184, "Y1": 0.4802, "X2": 0.84514, "Y2": 0.48, "X3": 0.84383, "Y3": 0.4988, "X4": 0.80052, "Y4": 0.4988, "page": 0, "Index": 193}, {"Word": "forget", "Confidence": 0.997, "X1": 0.15354, "Y1": 0.4992, "X2": 0.20604, "Y2": 0.499, "X3": 0.20604, "Y3": 0.5178, "X4": 0.15354, "Y4": 0.5178, "page": 0, "Index": 194}, {"Word": "that", "Confidence": 0.994, "X1": 0.21129, "Y1": 0.4992, "X2": 0.24672, "Y2": 0.499, "X3": 0.24672, "Y3": 0.5178, "X4": 0.20997, "Y4": 0.5178, "page": 0, "Index": 195}, {"Word": "we", "Confidence": 0.998, "X1": 0.25197, "Y1": 0.4992, "X2": 0.27953, "Y2": 0.499, "X3": 0.27953, "Y3": 0.5178, "X4": 0.25197, "Y4": 0.5178, "page": 0, "Index": 196}, {"Word": "are", "Confidence": 0.998, "X1": 0.28478, "Y1": 0.4992, "X2": 0.31234, "Y2": 0.499, "X3": 0.31234, "Y3": 0.5178, "X4": 0.28478, "Y4": 0.5178, "page": 0, "Index": 197}, {"Word": "effectively", "Confidence": 0.994, "X1": 0.31759, "Y1": 0.4992, "X2": 0.41339, "Y2": 0.499, "X3": 0.4147, "Y3": 0.5178, "X4": 0.31759, "Y4": 0.5178, "page": 0, "Index": 198}, {"Word": "doing", "Confidence": 0.998, "X1": 0.41864, "Y1": 0.4982, "X2": 0.47244, "Y2": 0.498, "X3": 0.47375, "Y3": 0.5178, "X4": 0.41995, "Y4": 0.5178, "page": 0, "Index": 199}, {"Word": "that", "Confidence": 0.991, "X1": 0.47769, "Y1": 0.4982, "X2": 0.51181, "Y2": 0.498, "X3": 0.51312, "Y3": 0.5178, "X4": 0.479, "Y4": 0.5178, "page": 0, "Index": 200}, {"Word": "in", "Confidence": 0.998, "X1": 0.51706, "Y1": 0.4982, "X2": 0.53675, "Y2": 0.498, "X3": 0.53806, "Y3": 0.5178, "X4": 0.51837, "Y4": 0.5178, "page": 0, "Index": 201}, {"Word": "the", "Confidence": 0.998, "X1": 0.54199, "Y1": 0.4982, "X2": 0.56955, "Y2": 0.498, "X3": 0.57087, "Y3": 0.5178, "X4": 0.54331, "Y4": 0.5178, "page": 0, "Index": 202}, {"Word": "multi-state", "Confidence": 0.994, "X1": 0.5748, "Y1": 0.4992, "X2": 0.67454, "Y2": 0.499, "X3": 0.67585, "Y3": 0.5168, "X4": 0.57612, "Y4": 0.5178, "page": 0, "Index": 203}, {"Word": "settlement.", "Confidence": 0.991, "X1": 0.67979, "Y1": 0.4992, "X2": 0.78346, "Y2": 0.499, "X3": 0.78478, "Y3": 0.5158, "X4": 0.6811, "Y4": 0.5168, "page": 0, "Index": 204}, {"Word": "Evidence", "Confidence": 0.991, "X1": 0.12073, "Y1": 0.5372, "X2": 0.20604, "Y2": 0.537, "X3": 0.20604, "Y3": 0.5548, "X4": 0.11942, "Y4": 0.5538, "page": 0, "Index": 205}, {"Word": "of", "Confidence": 0.998, "X1": 0.21129, "Y1": 0.5372, "X2": 0.23097, "Y2": 0.537, "X3": 0.23097, "Y3": 0.5548, "X4": 0.20997, "Y4": 0.5548, "page": 0, "Index": 206}, {"Word": "effectiveness", "Confidence": 0.991, "X1": 0.23622, "Y1": 0.5372, "X2": 0.35958, "Y2": 0.537, "X3": 0.35958, "Y3": 0.5548, "X4": 0.23491, "Y4": 0.5548, "page": 0, "Index": 207}, {"Word": "of", "Confidence": 0.998, "X1": 0.36483, "Y1": 0.5372, "X2": 0.38583, "Y2": 0.537, "X3": 0.38583, "Y3": 0.5548, "X4": 0.36352, "Y4": 0.5548, "page": 0, "Index": 208}, {"Word": "ads", "Confidence": 0.998, "X1": 0.39108, "Y1": 0.5372, "X2": 0.42782, "Y2": 0.537, "X3": 0.42651, "Y3": 0.5548, "X4": 0.38976, "Y4": 0.5548, "page": 0, "Index": 209}, {"Word": "Two", "Confidence": 0.998, "X1": 0.15092, "Y1": 0.5742, "X2": 0.1916, "Y2": 0.574, "X3": 0.19029, "Y3": 0.5928, "X4": 0.15092, "Y4": 0.5928, "page": 0, "Index": 210}, {"Word": "hundred", "Confidence": 0.996, "X1": 0.19554, "Y1": 0.5742, "X2": 0.2769, "Y2": 0.574, "X3": 0.2769, "Y3": 0.5938, "X4": 0.19554, "Y4": 0.5928, "page": 0, "Index": 211}, {"Word": "boys", "Confidence": 0.988, "X1": 0.28215, "Y1": 0.5742, "X2": 0.32546, "Y2": 0.574, "X3": 0.32546, "Y3": 0.5938, "X4": 0.28084, "Y4": 0.5938, "page": 0, "Index": 212}, {"Word": "and", "Confidence": 0.998, "X1": 0.33071, "Y1": 0.5752, "X2": 0.36745, "Y2": 0.575, "X3": 0.36745, "Y3": 0.5938, "X4": 0.33071, "Y4": 0.5938, "page": 0, "Index": 213}, {"Word": "girls", "Confidence": 0.995, "X1": 0.3727, "Y1": 0.5752, "X2": 0.41339, "Y2": 0.575, "X3": 0.41339, "Y3": 0.5948, "X4": 0.37139, "Y4": 0.5938, "page": 0, "Index": 214}, {"Word": "ages", "Confidence": 0.991, "X1": 0.41864, "Y1": 0.5752, "X2": 0.45932, "Y2": 0.575, "X3": 0.45932, "Y3": 0.5948, "X4": 0.41864, "Y4": 0.5948, "page": 0, "Index": 215}, {"Word": "10", "Confidence": 0.997, "X1": 0.46457, "Y1": 0.5752, "X2": 0.48425, "Y2": 0.575, "X3": 0.48425, "Y3": 0.5948, "X4": 0.46457, "Y4": 0.5948, "page": 0, "Index": 216}, {"Word": "-", "Confidence": 0.995, "X1": 0.4895, "Y1": 0.5752, "X2": 0.49606, "Y2": 0.575, "X3": 0.49606, "Y3": 0.5948, "X4": 0.4895, "Y4": 0.5948, "page": 0, "Index": 217}, {"Word": "14", "Confidence": 0.997, "X1": 0.50131, "Y1": 0.5752, "X2": 0.52231, "Y2": 0.575, "X3": 0.52231, "Y3": 0.5948, "X4": 0.5, "Y4": 0.5948, "page": 0, "Index": 218}, {"Word": "and", "Confidence": 0.998, "X1": 0.52756, "Y1": 0.5752, "X2": 0.56299, "Y2": 0.575, "X3": 0.56299, "Y3": 0.5948, "X4": 0.52756, "Y4": 0.5948, "page": 0, "Index": 219}, {"Word": "their", "Confidence": 0.996, "X1": 0.56824, "Y1": 0.5752, "X2": 0.61155, "Y2": 0.575, "X3": 0.61155, "Y3": 0.5948, "X4": 0.56824, "Y4": 0.5948, "page": 0, "Index": 220}, {"Word": "parents", "Confidence": 0.995, "X1": 0.61549, "Y1": 0.5752, "X2": 0.68504, "Y2": 0.575, "X3": 0.68504, "Y3": 0.5938, "X4": 0.61549, "Y4": 0.5948, "page": 0, "Index": 221}, {"Word": "were", "Confidence": 0.987, "X1": 0.69029, "Y1": 0.5752, "X2": 0.73491, "Y2": 0.575, "X3": 0.73491, "Y3": 0.5938, "X4": 0.69029, "Y4": 0.5938, "page": 0, "Index": 222}, {"Word": "recruited", "Confidence": 0.994, "X1": 0.74016, "Y1": 0.5752, "X2": 0.82415, "Y2": 0.575, "X3": 0.82415, "Y3": 0.5928, "X4": 0.74016, "Y4": 0.5938, "page": 0, "Index": 223}, {"Word": "to", "Confidence": 0.998, "X1": 0.82808, "Y1": 0.5752, "X2": 0.85039, "Y2": 0.575, "X3": 0.85039, "Y3": 0.5928, "X4": 0.82808, "Y4": 0.5928, "page": 0, "Index": 224}, {"Word": "view", "Confidence": 0.991, "X1": 0.15486, "Y1": 0.5942, "X2": 0.19291, "Y2": 0.594, "X3": 0.19291, "Y3": 0.6108, "X4": 0.15354, "Y4": 0.6108, "page": 0, "Index": 225}, {"Word": "each", "Confidence": 0.987, "X1": 0.19948, "Y1": 0.5942, "X2": 0.24278, "Y2": 0.594, "X3": 0.24147, "Y3": 0.6118, "X4": 0.19948, "Y4": 0.6108, "page": 0, "Index": 226}, {"Word": "of", "Confidence": 0.998, "X1": 0.24803, "Y1": 0.5942, "X2": 0.2664, "Y2": 0.594, "X3": 0.2664, "Y3": 0.6118, "X4": 0.24672, "Y4": 0.6118, "page": 0, "Index": 227}, {"Word": "the", "Confidence": 0.998, "X1": 0.27165, "Y1": 0.5942, "X2": 0.30184, "Y2": 0.594, "X3": 0.30052, "Y3": 0.6118, "X4": 0.27034, "Y4": 0.6118, "page": 0, "Index": 228}, {"Word": "ad", "Confidence": 0.998, "X1": 0.30577, "Y1": 0.5942, "X2": 0.32808, "Y2": 0.594, "X3": 0.32808, "Y3": 0.6118, "X4": 0.30577, "Y4": 0.6118, "page": 0, "Index": 229}, {"Word": "executions", "Confidence": 0.993, "X1": 0.33333, "Y1": 0.5942, "X2": 0.43045, "Y2": 0.594, "X3": 0.43045, "Y3": 0.6118, "X4": 0.33202, "Y4": 0.6118, "page": 0, "Index": 230}, {"Word": "in", "Confidence": 0.998, "X1": 0.4357, "Y1": 0.5942, "X2": 0.45276, "Y2": 0.594, "X3": 0.45276, "Y3": 0.6118, "X4": 0.4357, "Y4": 0.6118, "page": 0, "Index": 231}, {"Word": "60", "Confidence": 0.998, "X1": 0.45801, "Y1": 0.5942, "X2": 0.48031, "Y2": 0.594, "X3": 0.48031, "Y3": 0.6118, "X4": 0.45801, "Y4": 0.6118, "page": 0, "Index": 232}, {"Word": "facilities", "Confidence": 0.993, "X1": 0.48425, "Y1": 0.5932, "X2": 0.56037, "Y2": 0.593, "X3": 0.56037, "Y3": 0.6118, "X4": 0.48425, "Y4": 0.6118, "page": 0, "Index": 233}, {"Word": "in", "Confidence": 0.998, "X1": 0.56562, "Y1": 0.5932, "X2": 0.58399, "Y2": 0.593, "X3": 0.58399, "Y3": 0.6118, "X4": 0.56562, "Y4": 0.6118, "page": 0, "Index": 234}, {"Word": "shopping", "Confidence": 0.995, "X1": 0.58924, "Y1": 0.5932, "X2": 0.67585, "Y2": 0.593, "X3": 0.67585, "Y3": 0.6118, "X4": 0.58924, "Y4": 0.6118, "page": 0, "Index": 235}, {"Word": "malls", "Confidence": 0.997, "X1": 0.6811, "Y1": 0.5932, "X2": 0.72966, "Y2": 0.593, "X3": 0.72966, "Y3": 0.6118, "X4": 0.6811, "Y4": 0.6118, "page": 0, "Index": 236}, {"Word": "in", "Confidence": 0.998, "X1": 0.73491, "Y1": 0.5932, "X2": 0.75328, "Y2": 0.593, "X3": 0.75459, "Y3": 0.6118, "X4": 0.73491, "Y4": 0.6118, "page": 0, "Index": 237}, {"Word": "40", "Confidence": 0.997, "X1": 0.75853, "Y1": 0.5932, "X2": 0.78084, "Y2": 0.593, "X3": 0.78084, "Y3": 0.6118, "X4": 0.75853, "Y4": 0.6118, "page": 0, "Index": 238}, {"Word": "different", "Confidence": 0.995, "X1": 0.78478, "Y1": 0.5932, "X2": 0.86745, "Y2": 0.593, "X3": 0.86877, "Y3": 0.6118, "X4": 0.78609, "Y4": 0.6118, "page": 0, "Index": 239}, {"Word": "cities.", "Confidence": 0.994, "X1": 0.15354, "Y1": 0.6132, "X2": 0.20997, "Y2": 0.613, "X3": 0.20997, "Y3": 0.6298, "X4": 0.15354, "Y4": 0.6298, "page": 0, "Index": 240}, {"Word": "A", "Confidence": 0.995, "X1": 0.21522, "Y1": 0.6132, "X2": 0.22835, "Y2": 0.613, "X3": 0.22835, "Y3": 0.6298, "X4": 0.21391, "Y4": 0.6298, "page": 0, "Index": 241}, {"Word": "total", "Confidence": 0.997, "X1": 0.23491, "Y1": 0.6132, "X2": 0.2769, "Y2": 0.613, "X3": 0.27559, "Y3": 0.6298, "X4": 0.23491, "Y4": 0.6298, "page": 0, "Index": 242}, {"Word": "of", "Confidence": 0.998, "X1": 0.28084, "Y1": 0.6122, "X2": 0.29921, "Y2": 0.612, "X3": 0.29921, "Y3": 0.6298, "X4": 0.28084, "Y4": 0.6298, "page": 0, "Index": 243}, {"Word": "6,800", "Confidence": 0.995, "X1": 0.30446, "Y1": 0.6122, "X2": 0.35171, "Y2": 0.612, "X3": 0.35171, "Y3": 0.6298, "X4": 0.30315, "Y4": 0.6298, "page": 0, "Index": 244}, {"Word": "interviews", "Confidence": 0.993, "X1": 0.35564, "Y1": 0.6122, "X2": 0.45276, "Y2": 0.612, "X3": 0.45276, "Y3": 0.6298, "X4": 0.35564, "Y4": 0.6298, "page": 0, "Index": 245}, {"Word": "were", "Confidence": 0.991, "X1": 0.45801, "Y1": 0.6122, "X2": 0.50394, "Y2": 0.612, "X3": 0.50394, "Y3": 0.6298, "X4": 0.45801, "Y4": 0.6298, "page": 0, "Index": 246}, {"Word": "conducted.", "Confidence": 0.993, "X1": 0.50919, "Y1": 0.6122, "X2": 0.61417, "Y2": 0.612, "X3": 0.61549, "Y3": 0.6308, "X4": 0.50919, "Y4": 0.6298, "page": 0, "Index": 247}, {"Word": "[Parental", "Confidence": 0.995, "X1": 0.61942, "Y1": 0.6132, "X2": 0.70341, "Y2": 0.613, "X3": 0.70472, "Y3": 0.6308, "X4": 0.61942, "Y4": 0.6308, "page": 0, "Index": 248}, {"Word": "consent", "Confidence": 0.996, "X1": 0.70866, "Y1": 0.6132, "X2": 0.77953, "Y2": 0.613, "X3": 0.77953, "Y3": 0.6308, "X4": 0.70866, "Y4": 0.6308, "page": 0, "Index": 249}, {"Word": "was", "Confidence": 0.998, "X1": 0.78346, "Y1": 0.6132, "X2": 0.82546, "Y2": 0.613, "X3": 0.82546, "Y3": 0.6308, "X4": 0.78478, "Y4": 0.6308, "page": 0, "Index": 250}, {"Word": "obtained", "Confidence": 0.995, "X1": 0.14961, "Y1": 0.6322, "X2": 0.23228, "Y2": 0.632, "X3": 0.2336, "Y3": 0.6498, "X4": 0.15092, "Y4": 0.6498, "page": 0, "Index": 251}, {"Word": "prior", "Confidence": 0.997, "X1": 0.23753, "Y1": 0.6322, "X2": 0.28346, "Y2": 0.632, "X3": 0.28478, "Y3": 0.6498, "X4": 0.23753, "Y4": 0.6498, "page": 0, "Index": 252}, {"Word": "to", "Confidence": 0.998, "X1": 0.28871, "Y1": 0.6322, "X2": 0.30709, "Y2": 0.632, "X3": 0.3084, "Y3": 0.6498, "X4": 0.28871, "Y4": 0.6498, "page": 0, "Index": 253}, {"Word": "any", "Confidence": 0.998, "X1": 0.31234, "Y1": 0.6322, "X2": 0.34646, "Y2": 0.632, "X3": 0.34777, "Y3": 0.6498, "X4": 0.31234, "Y4": 0.6498, "page": 0, "Index": 254}, {"Word": "communication", "Confidence": 0.993, "X1": 0.35171, "Y1": 0.6312, "X2": 0.49606, "Y2": 0.631, "X3": 0.49606, "Y3": 0.6488, "X4": 0.35171, "Y4": 0.6498, "page": 0, "Index": 255}, {"Word": "with", "Confidence": 0.991, "X1": 0.5, "Y1": 0.6312, "X2": 0.54331, "Y2": 0.631, "X3": 0.54199, "Y3": 0.6488, "X4": 0.5, "Y4": 0.6488, "page": 0, "Index": 256}, {"Word": "their", "Confidence": 0.997, "X1": 0.54724, "Y1": 0.6312, "X2": 0.59186, "Y2": 0.631, "X3": 0.59055, "Y3": 0.6488, "X4": 0.54724, "Y4": 0.6488, "page": 0, "Index": 257}, {"Word": "child.]", "Confidence": 0.993, "X1": 0.5958, "Y1": 0.6302, "X2": 0.6601, "Y2": 0.63, "X3": 0.6601, "Y3": 0.6488, "X4": 0.5958, "Y4": 0.6488, "page": 0, "Index": 258}, {"Word": "-", "Confidence": 0.897, "X1": 0.18373, "Y1": 0.6512, "X2": 0.19423, "Y2": 0.651, "X3": 0.19423, "Y3": 0.6678, "X4": 0.18373, "Y4": 0.6678, "page": 0, "Index": 259}, {"Word": "93%", "Confidence": 0.998, "X1": 0.19816, "Y1": 0.6512, "X2": 0.23753, "Y2": 0.651, "X3": 0.23753, "Y3": 0.6678, "X4": 0.19948, "Y4": 0.6678, "page": 0, "Index": 260}, {"Word": "or", "Confidence": 0.998, "X1": 0.24147, "Y1": 0.6512, "X2": 0.26115, "Y2": 0.651, "X3": 0.26247, "Y3": 0.6678, "X4": 0.24147, "Y4": 0.6678, "page": 0, "Index": 261}, {"Word": "more", "Confidence": 0.989, "X1": 0.2664, "Y1": 0.6512, "X2": 0.31496, "Y2": 0.651, "X3": 0.31496, "Y3": 0.6678, "X4": 0.2664, "Y4": 0.6678, "page": 0, "Index": 262}, {"Word": "of", "Confidence": 0.998, "X1": 0.32021, "Y1": 0.6512, "X2": 0.3399, "Y2": 0.651, "X3": 0.3399, "Y3": 0.6678, "X4": 0.32021, "Y4": 0.6678, "page": 0, "Index": 263}, {"Word": "the", "Confidence": 0.998, "X1": 0.34514, "Y1": 0.6512, "X2": 0.3727, "Y2": 0.651, "X3": 0.3727, "Y3": 0.6678, "X4": 0.34514, "Y4": 0.6678, "page": 0, "Index": 264}, {"Word": "kids", "Confidence": 0.987, "X1": 0.37664, "Y1": 0.6512, "X2": 0.41864, "Y2": 0.651, "X3": 0.41864, "Y3": 0.6678, "X4": 0.37664, "Y4": 0.6678, "page": 0, "Index": 265}, {"Word": "who", "Confidence": 0.998, "X1": 0.42388, "Y1": 0.6512, "X2": 0.46325, "Y2": 0.651, "X3": 0.46325, "Y3": 0.6688, "X4": 0.42257, "Y4": 0.6678, "page": 0, "Index": 266}, {"Word": "saw", "Confidence": 0.998, "X1": 0.4685, "Y1": 0.6512, "X2": 0.50262, "Y2": 0.651, "X3": 0.50262, "Y3": 0.6688, "X4": 0.46719, "Y4": 0.6688, "page": 0, "Index": 267}, {"Word": "the", "Confidence": 0.998, "X1": 0.5105, "Y1": 0.6512, "X2": 0.54068, "Y2": 0.651, "X3": 0.53937, "Y3": 0.6688, "X4": 0.5105, "Y4": 0.6688, "page": 0, "Index": 268}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.54462, "Y1": 0.6512, "X2": 0.64961, "Y2": 0.651, "X3": 0.64829, "Y3": 0.6688, "X4": 0.54462, "Y4": 0.6688, "page": 0, "Index": 269}, {"Word": "said", "Confidence": 0.988, "X1": 0.65486, "Y1": 0.6512, "X2": 0.69291, "Y2": 0.651, "X3": 0.6916, "Y3": 0.6688, "X4": 0.65354, "Y4": 0.6688, "page": 0, "Index": 270}, {"Word": "the", "Confidence": 0.998, "X1": 0.69685, "Y1": 0.6512, "X2": 0.72703, "Y2": 0.651, "X3": 0.72572, "Y3": 0.6688, "X4": 0.69685, "Y4": 0.6688, "page": 0, "Index": 271}, {"Word": "ads", "Confidence": 0.998, "X1": 0.73097, "Y1": 0.6512, "X2": 0.76772, "Y2": 0.651, "X3": 0.7664, "Y3": 0.6688, "X4": 0.72966, "Y4": 0.6688, "page": 0, "Index": 272}, {"Word": "communicated", "Confidence": 0.991, "X1": 0.18504, "Y1": 0.6692, "X2": 0.32021, "Y2": 0.669, "X3": 0.32021, "Y3": 0.6878, "X4": 0.18373, "Y4": 0.6878, "page": 0, "Index": 273}, {"Word": "to", "Confidence": 0.998, "X1": 0.32546, "Y1": 0.6692, "X2": 0.34252, "Y2": 0.669, "X3": 0.34252, "Y3": 0.6878, "X4": 0.32415, "Y4": 0.6878, "page": 0, "Index": 274}, {"Word": "them", "Confidence": 0.988, "X1": 0.34777, "Y1": 0.6692, "X2": 0.39108, "Y2": 0.669, "X3": 0.39108, "Y3": 0.6878, "X4": 0.34646, "Y4": 0.6878, "page": 0, "Index": 275}, {"Word": "a", "Confidence": 0.995, "X1": 0.40026, "Y1": 0.6692, "X2": 0.41207, "Y2": 0.669, "X3": 0.41207, "Y3": 0.6878, "X4": 0.40026, "Y4": 0.6878, "page": 0, "Index": 276}, {"Word": "\"don't", "Confidence": 0.991, "X1": 0.41732, "Y1": 0.6692, "X2": 0.47507, "Y2": 0.669, "X3": 0.47507, "Y3": 0.6878, "X4": 0.41601, "Y4": 0.6878, "page": 0, "Index": 277}, {"Word": "smoke\"", "Confidence": 0.955, "X1": 0.48031, "Y1": 0.6702, "X2": 0.55118, "Y2": 0.67, "X3": 0.55118, "Y3": 0.6888, "X4": 0.479, "Y4": 0.6878, "page": 0, "Index": 278}, {"Word": "message.", "Confidence": 0.99, "X1": 0.55643, "Y1": 0.6722, "X2": 0.64436, "Y2": 0.672, "X3": 0.64436, "Y3": 0.6898, "X4": 0.55512, "Y4": 0.6888, "page": 0, "Index": 279}, {"Word": "-", "Confidence": 0.924, "X1": 0.18373, "Y1": 0.7072, "X2": 0.18766, "Y2": 0.707, "X3": 0.18898, "Y3": 0.7258, "X4": 0.18373, "Y4": 0.7258, "page": 0, "Index": 280}, {"Word": "Over", "Confidence": 0.987, "X1": 0.19291, "Y1": 0.7072, "X2": 0.24147, "Y2": 0.707, "X3": 0.24147, "Y3": 0.7258, "X4": 0.19291, "Y4": 0.7258, "page": 0, "Index": 281}, {"Word": "7", "Confidence": 0.996, "X1": 0.24541, "Y1": 0.7072, "X2": 0.25591, "Y2": 0.707, "X3": 0.25591, "Y3": 0.7258, "X4": 0.24541, "Y4": 0.7258, "page": 0, "Index": 282}, {"Word": "out", "Confidence": 0.994, "X1": 0.26115, "Y1": 0.7072, "X2": 0.29134, "Y2": 0.707, "X3": 0.29134, "Y3": 0.7258, "X4": 0.26115, "Y4": 0.7258, "page": 0, "Index": 283}, {"Word": "of", "Confidence": 0.998, "X1": 0.29659, "Y1": 0.7062, "X2": 0.31627, "Y2": 0.706, "X3": 0.31627, "Y3": 0.7258, "X4": 0.29659, "Y4": 0.7258, "page": 0, "Index": 284}, {"Word": "10", "Confidence": 0.998, "X1": 0.32152, "Y1": 0.7062, "X2": 0.34121, "Y2": 0.706, "X3": 0.34121, "Y3": 0.7258, "X4": 0.32152, "Y4": 0.7258, "page": 0, "Index": 285}, {"Word": "parents", "Confidence": 0.995, "X1": 0.34646, "Y1": 0.7062, "X2": 0.4147, "Y2": 0.706, "X3": 0.4147, "Y3": 0.7258, "X4": 0.34646, "Y4": 0.7258, "page": 0, "Index": 286}, {"Word": "thought", "Confidence": 0.997, "X1": 0.41995, "Y1": 0.7062, "X2": 0.49475, "Y2": 0.706, "X3": 0.49344, "Y3": 0.7258, "X4": 0.41995, "Y4": 0.7258, "page": 0, "Index": 287}, {"Word": "the", "Confidence": 0.998, "X1": 0.49869, "Y1": 0.7062, "X2": 0.52887, "Y2": 0.706, "X3": 0.52756, "Y3": 0.7258, "X4": 0.49869, "Y4": 0.7258, "page": 0, "Index": 288}, {"Word": "ads", "Confidence": 0.998, "X1": 0.53412, "Y1": 0.7062, "X2": 0.5643, "Y2": 0.706, "X3": 0.5643, "Y3": 0.7258, "X4": 0.53281, "Y4": 0.7258, "page": 0, "Index": 289}, {"Word": "were", "Confidence": 0.988, "X1": 0.56955, "Y1": 0.7072, "X2": 0.61549, "Y2": 0.707, "X3": 0.61549, "Y3": 0.7258, "X4": 0.56955, "Y4": 0.7258, "page": 0, "Index": 290}, {"Word": "\"very", "Confidence": 0.955, "X1": 0.62073, "Y1": 0.7072, "X2": 0.67192, "Y2": 0.707, "X3": 0.6706, "Y3": 0.7258, "X4": 0.61942, "Y4": 0.7258, "page": 0, "Index": 291}, {"Word": "much\"", "Confidence": 0.991, "X1": 0.67717, "Y1": 0.7072, "X2": 0.74147, "Y2": 0.707, "X3": 0.74016, "Y3": 0.7258, "X4": 0.67585, "Y4": 0.7258, "page": 0, "Index": 292}, {"Word": "or", "Confidence": 0.991, "X1": 0.74541, "Y1": 0.7072, "X2": 0.77034, "Y2": 0.707, "X3": 0.76903, "Y3": 0.7258, "X4": 0.74409, "Y4": 0.7258, "page": 0, "Index": 293}, {"Word": "\"somewhat", "Confidence": 0.991, "X1": 0.18504, "Y1": 0.7252, "X2": 0.2874, "Y2": 0.725, "X3": 0.2874, "Y3": 0.7438, "X4": 0.18504, "Y4": 0.7438, "page": 0, "Index": 294}, {"Word": "likely\"", "Confidence": 0.982, "X1": 0.29134, "Y1": 0.7252, "X2": 0.35564, "Y2": 0.725, "X3": 0.35564, "Y3": 0.7438, "X4": 0.29134, "Y4": 0.7438, "page": 0, "Index": 295}, {"Word": "to", "Confidence": 0.998, "X1": 0.36089, "Y1": 0.7252, "X2": 0.37795, "Y2": 0.725, "X3": 0.37795, "Y3": 0.7438, "X4": 0.36089, "Y4": 0.7438, "page": 0, "Index": 296}, {"Word": "convince", "Confidence": 0.996, "X1": 0.3832, "Y1": 0.7252, "X2": 0.46588, "Y2": 0.725, "X3": 0.46457, "Y3": 0.7438, "X4": 0.38189, "Y4": 0.7438, "page": 0, "Index": 297}, {"Word": "a", "Confidence": 0.996, "X1": 0.47113, "Y1": 0.7252, "X2": 0.48163, "Y2": 0.725, "X3": 0.48031, "Y3": 0.7438, "X4": 0.46982, "Y4": 0.7438, "page": 0, "Index": 298}, {"Word": "child", "Confidence": 0.991, "X1": 0.48688, "Y1": 0.7252, "X2": 0.53412, "Y2": 0.725, "X3": 0.53281, "Y3": 0.7438, "X4": 0.48556, "Y4": 0.7438, "page": 0, "Index": 299}, {"Word": "to", "Confidence": 0.998, "X1": 0.53806, "Y1": 0.7252, "X2": 0.55512, "Y2": 0.725, "X3": 0.55381, "Y3": 0.7438, "X4": 0.53675, "Y4": 0.7438, "page": 0, "Index": 300}, {"Word": "decide", "Confidence": 0.997, "X1": 0.56037, "Y1": 0.7262, "X2": 0.62205, "Y2": 0.726, "X3": 0.62073, "Y3": 0.7438, "X4": 0.55906, "Y4": 0.7438, "page": 0, "Index": 301}, {"Word": "not", "Confidence": 0.998, "X1": 0.62598, "Y1": 0.7262, "X2": 0.65748, "Y2": 0.726, "X3": 0.65617, "Y3": 0.7438, "X4": 0.62467, "Y4": 0.7438, "page": 0, "Index": 302}, {"Word": "to", "Confidence": 0.998, "X1": 0.66273, "Y1": 0.7262, "X2": 0.6811, "Y2": 0.726, "X3": 0.67979, "Y3": 0.7438, "X4": 0.66142, "Y4": 0.7438, "page": 0, "Index": 303}, {"Word": "smoke.", "Confidence": 0.995, "X1": 0.68635, "Y1": 0.7262, "X2": 0.75591, "Y2": 0.726, "X3": 0.75328, "Y3": 0.7428, "X4": 0.68373, "Y4": 0.7438, "page": 0, "Index": 304}, {"Word": "Comparative", "Confidence": 0.994, "X1": 0.12073, "Y1": 0.8012, "X2": 0.24409, "Y2": 0.801, "X3": 0.24409, "Y3": 0.8208, "X4": 0.12073, "Y4": 0.8208, "page": 0, "Index": 305}, {"Word": "ads", "Confidence": 0.998, "X1": 0.24934, "Y1": 0.8012, "X2": 0.28609, "Y2": 0.801, "X3": 0.28478, "Y3": 0.8208, "X4": 0.24934, "Y4": 0.8208, "page": 0, "Index": 306}, {"Word": "The", "Confidence": 0.998, "X1": 0.15354, "Y1": 0.8402, "X2": 0.18635, "Y2": 0.84, "X3": 0.18635, "Y3": 0.8588, "X4": 0.15354, "Y4": 0.8588, "page": 0, "Index": 307}, {"Word": "commercials", "Confidence": 0.993, "X1": 0.1916, "Y1": 0.8402, "X2": 0.3084, "Y2": 0.84, "X3": 0.3084, "Y3": 0.8588, "X4": 0.1916, "Y4": 0.8588, "page": 0, "Index": 308}, {"Word": "were", "Confidence": 0.988, "X1": 0.31365, "Y1": 0.8392, "X2": 0.35696, "Y2": 0.839, "X3": 0.35696, "Y3": 0.8588, "X4": 0.31365, "Y4": 0.8588, "page": 0, "Index": 309}, {"Word": "compared", "Confidence": 0.996, "X1": 0.3622, "Y1": 0.8392, "X2": 0.45538, "Y2": 0.839, "X3": 0.45538, "Y3": 0.8588, "X4": 0.3622, "Y4": 0.8588, "page": 0, "Index": 310}, {"Word": "to", "Confidence": 0.998, "X1": 0.46063, "Y1": 0.8392, "X2": 0.47769, "Y2": 0.839, "X3": 0.47769, "Y3": 0.8588, "X4": 0.46063, "Y4": 0.8588, "page": 0, "Index": 311}, {"Word": "other", "Confidence": 0.994, "X1": 0.48294, "Y1": 0.8392, "X2": 0.5315, "Y2": 0.839, "X3": 0.53281, "Y3": 0.8588, "X4": 0.48294, "Y4": 0.8588, "page": 0, "Index": 312}, {"Word": "ads", "Confidence": 0.998, "X1": 0.53675, "Y1": 0.8392, "X2": 0.56955, "Y2": 0.839, "X3": 0.56955, "Y3": 0.8588, "X4": 0.53806, "Y4": 0.8588, "page": 0, "Index": 313}, {"Word": "which", "Confidence": 0.998, "X1": 0.5748, "Y1": 0.8392, "X2": 0.63255, "Y2": 0.839, "X3": 0.63255, "Y3": 0.8588, "X4": 0.5748, "Y4": 0.8588, "page": 0, "Index": 314}, {"Word": "did", "Confidence": 0.998, "X1": 0.6378, "Y1": 0.8392, "X2": 0.66798, "Y2": 0.839, "X3": 0.66798, "Y3": 0.8588, "X4": 0.6378, "Y4": 0.8588, "page": 0, "Index": 315}, {"Word": "not", "Confidence": 0.998, "X1": 0.67323, "Y1": 0.8392, "X2": 0.70341, "Y2": 0.839, "X3": 0.70341, "Y3": 0.8588, "X4": 0.67323, "Y4": 0.8588, "page": 0, "Index": 316}, {"Word": "rely", "Confidence": 0.989, "X1": 0.70866, "Y1": 0.8392, "X2": 0.74409, "Y2": 0.839, "X3": 0.74409, "Y3": 0.8588, "X4": 0.70866, "Y4": 0.8588, "page": 0, "Index": 317}, {"Word": "on", "Confidence": 0.998, "X1": 0.74934, "Y1": 0.8392, "X2": 0.77297, "Y2": 0.839, "X3": 0.77297, "Y3": 0.8588, "X4": 0.74934, "Y4": 0.8588, "page": 0, "Index": 318}, {"Word": "health", "Confidence": 0.997, "X1": 0.77822, "Y1": 0.8392, "X2": 0.83858, "Y2": 0.839, "X3": 0.8399, "Y3": 0.8598, "X4": 0.77822, "Y4": 0.8588, "page": 0, "Index": 319}, {"Word": "messages", "Confidence": 0.992, "X1": 0.15354, "Y1": 0.8602, "X2": 0.23753, "Y2": 0.86, "X3": 0.23753, "Y3": 0.8778, "X4": 0.15354, "Y4": 0.8778, "page": 0, "Index": 320}, {"Word": "-", "Confidence": 0.994, "X1": 0.24278, "Y1": 0.8602, "X2": 0.25591, "Y2": 0.86, "X3": 0.25591, "Y3": 0.8778, "X4": 0.24278, "Y4": 0.8778, "page": 0, "Index": 321}, {"Word": "ads", "Confidence": 0.997, "X1": 0.26115, "Y1": 0.8592, "X2": 0.29396, "Y2": 0.859, "X3": 0.29396, "Y3": 0.8768, "X4": 0.26115, "Y4": 0.8778, "page": 0, "Index": 322}, {"Word": "from", "Confidence": 0.989, "X1": 0.29921, "Y1": 0.8592, "X2": 0.3399, "Y2": 0.859, "X3": 0.3399, "Y3": 0.8768, "X4": 0.29921, "Y4": 0.8768, "page": 0, "Index": 323}, {"Word": "various", "Confidence": 0.996, "X1": 0.34908, "Y1": 0.8592, "X2": 0.41732, "Y2": 0.859, "X3": 0.41732, "Y3": 0.8768, "X4": 0.34908, "Y4": 0.8768, "page": 0, "Index": 324}, {"Word": "state", "Confidence": 0.997, "X1": 0.42257, "Y1": 0.8592, "X2": 0.46588, "Y2": 0.859, "X3": 0.46588, "Y3": 0.8768, "X4": 0.42257, "Y4": 0.8768, "page": 0, "Index": 325}, {"Word": "agencies", "Confidence": 0.994, "X1": 0.47113, "Y1": 0.8582, "X2": 0.54987, "Y2": 0.858, "X3": 0.54987, "Y3": 0.8768, "X4": 0.47113, "Y4": 0.8768, "page": 0, "Index": 326}, {"Word": "and", "Confidence": 0.998, "X1": 0.55512, "Y1": 0.8582, "X2": 0.59055, "Y2": 0.858, "X3": 0.59055, "Y3": 0.8778, "X4": 0.55512, "Y4": 0.8768, "page": 0, "Index": 327}, {"Word": "public", "Confidence": 0.997, "X1": 0.59449, "Y1": 0.8592, "X2": 0.65092, "Y2": 0.859, "X3": 0.65092, "Y3": 0.8778, "X4": 0.59449, "Y4": 0.8778, "page": 0, "Index": 328}, {"Word": "health", "Confidence": 0.995, "X1": 0.65617, "Y1": 0.8592, "X2": 0.71654, "Y2": 0.859, "X3": 0.71522, "Y3": 0.8778, "X4": 0.65617, "Y4": 0.8778, "page": 0, "Index": 329}, {"Word": "groups.", "Confidence": 0.996, "X1": 0.72047, "Y1": 0.8592, "X2": 0.79659, "Y2": 0.859, "X3": 0.79659, "Y3": 0.8788, "X4": 0.72047, "Y4": 0.8778, "page": 0, "Index": 330}, {"Word": "The", "Confidence": 0.998, "X1": 0.80184, "Y1": 0.8592, "X2": 0.8399, "Y2": 0.859, "X3": 0.83858, "Y3": 0.8788, "X4": 0.80052, "Y4": 0.8788, "page": 0, "Index": 331}, {"Word": "tests", "Confidence": 0.994, "X1": 0.15354, "Y1": 0.8792, "X2": 0.19291, "Y2": 0.879, "X3": 0.19291, "Y3": 0.8958, "X4": 0.15354, "Y4": 0.8958, "page": 0, "Index": 332}, {"Word": "showed", "Confidence": 0.997, "X1": 0.19685, "Y1": 0.8782, "X2": 0.27034, "Y2": 0.878, "X3": 0.27034, "Y3": 0.8958, "X4": 0.19685, "Y4": 0.8958, "page": 0, "Index": 333}, {"Word": "our", "Confidence": 0.993, "X1": 0.27559, "Y1": 0.8782, "X2": 0.30709, "Y2": 0.878, "X3": 0.30709, "Y3": 0.8958, "X4": 0.27559, "Y4": 0.8958, "page": 0, "Index": 334}, {"Word": "ads", "Confidence": 0.998, "X1": 0.31234, "Y1": 0.8782, "X2": 0.34514, "Y2": 0.878, "X3": 0.34514, "Y3": 0.8958, "X4": 0.31234, "Y4": 0.8958, "page": 0, "Index": 335}, {"Word": "to", "Confidence": 0.998, "X1": 0.35039, "Y1": 0.8782, "X2": 0.36745, "Y2": 0.878, "X3": 0.36745, "Y3": 0.8958, "X4": 0.35039, "Y4": 0.8958, "page": 0, "Index": 336}, {"Word": "be", "Confidence": 0.998, "X1": 0.37139, "Y1": 0.8782, "X2": 0.3937, "Y2": 0.878, "X3": 0.3937, "Y3": 0.8958, "X4": 0.37139, "Y4": 0.8958, "page": 0, "Index": 337}, {"Word": "as", "Confidence": 0.998, "X1": 0.39895, "Y1": 0.8782, "X2": 0.41995, "Y2": 0.878, "X3": 0.41995, "Y3": 0.8958, "X4": 0.39895, "Y4": 0.8958, "page": 0, "Index": 338}, {"Word": "effective", "Confidence": 0.995, "X1": 0.42388, "Y1": 0.8772, "X2": 0.50262, "Y2": 0.877, "X3": 0.50262, "Y3": 0.8958, "X4": 0.42388, "Y4": 0.8958, "page": 0, "Index": 339}, {"Word": "or", "Confidence": 0.998, "X1": 0.50656, "Y1": 0.8772, "X2": 0.52625, "Y2": 0.877, "X3": 0.52625, "Y3": 0.8958, "X4": 0.50656, "Y4": 0.8958, "page": 0, "Index": 340}, {"Word": "more", "Confidence": 0.988, "X1": 0.53018, "Y1": 0.8772, "X2": 0.58005, "Y2": 0.877, "X3": 0.58005, "Y3": 0.8958, "X4": 0.53018, "Y4": 0.8958, "page": 0, "Index": 341}, {"Word": "effective", "Confidence": 0.995, "X1": 0.5853, "Y1": 0.8772, "X2": 0.66273, "Y2": 0.877, "X3": 0.66273, "Y3": 0.8958, "X4": 0.5853, "Y4": 0.8958, "page": 0, "Index": 342}, {"Word": "at", "Confidence": 0.998, "X1": 0.66798, "Y1": 0.8772, "X2": 0.68504, "Y2": 0.877, "X3": 0.68504, "Y3": 0.8958, "X4": 0.66798, "Y4": 0.8958, "page": 0, "Index": 343}, {"Word": "delivering", "Confidence": 0.995, "X1": 0.68898, "Y1": 0.8772, "X2": 0.78478, "Y2": 0.877, "X3": 0.78478, "Y3": 0.8968, "X4": 0.68898, "Y4": 0.8958, "page": 0, "Index": 344}, {"Word": "a", "Confidence": 0.996, "X1": 0.79003, "Y1": 0.8772, "X2": 0.80052, "Y2": 0.877, "X3": 0.80052, "Y3": 0.8968, "X4": 0.79003, "Y4": 0.8968, "page": 0, "Index": 345}, {"Word": "\"don't", "Confidence": 0.991, "X1": 0.80577, "Y1": 0.8772, "X2": 0.87139, "Y2": 0.877, "X3": 0.87139, "Y3": 0.8978, "X4": 0.80577, "Y4": 0.8968, "page": 0, "Index": 346}, {"Word": "2080249218", "Confidence": 0.995, "X1": 0.95276, "Y1": 0.9012, "X2": 0.95144, "Y2": 0.901, "X3": 0.92651, "Y3": 0.9008, "X4": 0.92782, "Y4": 0.7988, "page": 0, "Index": 347}, {"Word": "smoke\"", "Confidence": 0.991, "X1": 0.15223, "Y1": 0.8972, "X2": 0.2231, "Y2": 0.897, "X3": 0.22178, "Y3": 0.9158, "X4": 0.15092, "Y4": 0.9158, "page": 0, "Index": 348}, {"Word": "message", "Confidence": 0.997, "X1": 0.22835, "Y1": 0.8972, "X2": 0.30577, "Y2": 0.897, "X3": 0.30577, "Y3": 0.9158, "X4": 0.22703, "Y4": 0.9158, "page": 0, "Index": 349}, {"Word": "as", "Confidence": 0.998, "X1": 0.31102, "Y1": 0.8972, "X2": 0.33071, "Y2": 0.897, "X3": 0.3294, "Y3": 0.9158, "X4": 0.30971, "Y4": 0.9158, "page": 0, "Index": 350}, {"Word": "the", "Confidence": 0.998, "X1": 0.33465, "Y1": 0.8972, "X2": 0.36483, "Y2": 0.897, "X3": 0.36352, "Y3": 0.9158, "X4": 0.33465, "Y4": 0.9158, "page": 0, "Index": 351}, {"Word": "comparative", "Confidence": 0.994, "X1": 0.36877, "Y1": 0.8962, "X2": 0.48294, "Y2": 0.896, "X3": 0.48294, "Y3": 0.9148, "X4": 0.36877, "Y4": 0.9158, "page": 0, "Index": 352}, {"Word": "ads.", "Confidence": 0.982, "X1": 0.48819, "Y1": 0.8962, "X2": 0.5315, "Y2": 0.896, "X3": 0.53018, "Y3": 0.9148, "X4": 0.48688, "Y4": 0.9148, "page": 0, "Index": 353}, {"Word": "7.", "Confidence": 0.931, "X1": 0.85827, "Y1": 0.9492, "X2": 0.8832, "Y2": 0.949, "X3": 0.8832, "Y3": 0.9658, "X4": 0.85696, "Y4": 0.9648, "page": 0, "Index": 354}]}
"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"
ffyn0177
0
{"lines_data": [{"Word": "For internal use only", "Confidence": 0.99325, "X1": 0.11958, "Y1": 0.0332, "X2": 0.31537, "Y2": 0.033, "X3": 0.31537, "Y3": 0.0518, "X4": 0.11827, "Y4": 0.0508, "page": 0}, {"Word": "YOUTH SMOKING PREVENTION ISSUES", "Confidence": 0.994, "X1": 0.28121, "Y1": 0.0962, "X2": 0.70959, "Y2": 0.096, "X3": 0.70959, "Y3": 0.1158, "X4": 0.28121, "Y4": 0.1158, "page": 0}, {"Word": "The role of price in reducing youth smoking", "Confidence": 0.9965, "X1": 0.12089, "Y1": 0.1552, "X2": 0.54665, "Y2": 0.155, "X3": 0.54665, "Y3": 0.1738, "X4": 0.12089, "Y4": 0.1738, "page": 0}, {"Word": "There are a lot of things that can have an impact on youth smoking -- and", "Confidence": 0.98137, "X1": 0.1498, "Y1": 0.1942, "X2": 0.83049, "Y2": 0.194, "X3": 0.83049, "Y3": 0.2128, "X4": 0.1498, "Y4": 0.2118, "page": 0}, {"Word": "price is just one factor. Increasing cigarette prices can not be a substitute for", "Confidence": 0.99536, "X1": 0.14455, "Y1": 0.2122, "X2": 0.86465, "Y2": 0.212, "X3": 0.86465, "Y3": 0.2308, "X4": 0.14455, "Y4": 0.2318, "page": 0}, {"Word": "an integrated, comprehensive effort to address this problem. Particularly", "Confidence": 0.99433, "X1": 0.1498, "Y1": 0.2302, "X2": 0.83049, "Y2": 0.23, "X3": 0.83049, "Y3": 0.2488, "X4": 0.1498, "Y4": 0.2508, "page": 0}, {"Word": "because a study conducted by the Centers for Disease Control showed that", "Confidence": 0.99558, "X1": 0.1498, "Y1": 0.2482, "X2": 0.84363, "Y2": 0.248, "X3": 0.84363, "Y3": 0.2678, "X4": 0.1498, "Y4": 0.2688, "page": 0}, {"Word": "only 30 percent of high school students who are current smokers purchased", "Confidence": 0.9955, "X1": 0.14849, "Y1": 0.2682, "X2": 0.84888, "Y2": 0.268, "X3": 0.84888, "Y3": 0.2878, "X4": 0.14849, "Y4": 0.2888, "page": 0}, {"Word": "their cigarettes at a store or gas station.", "Confidence": 0.99675, "X1": 0.15112, "Y1": 0.2882, "X2": 0.51248, "Y2": 0.288, "X3": 0.51248, "Y3": 0.3058, "X4": 0.15112, "Y4": 0.3068, "page": 0}, {"Word": ". Many youth experts believe - and we agree - that a comprehensive approach", "Confidence": 0.97086, "X1": 0.11958, "Y1": 0.3262, "X2": 0.87254, "Y2": 0.326, "X3": 0.87254, "Y3": 0.3458, "X4": 0.11958, "Y4": 0.3458, "page": 0}, {"Word": "is needed that integrates communications, peer interaction, school-based", "Confidence": 0.992, "X1": 0.1498, "Y1": 0.3452, "X2": 0.8226, "Y2": 0.345, "X3": 0.8226, "Y3": 0.3648, "X4": 0.1498, "Y4": 0.3638, "page": 0}, {"Word": "educational programs, community involvement and access prevention", "Confidence": 0.994, "X1": 0.1498, "Y1": 0.3652, "X2": 0.80552, "Y2": 0.365, "X3": 0.80552, "Y3": 0.3838, "X4": 0.1498, "Y4": 0.3838, "page": 0}, {"Word": "strategies.", "Confidence": 0.992, "X1": 0.1498, "Y1": 0.3852, "X2": 0.24836, "Y2": 0.385, "X3": 0.24836, "Y3": 0.4028, "X4": 0.1498, "Y4": 0.4028, "page": 0}, {"Word": "Let's focus on meaningful comprehensive efforts, rather than imposing unfair", "Confidence": 0.994, "X1": 0.13272, "Y1": 0.4212, "X2": 0.86991, "Y2": 0.421, "X3": 0.86991, "Y3": 0.4418, "X4": 0.13272, "Y4": 0.4418, "page": 0}, {"Word": "taxation on adult smokers.", "Confidence": 0.996, "X1": 0.15243, "Y1": 0.4412, "X2": 0.39947, "Y2": 0.441, "X3": 0.39947, "Y3": 0.4588, "X4": 0.15243, "Y4": 0.4598, "page": 0}, {"Word": ".....", "Confidence": 0.443, "X1": 0.58213, "Y1": 0.4502, "X2": 0.62812, "Y2": 0.45, "X3": 0.62812, "Y3": 0.4618, "X4": 0.58213, "Y4": 0.4608, "page": 0}, {"Word": "Why youth smoking rates are going up", "Confidence": 0.99771, "X1": 0.11827, "Y1": 0.4792, "X2": 0.49409, "Y2": 0.479, "X3": 0.49409, "Y3": 0.4998, "X4": 0.11827, "Y4": 0.4978, "page": 0}, {"Word": "If we or anyone really knew the answer to that, we would know for certain", "Confidence": 0.9954, "X1": 0.13535, "Y1": 0.5162, "X2": 0.84757, "Y2": 0.516, "X3": 0.84757, "Y3": 0.5358, "X4": 0.13666, "Y4": 0.5358, "page": 0}, {"Word": "how to solve the problem. Most experts seem to agree that no one approach", "Confidence": 0.99493, "X1": 0.15112, "Y1": 0.5362, "X2": 0.85808, "Y2": 0.536, "X3": 0.85808, "Y3": 0.5558, "X4": 0.15112, "Y4": 0.5548, "page": 0}, {"Word": "will solve the problem.", "Confidence": 0.99575, "X1": 0.15112, "Y1": 0.5562, "X2": 0.36662, "Y2": 0.556, "X3": 0.36662, "Y3": 0.5738, "X4": 0.15112, "Y4": 0.5728, "page": 0}, {"Word": "Many youth experts believe - and we agree, that a comprehensive approach", "Confidence": 0.99433, "X1": 0.13666, "Y1": 0.5952, "X2": 0.8594, "Y2": 0.595, "X3": 0.8594, "Y3": 0.6138, "X4": 0.13535, "Y4": 0.6138, "page": 0}, {"Word": "is needed that integrates communications, peer interaction, school-based", "Confidence": 0.99112, "X1": 0.1498, "Y1": 0.6142, "X2": 0.82129, "Y2": 0.614, "X3": 0.82129, "Y3": 0.6328, "X4": 0.1498, "Y4": 0.6328, "page": 0}, {"Word": "educational programs, community involvement and access prevention", "Confidence": 0.99357, "X1": 0.1498, "Y1": 0.6332, "X2": 0.80552, "Y2": 0.633, "X3": 0.80552, "Y3": 0.6518, "X4": 0.1498, "Y4": 0.6518, "page": 0}, {"Word": "strategies.", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.6532, "X2": 0.24836, "Y2": 0.653, "X3": 0.24836, "Y3": 0.6708, "X4": 0.15112, "Y4": 0.6698, "page": 0}, {"Word": "(As part of the multi-state settlement, $1.7 billion over 10 years will be set", "Confidence": 0.99464, "X1": 0.1498, "Y1": 0.6922, "X2": 0.83049, "Y2": 0.692, "X3": 0.83049, "Y3": 0.7098, "X4": 0.1498, "Y4": 0.7098, "page": 0}, {"Word": "aside for a Foundation to study, among other things, the reasons that kids", "Confidence": 0.995, "X1": 0.1498, "Y1": 0.7112, "X2": 0.83706, "Y2": 0.711, "X3": 0.83574, "Y3": 0.7288, "X4": 0.1498, "Y4": 0.7288, "page": 0}, {"Word": "smoke and support strategies to combat the problem. We hope this new", "Confidence": 0.99475, "X1": 0.14849, "Y1": 0.7292, "X2": 0.81997, "Y2": 0.729, "X3": 0.81997, "Y3": 0.7478, "X4": 0.14849, "Y4": 0.7478, "page": 0}, {"Word": "institution will be helpful in learning more. In addition, we will be", "Confidence": 0.99458, "X1": 0.1498, "Y1": 0.7482, "X2": 0.77398, "Y2": 0.748, "X3": 0.77398, "Y3": 0.7658, "X4": 0.1498, "Y4": 0.7658, "page": 0}, {"Word": "supporting research through grants and cooperation with the University of", "Confidence": 0.9952, "X1": 0.1498, "Y1": 0.7652, "X2": 0.84888, "Y2": 0.765, "X3": 0.84888, "Y3": 0.7848, "X4": 0.1498, "Y4": 0.7868, "page": 0}, {"Word": "Pennsylvania and others.)", "Confidence": 0.99467, "X1": 0.1498, "Y1": 0.7862, "X2": 0.39816, "Y2": 0.786, "X3": 0.39816, "Y3": 0.8058, "X4": 0.1498, "Y4": 0.8058, "page": 0}, {"Word": "2080249212", "Confidence": 0.994, "X1": 0.91721, "Y1": 0.9522, "X2": 0.92247, "Y2": 0.952, "X3": 0.89488, "Y3": 0.9528, "X4": 0.89093, "Y4": 0.8448, "page": 0}], "words_data": [{"Word": "For", "Confidence": 0.998, "X1": 0.12089, "Y1": 0.0342, "X2": 0.15112, "Y2": 0.034, "X3": 0.1498, "Y3": 0.0508, "X4": 0.11958, "Y4": 0.0508, "page": 0, "Index": 0}, {"Word": "internal", "Confidence": 0.995, "X1": 0.15506, "Y1": 0.0342, "X2": 0.22996, "Y2": 0.034, "X3": 0.22865, "Y3": 0.0508, "X4": 0.15375, "Y4": 0.0508, "page": 0, "Index": 1}, {"Word": "use", "Confidence": 0.998, "X1": 0.2339, "Y1": 0.0342, "X2": 0.26413, "Y2": 0.034, "X3": 0.26413, "Y3": 0.0518, "X4": 0.2339, "Y4": 0.0508, "page": 0, "Index": 2}, {"Word": "only", "Confidence": 0.982, "X1": 0.26938, "Y1": 0.0342, "X2": 0.31406, "Y2": 0.034, "X3": 0.31406, "Y3": 0.0528, "X4": 0.26807, "Y4": 0.0518, "page": 0, "Index": 3}, {"Word": "YOUTH", "Confidence": 0.994, "X1": 0.28252, "Y1": 0.0972, "X2": 0.35874, "Y2": 0.097, "X3": 0.35874, "Y3": 0.1168, "X4": 0.28252, "Y4": 0.1168, "page": 0, "Index": 4}, {"Word": "SMOKING", "Confidence": 0.994, "X1": 0.36531, "Y1": 0.0972, "X2": 0.47438, "Y2": 0.097, "X3": 0.47438, "Y3": 0.1168, "X4": 0.36531, "Y4": 0.1168, "page": 0, "Index": 5}, {"Word": "PREVENTION", "Confidence": 0.994, "X1": 0.47963, "Y1": 0.0972, "X2": 0.62155, "Y2": 0.097, "X3": 0.62155, "Y3": 0.1168, "X4": 0.47963, "Y4": 0.1168, "page": 0, "Index": 6}, {"Word": "ISSUES", "Confidence": 0.994, "X1": 0.62943, "Y1": 0.0972, "X2": 0.70696, "Y2": 0.097, "X3": 0.70696, "Y3": 0.1168, "X4": 0.62943, "Y4": 0.1168, "page": 0, "Index": 7}, {"Word": "The", "Confidence": 0.998, "X1": 0.12221, "Y1": 0.1562, "X2": 0.15375, "Y2": 0.156, "X3": 0.15506, "Y3": 0.1738, "X4": 0.12352, "Y4": 0.1738, "page": 0, "Index": 8}, {"Word": "role", "Confidence": 0.989, "X1": 0.159, "Y1": 0.1552, "X2": 0.19842, "Y2": 0.155, "X3": 0.19842, "Y3": 0.1738, "X4": 0.16032, "Y4": 0.1738, "page": 0, "Index": 9}, {"Word": "of", "Confidence": 0.998, "X1": 0.20237, "Y1": 0.1552, "X2": 0.22339, "Y2": 0.155, "X3": 0.22339, "Y3": 0.1748, "X4": 0.20368, "Y4": 0.1738, "page": 0, "Index": 10}, {"Word": "price", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.1552, "X2": 0.27464, "Y2": 0.155, "X3": 0.27464, "Y3": 0.1748, "X4": 0.22865, "Y4": 0.1748, "page": 0, "Index": 11}, {"Word": "in", "Confidence": 0.998, "X1": 0.27989, "Y1": 0.1552, "X2": 0.29961, "Y2": 0.155, "X3": 0.29961, "Y3": 0.1748, "X4": 0.27989, "Y4": 0.1748, "page": 0, "Index": 12}, {"Word": "reducing", "Confidence": 0.996, "X1": 0.30486, "Y1": 0.1552, "X2": 0.39028, "Y2": 0.155, "X3": 0.39028, "Y3": 0.1748, "X4": 0.30486, "Y4": 0.1748, "page": 0, "Index": 13}, {"Word": "youth", "Confidence": 0.998, "X1": 0.39553, "Y1": 0.1552, "X2": 0.45072, "Y2": 0.155, "X3": 0.45072, "Y3": 0.1748, "X4": 0.39553, "Y4": 0.1748, "page": 0, "Index": 14}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.45598, "Y1": 0.1552, "X2": 0.54271, "Y2": 0.155, "X3": 0.54271, "Y3": 0.1748, "X4": 0.45598, "Y4": 0.1748, "page": 0, "Index": 15}, {"Word": "There", "Confidence": 0.998, "X1": 0.15243, "Y1": 0.1942, "X2": 0.20237, "Y2": 0.194, "X3": 0.20237, "Y3": 0.2118, "X4": 0.15243, "Y4": 0.2118, "page": 0, "Index": 16}, {"Word": "are", "Confidence": 0.998, "X1": 0.20631, "Y1": 0.1942, "X2": 0.23653, "Y2": 0.194, "X3": 0.23653, "Y3": 0.2118, "X4": 0.20631, "Y4": 0.2118, "page": 0, "Index": 17}, {"Word": "a", "Confidence": 0.996, "X1": 0.24179, "Y1": 0.1942, "X2": 0.25099, "Y2": 0.194, "X3": 0.25099, "Y3": 0.2118, "X4": 0.24179, "Y4": 0.2118, "page": 0, "Index": 18}, {"Word": "lot", "Confidence": 0.998, "X1": 0.25493, "Y1": 0.1942, "X2": 0.28252, "Y2": 0.194, "X3": 0.28252, "Y3": 0.2128, "X4": 0.25624, "Y4": 0.2118, "page": 0, "Index": 19}, {"Word": "of", "Confidence": 0.998, "X1": 0.28647, "Y1": 0.1942, "X2": 0.30618, "Y2": 0.194, "X3": 0.30618, "Y3": 0.2128, "X4": 0.28778, "Y4": 0.2128, "page": 0, "Index": 20}, {"Word": "things", "Confidence": 0.994, "X1": 0.31012, "Y1": 0.1942, "X2": 0.36925, "Y2": 0.194, "X3": 0.36925, "Y3": 0.2128, "X4": 0.31143, "Y4": 0.2128, "page": 0, "Index": 21}, {"Word": "that", "Confidence": 0.988, "X1": 0.37319, "Y1": 0.1942, "X2": 0.40999, "Y2": 0.194, "X3": 0.40999, "Y3": 0.2128, "X4": 0.37319, "Y4": 0.2128, "page": 0, "Index": 22}, {"Word": "can", "Confidence": 0.998, "X1": 0.41393, "Y1": 0.1942, "X2": 0.44547, "Y2": 0.194, "X3": 0.44678, "Y3": 0.2128, "X4": 0.41524, "Y4": 0.2128, "page": 0, "Index": 23}, {"Word": "have", "Confidence": 0.989, "X1": 0.45072, "Y1": 0.1942, "X2": 0.49671, "Y2": 0.194, "X3": 0.49671, "Y3": 0.2128, "X4": 0.45072, "Y4": 0.2128, "page": 0, "Index": 24}, {"Word": "an", "Confidence": 0.998, "X1": 0.50066, "Y1": 0.1942, "X2": 0.523, "Y2": 0.194, "X3": 0.523, "Y3": 0.2128, "X4": 0.50066, "Y4": 0.2128, "page": 0, "Index": 25}, {"Word": "impact", "Confidence": 0.996, "X1": 0.52694, "Y1": 0.1942, "X2": 0.59133, "Y2": 0.194, "X3": 0.59264, "Y3": 0.2128, "X4": 0.52825, "Y4": 0.2128, "page": 0, "Index": 26}, {"Word": "on", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.1952, "X2": 0.62024, "Y2": 0.195, "X3": 0.62024, "Y3": 0.2128, "X4": 0.5979, "Y4": 0.2128, "page": 0, "Index": 27}, {"Word": "youth", "Confidence": 0.994, "X1": 0.62549, "Y1": 0.1952, "X2": 0.67937, "Y2": 0.195, "X3": 0.68068, "Y3": 0.2128, "X4": 0.62549, "Y4": 0.2128, "page": 0, "Index": 28}, {"Word": "smoking", "Confidence": 0.995, "X1": 0.68463, "Y1": 0.1952, "X2": 0.76478, "Y2": 0.195, "X3": 0.7661, "Y3": 0.2118, "X4": 0.68594, "Y4": 0.2128, "page": 0, "Index": 29}, {"Word": "--", "Confidence": 0.766, "X1": 0.77004, "Y1": 0.1952, "X2": 0.78581, "Y2": 0.195, "X3": 0.78581, "Y3": 0.2118, "X4": 0.77004, "Y4": 0.2118, "page": 0, "Index": 30}, {"Word": "and", "Confidence": 0.998, "X1": 0.78975, "Y1": 0.1952, "X2": 0.82786, "Y2": 0.195, "X3": 0.82786, "Y3": 0.2118, "X4": 0.79106, "Y4": 0.2118, "page": 0, "Index": 31}, {"Word": "price", "Confidence": 0.994, "X1": 0.14849, "Y1": 0.2142, "X2": 0.19448, "Y2": 0.214, "X3": 0.19448, "Y3": 0.2318, "X4": 0.14849, "Y4": 0.2318, "page": 0, "Index": 32}, {"Word": "is", "Confidence": 0.997, "X1": 0.19974, "Y1": 0.2142, "X2": 0.21551, "Y2": 0.214, "X3": 0.21551, "Y3": 0.2318, "X4": 0.19974, "Y4": 0.2318, "page": 0, "Index": 33}, {"Word": "just", "Confidence": 0.988, "X1": 0.22076, "Y1": 0.2132, "X2": 0.25361, "Y2": 0.213, "X3": 0.25361, "Y3": 0.2318, "X4": 0.21945, "Y4": 0.2318, "page": 0, "Index": 34}, {"Word": "one", "Confidence": 0.998, "X1": 0.25887, "Y1": 0.2132, "X2": 0.29304, "Y2": 0.213, "X3": 0.29172, "Y3": 0.2318, "X4": 0.25887, "Y4": 0.2318, "page": 0, "Index": 35}, {"Word": "factor.", "Confidence": 0.995, "X1": 0.29698, "Y1": 0.2132, "X2": 0.36531, "Y2": 0.213, "X3": 0.36531, "Y3": 0.2318, "X4": 0.29698, "Y4": 0.2318, "page": 0, "Index": 36}, {"Word": "Increasing", "Confidence": 0.994, "X1": 0.37582, "Y1": 0.2132, "X2": 0.47175, "Y2": 0.213, "X3": 0.47175, "Y3": 0.2318, "X4": 0.37582, "Y4": 0.2318, "page": 0, "Index": 37}, {"Word": "cigarette", "Confidence": 0.994, "X1": 0.477, "Y1": 0.2132, "X2": 0.55716, "Y2": 0.213, "X3": 0.55716, "Y3": 0.2318, "X4": 0.477, "Y4": 0.2318, "page": 0, "Index": 38}, {"Word": "prices", "Confidence": 0.996, "X1": 0.5611, "Y1": 0.2132, "X2": 0.61629, "Y2": 0.213, "X3": 0.61629, "Y3": 0.2318, "X4": 0.5611, "Y4": 0.2318, "page": 0, "Index": 39}, {"Word": "can", "Confidence": 0.998, "X1": 0.62155, "Y1": 0.2132, "X2": 0.65309, "Y2": 0.213, "X3": 0.65309, "Y3": 0.2318, "X4": 0.62024, "Y4": 0.2318, "page": 0, "Index": 40}, {"Word": "not", "Confidence": 0.998, "X1": 0.65834, "Y1": 0.2132, "X2": 0.68857, "Y2": 0.213, "X3": 0.68857, "Y3": 0.2318, "X4": 0.65834, "Y4": 0.2318, "page": 0, "Index": 41}, {"Word": "be", "Confidence": 0.998, "X1": 0.69251, "Y1": 0.2132, "X2": 0.71616, "Y2": 0.213, "X3": 0.71485, "Y3": 0.2308, "X4": 0.69251, "Y4": 0.2318, "page": 0, "Index": 42}, {"Word": "a", "Confidence": 0.995, "X1": 0.72011, "Y1": 0.2132, "X2": 0.73193, "Y2": 0.213, "X3": 0.73193, "Y3": 0.2308, "X4": 0.72011, "Y4": 0.2308, "page": 0, "Index": 43}, {"Word": "substitute", "Confidence": 0.992, "X1": 0.73587, "Y1": 0.2132, "X2": 0.82786, "Y2": 0.213, "X3": 0.82786, "Y3": 0.2308, "X4": 0.73587, "Y4": 0.2308, "page": 0, "Index": 44}, {"Word": "for", "Confidence": 0.998, "X1": 0.83311, "Y1": 0.2132, "X2": 0.86465, "Y2": 0.213, "X3": 0.86465, "Y3": 0.2308, "X4": 0.83311, "Y4": 0.2308, "page": 0, "Index": 45}, {"Word": "an", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.2322, "X2": 0.17214, "Y2": 0.232, "X3": 0.17083, "Y3": 0.2508, "X4": 0.1498, "Y4": 0.2508, "page": 0, "Index": 46}, {"Word": "integrated,", "Confidence": 0.994, "X1": 0.17608, "Y1": 0.2322, "X2": 0.27727, "Y2": 0.232, "X3": 0.27727, "Y3": 0.2508, "X4": 0.17608, "Y4": 0.2508, "page": 0, "Index": 47}, {"Word": "comprehensive", "Confidence": 0.992, "X1": 0.28252, "Y1": 0.2322, "X2": 0.42313, "Y2": 0.232, "X3": 0.42313, "Y3": 0.2508, "X4": 0.28252, "Y4": 0.2508, "page": 0, "Index": 48}, {"Word": "effort", "Confidence": 0.997, "X1": 0.42838, "Y1": 0.2312, "X2": 0.47963, "Y2": 0.231, "X3": 0.47963, "Y3": 0.2508, "X4": 0.42838, "Y4": 0.2508, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.48489, "Y1": 0.2312, "X2": 0.50197, "Y2": 0.231, "X3": 0.50197, "Y3": 0.2508, "X4": 0.48357, "Y4": 0.2508, "page": 0, "Index": 50}, {"Word": "address", "Confidence": 0.995, "X1": 0.50723, "Y1": 0.2312, "X2": 0.57819, "Y2": 0.231, "X3": 0.57819, "Y3": 0.2508, "X4": 0.50723, "Y4": 0.2508, "page": 0, "Index": 51}, {"Word": "this", "Confidence": 0.987, "X1": 0.58344, "Y1": 0.2312, "X2": 0.61892, "Y2": 0.231, "X3": 0.61761, "Y3": 0.2508, "X4": 0.58344, "Y4": 0.2508, "page": 0, "Index": 52}, {"Word": "problem.", "Confidence": 0.995, "X1": 0.62286, "Y1": 0.2312, "X2": 0.71091, "Y2": 0.231, "X3": 0.71091, "Y3": 0.2498, "X4": 0.62286, "Y4": 0.2508, "page": 0, "Index": 53}, {"Word": "Particularly", "Confidence": 0.993, "X1": 0.71616, "Y1": 0.2312, "X2": 0.82917, "Y2": 0.231, "X3": 0.82917, "Y3": 0.2498, "X4": 0.71616, "Y4": 0.2498, "page": 0, "Index": 54}, {"Word": "because", "Confidence": 0.994, "X1": 0.1498, "Y1": 0.2512, "X2": 0.22208, "Y2": 0.251, "X3": 0.22208, "Y3": 0.2688, "X4": 0.1498, "Y4": 0.2688, "page": 0, "Index": 55}, {"Word": "a", "Confidence": 0.995, "X1": 0.22733, "Y1": 0.2512, "X2": 0.23653, "Y2": 0.251, "X3": 0.23653, "Y3": 0.2688, "X4": 0.22602, "Y4": 0.2688, "page": 0, "Index": 56}, {"Word": "study", "Confidence": 0.997, "X1": 0.24179, "Y1": 0.2502, "X2": 0.29566, "Y2": 0.25, "X3": 0.29566, "Y3": 0.2688, "X4": 0.24179, "Y4": 0.2688, "page": 0, "Index": 57}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.30092, "Y1": 0.2502, "X2": 0.39685, "Y2": 0.25, "X3": 0.39685, "Y3": 0.2688, "X4": 0.30092, "Y4": 0.2688, "page": 0, "Index": 58}, {"Word": "by", "Confidence": 0.998, "X1": 0.40079, "Y1": 0.2492, "X2": 0.42444, "Y2": 0.249, "X3": 0.42444, "Y3": 0.2688, "X4": 0.40079, "Y4": 0.2688, "page": 0, "Index": 59}, {"Word": "the", "Confidence": 0.998, "X1": 0.4297, "Y1": 0.2492, "X2": 0.45861, "Y2": 0.249, "X3": 0.45861, "Y3": 0.2688, "X4": 0.4297, "Y4": 0.2688, "page": 0, "Index": 60}, {"Word": "Centers", "Confidence": 0.995, "X1": 0.46386, "Y1": 0.2492, "X2": 0.53482, "Y2": 0.249, "X3": 0.53614, "Y3": 0.2688, "X4": 0.46386, "Y4": 0.2688, "page": 0, "Index": 61}, {"Word": "for", "Confidence": 0.998, "X1": 0.54008, "Y1": 0.2492, "X2": 0.56767, "Y2": 0.249, "X3": 0.56767, "Y3": 0.2688, "X4": 0.54008, "Y4": 0.2688, "page": 0, "Index": 62}, {"Word": "Disease", "Confidence": 0.996, "X1": 0.57293, "Y1": 0.2492, "X2": 0.64258, "Y2": 0.249, "X3": 0.64258, "Y3": 0.2688, "X4": 0.57293, "Y4": 0.2688, "page": 0, "Index": 63}, {"Word": "Control", "Confidence": 0.997, "X1": 0.64783, "Y1": 0.2492, "X2": 0.71879, "Y2": 0.249, "X3": 0.71879, "Y3": 0.2688, "X4": 0.64783, "Y4": 0.2688, "page": 0, "Index": 64}, {"Word": "showed", "Confidence": 0.997, "X1": 0.72273, "Y1": 0.2492, "X2": 0.79763, "Y2": 0.249, "X3": 0.79763, "Y3": 0.2688, "X4": 0.72405, "Y4": 0.2688, "page": 0, "Index": 65}, {"Word": "that", "Confidence": 0.988, "X1": 0.80158, "Y1": 0.2502, "X2": 0.84231, "Y2": 0.25, "X3": 0.84363, "Y3": 0.2688, "X4": 0.80289, "Y4": 0.2688, "page": 0, "Index": 66}, {"Word": "school", "Confidence": 0.997, "X1": 0.36662, "Y1": 0.2692, "X2": 0.42576, "Y2": 0.269, "X3": 0.42576, "Y3": 0.2878, "X4": 0.36662, "Y4": 0.2888, "page": 0, "Index": 67}, {"Word": "students", "Confidence": 0.995, "X1": 0.43101, "Y1": 0.2692, "X2": 0.50986, "Y2": 0.269, "X3": 0.50986, "Y3": 0.2878, "X4": 0.43101, "Y4": 0.2878, "page": 0, "Index": 68}, {"Word": "who", "Confidence": 0.998, "X1": 0.51511, "Y1": 0.2692, "X2": 0.55453, "Y2": 0.269, "X3": 0.55453, "Y3": 0.2878, "X4": 0.5138, "Y4": 0.2878, "page": 0, "Index": 69}, {"Word": "are", "Confidence": 0.998, "X1": 0.55979, "Y1": 0.2692, "X2": 0.59001, "Y2": 0.269, "X3": 0.59001, "Y3": 0.2878, "X4": 0.55979, "Y4": 0.2878, "page": 0, "Index": 70}, {"Word": "current", "Confidence": 0.996, "X1": 0.59527, "Y1": 0.2692, "X2": 0.66097, "Y2": 0.269, "X3": 0.66097, "Y3": 0.2878, "X4": 0.59396, "Y4": 0.2878, "page": 0, "Index": 71}, {"Word": "smokers", "Confidence": 0.995, "X1": 0.66623, "Y1": 0.2692, "X2": 0.74507, "Y2": 0.269, "X3": 0.74507, "Y3": 0.2878, "X4": 0.66623, "Y4": 0.2878, "page": 0, "Index": 72}, {"Word": "purchased", "Confidence": 0.995, "X1": 0.75033, "Y1": 0.2692, "X2": 0.84888, "Y2": 0.269, "X3": 0.84888, "Y3": 0.2878, "X4": 0.74901, "Y4": 0.2878, "page": 0, "Index": 73}, {"Word": "only", "Confidence": 0.993, "X1": 0.1498, "Y1": 0.2702, "X2": 0.19054, "Y2": 0.27, "X3": 0.19054, "Y3": 0.2898, "X4": 0.1498, "Y4": 0.2898, "page": 0, "Index": 74}, {"Word": "30", "Confidence": 0.998, "X1": 0.1958, "Y1": 0.2702, "X2": 0.21551, "Y2": 0.27, "X3": 0.21551, "Y3": 0.2888, "X4": 0.1958, "Y4": 0.2898, "page": 0, "Index": 75}, {"Word": "percent", "Confidence": 0.995, "X1": 0.22076, "Y1": 0.2692, "X2": 0.29172, "Y2": 0.269, "X3": 0.29041, "Y3": 0.2888, "X4": 0.22076, "Y4": 0.2888, "page": 0, "Index": 76}, {"Word": "of", "Confidence": 0.998, "X1": 0.29566, "Y1": 0.2692, "X2": 0.31406, "Y2": 0.269, "X3": 0.31406, "Y3": 0.2888, "X4": 0.29566, "Y4": 0.2888, "page": 0, "Index": 77}, {"Word": "high", "Confidence": 0.988, "X1": 0.31932, "Y1": 0.2692, "X2": 0.36137, "Y2": 0.269, "X3": 0.36137, "Y3": 0.2888, "X4": 0.31932, "Y4": 0.2888, "page": 0, "Index": 78}, {"Word": "their", "Confidence": 0.997, "X1": 0.15243, "Y1": 0.2882, "X2": 0.19317, "Y2": 0.288, "X3": 0.19317, "Y3": 0.3068, "X4": 0.15243, "Y4": 0.3068, "page": 0, "Index": 79}, {"Word": "cigarettes", "Confidence": 0.995, "X1": 0.19842, "Y1": 0.2892, "X2": 0.28647, "Y2": 0.289, "X3": 0.28647, "Y3": 0.3068, "X4": 0.19711, "Y4": 0.3068, "page": 0, "Index": 80}, {"Word": "at", "Confidence": 0.998, "X1": 0.29172, "Y1": 0.2892, "X2": 0.3088, "Y2": 0.289, "X3": 0.3088, "Y3": 0.3068, "X4": 0.29172, "Y4": 0.3068, "page": 0, "Index": 81}, {"Word": "a", "Confidence": 0.995, "X1": 0.31406, "Y1": 0.2892, "X2": 0.32457, "Y2": 0.289, "X3": 0.32457, "Y3": 0.3068, "X4": 0.31406, "Y4": 0.3068, "page": 0, "Index": 82}, {"Word": "store", "Confidence": 0.998, "X1": 0.32983, "Y1": 0.2892, "X2": 0.37582, "Y2": 0.289, "X3": 0.37582, "Y3": 0.3068, "X4": 0.32983, "Y4": 0.3068, "page": 0, "Index": 83}, {"Word": "or", "Confidence": 0.998, "X1": 0.38108, "Y1": 0.2892, "X2": 0.40079, "Y2": 0.289, "X3": 0.40079, "Y3": 0.3068, "X4": 0.37976, "Y4": 0.3068, "page": 0, "Index": 84}, {"Word": "gas", "Confidence": 0.998, "X1": 0.40604, "Y1": 0.2892, "X2": 0.43627, "Y2": 0.289, "X3": 0.43627, "Y3": 0.3068, "X4": 0.40604, "Y4": 0.3068, "page": 0, "Index": 85}, {"Word": "station.", "Confidence": 0.995, "X1": 0.44021, "Y1": 0.2892, "X2": 0.51248, "Y2": 0.289, "X3": 0.51248, "Y3": 0.3068, "X4": 0.44021, "Y4": 0.3068, "page": 0, "Index": 86}, {"Word": ".", "Confidence": 0.662, "X1": 0.12089, "Y1": 0.3262, "X2": 0.13403, "Y2": 0.326, "X3": 0.13403, "Y3": 0.3458, "X4": 0.11958, "Y4": 0.3458, "page": 0, "Index": 87}, {"Word": "Many", "Confidence": 0.988, "X1": 0.1498, "Y1": 0.3262, "X2": 0.20368, "Y2": 0.326, "X3": 0.20368, "Y3": 0.3458, "X4": 0.1498, "Y4": 0.3458, "page": 0, "Index": 88}, {"Word": "youth", "Confidence": 0.997, "X1": 0.20894, "Y1": 0.3272, "X2": 0.26281, "Y2": 0.327, "X3": 0.26281, "Y3": 0.3458, "X4": 0.20894, "Y4": 0.3458, "page": 0, "Index": 89}, {"Word": "experts", "Confidence": 0.995, "X1": 0.26807, "Y1": 0.3272, "X2": 0.33509, "Y2": 0.327, "X3": 0.33509, "Y3": 0.3458, "X4": 0.26675, "Y4": 0.3458, "page": 0, "Index": 90}, {"Word": "believe", "Confidence": 0.995, "X1": 0.34034, "Y1": 0.3272, "X2": 0.40736, "Y2": 0.327, "X3": 0.40736, "Y3": 0.3458, "X4": 0.33903, "Y4": 0.3458, "page": 0, "Index": 91}, {"Word": "-", "Confidence": 0.995, "X1": 0.4113, "Y1": 0.3272, "X2": 0.42444, "Y2": 0.327, "X3": 0.42444, "Y3": 0.3448, "X4": 0.4113, "Y4": 0.3458, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.998, "X1": 0.4297, "Y1": 0.3272, "X2": 0.46518, "Y2": 0.327, "X3": 0.46518, "Y3": 0.3448, "X4": 0.4297, "Y4": 0.3448, "page": 0, "Index": 93}, {"Word": "we", "Confidence": 0.998, "X1": 0.47043, "Y1": 0.3272, "X2": 0.49803, "Y2": 0.327, "X3": 0.49803, "Y3": 0.3448, "X4": 0.47043, "Y4": 0.3448, "page": 0, "Index": 94}, {"Word": "agree", "Confidence": 0.997, "X1": 0.50329, "Y1": 0.3272, "X2": 0.55453, "Y2": 0.327, "X3": 0.55453, "Y3": 0.3448, "X4": 0.50329, "Y4": 0.3448, "page": 0, "Index": 95}, {"Word": "-", "Confidence": 0.995, "X1": 0.55979, "Y1": 0.3272, "X2": 0.57293, "Y2": 0.327, "X3": 0.57424, "Y3": 0.3448, "X4": 0.55979, "Y4": 0.3448, "page": 0, "Index": 96}, {"Word": "that", "Confidence": 0.988, "X1": 0.5795, "Y1": 0.3272, "X2": 0.61498, "Y2": 0.327, "X3": 0.61498, "Y3": 0.3448, "X4": 0.5795, "Y4": 0.3448, "page": 0, "Index": 97}, {"Word": "a", "Confidence": 0.995, "X1": 0.62024, "Y1": 0.3272, "X2": 0.62943, "Y2": 0.327, "X3": 0.62943, "Y3": 0.3448, "X4": 0.62024, "Y4": 0.3448, "page": 0, "Index": 98}, {"Word": "comprehensive", "Confidence": 0.993, "X1": 0.63469, "Y1": 0.3272, "X2": 0.7753, "Y2": 0.327, "X3": 0.7753, "Y3": 0.3458, "X4": 0.63469, "Y4": 0.3448, "page": 0, "Index": 99}, {"Word": "approach", "Confidence": 0.996, "X1": 0.78055, "Y1": 0.3272, "X2": 0.86991, "Y2": 0.327, "X3": 0.86991, "Y3": 0.3458, "X4": 0.78055, "Y4": 0.3458, "page": 0, "Index": 100}, {"Word": "is", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.3462, "X2": 0.16426, "Y2": 0.346, "X3": 0.16426, "Y3": 0.3638, "X4": 0.1498, "Y4": 0.3638, "page": 0, "Index": 101}, {"Word": "needed", "Confidence": 0.996, "X1": 0.1682, "Y1": 0.3462, "X2": 0.23784, "Y2": 0.346, "X3": 0.23784, "Y3": 0.3648, "X4": 0.1682, "Y4": 0.3638, "page": 0, "Index": 102}, {"Word": "that", "Confidence": 0.981, "X1": 0.2431, "Y1": 0.3472, "X2": 0.27858, "Y2": 0.347, "X3": 0.27858, "Y3": 0.3648, "X4": 0.2431, "Y4": 0.3648, "page": 0, "Index": 103}, {"Word": "integrates", "Confidence": 0.994, "X1": 0.28384, "Y1": 0.3472, "X2": 0.37451, "Y2": 0.347, "X3": 0.37451, "Y3": 0.3648, "X4": 0.28384, "Y4": 0.3648, "page": 0, "Index": 104}, {"Word": "communications,", "Confidence": 0.993, "X1": 0.37976, "Y1": 0.3472, "X2": 0.53745, "Y2": 0.347, "X3": 0.53745, "Y3": 0.3648, "X4": 0.37976, "Y4": 0.3648, "page": 0, "Index": 105}, {"Word": "peer", "Confidence": 0.991, "X1": 0.54271, "Y1": 0.3472, "X2": 0.58344, "Y2": 0.347, "X3": 0.58344, "Y3": 0.3648, "X4": 0.54271, "Y4": 0.3648, "page": 0, "Index": 106}, {"Word": "interaction,", "Confidence": 0.991, "X1": 0.5887, "Y1": 0.3472, "X2": 0.69382, "Y2": 0.347, "X3": 0.69382, "Y3": 0.3648, "X4": 0.5887, "Y4": 0.3648, "page": 0, "Index": 107}, {"Word": "school-based", "Confidence": 0.992, "X1": 0.69777, "Y1": 0.3462, "X2": 0.81997, "Y2": 0.346, "X3": 0.81997, "Y3": 0.3638, "X4": 0.69777, "Y4": 0.3648, "page": 0, "Index": 108}, {"Word": "educational", "Confidence": 0.989, "X1": 0.1498, "Y1": 0.3662, "X2": 0.25756, "Y2": 0.366, "X3": 0.25756, "Y3": 0.3838, "X4": 0.1498, "Y4": 0.3838, "page": 0, "Index": 109}, {"Word": "programs,", "Confidence": 0.994, "X1": 0.26281, "Y1": 0.3662, "X2": 0.35742, "Y2": 0.366, "X3": 0.35742, "Y3": 0.3848, "X4": 0.26281, "Y4": 0.3838, "page": 0, "Index": 110}, {"Word": "community", "Confidence": 0.995, "X1": 0.36268, "Y1": 0.3662, "X2": 0.46912, "Y2": 0.366, "X3": 0.46912, "Y3": 0.3848, "X4": 0.36268, "Y4": 0.3848, "page": 0, "Index": 111}, {"Word": "involvement", "Confidence": 0.992, "X1": 0.47438, "Y1": 0.3662, "X2": 0.59133, "Y2": 0.366, "X3": 0.59133, "Y3": 0.3838, "X4": 0.47438, "Y4": 0.3848, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.3662, "X2": 0.63206, "Y2": 0.366, "X3": 0.63206, "Y3": 0.3838, "X4": 0.59658, "Y4": 0.3838, "page": 0, "Index": 113}, {"Word": "access", "Confidence": 0.996, "X1": 0.63601, "Y1": 0.3662, "X2": 0.69382, "Y2": 0.366, "X3": 0.69382, "Y3": 0.3838, "X4": 0.63601, "Y4": 0.3838, "page": 0, "Index": 114}, {"Word": "prevention", "Confidence": 0.994, "X1": 0.69777, "Y1": 0.3652, "X2": 0.80158, "Y2": 0.365, "X3": 0.80158, "Y3": 0.3838, "X4": 0.69777, "Y4": 0.3838, "page": 0, "Index": 115}, {"Word": "strategies.", "Confidence": 0.992, "X1": 0.15112, "Y1": 0.3862, "X2": 0.24836, "Y2": 0.386, "X3": 0.24704, "Y3": 0.4028, "X4": 0.1498, "Y4": 0.4028, "page": 0, "Index": 116}, {"Word": "Let's", "Confidence": 0.993, "X1": 0.1498, "Y1": 0.4222, "X2": 0.19185, "Y2": 0.422, "X3": 0.19185, "Y3": 0.4408, "X4": 0.14849, "Y4": 0.4408, "page": 0, "Index": 117}, {"Word": "focus", "Confidence": 0.996, "X1": 0.19711, "Y1": 0.4222, "X2": 0.24836, "Y2": 0.422, "X3": 0.24836, "Y3": 0.4418, "X4": 0.19711, "Y4": 0.4408, "page": 0, "Index": 118}, {"Word": "on", "Confidence": 0.997, "X1": 0.25361, "Y1": 0.4222, "X2": 0.27595, "Y2": 0.422, "X3": 0.27595, "Y3": 0.4418, "X4": 0.25361, "Y4": 0.4418, "page": 0, "Index": 119}, {"Word": "meaningful", "Confidence": 0.994, "X1": 0.28121, "Y1": 0.4222, "X2": 0.38896, "Y2": 0.422, "X3": 0.38765, "Y3": 0.4418, "X4": 0.28121, "Y4": 0.4418, "page": 0, "Index": 120}, {"Word": "comprehensive", "Confidence": 0.991, "X1": 0.39422, "Y1": 0.4222, "X2": 0.53351, "Y2": 0.422, "X3": 0.53351, "Y3": 0.4428, "X4": 0.3929, "Y4": 0.4418, "page": 0, "Index": 121}, {"Word": "efforts,", "Confidence": 0.994, "X1": 0.53876, "Y1": 0.4222, "X2": 0.60315, "Y2": 0.422, "X3": 0.60315, "Y3": 0.4428, "X4": 0.53876, "Y4": 0.4428, "page": 0, "Index": 122}, {"Word": "rather", "Confidence": 0.997, "X1": 0.60841, "Y1": 0.4222, "X2": 0.6636, "Y2": 0.422, "X3": 0.6636, "Y3": 0.4428, "X4": 0.60841, "Y4": 0.4428, "page": 0, "Index": 123}, {"Word": "than", "Confidence": 0.987, "X1": 0.66886, "Y1": 0.4222, "X2": 0.71091, "Y2": 0.422, "X3": 0.70959, "Y3": 0.4428, "X4": 0.66886, "Y4": 0.4428, "page": 0, "Index": 124}, {"Word": "imposing", "Confidence": 0.995, "X1": 0.71616, "Y1": 0.4222, "X2": 0.8042, "Y2": 0.422, "X3": 0.8042, "Y3": 0.4418, "X4": 0.71485, "Y4": 0.4428, "page": 0, "Index": 125}, {"Word": "unfair", "Confidence": 0.996, "X1": 0.80946, "Y1": 0.4212, "X2": 0.87122, "Y2": 0.421, "X3": 0.86991, "Y3": 0.4418, "X4": 0.80946, "Y4": 0.4418, "page": 0, "Index": 126}, {"Word": "taxation", "Confidence": 0.994, "X1": 0.15375, "Y1": 0.4422, "X2": 0.2247, "Y2": 0.442, "X3": 0.22602, "Y3": 0.4598, "X4": 0.15375, "Y4": 0.4608, "page": 0, "Index": 127}, {"Word": "on", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.4422, "X2": 0.25493, "Y2": 0.442, "X3": 0.25493, "Y3": 0.4598, "X4": 0.22996, "Y4": 0.4598, "page": 0, "Index": 128}, {"Word": "adult", "Confidence": 0.998, "X1": 0.25887, "Y1": 0.4422, "X2": 0.30749, "Y2": 0.442, "X3": 0.3088, "Y3": 0.4588, "X4": 0.26018, "Y4": 0.4598, "page": 0, "Index": 129}, {"Word": "smokers.", "Confidence": 0.994, "X1": 0.31275, "Y1": 0.4432, "X2": 0.40079, "Y2": 0.443, "X3": 0.40079, "Y3": 0.4598, "X4": 0.31275, "Y4": 0.4588, "page": 0, "Index": 130}, {"Word": ".....", "Confidence": 0.443, "X1": 0.58476, "Y1": 0.4492, "X2": 0.62812, "Y2": 0.449, "X3": 0.62681, "Y3": 0.4618, "X4": 0.58344, "Y4": 0.4608, "page": 0, "Index": 131}, {"Word": "Why", "Confidence": 0.998, "X1": 0.11958, "Y1": 0.4792, "X2": 0.16426, "Y2": 0.479, "X3": 0.16294, "Y3": 0.4978, "X4": 0.11958, "Y4": 0.4988, "page": 0, "Index": 132}, {"Word": "youth", "Confidence": 0.998, "X1": 0.16951, "Y1": 0.4792, "X2": 0.2247, "Y2": 0.479, "X3": 0.22339, "Y3": 0.4978, "X4": 0.1682, "Y4": 0.4978, "page": 0, "Index": 133}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.22996, "Y1": 0.4792, "X2": 0.31537, "Y2": 0.479, "X3": 0.31406, "Y3": 0.4988, "X4": 0.22865, "Y4": 0.4978, "page": 0, "Index": 134}, {"Word": "rates", "Confidence": 0.997, "X1": 0.31932, "Y1": 0.4792, "X2": 0.36531, "Y2": 0.479, "X3": 0.36399, "Y3": 0.4988, "X4": 0.31932, "Y4": 0.4988, "page": 0, "Index": 135}, {"Word": "are", "Confidence": 0.998, "X1": 0.37057, "Y1": 0.4792, "X2": 0.39947, "Y2": 0.479, "X3": 0.39816, "Y3": 0.4988, "X4": 0.36925, "Y4": 0.4988, "page": 0, "Index": 136}, {"Word": "going", "Confidence": 0.998, "X1": 0.40473, "Y1": 0.4802, "X2": 0.45861, "Y2": 0.48, "X3": 0.45729, "Y3": 0.4998, "X4": 0.40342, "Y4": 0.4988, "page": 0, "Index": 137}, {"Word": "up", "Confidence": 0.998, "X1": 0.46386, "Y1": 0.4802, "X2": 0.49277, "Y2": 0.48, "X3": 0.49146, "Y3": 0.4998, "X4": 0.46255, "Y4": 0.4998, "page": 0, "Index": 138}, {"Word": "If", "Confidence": 0.994, "X1": 0.1498, "Y1": 0.5182, "X2": 0.16426, "Y2": 0.518, "X3": 0.16426, "Y3": 0.5358, "X4": 0.1498, "Y4": 0.5358, "page": 0, "Index": 139}, {"Word": "we", "Confidence": 0.998, "X1": 0.1682, "Y1": 0.5182, "X2": 0.1958, "Y2": 0.518, "X3": 0.1958, "Y3": 0.5358, "X4": 0.16951, "Y4": 0.5358, "page": 0, "Index": 140}, {"Word": "or", "Confidence": 0.997, "X1": 0.20105, "Y1": 0.5182, "X2": 0.22208, "Y2": 0.518, "X3": 0.22208, "Y3": 0.5358, "X4": 0.20105, "Y4": 0.5358, "page": 0, "Index": 141}, {"Word": "anyone", "Confidence": 0.997, "X1": 0.22733, "Y1": 0.5182, "X2": 0.29304, "Y2": 0.518, "X3": 0.29304, "Y3": 0.5358, "X4": 0.22733, "Y4": 0.5358, "page": 0, "Index": 142}, {"Word": "really", "Confidence": 0.997, "X1": 0.29829, "Y1": 0.5182, "X2": 0.35085, "Y2": 0.518, "X3": 0.35085, "Y3": 0.5358, "X4": 0.29829, "Y4": 0.5358, "page": 0, "Index": 143}, {"Word": "knew", "Confidence": 0.984, "X1": 0.35611, "Y1": 0.5182, "X2": 0.40604, "Y2": 0.518, "X3": 0.40604, "Y3": 0.5358, "X4": 0.35611, "Y4": 0.5358, "page": 0, "Index": 144}, {"Word": "the", "Confidence": 0.998, "X1": 0.41393, "Y1": 0.5182, "X2": 0.44284, "Y2": 0.518, "X3": 0.44284, "Y3": 0.5358, "X4": 0.41393, "Y4": 0.5358, "page": 0, "Index": 145}, {"Word": "answer", "Confidence": 0.997, "X1": 0.44809, "Y1": 0.5182, "X2": 0.5138, "Y2": 0.518, "X3": 0.5138, "Y3": 0.5358, "X4": 0.44809, "Y4": 0.5358, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.51905, "Y1": 0.5172, "X2": 0.53876, "Y2": 0.517, "X3": 0.53745, "Y3": 0.5358, "X4": 0.51905, "Y4": 0.5358, "page": 0, "Index": 147}, {"Word": "that,", "Confidence": 0.997, "X1": 0.54402, "Y1": 0.5172, "X2": 0.58607, "Y2": 0.517, "X3": 0.58476, "Y3": 0.5358, "X4": 0.54271, "Y4": 0.5358, "page": 0, "Index": 148}, {"Word": "we", "Confidence": 0.998, "X1": 0.59001, "Y1": 0.5172, "X2": 0.61761, "Y2": 0.517, "X3": 0.61761, "Y3": 0.5358, "X4": 0.59001, "Y4": 0.5358, "page": 0, "Index": 149}, {"Word": "would", "Confidence": 0.997, "X1": 0.62286, "Y1": 0.5172, "X2": 0.682, "Y2": 0.517, "X3": 0.682, "Y3": 0.5358, "X4": 0.62155, "Y4": 0.5358, "page": 0, "Index": 150}, {"Word": "know", "Confidence": 0.987, "X1": 0.68725, "Y1": 0.5172, "X2": 0.73719, "Y2": 0.517, "X3": 0.73587, "Y3": 0.5358, "X4": 0.68594, "Y4": 0.5358, "page": 0, "Index": 151}, {"Word": "for", "Confidence": 0.998, "X1": 0.74507, "Y1": 0.5172, "X2": 0.77267, "Y2": 0.517, "X3": 0.77135, "Y3": 0.5358, "X4": 0.74376, "Y4": 0.5358, "page": 0, "Index": 152}, {"Word": "certain", "Confidence": 0.994, "X1": 0.77792, "Y1": 0.5172, "X2": 0.84363, "Y2": 0.517, "X3": 0.84231, "Y3": 0.5358, "X4": 0.77661, "Y4": 0.5358, "page": 0, "Index": 153}, {"Word": "how", "Confidence": 0.994, "X1": 0.15243, "Y1": 0.5372, "X2": 0.18791, "Y2": 0.537, "X3": 0.18791, "Y3": 0.5538, "X4": 0.15243, "Y4": 0.5538, "page": 0, "Index": 154}, {"Word": "to", "Confidence": 0.998, "X1": 0.19448, "Y1": 0.5372, "X2": 0.21419, "Y2": 0.537, "X3": 0.21419, "Y3": 0.5538, "X4": 0.19448, "Y4": 0.5538, "page": 0, "Index": 155}, {"Word": "solve", "Confidence": 0.997, "X1": 0.21813, "Y1": 0.5372, "X2": 0.26675, "Y2": 0.537, "X3": 0.26675, "Y3": 0.5548, "X4": 0.21945, "Y4": 0.5538, "page": 0, "Index": 156}, {"Word": "the", "Confidence": 0.998, "X1": 0.2707, "Y1": 0.5372, "X2": 0.30223, "Y2": 0.537, "X3": 0.30223, "Y3": 0.5548, "X4": 0.27201, "Y4": 0.5548, "page": 0, "Index": 157}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.30618, "Y1": 0.5372, "X2": 0.39422, "Y2": 0.537, "X3": 0.39422, "Y3": 0.5558, "X4": 0.30618, "Y4": 0.5548, "page": 0, "Index": 158}, {"Word": "Most", "Confidence": 0.988, "X1": 0.39947, "Y1": 0.5372, "X2": 0.44678, "Y2": 0.537, "X3": 0.44678, "Y3": 0.5558, "X4": 0.39947, "Y4": 0.5558, "page": 0, "Index": 159}, {"Word": "experts", "Confidence": 0.994, "X1": 0.45204, "Y1": 0.5372, "X2": 0.52037, "Y2": 0.537, "X3": 0.52037, "Y3": 0.5558, "X4": 0.45204, "Y4": 0.5558, "page": 0, "Index": 160}, {"Word": "seem", "Confidence": 0.988, "X1": 0.52562, "Y1": 0.5372, "X2": 0.56767, "Y2": 0.537, "X3": 0.56767, "Y3": 0.5558, "X4": 0.52562, "Y4": 0.5558, "page": 0, "Index": 161}, {"Word": "to", "Confidence": 0.998, "X1": 0.57687, "Y1": 0.5372, "X2": 0.59527, "Y2": 0.537, "X3": 0.59527, "Y3": 0.5568, "X4": 0.57687, "Y4": 0.5568, "page": 0, "Index": 162}, {"Word": "agree", "Confidence": 0.997, "X1": 0.60053, "Y1": 0.5372, "X2": 0.65177, "Y2": 0.537, "X3": 0.65177, "Y3": 0.5568, "X4": 0.60053, "Y4": 0.5568, "page": 0, "Index": 163}, {"Word": "that", "Confidence": 0.991, "X1": 0.65703, "Y1": 0.5372, "X2": 0.6912, "Y2": 0.537, "X3": 0.6912, "Y3": 0.5568, "X4": 0.65703, "Y4": 0.5568, "page": 0, "Index": 164}, {"Word": "no", "Confidence": 0.998, "X1": 0.69645, "Y1": 0.5372, "X2": 0.72142, "Y2": 0.537, "X3": 0.72142, "Y3": 0.5558, "X4": 0.69645, "Y4": 0.5568, "page": 0, "Index": 165}, {"Word": "one", "Confidence": 0.998, "X1": 0.72668, "Y1": 0.5372, "X2": 0.76216, "Y2": 0.537, "X3": 0.76216, "Y3": 0.5558, "X4": 0.72668, "Y4": 0.5558, "page": 0, "Index": 166}, {"Word": "approach", "Confidence": 0.996, "X1": 0.7661, "Y1": 0.5372, "X2": 0.85545, "Y2": 0.537, "X3": 0.85545, "Y3": 0.5558, "X4": 0.7661, "Y4": 0.5558, "page": 0, "Index": 167}, {"Word": "will", "Confidence": 0.994, "X1": 0.15112, "Y1": 0.5552, "X2": 0.18528, "Y2": 0.555, "X3": 0.18528, "Y3": 0.5738, "X4": 0.15112, "Y4": 0.5728, "page": 0, "Index": 168}, {"Word": "solve", "Confidence": 0.997, "X1": 0.19054, "Y1": 0.5562, "X2": 0.23916, "Y2": 0.556, "X3": 0.23916, "Y3": 0.5738, "X4": 0.19054, "Y4": 0.5738, "page": 0, "Index": 169}, {"Word": "the", "Confidence": 0.998, "X1": 0.24442, "Y1": 0.5562, "X2": 0.27332, "Y2": 0.556, "X3": 0.27332, "Y3": 0.5738, "X4": 0.2431, "Y4": 0.5738, "page": 0, "Index": 170}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.27858, "Y1": 0.5572, "X2": 0.36662, "Y2": 0.557, "X3": 0.36662, "Y3": 0.5738, "X4": 0.27858, "Y4": 0.5738, "page": 0, "Index": 171}, {"Word": "Many", "Confidence": 0.988, "X1": 0.1498, "Y1": 0.5962, "X2": 0.20368, "Y2": 0.596, "X3": 0.20237, "Y3": 0.6148, "X4": 0.1498, "Y4": 0.6148, "page": 0, "Index": 172}, {"Word": "youth", "Confidence": 0.994, "X1": 0.20894, "Y1": 0.5962, "X2": 0.26413, "Y2": 0.596, "X3": 0.26281, "Y3": 0.6148, "X4": 0.20762, "Y4": 0.6148, "page": 0, "Index": 173}, {"Word": "experts", "Confidence": 0.995, "X1": 0.26807, "Y1": 0.5962, "X2": 0.3364, "Y2": 0.596, "X3": 0.3364, "Y3": 0.6148, "X4": 0.26807, "Y4": 0.6148, "page": 0, "Index": 174}, {"Word": "believe", "Confidence": 0.995, "X1": 0.34166, "Y1": 0.5962, "X2": 0.40736, "Y2": 0.596, "X3": 0.40736, "Y3": 0.6148, "X4": 0.34034, "Y4": 0.6148, "page": 0, "Index": 175}, {"Word": "-", "Confidence": 0.994, "X1": 0.41261, "Y1": 0.5962, "X2": 0.42576, "Y2": 0.596, "X3": 0.42576, "Y3": 0.6148, "X4": 0.41261, "Y4": 0.6148, "page": 0, "Index": 176}, {"Word": "and", "Confidence": 0.998, "X1": 0.43101, "Y1": 0.5962, "X2": 0.46781, "Y2": 0.596, "X3": 0.46781, "Y3": 0.6148, "X4": 0.4297, "Y4": 0.6148, "page": 0, "Index": 177}, {"Word": "we", "Confidence": 0.998, "X1": 0.47306, "Y1": 0.5962, "X2": 0.50066, "Y2": 0.596, "X3": 0.49934, "Y3": 0.6148, "X4": 0.47175, "Y4": 0.6148, "page": 0, "Index": 178}, {"Word": "agree,", "Confidence": 0.997, "X1": 0.5046, "Y1": 0.5962, "X2": 0.55979, "Y2": 0.596, "X3": 0.55979, "Y3": 0.6148, "X4": 0.5046, "Y4": 0.6148, "page": 0, "Index": 179}, {"Word": "that", "Confidence": 0.99, "X1": 0.56505, "Y1": 0.5962, "X2": 0.60053, "Y2": 0.596, "X3": 0.60053, "Y3": 0.6148, "X4": 0.56505, "Y4": 0.6148, "page": 0, "Index": 180}, {"Word": "a", "Confidence": 0.995, "X1": 0.60578, "Y1": 0.5962, "X2": 0.61761, "Y2": 0.596, "X3": 0.61629, "Y3": 0.6148, "X4": 0.60578, "Y4": 0.6148, "page": 0, "Index": 181}, {"Word": "comprehensive", "Confidence": 0.992, "X1": 0.62155, "Y1": 0.5962, "X2": 0.76347, "Y2": 0.596, "X3": 0.76347, "Y3": 0.6148, "X4": 0.62155, "Y4": 0.6148, "page": 0, "Index": 182}, {"Word": "approach", "Confidence": 0.996, "X1": 0.76741, "Y1": 0.5962, "X2": 0.85808, "Y2": 0.596, "X3": 0.85808, "Y3": 0.6148, "X4": 0.76741, "Y4": 0.6148, "page": 0, "Index": 183}, {"Word": "is", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.6152, "X2": 0.16426, "Y2": 0.615, "X3": 0.16426, "Y3": 0.6318, "X4": 0.15112, "Y4": 0.6318, "page": 0, "Index": 184}, {"Word": "needed", "Confidence": 0.996, "X1": 0.16951, "Y1": 0.6152, "X2": 0.23784, "Y2": 0.615, "X3": 0.23784, "Y3": 0.6328, "X4": 0.16951, "Y4": 0.6318, "page": 0, "Index": 185}, {"Word": "that", "Confidence": 0.991, "X1": 0.2431, "Y1": 0.6152, "X2": 0.27989, "Y2": 0.615, "X3": 0.27989, "Y3": 0.6328, "X4": 0.2431, "Y4": 0.6328, "page": 0, "Index": 186}, {"Word": "integrates", "Confidence": 0.994, "X1": 0.28384, "Y1": 0.6152, "X2": 0.37582, "Y2": 0.615, "X3": 0.37582, "Y3": 0.6328, "X4": 0.28384, "Y4": 0.6328, "page": 0, "Index": 187}, {"Word": "communications,", "Confidence": 0.991, "X1": 0.37976, "Y1": 0.6152, "X2": 0.53876, "Y2": 0.615, "X3": 0.53876, "Y3": 0.6338, "X4": 0.37976, "Y4": 0.6328, "page": 0, "Index": 188}, {"Word": "peer", "Confidence": 0.991, "X1": 0.54402, "Y1": 0.6152, "X2": 0.58476, "Y2": 0.615, "X3": 0.58476, "Y3": 0.6338, "X4": 0.54402, "Y4": 0.6338, "page": 0, "Index": 189}, {"Word": "interaction,", "Confidence": 0.975, "X1": 0.5887, "Y1": 0.6152, "X2": 0.69514, "Y2": 0.615, "X3": 0.69514, "Y3": 0.6328, "X4": 0.5887, "Y4": 0.6338, "page": 0, "Index": 190}, {"Word": "school-based", "Confidence": 0.993, "X1": 0.69908, "Y1": 0.6142, "X2": 0.82129, "Y2": 0.614, "X3": 0.82129, "Y3": 0.6318, "X4": 0.69908, "Y4": 0.6328, "page": 0, "Index": 191}, {"Word": "educational", "Confidence": 0.982, "X1": 0.15112, "Y1": 0.6342, "X2": 0.25887, "Y2": 0.634, "X3": 0.25756, "Y3": 0.6528, "X4": 0.15112, "Y4": 0.6518, "page": 0, "Index": 192}, {"Word": "programs,", "Confidence": 0.995, "X1": 0.26281, "Y1": 0.6342, "X2": 0.35742, "Y2": 0.634, "X3": 0.35742, "Y3": 0.6528, "X4": 0.26281, "Y4": 0.6528, "page": 0, "Index": 193}, {"Word": "community", "Confidence": 0.995, "X1": 0.36268, "Y1": 0.6342, "X2": 0.47043, "Y2": 0.634, "X3": 0.46912, "Y3": 0.6528, "X4": 0.36268, "Y4": 0.6528, "page": 0, "Index": 194}, {"Word": "involvement", "Confidence": 0.993, "X1": 0.47438, "Y1": 0.6342, "X2": 0.59133, "Y2": 0.634, "X3": 0.59133, "Y3": 0.6528, "X4": 0.47438, "Y4": 0.6528, "page": 0, "Index": 195}, {"Word": "and", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.6342, "X2": 0.63075, "Y2": 0.634, "X3": 0.63075, "Y3": 0.6518, "X4": 0.59658, "Y4": 0.6528, "page": 0, "Index": 196}, {"Word": "access", "Confidence": 0.997, "X1": 0.63601, "Y1": 0.6342, "X2": 0.69382, "Y2": 0.634, "X3": 0.69382, "Y3": 0.6518, "X4": 0.63601, "Y4": 0.6518, "page": 0, "Index": 197}, {"Word": "prevention", "Confidence": 0.995, "X1": 0.69908, "Y1": 0.6342, "X2": 0.80158, "Y2": 0.634, "X3": 0.80026, "Y3": 0.6508, "X4": 0.69908, "Y4": 0.6518, "page": 0, "Index": 198}, {"Word": "strategies.", "Confidence": 0.993, "X1": 0.15112, "Y1": 0.6542, "X2": 0.24836, "Y2": 0.654, "X3": 0.24836, "Y3": 0.6718, "X4": 0.15112, "Y4": 0.6708, "page": 0, "Index": 199}, {"Word": "(As", "Confidence": 0.998, "X1": 0.15112, "Y1": 0.6932, "X2": 0.18134, "Y2": 0.693, "X3": 0.18003, "Y3": 0.7108, "X4": 0.15112, "Y4": 0.7108, "page": 0, "Index": 200}, {"Word": "part", "Confidence": 0.991, "X1": 0.18528, "Y1": 0.6932, "X2": 0.2247, "Y2": 0.693, "X3": 0.2247, "Y3": 0.7108, "X4": 0.18528, "Y4": 0.7108, "page": 0, "Index": 201}, {"Word": "of", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.6922, "X2": 0.24967, "Y2": 0.692, "X3": 0.24836, "Y3": 0.7108, "X4": 0.22996, "Y4": 0.7108, "page": 0, "Index": 202}, {"Word": "the", "Confidence": 0.998, "X1": 0.25361, "Y1": 0.6922, "X2": 0.28252, "Y2": 0.692, "X3": 0.28252, "Y3": 0.7108, "X4": 0.25361, "Y4": 0.7108, "page": 0, "Index": 203}, {"Word": "multi-state", "Confidence": 0.993, "X1": 0.28778, "Y1": 0.6922, "X2": 0.38765, "Y2": 0.692, "X3": 0.38765, "Y3": 0.7108, "X4": 0.28647, "Y4": 0.7108, "page": 0, "Index": 204}, {"Word": "settlement,", "Confidence": 0.993, "X1": 0.39159, "Y1": 0.6922, "X2": 0.49409, "Y2": 0.692, "X3": 0.49409, "Y3": 0.7108, "X4": 0.39159, "Y4": 0.7108, "page": 0, "Index": 205}, {"Word": "$1.7", "Confidence": 0.985, "X1": 0.49803, "Y1": 0.6922, "X2": 0.53482, "Y2": 0.692, "X3": 0.53482, "Y3": 0.7108, "X4": 0.49803, "Y4": 0.7108, "page": 0, "Index": 206}, {"Word": "billion", "Confidence": 0.996, "X1": 0.54008, "Y1": 0.6922, "X2": 0.60053, "Y2": 0.692, "X3": 0.60053, "Y3": 0.7108, "X4": 0.54008, "Y4": 0.7108, "page": 0, "Index": 207}, {"Word": "over", "Confidence": 0.988, "X1": 0.60447, "Y1": 0.6922, "X2": 0.64783, "Y2": 0.692, "X3": 0.64783, "Y3": 0.7108, "X4": 0.60447, "Y4": 0.7108, "page": 0, "Index": 208}, {"Word": "10", "Confidence": 0.998, "X1": 0.65309, "Y1": 0.6922, "X2": 0.6728, "Y2": 0.692, "X3": 0.6728, "Y3": 0.7108, "X4": 0.65309, "Y4": 0.7108, "page": 0, "Index": 209}, {"Word": "years", "Confidence": 0.997, "X1": 0.67806, "Y1": 0.6932, "X2": 0.72668, "Y2": 0.693, "X3": 0.72668, "Y3": 0.7108, "X4": 0.67806, "Y4": 0.7108, "page": 0, "Index": 210}, {"Word": "will", "Confidence": 0.994, "X1": 0.73193, "Y1": 0.6932, "X2": 0.76873, "Y2": 0.693, "X3": 0.76873, "Y3": 0.7108, "X4": 0.73193, "Y4": 0.7108, "page": 0, "Index": 211}, {"Word": "be", "Confidence": 0.998, "X1": 0.77267, "Y1": 0.6932, "X2": 0.79369, "Y2": 0.693, "X3": 0.79369, "Y3": 0.7108, "X4": 0.77267, "Y4": 0.7108, "page": 0, "Index": 212}, {"Word": "set", "Confidence": 0.998, "X1": 0.79895, "Y1": 0.6932, "X2": 0.83049, "Y2": 0.693, "X3": 0.83049, "Y3": 0.7108, "X4": 0.79895, "Y4": 0.7108, "page": 0, "Index": 213}, {"Word": "aside", "Confidence": 0.996, "X1": 0.15112, "Y1": 0.7112, "X2": 0.19842, "Y2": 0.711, "X3": 0.19842, "Y3": 0.7278, "X4": 0.15112, "Y4": 0.7278, "page": 0, "Index": 214}, {"Word": "for", "Confidence": 0.998, "X1": 0.20237, "Y1": 0.7112, "X2": 0.23127, "Y2": 0.711, "X3": 0.23127, "Y3": 0.7278, "X4": 0.20237, "Y4": 0.7278, "page": 0, "Index": 215}, {"Word": "a", "Confidence": 0.994, "X1": 0.23653, "Y1": 0.7112, "X2": 0.24573, "Y2": 0.711, "X3": 0.24573, "Y3": 0.7288, "X4": 0.23522, "Y4": 0.7288, "page": 0, "Index": 216}, {"Word": "Foundation", "Confidence": 0.991, "X1": 0.24967, "Y1": 0.7112, "X2": 0.35874, "Y2": 0.711, "X3": 0.35874, "Y3": 0.7288, "X4": 0.24967, "Y4": 0.7288, "page": 0, "Index": 217}, {"Word": "to", "Confidence": 0.998, "X1": 0.36399, "Y1": 0.7112, "X2": 0.38108, "Y2": 0.711, "X3": 0.38108, "Y3": 0.7288, "X4": 0.36399, "Y4": 0.7288, "page": 0, "Index": 218}, {"Word": "study,", "Confidence": 0.995, "X1": 0.38633, "Y1": 0.7112, "X2": 0.44415, "Y2": 0.711, "X3": 0.44415, "Y3": 0.7298, "X4": 0.38502, "Y4": 0.7288, "page": 0, "Index": 219}, {"Word": "among", "Confidence": 0.997, "X1": 0.44941, "Y1": 0.7112, "X2": 0.5138, "Y2": 0.711, "X3": 0.5138, "Y3": 0.7298, "X4": 0.44809, "Y4": 0.7298, "page": 0, "Index": 220}, {"Word": "other", "Confidence": 0.997, "X1": 0.51774, "Y1": 0.7112, "X2": 0.56767, "Y2": 0.711, "X3": 0.56636, "Y3": 0.7298, "X4": 0.51774, "Y4": 0.7298, "page": 0, "Index": 221}, {"Word": "things,", "Confidence": 0.996, "X1": 0.57162, "Y1": 0.7112, "X2": 0.63469, "Y2": 0.711, "X3": 0.63469, "Y3": 0.7298, "X4": 0.57162, "Y4": 0.7298, "page": 0, "Index": 222}, {"Word": "the", "Confidence": 0.998, "X1": 0.63995, "Y1": 0.7112, "X2": 0.67017, "Y2": 0.711, "X3": 0.66886, "Y3": 0.7298, "X4": 0.63863, "Y4": 0.7298, "page": 0, "Index": 223}, {"Word": "reasons", "Confidence": 0.996, "X1": 0.67411, "Y1": 0.7112, "X2": 0.74507, "Y2": 0.711, "X3": 0.74507, "Y3": 0.7298, "X4": 0.67411, "Y4": 0.7298, "page": 0, "Index": 224}, {"Word": "that", "Confidence": 0.988, "X1": 0.75033, "Y1": 0.7112, "X2": 0.78712, "Y2": 0.711, "X3": 0.78581, "Y3": 0.7288, "X4": 0.74901, "Y4": 0.7288, "page": 0, "Index": 225}, {"Word": "kids", "Confidence": 0.991, "X1": 0.79106, "Y1": 0.7112, "X2": 0.83574, "Y2": 0.711, "X3": 0.83443, "Y3": 0.7288, "X4": 0.79106, "Y4": 0.7288, "page": 0, "Index": 226}, {"Word": "smoke", "Confidence": 0.994, "X1": 0.1498, "Y1": 0.7302, "X2": 0.21156, "Y2": 0.73, "X3": 0.21025, "Y3": 0.7478, "X4": 0.1498, "Y4": 0.7478, "page": 0, "Index": 227}, {"Word": "and", "Confidence": 0.998, "X1": 0.21551, "Y1": 0.7302, "X2": 0.25099, "Y2": 0.73, "X3": 0.25099, "Y3": 0.7478, "X4": 0.21551, "Y4": 0.7478, "page": 0, "Index": 228}, {"Word": "this", "Confidence": 0.987, "X1": 0.7385, "Y1": 0.7302, "X2": 0.77267, "Y2": 0.73, "X3": 0.77135, "Y3": 0.7478, "X4": 0.7385, "Y4": 0.7488, "page": 0, "Index": 229}, {"Word": "new", "Confidence": 0.998, "X1": 0.77792, "Y1": 0.7312, "X2": 0.81603, "Y2": 0.731, "X3": 0.81472, "Y3": 0.7478, "X4": 0.77661, "Y4": 0.7478, "page": 0, "Index": 230}, {"Word": "support", "Confidence": 0.993, "X1": 0.25624, "Y1": 0.7302, "X2": 0.32983, "Y2": 0.73, "X3": 0.32983, "Y3": 0.7488, "X4": 0.25493, "Y4": 0.7478, "page": 0, "Index": 231}, {"Word": "strategies", "Confidence": 0.994, "X1": 0.33509, "Y1": 0.7292, "X2": 0.42313, "Y2": 0.729, "X3": 0.42313, "Y3": 0.7488, "X4": 0.33377, "Y4": 0.7488, "page": 0, "Index": 232}, {"Word": "to", "Confidence": 0.998, "X1": 0.42838, "Y1": 0.7292, "X2": 0.44547, "Y2": 0.729, "X3": 0.44547, "Y3": 0.7488, "X4": 0.42707, "Y4": 0.7488, "page": 0, "Index": 233}, {"Word": "combat", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.7292, "X2": 0.52037, "Y2": 0.729, "X3": 0.51905, "Y3": 0.7488, "X4": 0.44941, "Y4": 0.7488, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.998, "X1": 0.52431, "Y1": 0.7292, "X2": 0.55322, "Y2": 0.729, "X3": 0.55322, "Y3": 0.7488, "X4": 0.52431, "Y4": 0.7488, "page": 0, "Index": 235}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.55848, "Y1": 0.7302, "X2": 0.64652, "Y2": 0.73, "X3": 0.64652, "Y3": 0.7488, "X4": 0.55716, "Y4": 0.7488, "page": 0, "Index": 236}, {"Word": "We", "Confidence": 0.998, "X1": 0.65177, "Y1": 0.7302, "X2": 0.682, "Y2": 0.73, "X3": 0.682, "Y3": 0.7488, "X4": 0.65046, "Y4": 0.7488, "page": 0, "Index": 237}, {"Word": "hope", "Confidence": 0.988, "X1": 0.68725, "Y1": 0.7302, "X2": 0.73325, "Y2": 0.73, "X3": 0.73325, "Y3": 0.7488, "X4": 0.68594, "Y4": 0.7488, "page": 0, "Index": 238}, {"Word": "institution", "Confidence": 0.991, "X1": 0.15112, "Y1": 0.7482, "X2": 0.24573, "Y2": 0.748, "X3": 0.24573, "Y3": 0.7658, "X4": 0.15112, "Y4": 0.7658, "page": 0, "Index": 239}, {"Word": "will", "Confidence": 0.989, "X1": 0.24967, "Y1": 0.7482, "X2": 0.28515, "Y2": 0.748, "X3": 0.28515, "Y3": 0.7668, "X4": 0.25099, "Y4": 0.7658, "page": 0, "Index": 240}, {"Word": "be", "Confidence": 0.998, "X1": 0.29041, "Y1": 0.7482, "X2": 0.31275, "Y2": 0.748, "X3": 0.31275, "Y3": 0.7668, "X4": 0.29041, "Y4": 0.7668, "page": 0, "Index": 241}, {"Word": "helpful", "Confidence": 0.996, "X1": 0.31669, "Y1": 0.7482, "X2": 0.38502, "Y2": 0.748, "X3": 0.38502, "Y3": 0.7668, "X4": 0.31669, "Y4": 0.7668, "page": 0, "Index": 242}, {"Word": "in", "Confidence": 0.998, "X1": 0.39028, "Y1": 0.7482, "X2": 0.40736, "Y2": 0.748, "X3": 0.40736, "Y3": 0.7668, "X4": 0.39028, "Y4": 0.7668, "page": 0, "Index": 243}, {"Word": "learning", "Confidence": 0.992, "X1": 0.41261, "Y1": 0.7482, "X2": 0.49014, "Y2": 0.748, "X3": 0.49014, "Y3": 0.7668, "X4": 0.41261, "Y4": 0.7668, "page": 0, "Index": 244}, {"Word": "more.", "Confidence": 0.997, "X1": 0.4954, "Y1": 0.7482, "X2": 0.55191, "Y2": 0.748, "X3": 0.55191, "Y3": 0.7668, "X4": 0.4954, "Y4": 0.7668, "page": 0, "Index": 245}, {"Word": "In", "Confidence": 0.997, "X1": 0.55716, "Y1": 0.7482, "X2": 0.57819, "Y2": 0.748, "X3": 0.57687, "Y3": 0.7668, "X4": 0.55716, "Y4": 0.7668, "page": 0, "Index": 246}, {"Word": "addition,", "Confidence": 0.993, "X1": 0.58213, "Y1": 0.7482, "X2": 0.66623, "Y2": 0.748, "X3": 0.66623, "Y3": 0.7668, "X4": 0.58213, "Y4": 0.7668, "page": 0, "Index": 247}, {"Word": "we", "Confidence": 0.998, "X1": 0.67148, "Y1": 0.7492, "X2": 0.69777, "Y2": 0.749, "X3": 0.69777, "Y3": 0.7668, "X4": 0.67148, "Y4": 0.7668, "page": 0, "Index": 248}, {"Word": "will", "Confidence": 0.988, "X1": 0.70302, "Y1": 0.7492, "X2": 0.73982, "Y2": 0.749, "X3": 0.73982, "Y3": 0.7668, "X4": 0.70302, "Y4": 0.7668, "page": 0, "Index": 249}, {"Word": "be", "Confidence": 0.998, "X1": 0.74507, "Y1": 0.7492, "X2": 0.77135, "Y2": 0.749, "X3": 0.77004, "Y3": 0.7668, "X4": 0.74376, "Y4": 0.7668, "page": 0, "Index": 250}, {"Word": "supporting", "Confidence": 0.992, "X1": 0.15112, "Y1": 0.7672, "X2": 0.25099, "Y2": 0.767, "X3": 0.25099, "Y3": 0.7868, "X4": 0.15112, "Y4": 0.7868, "page": 0, "Index": 251}, {"Word": "research", "Confidence": 0.995, "X1": 0.25756, "Y1": 0.7662, "X2": 0.33509, "Y2": 0.766, "X3": 0.33509, "Y3": 0.7868, "X4": 0.25624, "Y4": 0.7868, "page": 0, "Index": 252}, {"Word": "through", "Confidence": 0.996, "X1": 0.34034, "Y1": 0.7662, "X2": 0.41524, "Y2": 0.766, "X3": 0.41524, "Y3": 0.7868, "X4": 0.34034, "Y4": 0.7868, "page": 0, "Index": 253}, {"Word": "grants", "Confidence": 0.997, "X1": 0.4205, "Y1": 0.7662, "X2": 0.47832, "Y2": 0.766, "X3": 0.477, "Y3": 0.7868, "X4": 0.4205, "Y4": 0.7868, "page": 0, "Index": 254}, {"Word": "and", "Confidence": 0.998, "X1": 0.48357, "Y1": 0.7652, "X2": 0.51905, "Y2": 0.765, "X3": 0.51905, "Y3": 0.7868, "X4": 0.48226, "Y4": 0.7868, "page": 0, "Index": 255}, {"Word": "cooperation", "Confidence": 0.994, "X1": 0.52431, "Y1": 0.7652, "X2": 0.63469, "Y2": 0.765, "X3": 0.63469, "Y3": 0.7868, "X4": 0.52431, "Y4": 0.7868, "page": 0, "Index": 256}, {"Word": "with", "Confidence": 0.989, "X1": 0.63995, "Y1": 0.7652, "X2": 0.68068, "Y2": 0.765, "X3": 0.68068, "Y3": 0.7868, "X4": 0.63995, "Y4": 0.7868, "page": 0, "Index": 257}, {"Word": "the", "Confidence": 0.998, "X1": 0.68594, "Y1": 0.7652, "X2": 0.71616, "Y2": 0.765, "X3": 0.71616, "Y3": 0.7858, "X4": 0.68594, "Y4": 0.7868, "page": 0, "Index": 258}, {"Word": "University", "Confidence": 0.995, "X1": 0.72142, "Y1": 0.7662, "X2": 0.81735, "Y2": 0.766, "X3": 0.81735, "Y3": 0.7858, "X4": 0.72142, "Y4": 0.7858, "page": 0, "Index": 259}, {"Word": "of", "Confidence": 0.998, "X1": 0.8226, "Y1": 0.7662, "X2": 0.84888, "Y2": 0.766, "X3": 0.84757, "Y3": 0.7858, "X4": 0.8226, "Y4": 0.7858, "page": 0, "Index": 260}, {"Word": "Pennsylvania", "Confidence": 0.991, "X1": 0.15112, "Y1": 0.7862, "X2": 0.27464, "Y2": 0.786, "X3": 0.27332, "Y3": 0.8048, "X4": 0.1498, "Y4": 0.8058, "page": 0, "Index": 261}, {"Word": "and", "Confidence": 0.998, "X1": 0.27989, "Y1": 0.7862, "X2": 0.31537, "Y2": 0.786, "X3": 0.31406, "Y3": 0.8048, "X4": 0.27858, "Y4": 0.8048, "page": 0, "Index": 262}, {"Word": "others.)", "Confidence": 0.995, "X1": 0.31932, "Y1": 0.7862, "X2": 0.39685, "Y2": 0.786, "X3": 0.39685, "Y3": 0.8058, "X4": 0.31932, "Y4": 0.8048, "page": 0, "Index": 263}, {"Word": "2080249212", "Confidence": 0.994, "X1": 0.91721, "Y1": 0.9482, "X2": 0.92247, "Y2": 0.948, "X3": 0.89488, "Y3": 0.9488, "X4": 0.89225, "Y4": 0.8468, "page": 0, "Index": 264}]}
"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"
ffyn0177
3
{"lines_data": [{"Word": "experts. We stand willing to work with all those interested in achieving a", "Confidence": 0.99531, "X1": 0.14455, "Y1": 0.0672, "X2": 0.83049, "Y2": 0.067, "X3": 0.83049, "Y3": 0.0858, "X4": 0.14455, "Y4": 0.0868, "page": 0}, {"Word": "measurable reduction in youth smoking.", "Confidence": 0.995, "X1": 0.14717, "Y1": 0.0862, "X2": 0.52431, "Y2": 0.086, "X3": 0.523, "Y3": 0.1058, "X4": 0.14717, "Y4": 0.1048, "page": 0}, {"Word": ". Our effort will be meaningful, sustained and consistently measured for its", "Confidence": 0.96833, "X1": 0.11695, "Y1": 0.1242, "X2": 0.8318, "Y2": 0.124, "X3": 0.8318, "Y3": 0.1448, "X4": 0.11695, "Y4": 0.1428, "page": 0}, {"Word": "impact on reducing youth smoking rates.", "Confidence": 0.9955, "X1": 0.14586, "Y1": 0.1442, "X2": 0.53088, "Y2": 0.144, "X3": 0.53088, "Y3": 0.1638, "X4": 0.14586, "Y4": 0.1628, "page": 0}, {"Word": "Hurting Future Business", "Confidence": 0.996, "X1": 0.11564, "Y1": 0.1812, "X2": 0.35348, "Y2": 0.181, "X3": 0.35348, "Y3": 0.1998, "X4": 0.11564, "Y4": 0.1998, "page": 0}, {"Word": "There are currently 45 million adults who choose to smoke - it is their", "Confidence": 0.997, "X1": 0.14192, "Y1": 0.2202, "X2": 0.79369, "Y2": 0.22, "X3": 0.79369, "Y3": 0.2388, "X4": 0.14192, "Y4": 0.2378, "page": 0}, {"Word": "business for which we compete.", "Confidence": 0.9964, "X1": 0.14586, "Y1": 0.2402, "X2": 0.44415, "Y2": 0.24, "X3": 0.44415, "Y3": 0.2578, "X4": 0.14586, "Y4": 0.2568, "page": 0}, {"Word": ". If this program accelerates the decline in sales of Philip Morris cigarettes", "Confidence": 0.97015, "X1": 0.11827, "Y1": 0.2782, "X2": 0.81866, "Y2": 0.278, "X3": 0.81866, "Y3": 0.2978, "X4": 0.11827, "Y4": 0.2968, "page": 0}, {"Word": "overall - so be it. We are not in the business of selling cigarettes to minors", "Confidence": 0.99675, "X1": 0.1498, "Y1": 0.2962, "X2": 0.83706, "Y2": 0.296, "X3": 0.83706, "Y3": 0.3158, "X4": 0.1498, "Y4": 0.3148, "page": 0}, {"Word": "and we don't want kids to smoke under any circumstances.", "Confidence": 0.9949, "X1": 0.14849, "Y1": 0.3162, "X2": 0.69777, "Y2": 0.316, "X3": 0.69777, "Y3": 0.3348, "X4": 0.14849, "Y4": 0.3338, "page": 0}, {"Word": "Smoking \"Always Starts in Teens\"", "Confidence": 0.983, "X1": 0.11564, "Y1": 0.3712, "X2": 0.45072, "Y2": 0.371, "X3": 0.45072, "Y3": 0.3908, "X4": 0.11564, "Y4": 0.3908, "page": 0}, {"Word": "We believe there will always be adults who choose to smoke and that is the", "Confidence": 0.996, "X1": 0.14455, "Y1": 0.4112, "X2": 0.84494, "Y2": 0.411, "X3": 0.84494, "Y3": 0.4298, "X4": 0.14455, "Y4": 0.4298, "page": 0}, {"Word": "basis for our business.", "Confidence": 0.99675, "X1": 0.14717, "Y1": 0.4312, "X2": 0.35348, "Y2": 0.431, "X3": 0.35348, "Y3": 0.4478, "X4": 0.14717, "Y4": 0.4468, "page": 0}, {"Word": "Why \"okay for adults/not okay for kids\"", "Confidence": 0.98557, "X1": 0.11432, "Y1": 0.4852, "X2": 0.50197, "Y2": 0.485, "X3": 0.50197, "Y3": 0.5038, "X4": 0.11432, "Y4": 0.5048, "page": 0}, {"Word": "Smoking is associated with significant health risks. Society has determined", "Confidence": 0.9862, "X1": 0.14455, "Y1": 0.5242, "X2": 0.84363, "Y2": 0.524, "X3": 0.84363, "Y3": 0.5438, "X4": 0.14455, "Y4": 0.5438, "page": 0}, {"Word": "that only informed adults have the judgment and maturity to make the choice", "Confidence": 0.99454, "X1": 0.1498, "Y1": 0.5442, "X2": 0.86991, "Y2": 0.544, "X3": 0.86991, "Y3": 0.5638, "X4": 0.1498, "Y4": 0.5628, "page": 0}, {"Word": "to smoke. Minors do not.", "Confidence": 0.9946, "X1": 0.1498, "Y1": 0.5622, "X2": 0.38765, "Y2": 0.562, "X3": 0.38765, "Y3": 0.5798, "X4": 0.1498, "Y4": 0.5808, "page": 0}, {"Word": ". It is not a legal activity to sell cigarettes to minors.", "Confidence": 0.95233, "X1": 0.11564, "Y1": 0.6022, "X2": 0.60972, "Y2": 0.602, "X3": 0.60972, "Y3": 0.6228, "X4": 0.11564, "Y4": 0.6218, "page": 0}, {"Word": "Why \"Tweens\"", "Confidence": 0.9765, "X1": 0.11301, "Y1": 0.6562, "X2": 0.26544, "Y2": 0.656, "X3": 0.26544, "Y3": 0.6748, "X4": 0.11301, "Y4": 0.6778, "page": 0}, {"Word": ".", "Confidence": 0.801, "X1": 0.11564, "Y1": 0.6962, "X2": 0.14323, "Y2": 0.696, "X3": 0.14323, "Y3": 0.7158, "X4": 0.11564, "Y4": 0.7158, "page": 0}, {"Word": "The first phase of our advertising approach is directed at kids between the", "Confidence": 0.99585, "X1": 0.14323, "Y1": 0.6972, "X2": 0.83574, "Y2": 0.697, "X3": 0.83574, "Y3": 0.7168, "X4": 0.14323, "Y4": 0.7158, "page": 0}, {"Word": "age of 10-14 because they may be considering smoking. We hope to keep", "Confidence": 0.995, "X1": 0.14717, "Y1": 0.7172, "X2": 0.82917, "Y2": 0.717, "X3": 0.82786, "Y3": 0.7358, "X4": 0.14717, "Y4": 0.7348, "page": 0}, {"Word": "them focused on making the right decision - not to smoke. We are not", "Confidence": 0.996, "X1": 0.14849, "Y1": 0.7352, "X2": 0.80158, "Y2": 0.735, "X3": 0.80158, "Y3": 0.7528, "X4": 0.14849, "Y4": 0.7518, "page": 0}, {"Word": "ignoring the need to ultimately address older teens, and, in fact, our other", "Confidence": 0.99562, "X1": 0.14717, "Y1": 0.7522, "X2": 0.8318, "Y2": 0.752, "X3": 0.8318, "Y3": 0.7728, "X4": 0.14717, "Y4": 0.7728, "page": 0}, {"Word": "three strategies may indeed impact older teens. Our overall efforts are about", "Confidence": 0.99592, "X1": 0.14717, "Y1": 0.7742, "X2": 0.8594, "Y2": 0.774, "X3": 0.8594, "Y3": 0.7928, "X4": 0.14717, "Y4": 0.7918, "page": 0}, {"Word": "preventing minors from starting to smoke.", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.7922, "X2": 0.54534, "Y2": 0.792, "X3": 0.54534, "Y3": 0.8108, "X4": 0.14586, "Y4": 0.8108, "page": 0}, {"Word": "Future advertising will also be created to communicate with parents about", "Confidence": 0.99391, "X1": 0.14323, "Y1": 0.8332, "X2": 0.83837, "Y2": 0.833, "X3": 0.83837, "Y3": 0.8518, "X4": 0.14323, "Y4": 0.8498, "page": 0}, {"Word": "the important role they play in influencing their children's decision not to", "Confidence": 0.99408, "X1": 0.14849, "Y1": 0.8512, "X2": 0.82917, "Y2": 0.851, "X3": 0.82917, "Y3": 0.8698, "X4": 0.14849, "Y4": 0.8698, "page": 0}, {"Word": "2080249215", "Confidence": 0.948, "X1": 0.95926, "Y1": 0.8842, "X2": 0.96189, "Y2": 0.884, "X3": 0.93693, "Y3": 0.8838, "X4": 0.93561, "Y4": 0.7788, "page": 0}, {"Word": "smoke and to make smart choices.", "Confidence": 0.99517, "X1": 0.14586, "Y1": 0.8702, "X2": 0.46386, "Y2": 0.87, "X3": 0.46386, "Y3": 0.8888, "X4": 0.14586, "Y4": 0.8878, "page": 0}], "words_data": [{"Word": "experts.", "Confidence": 0.991, "X1": 0.14586, "Y1": 0.0682, "X2": 0.2247, "Y2": 0.068, "X3": 0.22339, "Y3": 0.0868, "X4": 0.14586, "Y4": 0.0868, "page": 0, "Index": 0}, {"Word": "We", "Confidence": 0.998, "X1": 0.22996, "Y1": 0.0682, "X2": 0.26018, "Y2": 0.068, "X3": 0.25887, "Y3": 0.0868, "X4": 0.22865, "Y4": 0.0868, "page": 0, "Index": 1}, {"Word": "stand", "Confidence": 0.998, "X1": 0.26544, "Y1": 0.0682, "X2": 0.31669, "Y2": 0.068, "X3": 0.31669, "Y3": 0.0868, "X4": 0.26413, "Y4": 0.0868, "page": 0, "Index": 2}, {"Word": "willing", "Confidence": 0.994, "X1": 0.32194, "Y1": 0.0682, "X2": 0.38765, "Y2": 0.068, "X3": 0.38633, "Y3": 0.0868, "X4": 0.32063, "Y4": 0.0868, "page": 0, "Index": 3}, {"Word": "to", "Confidence": 0.998, "X1": 0.3929, "Y1": 0.0672, "X2": 0.4113, "Y2": 0.067, "X3": 0.40999, "Y3": 0.0868, "X4": 0.39159, "Y4": 0.0868, "page": 0, "Index": 4}, {"Word": "work", "Confidence": 0.991, "X1": 0.41524, "Y1": 0.0672, "X2": 0.46386, "Y2": 0.067, "X3": 0.46386, "Y3": 0.0868, "X4": 0.41524, "Y4": 0.0868, "page": 0, "Index": 5}, {"Word": "with", "Confidence": 0.989, "X1": 0.46912, "Y1": 0.0672, "X2": 0.51117, "Y2": 0.067, "X3": 0.51117, "Y3": 0.0868, "X4": 0.46912, "Y4": 0.0868, "page": 0, "Index": 6}, {"Word": "all", "Confidence": 0.998, "X1": 0.51643, "Y1": 0.0672, "X2": 0.54008, "Y2": 0.067, "X3": 0.53876, "Y3": 0.0868, "X4": 0.51511, "Y4": 0.0868, "page": 0, "Index": 7}, {"Word": "those", "Confidence": 0.998, "X1": 0.54534, "Y1": 0.0672, "X2": 0.59396, "Y2": 0.067, "X3": 0.59264, "Y3": 0.0868, "X4": 0.54402, "Y4": 0.0868, "page": 0, "Index": 8}, {"Word": "interested", "Confidence": 0.995, "X1": 0.5979, "Y1": 0.0682, "X2": 0.6912, "Y2": 0.068, "X3": 0.68988, "Y3": 0.0868, "X4": 0.5979, "Y4": 0.0868, "page": 0, "Index": 9}, {"Word": "in", "Confidence": 0.998, "X1": 0.69514, "Y1": 0.0682, "X2": 0.71353, "Y2": 0.068, "X3": 0.71353, "Y3": 0.0868, "X4": 0.69514, "Y4": 0.0868, "page": 0, "Index": 10}, {"Word": "achieving", "Confidence": 0.995, "X1": 0.71879, "Y1": 0.0682, "X2": 0.80946, "Y2": 0.068, "X3": 0.80946, "Y3": 0.0868, "X4": 0.71879, "Y4": 0.0868, "page": 0, "Index": 11}, {"Word": "a", "Confidence": 0.996, "X1": 0.81472, "Y1": 0.0682, "X2": 0.82917, "Y2": 0.068, "X3": 0.82917, "Y3": 0.0868, "X4": 0.81472, "Y4": 0.0868, "page": 0, "Index": 12}, {"Word": "measurable", "Confidence": 0.991, "X1": 0.14717, "Y1": 0.0872, "X2": 0.2523, "Y2": 0.087, "X3": 0.2523, "Y3": 0.1048, "X4": 0.14717, "Y4": 0.1038, "page": 0, "Index": 13}, {"Word": "reduction", "Confidence": 0.995, "X1": 0.25756, "Y1": 0.0862, "X2": 0.34691, "Y2": 0.086, "X3": 0.34691, "Y3": 0.1058, "X4": 0.25756, "Y4": 0.1048, "page": 0, "Index": 14}, {"Word": "in", "Confidence": 0.998, "X1": 0.35217, "Y1": 0.0862, "X2": 0.37057, "Y2": 0.086, "X3": 0.37057, "Y3": 0.1058, "X4": 0.35217, "Y4": 0.1058, "page": 0, "Index": 15}, {"Word": "youth", "Confidence": 0.998, "X1": 0.37582, "Y1": 0.0872, "X2": 0.4297, "Y2": 0.087, "X3": 0.4297, "Y3": 0.1058, "X4": 0.37582, "Y4": 0.1058, "page": 0, "Index": 16}, {"Word": "smoking.", "Confidence": 0.993, "X1": 0.43495, "Y1": 0.0882, "X2": 0.523, "Y2": 0.088, "X3": 0.523, "Y3": 0.1068, "X4": 0.43495, "Y4": 0.1058, "page": 0, "Index": 17}, {"Word": ".", "Confidence": 0.672, "X1": 0.11695, "Y1": 0.1232, "X2": 0.13141, "Y2": 0.123, "X3": 0.13141, "Y3": 0.1428, "X4": 0.11695, "Y4": 0.1428, "page": 0, "Index": 18}, {"Word": "Our", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.1242, "X2": 0.18265, "Y2": 0.124, "X3": 0.18265, "Y3": 0.1428, "X4": 0.14455, "Y4": 0.1428, "page": 0, "Index": 19}, {"Word": "effort", "Confidence": 0.997, "X1": 0.18791, "Y1": 0.1242, "X2": 0.23916, "Y2": 0.124, "X3": 0.23916, "Y3": 0.1438, "X4": 0.18791, "Y4": 0.1428, "page": 0, "Index": 20}, {"Word": "will", "Confidence": 0.989, "X1": 0.24442, "Y1": 0.1242, "X2": 0.27727, "Y2": 0.124, "X3": 0.27727, "Y3": 0.1438, "X4": 0.24442, "Y4": 0.1438, "page": 0, "Index": 21}, {"Word": "be", "Confidence": 0.997, "X1": 0.28252, "Y1": 0.1242, "X2": 0.30486, "Y2": 0.124, "X3": 0.30486, "Y3": 0.1438, "X4": 0.28252, "Y4": 0.1438, "page": 0, "Index": 22}, {"Word": "meaningful,", "Confidence": 0.991, "X1": 0.31012, "Y1": 0.1252, "X2": 0.42313, "Y2": 0.125, "X3": 0.42313, "Y3": 0.1448, "X4": 0.31012, "Y4": 0.1438, "page": 0, "Index": 23}, {"Word": "sustained", "Confidence": 0.995, "X1": 0.42838, "Y1": 0.1252, "X2": 0.51643, "Y2": 0.125, "X3": 0.51643, "Y3": 0.1448, "X4": 0.42838, "Y4": 0.1448, "page": 0, "Index": 24}, {"Word": "and", "Confidence": 0.998, "X1": 0.52168, "Y1": 0.1252, "X2": 0.55716, "Y2": 0.125, "X3": 0.55716, "Y3": 0.1448, "X4": 0.52168, "Y4": 0.1448, "page": 0, "Index": 25}, {"Word": "consistently", "Confidence": 0.992, "X1": 0.56242, "Y1": 0.1262, "X2": 0.67148, "Y2": 0.126, "X3": 0.67148, "Y3": 0.1448, "X4": 0.56242, "Y4": 0.1448, "page": 0, "Index": 26}, {"Word": "measured", "Confidence": 0.995, "X1": 0.67674, "Y1": 0.1262, "X2": 0.76873, "Y2": 0.126, "X3": 0.76873, "Y3": 0.1448, "X4": 0.67674, "Y4": 0.1448, "page": 0, "Index": 27}, {"Word": "for", "Confidence": 0.998, "X1": 0.77267, "Y1": 0.1262, "X2": 0.79895, "Y2": 0.126, "X3": 0.79895, "Y3": 0.1438, "X4": 0.77267, "Y4": 0.1438, "page": 0, "Index": 28}, {"Word": "its", "Confidence": 0.998, "X1": 0.8042, "Y1": 0.1252, "X2": 0.83049, "Y2": 0.125, "X3": 0.83049, "Y3": 0.1438, "X4": 0.8042, "Y4": 0.1438, "page": 0, "Index": 29}, {"Word": "impact", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.1442, "X2": 0.20894, "Y2": 0.144, "X3": 0.20894, "Y3": 0.1638, "X4": 0.14717, "Y4": 0.1638, "page": 0, "Index": 30}, {"Word": "on", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.1442, "X2": 0.23784, "Y2": 0.144, "X3": 0.23784, "Y3": 0.1638, "X4": 0.21419, "Y4": 0.1638, "page": 0, "Index": 31}, {"Word": "reducing", "Confidence": 0.991, "X1": 0.24179, "Y1": 0.1442, "X2": 0.32589, "Y2": 0.144, "X3": 0.32589, "Y3": 0.1638, "X4": 0.24179, "Y4": 0.1638, "page": 0, "Index": 32}, {"Word": "youth", "Confidence": 0.998, "X1": 0.33114, "Y1": 0.1452, "X2": 0.38633, "Y2": 0.145, "X3": 0.38502, "Y3": 0.1638, "X4": 0.33114, "Y4": 0.1638, "page": 0, "Index": 33}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.39028, "Y1": 0.1452, "X2": 0.47175, "Y2": 0.145, "X3": 0.47175, "Y3": 0.1638, "X4": 0.39028, "Y4": 0.1638, "page": 0, "Index": 34}, {"Word": "rates.", "Confidence": 0.995, "X1": 0.477, "Y1": 0.1462, "X2": 0.53219, "Y2": 0.146, "X3": 0.53088, "Y3": 0.1638, "X4": 0.47569, "Y4": 0.1638, "page": 0, "Index": 35}, {"Word": "Hurting", "Confidence": 0.995, "X1": 0.11695, "Y1": 0.1822, "X2": 0.19317, "Y2": 0.182, "X3": 0.19185, "Y3": 0.2008, "X4": 0.11564, "Y4": 0.2008, "page": 0, "Index": 36}, {"Word": "Future", "Confidence": 0.997, "X1": 0.19711, "Y1": 0.1822, "X2": 0.26018, "Y2": 0.182, "X3": 0.25887, "Y3": 0.2008, "X4": 0.19711, "Y4": 0.2008, "page": 0, "Index": 37}, {"Word": "Business", "Confidence": 0.996, "X1": 0.26413, "Y1": 0.1822, "X2": 0.3548, "Y2": 0.182, "X3": 0.35348, "Y3": 0.1998, "X4": 0.26413, "Y4": 0.2008, "page": 0, "Index": 38}, {"Word": "There", "Confidence": 0.998, "X1": 0.14717, "Y1": 0.2212, "X2": 0.19974, "Y2": 0.221, "X3": 0.20105, "Y3": 0.2388, "X4": 0.14849, "Y4": 0.2378, "page": 0, "Index": 39}, {"Word": "are", "Confidence": 0.998, "X1": 0.20499, "Y1": 0.2212, "X2": 0.23259, "Y2": 0.221, "X3": 0.2339, "Y3": 0.2388, "X4": 0.20499, "Y4": 0.2388, "page": 0, "Index": 40}, {"Word": "currently", "Confidence": 0.994, "X1": 0.23784, "Y1": 0.2212, "X2": 0.32326, "Y2": 0.221, "X3": 0.32326, "Y3": 0.2388, "X4": 0.23784, "Y4": 0.2388, "page": 0, "Index": 41}, {"Word": "45", "Confidence": 0.998, "X1": 0.3272, "Y1": 0.2212, "X2": 0.34954, "Y2": 0.221, "X3": 0.35085, "Y3": 0.2388, "X4": 0.32852, "Y4": 0.2388, "page": 0, "Index": 42}, {"Word": "million", "Confidence": 0.996, "X1": 0.3548, "Y1": 0.2212, "X2": 0.4205, "Y2": 0.221, "X3": 0.42181, "Y3": 0.2388, "X4": 0.3548, "Y4": 0.2388, "page": 0, "Index": 43}, {"Word": "adults", "Confidence": 0.996, "X1": 0.42576, "Y1": 0.2212, "X2": 0.48357, "Y2": 0.221, "X3": 0.48489, "Y3": 0.2388, "X4": 0.42576, "Y4": 0.2388, "page": 0, "Index": 44}, {"Word": "who", "Confidence": 0.998, "X1": 0.48883, "Y1": 0.2212, "X2": 0.52957, "Y2": 0.221, "X3": 0.52957, "Y3": 0.2388, "X4": 0.48883, "Y4": 0.2388, "page": 0, "Index": 45}, {"Word": "choose", "Confidence": 0.997, "X1": 0.53482, "Y1": 0.2212, "X2": 0.5979, "Y2": 0.221, "X3": 0.5979, "Y3": 0.2388, "X4": 0.53482, "Y4": 0.2388, "page": 0, "Index": 46}, {"Word": "to", "Confidence": 0.998, "X1": 0.60184, "Y1": 0.2212, "X2": 0.62155, "Y2": 0.221, "X3": 0.62155, "Y3": 0.2388, "X4": 0.60184, "Y4": 0.2388, "page": 0, "Index": 47}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.62549, "Y1": 0.2212, "X2": 0.68594, "Y2": 0.221, "X3": 0.68594, "Y3": 0.2388, "X4": 0.62549, "Y4": 0.2388, "page": 0, "Index": 48}, {"Word": "-", "Confidence": 0.995, "X1": 0.6912, "Y1": 0.2212, "X2": 0.70171, "Y2": 0.221, "X3": 0.70171, "Y3": 0.2388, "X4": 0.6912, "Y4": 0.2388, "page": 0, "Index": 49}, {"Word": "it", "Confidence": 0.998, "X1": 0.70696, "Y1": 0.2212, "X2": 0.71879, "Y2": 0.221, "X3": 0.71879, "Y3": 0.2388, "X4": 0.70696, "Y4": 0.2388, "page": 0, "Index": 50}, {"Word": "is", "Confidence": 0.998, "X1": 0.72405, "Y1": 0.2212, "X2": 0.73982, "Y2": 0.221, "X3": 0.73982, "Y3": 0.2388, "X4": 0.72405, "Y4": 0.2388, "page": 0, "Index": 51}, {"Word": "their", "Confidence": 0.997, "X1": 0.74376, "Y1": 0.2212, "X2": 0.79369, "Y2": 0.221, "X3": 0.79369, "Y3": 0.2388, "X4": 0.74376, "Y4": 0.2388, "page": 0, "Index": 52}, {"Word": "business", "Confidence": 0.995, "X1": 0.14717, "Y1": 0.2402, "X2": 0.2247, "Y2": 0.24, "X3": 0.2247, "Y3": 0.2578, "X4": 0.14717, "Y4": 0.2578, "page": 0, "Index": 53}, {"Word": "for", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.2402, "X2": 0.25624, "Y2": 0.24, "X3": 0.25756, "Y3": 0.2578, "X4": 0.22996, "Y4": 0.2578, "page": 0, "Index": 54}, {"Word": "which", "Confidence": 0.998, "X1": 0.2615, "Y1": 0.2402, "X2": 0.31932, "Y2": 0.24, "X3": 0.31932, "Y3": 0.2578, "X4": 0.2615, "Y4": 0.2578, "page": 0, "Index": 55}, {"Word": "we", "Confidence": 0.998, "X1": 0.32457, "Y1": 0.2402, "X2": 0.35217, "Y2": 0.24, "X3": 0.35217, "Y3": 0.2578, "X4": 0.32457, "Y4": 0.2578, "page": 0, "Index": 56}, {"Word": "compete.", "Confidence": 0.993, "X1": 0.35611, "Y1": 0.2422, "X2": 0.44415, "Y2": 0.242, "X3": 0.44415, "Y3": 0.2578, "X4": 0.35611, "Y4": 0.2578, "page": 0, "Index": 57}, {"Word": ".", "Confidence": 0.66, "X1": 0.11958, "Y1": 0.2792, "X2": 0.13272, "Y2": 0.279, "X3": 0.13272, "Y3": 0.2978, "X4": 0.11827, "Y4": 0.2978, "page": 0, "Index": 58}, {"Word": "If", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.2792, "X2": 0.16032, "Y2": 0.279, "X3": 0.159, "Y3": 0.2978, "X4": 0.14455, "Y4": 0.2978, "page": 0, "Index": 59}, {"Word": "this", "Confidence": 0.991, "X1": 0.16426, "Y1": 0.2792, "X2": 0.19974, "Y2": 0.279, "X3": 0.19974, "Y3": 0.2968, "X4": 0.16426, "Y4": 0.2978, "page": 0, "Index": 60}, {"Word": "program", "Confidence": 0.996, "X1": 0.20499, "Y1": 0.2782, "X2": 0.28121, "Y2": 0.278, "X3": 0.28121, "Y3": 0.2968, "X4": 0.20368, "Y4": 0.2968, "page": 0, "Index": 61}, {"Word": "accelerates", "Confidence": 0.993, "X1": 0.29041, "Y1": 0.2782, "X2": 0.39028, "Y2": 0.278, "X3": 0.38896, "Y3": 0.2968, "X4": 0.29041, "Y4": 0.2968, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.998, "X1": 0.39422, "Y1": 0.2782, "X2": 0.42444, "Y2": 0.278, "X3": 0.42444, "Y3": 0.2968, "X4": 0.39422, "Y4": 0.2968, "page": 0, "Index": 63}, {"Word": "decline", "Confidence": 0.995, "X1": 0.4297, "Y1": 0.2782, "X2": 0.4954, "Y2": 0.278, "X3": 0.4954, "Y3": 0.2968, "X4": 0.42838, "Y4": 0.2968, "page": 0, "Index": 64}, {"Word": "in", "Confidence": 0.998, "X1": 0.50066, "Y1": 0.2782, "X2": 0.51905, "Y2": 0.278, "X3": 0.51774, "Y3": 0.2968, "X4": 0.50066, "Y4": 0.2968, "page": 0, "Index": 65}, {"Word": "sales", "Confidence": 0.997, "X1": 0.52431, "Y1": 0.2782, "X2": 0.56767, "Y2": 0.278, "X3": 0.56767, "Y3": 0.2968, "X4": 0.523, "Y4": 0.2968, "page": 0, "Index": 66}, {"Word": "of", "Confidence": 0.998, "X1": 0.57293, "Y1": 0.2782, "X2": 0.59133, "Y2": 0.278, "X3": 0.59133, "Y3": 0.2968, "X4": 0.57293, "Y4": 0.2968, "page": 0, "Index": 67}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.59658, "Y1": 0.2782, "X2": 0.65046, "Y2": 0.278, "X3": 0.65046, "Y3": 0.2978, "X4": 0.59658, "Y4": 0.2968, "page": 0, "Index": 68}, {"Word": "Morris", "Confidence": 0.997, "X1": 0.65572, "Y1": 0.2782, "X2": 0.72011, "Y2": 0.278, "X3": 0.72011, "Y3": 0.2978, "X4": 0.65572, "Y4": 0.2978, "page": 0, "Index": 69}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.72536, "Y1": 0.2792, "X2": 0.81866, "Y2": 0.279, "X3": 0.81735, "Y3": 0.2988, "X4": 0.72536, "Y4": 0.2978, "page": 0, "Index": 70}, {"Word": "overall", "Confidence": 0.995, "X1": 0.15112, "Y1": 0.2972, "X2": 0.21025, "Y2": 0.297, "X3": 0.21025, "Y3": 0.3148, "X4": 0.15112, "Y4": 0.3148, "page": 0, "Index": 71}, {"Word": "-", "Confidence": 0.994, "X1": 0.21551, "Y1": 0.2972, "X2": 0.22865, "Y2": 0.297, "X3": 0.22865, "Y3": 0.3148, "X4": 0.21551, "Y4": 0.3148, "page": 0, "Index": 72}, {"Word": "so", "Confidence": 0.998, "X1": 0.2339, "Y1": 0.2972, "X2": 0.25361, "Y2": 0.297, "X3": 0.2523, "Y3": 0.3148, "X4": 0.23259, "Y4": 0.3148, "page": 0, "Index": 73}, {"Word": "be", "Confidence": 0.998, "X1": 0.25756, "Y1": 0.2972, "X2": 0.28121, "Y2": 0.297, "X3": 0.27989, "Y3": 0.3148, "X4": 0.25756, "Y4": 0.3148, "page": 0, "Index": 74}, {"Word": "it.", "Confidence": 0.998, "X1": 0.28515, "Y1": 0.2972, "X2": 0.31012, "Y2": 0.297, "X3": 0.31012, "Y3": 0.3148, "X4": 0.28515, "Y4": 0.3148, "page": 0, "Index": 75}, {"Word": "We", "Confidence": 0.998, "X1": 0.31537, "Y1": 0.2962, "X2": 0.3456, "Y2": 0.296, "X3": 0.3456, "Y3": 0.3148, "X4": 0.31406, "Y4": 0.3148, "page": 0, "Index": 76}, {"Word": "are", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.2962, "X2": 0.37845, "Y2": 0.296, "X3": 0.37845, "Y3": 0.3158, "X4": 0.35085, "Y4": 0.3148, "page": 0, "Index": 77}, {"Word": "not", "Confidence": 0.998, "X1": 0.38371, "Y1": 0.2962, "X2": 0.41524, "Y2": 0.296, "X3": 0.41524, "Y3": 0.3158, "X4": 0.38239, "Y4": 0.3158, "page": 0, "Index": 78}, {"Word": "in", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.2962, "X2": 0.4389, "Y2": 0.296, "X3": 0.43758, "Y3": 0.3158, "X4": 0.4205, "Y4": 0.3158, "page": 0, "Index": 79}, {"Word": "the", "Confidence": 0.998, "X1": 0.44284, "Y1": 0.2962, "X2": 0.47306, "Y2": 0.296, "X3": 0.47175, "Y3": 0.3158, "X4": 0.44284, "Y4": 0.3158, "page": 0, "Index": 80}, {"Word": "business", "Confidence": 0.994, "X1": 0.477, "Y1": 0.2962, "X2": 0.55716, "Y2": 0.296, "X3": 0.55716, "Y3": 0.3158, "X4": 0.477, "Y4": 0.3158, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.998, "X1": 0.56242, "Y1": 0.2962, "X2": 0.5795, "Y2": 0.296, "X3": 0.5795, "Y3": 0.3158, "X4": 0.56242, "Y4": 0.3158, "page": 0, "Index": 82}, {"Word": "selling", "Confidence": 0.996, "X1": 0.58476, "Y1": 0.2972, "X2": 0.64652, "Y2": 0.297, "X3": 0.64652, "Y3": 0.3158, "X4": 0.58476, "Y4": 0.3158, "page": 0, "Index": 83}, {"Word": "cigarettes", "Confidence": 0.993, "X1": 0.65177, "Y1": 0.2972, "X2": 0.73982, "Y2": 0.297, "X3": 0.7385, "Y3": 0.3168, "X4": 0.65177, "Y4": 0.3158, "page": 0, "Index": 84}, {"Word": "to", "Confidence": 0.998, "X1": 0.74376, "Y1": 0.2982, "X2": 0.76216, "Y2": 0.298, "X3": 0.76216, "Y3": 0.3168, "X4": 0.74376, "Y4": 0.3168, "page": 0, "Index": 85}, {"Word": "minors", "Confidence": 0.996, "X1": 0.76741, "Y1": 0.2992, "X2": 0.83706, "Y2": 0.299, "X3": 0.83706, "Y3": 0.3168, "X4": 0.76741, "Y4": 0.3168, "page": 0, "Index": 86}, {"Word": "and", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.3162, "X2": 0.18134, "Y2": 0.316, "X3": 0.18134, "Y3": 0.3338, "X4": 0.1498, "Y4": 0.3338, "page": 0, "Index": 87}, {"Word": "we", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.3162, "X2": 0.21419, "Y2": 0.316, "X3": 0.21419, "Y3": 0.3338, "X4": 0.1866, "Y4": 0.3338, "page": 0, "Index": 88}, {"Word": "don't", "Confidence": 0.994, "X1": 0.21813, "Y1": 0.3162, "X2": 0.26807, "Y2": 0.316, "X3": 0.26807, "Y3": 0.3338, "X4": 0.21813, "Y4": 0.3338, "page": 0, "Index": 89}, {"Word": "want", "Confidence": 0.989, "X1": 0.27332, "Y1": 0.3162, "X2": 0.32063, "Y2": 0.316, "X3": 0.32063, "Y3": 0.3338, "X4": 0.27332, "Y4": 0.3338, "page": 0, "Index": 90}, {"Word": "kids", "Confidence": 0.988, "X1": 0.32457, "Y1": 0.3152, "X2": 0.36531, "Y2": 0.315, "X3": 0.36531, "Y3": 0.3338, "X4": 0.32457, "Y4": 0.3338, "page": 0, "Index": 91}, {"Word": "to", "Confidence": 0.998, "X1": 0.37057, "Y1": 0.3152, "X2": 0.38765, "Y2": 0.315, "X3": 0.38765, "Y3": 0.3348, "X4": 0.37057, "Y4": 0.3338, "page": 0, "Index": 92}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.3929, "Y1": 0.3152, "X2": 0.45466, "Y2": 0.315, "X3": 0.45466, "Y3": 0.3348, "X4": 0.3929, "Y4": 0.3348, "page": 0, "Index": 93}, {"Word": "under", "Confidence": 0.998, "X1": 0.45861, "Y1": 0.3162, "X2": 0.5138, "Y2": 0.316, "X3": 0.5138, "Y3": 0.3348, "X4": 0.45861, "Y4": 0.3348, "page": 0, "Index": 94}, {"Word": "any", "Confidence": 0.998, "X1": 0.51905, "Y1": 0.3162, "X2": 0.55191, "Y2": 0.316, "X3": 0.55191, "Y3": 0.3348, "X4": 0.51905, "Y4": 0.3348, "page": 0, "Index": 95}, {"Word": "circumstances.", "Confidence": 0.991, "X1": 0.55716, "Y1": 0.3172, "X2": 0.69777, "Y2": 0.317, "X3": 0.69777, "Y3": 0.3358, "X4": 0.55716, "Y4": 0.3348, "page": 0, "Index": 96}, {"Word": "Smoking", "Confidence": 0.994, "X1": 0.11564, "Y1": 0.3732, "X2": 0.20237, "Y2": 0.373, "X3": 0.20237, "Y3": 0.3918, "X4": 0.11564, "Y4": 0.3918, "page": 0, "Index": 97}, {"Word": "\"Always", "Confidence": 0.991, "X1": 0.20762, "Y1": 0.3732, "X2": 0.29041, "Y2": 0.373, "X3": 0.28909, "Y3": 0.3918, "X4": 0.20762, "Y4": 0.3918, "page": 0, "Index": 98}, {"Word": "Starts", "Confidence": 0.997, "X1": 0.29566, "Y1": 0.3732, "X2": 0.34954, "Y2": 0.373, "X3": 0.34823, "Y3": 0.3908, "X4": 0.29435, "Y4": 0.3918, "page": 0, "Index": 99}, {"Word": "in", "Confidence": 0.998, "X1": 0.3548, "Y1": 0.3722, "X2": 0.37714, "Y2": 0.372, "X3": 0.37451, "Y3": 0.3908, "X4": 0.35348, "Y4": 0.3908, "page": 0, "Index": 100}, {"Word": "Teens\"", "Confidence": 0.935, "X1": 0.38108, "Y1": 0.3722, "X2": 0.45072, "Y2": 0.372, "X3": 0.44941, "Y3": 0.3908, "X4": 0.37976, "Y4": 0.3908, "page": 0, "Index": 101}, {"Word": "We", "Confidence": 0.998, "X1": 0.14717, "Y1": 0.4122, "X2": 0.17608, "Y2": 0.412, "X3": 0.17608, "Y3": 0.4288, "X4": 0.14717, "Y4": 0.4278, "page": 0, "Index": 102}, {"Word": "believe", "Confidence": 0.995, "X1": 0.18003, "Y1": 0.4112, "X2": 0.24704, "Y2": 0.411, "X3": 0.24704, "Y3": 0.4298, "X4": 0.18134, "Y4": 0.4288, "page": 0, "Index": 103}, {"Word": "there", "Confidence": 0.997, "X1": 0.2523, "Y1": 0.4112, "X2": 0.30092, "Y2": 0.411, "X3": 0.30092, "Y3": 0.4298, "X4": 0.2523, "Y4": 0.4298, "page": 0, "Index": 104}, {"Word": "will", "Confidence": 0.991, "X1": 0.30486, "Y1": 0.4112, "X2": 0.34034, "Y2": 0.411, "X3": 0.34166, "Y3": 0.4298, "X4": 0.30618, "Y4": 0.4298, "page": 0, "Index": 105}, {"Word": "always", "Confidence": 0.997, "X1": 0.3456, "Y1": 0.4112, "X2": 0.40999, "Y2": 0.411, "X3": 0.4113, "Y3": 0.4308, "X4": 0.3456, "Y4": 0.4298, "page": 0, "Index": 106}, {"Word": "be", "Confidence": 0.997, "X1": 0.41524, "Y1": 0.4112, "X2": 0.43758, "Y2": 0.411, "X3": 0.4389, "Y3": 0.4308, "X4": 0.41524, "Y4": 0.4308, "page": 0, "Index": 107}, {"Word": "adults", "Confidence": 0.995, "X1": 0.44284, "Y1": 0.4112, "X2": 0.49934, "Y2": 0.411, "X3": 0.49934, "Y3": 0.4308, "X4": 0.44284, "Y4": 0.4308, "page": 0, "Index": 108}, {"Word": "who", "Confidence": 0.998, "X1": 0.5046, "Y1": 0.4112, "X2": 0.54665, "Y2": 0.411, "X3": 0.54665, "Y3": 0.4308, "X4": 0.5046, "Y4": 0.4308, "page": 0, "Index": 109}, {"Word": "choose", "Confidence": 0.995, "X1": 0.55191, "Y1": 0.4112, "X2": 0.61498, "Y2": 0.411, "X3": 0.61498, "Y3": 0.4308, "X4": 0.55191, "Y4": 0.4308, "page": 0, "Index": 110}, {"Word": "to", "Confidence": 0.998, "X1": 0.61892, "Y1": 0.4112, "X2": 0.63732, "Y2": 0.411, "X3": 0.63732, "Y3": 0.4308, "X4": 0.62024, "Y4": 0.4308, "page": 0, "Index": 111}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.64126, "Y1": 0.4112, "X2": 0.70302, "Y2": 0.411, "X3": 0.70434, "Y3": 0.4298, "X4": 0.64258, "Y4": 0.4308, "page": 0, "Index": 112}, {"Word": "and", "Confidence": 0.998, "X1": 0.70828, "Y1": 0.4112, "X2": 0.74376, "Y2": 0.411, "X3": 0.74376, "Y3": 0.4298, "X4": 0.70828, "Y4": 0.4298, "page": 0, "Index": 113}, {"Word": "that", "Confidence": 0.988, "X1": 0.74901, "Y1": 0.4112, "X2": 0.78449, "Y2": 0.411, "X3": 0.78449, "Y3": 0.4298, "X4": 0.74901, "Y4": 0.4298, "page": 0, "Index": 114}, {"Word": "is", "Confidence": 0.998, "X1": 0.78975, "Y1": 0.4112, "X2": 0.80552, "Y2": 0.411, "X3": 0.80552, "Y3": 0.4298, "X4": 0.78975, "Y4": 0.4298, "page": 0, "Index": 115}, {"Word": "the", "Confidence": 0.998, "X1": 0.81078, "Y1": 0.4112, "X2": 0.84363, "Y2": 0.411, "X3": 0.84363, "Y3": 0.4288, "X4": 0.81078, "Y4": 0.4298, "page": 0, "Index": 116}, {"Word": "basis", "Confidence": 0.997, "X1": 0.14717, "Y1": 0.4312, "X2": 0.19317, "Y2": 0.431, "X3": 0.19317, "Y3": 0.4478, "X4": 0.14717, "Y4": 0.4478, "page": 0, "Index": 117}, {"Word": "for", "Confidence": 0.998, "X1": 0.19711, "Y1": 0.4312, "X2": 0.2247, "Y2": 0.431, "X3": 0.2247, "Y3": 0.4478, "X4": 0.19711, "Y4": 0.4478, "page": 0, "Index": 118}, {"Word": "our", "Confidence": 0.998, "X1": 0.22865, "Y1": 0.4322, "X2": 0.2615, "Y2": 0.432, "X3": 0.2615, "Y3": 0.4478, "X4": 0.22865, "Y4": 0.4478, "page": 0, "Index": 119}, {"Word": "business.", "Confidence": 0.994, "X1": 0.26675, "Y1": 0.4332, "X2": 0.35348, "Y2": 0.433, "X3": 0.35217, "Y3": 0.4478, "X4": 0.26544, "Y4": 0.4468, "page": 0, "Index": 120}, {"Word": "Why", "Confidence": 0.983, "X1": 0.11564, "Y1": 0.4862, "X2": 0.159, "Y2": 0.486, "X3": 0.159, "Y3": 0.5058, "X4": 0.11564, "Y4": 0.5058, "page": 0, "Index": 121}, {"Word": "\"okay", "Confidence": 0.996, "X1": 0.16426, "Y1": 0.4862, "X2": 0.22208, "Y2": 0.486, "X3": 0.22208, "Y3": 0.5058, "X4": 0.16426, "Y4": 0.5058, "page": 0, "Index": 122}, {"Word": "for", "Confidence": 0.998, "X1": 0.22733, "Y1": 0.4862, "X2": 0.25493, "Y2": 0.486, "X3": 0.25493, "Y3": 0.5048, "X4": 0.22602, "Y4": 0.5058, "page": 0, "Index": 123}, {"Word": "adults/not", "Confidence": 0.994, "X1": 0.26018, "Y1": 0.4862, "X2": 0.35611, "Y2": 0.486, "X3": 0.35611, "Y3": 0.5048, "X4": 0.26018, "Y4": 0.5048, "page": 0, "Index": 124}, {"Word": "okay", "Confidence": 0.988, "X1": 0.36137, "Y1": 0.4862, "X2": 0.40867, "Y2": 0.486, "X3": 0.40867, "Y3": 0.5048, "X4": 0.36137, "Y4": 0.5048, "page": 0, "Index": 125}, {"Word": "for", "Confidence": 0.998, "X1": 0.41393, "Y1": 0.4862, "X2": 0.44152, "Y2": 0.486, "X3": 0.44152, "Y3": 0.5048, "X4": 0.41393, "Y4": 0.5048, "page": 0, "Index": 126}, {"Word": "kids\"", "Confidence": 0.942, "X1": 0.44547, "Y1": 0.4852, "X2": 0.50197, "Y2": 0.485, "X3": 0.50197, "Y3": 0.5048, "X4": 0.44547, "Y4": 0.5048, "page": 0, "Index": 127}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.14586, "Y1": 0.5252, "X2": 0.22733, "Y2": 0.525, "X3": 0.22602, "Y3": 0.5448, "X4": 0.14455, "Y4": 0.5448, "page": 0, "Index": 128}, {"Word": "is", "Confidence": 0.998, "X1": 0.23259, "Y1": 0.5252, "X2": 0.24836, "Y2": 0.525, "X3": 0.24704, "Y3": 0.5448, "X4": 0.23127, "Y4": 0.5448, "page": 0, "Index": 129}, {"Word": "associated", "Confidence": 0.995, "X1": 0.2523, "Y1": 0.5252, "X2": 0.34823, "Y2": 0.525, "X3": 0.34823, "Y3": 0.5438, "X4": 0.2523, "Y4": 0.5448, "page": 0, "Index": 130}, {"Word": "with", "Confidence": 0.991, "X1": 0.35348, "Y1": 0.5252, "X2": 0.39553, "Y2": 0.525, "X3": 0.39553, "Y3": 0.5438, "X4": 0.35348, "Y4": 0.5438, "page": 0, "Index": 131}, {"Word": "significant", "Confidence": 0.994, "X1": 0.40079, "Y1": 0.5252, "X2": 0.49671, "Y2": 0.525, "X3": 0.49671, "Y3": 0.5438, "X4": 0.40079, "Y4": 0.5438, "page": 0, "Index": 132}, {"Word": "health", "Confidence": 0.997, "X1": 0.50197, "Y1": 0.5252, "X2": 0.55979, "Y2": 0.525, "X3": 0.55979, "Y3": 0.5438, "X4": 0.50197, "Y4": 0.5438, "page": 0, "Index": 133}, {"Word": "risks.", "Confidence": 0.995, "X1": 0.56505, "Y1": 0.5252, "X2": 0.61761, "Y2": 0.525, "X3": 0.61761, "Y3": 0.5438, "X4": 0.56505, "Y4": 0.5438, "page": 0, "Index": 134}, {"Word": "Society", "Confidence": 0.904, "X1": 0.62286, "Y1": 0.5252, "X2": 0.68988, "Y2": 0.525, "X3": 0.68857, "Y3": 0.5438, "X4": 0.62286, "Y4": 0.5438, "page": 0, "Index": 135}, {"Word": "has", "Confidence": 0.998, "X1": 0.69514, "Y1": 0.5252, "X2": 0.72668, "Y2": 0.525, "X3": 0.72668, "Y3": 0.5438, "X4": 0.69382, "Y4": 0.5438, "page": 0, "Index": 136}, {"Word": "determined", "Confidence": 0.994, "X1": 0.73193, "Y1": 0.5252, "X2": 0.84231, "Y2": 0.525, "X3": 0.84231, "Y3": 0.5448, "X4": 0.73193, "Y4": 0.5438, "page": 0, "Index": 137}, {"Word": "that", "Confidence": 0.988, "X1": 0.1498, "Y1": 0.5442, "X2": 0.18134, "Y2": 0.544, "X3": 0.18134, "Y3": 0.5628, "X4": 0.1498, "Y4": 0.5618, "page": 0, "Index": 138}, {"Word": "only", "Confidence": 0.989, "X1": 0.1866, "Y1": 0.5442, "X2": 0.22865, "Y2": 0.544, "X3": 0.22865, "Y3": 0.5628, "X4": 0.1866, "Y4": 0.5628, "page": 0, "Index": 139}, {"Word": "informed", "Confidence": 0.996, "X1": 0.2339, "Y1": 0.5442, "X2": 0.32063, "Y2": 0.544, "X3": 0.32063, "Y3": 0.5638, "X4": 0.2339, "Y4": 0.5628, "page": 0, "Index": 140}, {"Word": "adults", "Confidence": 0.997, "X1": 0.32589, "Y1": 0.5442, "X2": 0.38108, "Y2": 0.544, "X3": 0.38108, "Y3": 0.5638, "X4": 0.32589, "Y4": 0.5638, "page": 0, "Index": 141}, {"Word": "have", "Confidence": 0.991, "X1": 0.38633, "Y1": 0.5442, "X2": 0.43101, "Y2": 0.544, "X3": 0.43101, "Y3": 0.5638, "X4": 0.38633, "Y4": 0.5638, "page": 0, "Index": 142}, {"Word": "the", "Confidence": 0.998, "X1": 0.43627, "Y1": 0.5442, "X2": 0.46518, "Y2": 0.544, "X3": 0.46518, "Y3": 0.5638, "X4": 0.43627, "Y4": 0.5638, "page": 0, "Index": 143}, {"Word": "judgment", "Confidence": 0.995, "X1": 0.46912, "Y1": 0.5442, "X2": 0.55979, "Y2": 0.544, "X3": 0.5611, "Y3": 0.5638, "X4": 0.47043, "Y4": 0.5638, "page": 0, "Index": 144}, {"Word": "and", "Confidence": 0.998, "X1": 0.56505, "Y1": 0.5442, "X2": 0.60053, "Y2": 0.544, "X3": 0.60053, "Y3": 0.5638, "X4": 0.56505, "Y4": 0.5638, "page": 0, "Index": 145}, {"Word": "maturity", "Confidence": 0.995, "X1": 0.60578, "Y1": 0.5442, "X2": 0.68594, "Y2": 0.544, "X3": 0.68594, "Y3": 0.5638, "X4": 0.60578, "Y4": 0.5638, "page": 0, "Index": 146}, {"Word": "to", "Confidence": 0.998, "X1": 0.6912, "Y1": 0.5442, "X2": 0.70959, "Y2": 0.544, "X3": 0.70959, "Y3": 0.5638, "X4": 0.6912, "Y4": 0.5638, "page": 0, "Index": 147}, {"Word": "make", "Confidence": 0.989, "X1": 0.71353, "Y1": 0.5442, "X2": 0.7661, "Y2": 0.544, "X3": 0.76741, "Y3": 0.5638, "X4": 0.71485, "Y4": 0.5638, "page": 0, "Index": 148}, {"Word": "the", "Confidence": 0.998, "X1": 0.77135, "Y1": 0.5442, "X2": 0.79895, "Y2": 0.544, "X3": 0.80026, "Y3": 0.5628, "X4": 0.77135, "Y4": 0.5638, "page": 0, "Index": 149}, {"Word": "choice", "Confidence": 0.997, "X1": 0.8042, "Y1": 0.5452, "X2": 0.86859, "Y2": 0.545, "X3": 0.86991, "Y3": 0.5628, "X4": 0.80552, "Y4": 0.5628, "page": 0, "Index": 150}, {"Word": "to", "Confidence": 0.998, "X1": 0.1498, "Y1": 0.5642, "X2": 0.16557, "Y2": 0.564, "X3": 0.16557, "Y3": 0.5818, "X4": 0.1498, "Y4": 0.5818, "page": 0, "Index": 151}, {"Word": "smoke.", "Confidence": 0.996, "X1": 0.16951, "Y1": 0.5632, "X2": 0.24047, "Y2": 0.563, "X3": 0.24047, "Y3": 0.5808, "X4": 0.16951, "Y4": 0.5808, "page": 0, "Index": 152}, {"Word": "Minors", "Confidence": 0.994, "X1": 0.24442, "Y1": 0.5632, "X2": 0.31406, "Y2": 0.563, "X3": 0.31406, "Y3": 0.5808, "X4": 0.24442, "Y4": 0.5808, "page": 0, "Index": 153}, {"Word": "do", "Confidence": 0.998, "X1": 0.318, "Y1": 0.5632, "X2": 0.34034, "Y2": 0.563, "X3": 0.34034, "Y3": 0.5808, "X4": 0.318, "Y4": 0.5808, "page": 0, "Index": 154}, {"Word": "not.", "Confidence": 0.987, "X1": 0.3456, "Y1": 0.5642, "X2": 0.38765, "Y2": 0.564, "X3": 0.38765, "Y3": 0.5808, "X4": 0.3456, "Y4": 0.5808, "page": 0, "Index": 155}, {"Word": ".", "Confidence": 0.482, "X1": 0.11695, "Y1": 0.6022, "X2": 0.13141, "Y2": 0.602, "X3": 0.13141, "Y3": 0.6228, "X4": 0.11695, "Y4": 0.6228, "page": 0, "Index": 156}, {"Word": "It", "Confidence": 0.995, "X1": 0.14455, "Y1": 0.6022, "X2": 0.16032, "Y2": 0.602, "X3": 0.16032, "Y3": 0.6228, "X4": 0.14455, "Y4": 0.6228, "page": 0, "Index": 157}, {"Word": "is", "Confidence": 0.991, "X1": 0.16557, "Y1": 0.6022, "X2": 0.18003, "Y2": 0.602, "X3": 0.18003, "Y3": 0.6228, "X4": 0.16557, "Y4": 0.6228, "page": 0, "Index": 158}, {"Word": "not", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.6022, "X2": 0.21682, "Y2": 0.602, "X3": 0.21682, "Y3": 0.6228, "X4": 0.18528, "Y4": 0.6228, "page": 0, "Index": 159}, {"Word": "a", "Confidence": 0.995, "X1": 0.22208, "Y1": 0.6022, "X2": 0.22996, "Y2": 0.602, "X3": 0.22996, "Y3": 0.6228, "X4": 0.22208, "Y4": 0.6228, "page": 0, "Index": 160}, {"Word": "legal", "Confidence": 0.998, "X1": 0.23522, "Y1": 0.6022, "X2": 0.28121, "Y2": 0.602, "X3": 0.28121, "Y3": 0.6228, "X4": 0.23522, "Y4": 0.6228, "page": 0, "Index": 161}, {"Word": "activity", "Confidence": 0.996, "X1": 0.28647, "Y1": 0.6032, "X2": 0.3548, "Y2": 0.603, "X3": 0.3548, "Y3": 0.6228, "X4": 0.28647, "Y4": 0.6228, "page": 0, "Index": 162}, {"Word": "to", "Confidence": 0.998, "X1": 0.36005, "Y1": 0.6032, "X2": 0.37845, "Y2": 0.603, "X3": 0.37845, "Y3": 0.6228, "X4": 0.36005, "Y4": 0.6228, "page": 0, "Index": 163}, {"Word": "sell", "Confidence": 0.989, "X1": 0.38371, "Y1": 0.6032, "X2": 0.41524, "Y2": 0.603, "X3": 0.41524, "Y3": 0.6228, "X4": 0.38371, "Y4": 0.6228, "page": 0, "Index": 164}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.4205, "Y1": 0.6032, "X2": 0.50854, "Y2": 0.603, "X3": 0.50854, "Y3": 0.6228, "X4": 0.4205, "Y4": 0.6228, "page": 0, "Index": 165}, {"Word": "to", "Confidence": 0.998, "X1": 0.5138, "Y1": 0.6032, "X2": 0.53088, "Y2": 0.603, "X3": 0.53088, "Y3": 0.6228, "X4": 0.5138, "Y4": 0.6228, "page": 0, "Index": 166}, {"Word": "minors.", "Confidence": 0.994, "X1": 0.53614, "Y1": 0.6032, "X2": 0.61104, "Y2": 0.603, "X3": 0.61104, "Y3": 0.6218, "X4": 0.53614, "Y4": 0.6228, "page": 0, "Index": 167}, {"Word": "Why", "Confidence": 0.998, "X1": 0.11564, "Y1": 0.6592, "X2": 0.16032, "Y2": 0.659, "X3": 0.16032, "Y3": 0.6778, "X4": 0.11432, "Y4": 0.6778, "page": 0, "Index": 168}, {"Word": "\"Tweens\"", "Confidence": 0.955, "X1": 0.16557, "Y1": 0.6572, "X2": 0.26675, "Y2": 0.657, "X3": 0.26544, "Y3": 0.6758, "X4": 0.16426, "Y4": 0.6778, "page": 0, "Index": 169}, {"Word": ".", "Confidence": 0.801, "X1": 0.11564, "Y1": 0.6962, "X2": 0.13009, "Y2": 0.696, "X3": 0.13009, "Y3": 0.7158, "X4": 0.11564, "Y4": 0.7158, "page": 0, "Index": 170}, {"Word": "The", "Confidence": 0.991, "X1": 0.14717, "Y1": 0.6972, "X2": 0.18003, "Y2": 0.697, "X3": 0.18003, "Y3": 0.7158, "X4": 0.14717, "Y4": 0.7158, "page": 0, "Index": 171}, {"Word": "first", "Confidence": 0.996, "X1": 0.18528, "Y1": 0.6972, "X2": 0.22339, "Y2": 0.697, "X3": 0.22339, "Y3": 0.7158, "X4": 0.18528, "Y4": 0.7158, "page": 0, "Index": 172}, {"Word": "phase", "Confidence": 0.997, "X1": 0.22865, "Y1": 0.6972, "X2": 0.28252, "Y2": 0.697, "X3": 0.28252, "Y3": 0.7168, "X4": 0.22865, "Y4": 0.7158, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.998, "X1": 0.28647, "Y1": 0.6982, "X2": 0.30618, "Y2": 0.698, "X3": 0.30618, "Y3": 0.7168, "X4": 0.28778, "Y4": 0.7168, "page": 0, "Index": 174}, {"Word": "our", "Confidence": 0.998, "X1": 0.31143, "Y1": 0.6982, "X2": 0.34428, "Y2": 0.698, "X3": 0.34428, "Y3": 0.7168, "X4": 0.31143, "Y4": 0.7168, "page": 0, "Index": 175}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.34954, "Y1": 0.6982, "X2": 0.45466, "Y2": 0.698, "X3": 0.45466, "Y3": 0.7168, "X4": 0.34954, "Y4": 0.7168, "page": 0, "Index": 176}, {"Word": "approach", "Confidence": 0.996, "X1": 0.45992, "Y1": 0.6982, "X2": 0.54534, "Y2": 0.698, "X3": 0.54534, "Y3": 0.7168, "X4": 0.45992, "Y4": 0.7168, "page": 0, "Index": 177}, {"Word": "is", "Confidence": 0.998, "X1": 0.55059, "Y1": 0.6982, "X2": 0.56505, "Y2": 0.698, "X3": 0.56505, "Y3": 0.7168, "X4": 0.55059, "Y4": 0.7168, "page": 0, "Index": 178}, {"Word": "directed", "Confidence": 0.995, "X1": 0.5703, "Y1": 0.6982, "X2": 0.64652, "Y2": 0.698, "X3": 0.64652, "Y3": 0.7168, "X4": 0.5703, "Y4": 0.7168, "page": 0, "Index": 179}, {"Word": "at", "Confidence": 0.998, "X1": 0.65177, "Y1": 0.6982, "X2": 0.66754, "Y2": 0.698, "X3": 0.66754, "Y3": 0.7168, "X4": 0.65177, "Y4": 0.7168, "page": 0, "Index": 180}, {"Word": "kids", "Confidence": 0.991, "X1": 0.6728, "Y1": 0.6982, "X2": 0.71353, "Y2": 0.698, "X3": 0.71353, "Y3": 0.7168, "X4": 0.6728, "Y4": 0.7168, "page": 0, "Index": 181}, {"Word": "between", "Confidence": 0.996, "X1": 0.71748, "Y1": 0.6982, "X2": 0.79632, "Y2": 0.698, "X3": 0.79632, "Y3": 0.7158, "X4": 0.71879, "Y4": 0.7168, "page": 0, "Index": 182}, {"Word": "the", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.6982, "X2": 0.83574, "Y2": 0.698, "X3": 0.83574, "Y3": 0.7158, "X4": 0.80158, "Y4": 0.7158, "page": 0, "Index": 183}, {"Word": "age", "Confidence": 0.998, "X1": 0.14849, "Y1": 0.7172, "X2": 0.1774, "Y2": 0.717, "X3": 0.1774, "Y3": 0.7348, "X4": 0.14849, "Y4": 0.7348, "page": 0, "Index": 184}, {"Word": "of", "Confidence": 0.998, "X1": 0.18265, "Y1": 0.7172, "X2": 0.20368, "Y2": 0.717, "X3": 0.20237, "Y3": 0.7348, "X4": 0.18265, "Y4": 0.7348, "page": 0, "Index": 185}, {"Word": "10-14", "Confidence": 0.997, "X1": 0.20762, "Y1": 0.7172, "X2": 0.25493, "Y2": 0.717, "X3": 0.25493, "Y3": 0.7348, "X4": 0.20762, "Y4": 0.7348, "page": 0, "Index": 186}, {"Word": "because", "Confidence": 0.995, "X1": 0.26018, "Y1": 0.7172, "X2": 0.33377, "Y2": 0.717, "X3": 0.33377, "Y3": 0.7348, "X4": 0.25887, "Y4": 0.7348, "page": 0, "Index": 187}, {"Word": "they", "Confidence": 0.989, "X1": 0.33903, "Y1": 0.7172, "X2": 0.38239, "Y2": 0.717, "X3": 0.38239, "Y3": 0.7348, "X4": 0.33771, "Y4": 0.7348, "page": 0, "Index": 188}, {"Word": "may", "Confidence": 0.998, "X1": 0.38896, "Y1": 0.7172, "X2": 0.4297, "Y2": 0.717, "X3": 0.4297, "Y3": 0.7348, "X4": 0.38896, "Y4": 0.7348, "page": 0, "Index": 189}, {"Word": "be", "Confidence": 0.997, "X1": 0.43495, "Y1": 0.7172, "X2": 0.45598, "Y2": 0.717, "X3": 0.45598, "Y3": 0.7348, "X4": 0.43495, "Y4": 0.7348, "page": 0, "Index": 190}, {"Word": "considering", "Confidence": 0.994, "X1": 0.46124, "Y1": 0.7172, "X2": 0.5703, "Y2": 0.717, "X3": 0.5703, "Y3": 0.7358, "X4": 0.46124, "Y4": 0.7348, "page": 0, "Index": 191}, {"Word": "smoking.", "Confidence": 0.995, "X1": 0.57424, "Y1": 0.7172, "X2": 0.66754, "Y2": 0.717, "X3": 0.66754, "Y3": 0.7358, "X4": 0.57424, "Y4": 0.7358, "page": 0, "Index": 192}, {"Word": "We", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.7172, "X2": 0.70039, "Y2": 0.717, "X3": 0.70039, "Y3": 0.7358, "X4": 0.6728, "Y4": 0.7358, "page": 0, "Index": 193}, {"Word": "hope", "Confidence": 0.991, "X1": 0.70565, "Y1": 0.7172, "X2": 0.75427, "Y2": 0.717, "X3": 0.75427, "Y3": 0.7358, "X4": 0.70565, "Y4": 0.7358, "page": 0, "Index": 194}, {"Word": "to", "Confidence": 0.998, "X1": 0.75821, "Y1": 0.7172, "X2": 0.77661, "Y2": 0.717, "X3": 0.77661, "Y3": 0.7358, "X4": 0.75953, "Y4": 0.7358, "page": 0, "Index": 195}, {"Word": "keep", "Confidence": 0.987, "X1": 0.78055, "Y1": 0.7172, "X2": 0.82786, "Y2": 0.717, "X3": 0.82786, "Y3": 0.7368, "X4": 0.78187, "Y4": 0.7368, "page": 0, "Index": 196}, {"Word": "them", "Confidence": 0.987, "X1": 0.1498, "Y1": 0.7352, "X2": 0.18922, "Y2": 0.735, "X3": 0.18791, "Y3": 0.7518, "X4": 0.1498, "Y4": 0.7518, "page": 0, "Index": 197}, {"Word": "focused", "Confidence": 0.997, "X1": 0.19842, "Y1": 0.7352, "X2": 0.27201, "Y2": 0.735, "X3": 0.2707, "Y3": 0.7528, "X4": 0.19711, "Y4": 0.7518, "page": 0, "Index": 198}, {"Word": "on", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.7352, "X2": 0.29829, "Y2": 0.735, "X3": 0.29829, "Y3": 0.7528, "X4": 0.27464, "Y4": 0.7528, "page": 0, "Index": 199}, {"Word": "making", "Confidence": 0.994, "X1": 0.30355, "Y1": 0.7352, "X2": 0.37451, "Y2": 0.735, "X3": 0.37451, "Y3": 0.7528, "X4": 0.30223, "Y4": 0.7528, "page": 0, "Index": 200}, {"Word": "the", "Confidence": 0.998, "X1": 0.37976, "Y1": 0.7352, "X2": 0.40999, "Y2": 0.735, "X3": 0.40867, "Y3": 0.7528, "X4": 0.37845, "Y4": 0.7528, "page": 0, "Index": 201}, {"Word": "right", "Confidence": 0.997, "X1": 0.41393, "Y1": 0.7352, "X2": 0.45992, "Y2": 0.735, "X3": 0.45992, "Y3": 0.7528, "X4": 0.41393, "Y4": 0.7528, "page": 0, "Index": 202}, {"Word": "decision", "Confidence": 0.995, "X1": 0.46518, "Y1": 0.7352, "X2": 0.54139, "Y2": 0.735, "X3": 0.54008, "Y3": 0.7528, "X4": 0.46386, "Y4": 0.7528, "page": 0, "Index": 203}, {"Word": "-", "Confidence": 0.995, "X1": 0.54534, "Y1": 0.7352, "X2": 0.55585, "Y2": 0.735, "X3": 0.55585, "Y3": 0.7528, "X4": 0.54534, "Y4": 0.7528, "page": 0, "Index": 204}, {"Word": "not", "Confidence": 0.998, "X1": 0.5611, "Y1": 0.7352, "X2": 0.59264, "Y2": 0.735, "X3": 0.59133, "Y3": 0.7528, "X4": 0.55979, "Y4": 0.7528, "page": 0, "Index": 205}, {"Word": "to", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.7352, "X2": 0.61498, "Y2": 0.735, "X3": 0.61498, "Y3": 0.7528, "X4": 0.59658, "Y4": 0.7528, "page": 0, "Index": 206}, {"Word": "smoke.", "Confidence": 0.993, "X1": 0.62024, "Y1": 0.7362, "X2": 0.6912, "Y2": 0.736, "X3": 0.6912, "Y3": 0.7528, "X4": 0.61892, "Y4": 0.7528, "page": 0, "Index": 207}, {"Word": "We", "Confidence": 0.998, "X1": 0.69645, "Y1": 0.7362, "X2": 0.72799, "Y2": 0.736, "X3": 0.72799, "Y3": 0.7528, "X4": 0.69514, "Y4": 0.7528, "page": 0, "Index": 208}, {"Word": "are", "Confidence": 0.998, "X1": 0.73193, "Y1": 0.7372, "X2": 0.75953, "Y2": 0.737, "X3": 0.75953, "Y3": 0.7528, "X4": 0.73193, "Y4": 0.7528, "page": 0, "Index": 209}, {"Word": "not", "Confidence": 0.998, "X1": 0.76478, "Y1": 0.7372, "X2": 0.80158, "Y2": 0.737, "X3": 0.80026, "Y3": 0.7528, "X4": 0.76347, "Y4": 0.7528, "page": 0, "Index": 210}, {"Word": "ignoring", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.7532, "X2": 0.22602, "Y2": 0.753, "X3": 0.22602, "Y3": 0.7728, "X4": 0.14717, "Y4": 0.7738, "page": 0, "Index": 211}, {"Word": "the", "Confidence": 0.998, "X1": 0.23127, "Y1": 0.7532, "X2": 0.25756, "Y2": 0.753, "X3": 0.25756, "Y3": 0.7728, "X4": 0.22996, "Y4": 0.7728, "page": 0, "Index": 212}, {"Word": "need", "Confidence": 0.991, "X1": 0.26281, "Y1": 0.7532, "X2": 0.3088, "Y2": 0.753, "X3": 0.3088, "Y3": 0.7728, "X4": 0.26281, "Y4": 0.7728, "page": 0, "Index": 213}, {"Word": "to", "Confidence": 0.998, "X1": 0.31406, "Y1": 0.7532, "X2": 0.33246, "Y2": 0.753, "X3": 0.33246, "Y3": 0.7728, "X4": 0.31406, "Y4": 0.7728, "page": 0, "Index": 214}, {"Word": "ultimately", "Confidence": 0.994, "X1": 0.33771, "Y1": 0.7532, "X2": 0.43364, "Y2": 0.753, "X3": 0.43364, "Y3": 0.7728, "X4": 0.33771, "Y4": 0.7728, "page": 0, "Index": 215}, {"Word": "address", "Confidence": 0.995, "X1": 0.4389, "Y1": 0.7532, "X2": 0.50986, "Y2": 0.753, "X3": 0.50986, "Y3": 0.7728, "X4": 0.4389, "Y4": 0.7728, "page": 0, "Index": 216}, {"Word": "older", "Confidence": 0.995, "X1": 0.51511, "Y1": 0.7532, "X2": 0.56505, "Y2": 0.753, "X3": 0.56505, "Y3": 0.7728, "X4": 0.51511, "Y4": 0.7728, "page": 0, "Index": 217}, {"Word": "teens,", "Confidence": 0.996, "X1": 0.5703, "Y1": 0.7532, "X2": 0.62286, "Y2": 0.753, "X3": 0.62286, "Y3": 0.7728, "X4": 0.56899, "Y4": 0.7728, "page": 0, "Index": 218}, {"Word": "and,", "Confidence": 0.991, "X1": 0.62812, "Y1": 0.7532, "X2": 0.66886, "Y2": 0.753, "X3": 0.66886, "Y3": 0.7728, "X4": 0.62812, "Y4": 0.7728, "page": 0, "Index": 219}, {"Word": "in", "Confidence": 0.998, "X1": 0.67411, "Y1": 0.7532, "X2": 0.6912, "Y2": 0.753, "X3": 0.68988, "Y3": 0.7728, "X4": 0.67411, "Y4": 0.7728, "page": 0, "Index": 220}, {"Word": "fact,", "Confidence": 0.997, "X1": 0.69645, "Y1": 0.7542, "X2": 0.73456, "Y2": 0.754, "X3": 0.73456, "Y3": 0.7728, "X4": 0.69514, "Y4": 0.7728, "page": 0, "Index": 221}, {"Word": "our", "Confidence": 0.998, "X1": 0.73982, "Y1": 0.7542, "X2": 0.77267, "Y2": 0.754, "X3": 0.77267, "Y3": 0.7728, "X4": 0.73982, "Y4": 0.7728, "page": 0, "Index": 222}, {"Word": "other", "Confidence": 0.998, "X1": 0.77792, "Y1": 0.7542, "X2": 0.83311, "Y2": 0.754, "X3": 0.8318, "Y3": 0.7728, "X4": 0.77792, "Y4": 0.7728, "page": 0, "Index": 223}, {"Word": "three", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.7752, "X2": 0.19185, "Y2": 0.775, "X3": 0.19185, "Y3": 0.7918, "X4": 0.14717, "Y4": 0.7918, "page": 0, "Index": 224}, {"Word": "strategies", "Confidence": 0.992, "X1": 0.19711, "Y1": 0.7742, "X2": 0.28647, "Y2": 0.774, "X3": 0.28647, "Y3": 0.7928, "X4": 0.19711, "Y4": 0.7918, "page": 0, "Index": 225}, {"Word": "may", "Confidence": 0.998, "X1": 0.29172, "Y1": 0.7742, "X2": 0.33246, "Y2": 0.774, "X3": 0.33246, "Y3": 0.7928, "X4": 0.29172, "Y4": 0.7928, "page": 0, "Index": 226}, {"Word": "indeed", "Confidence": 0.997, "X1": 0.3364, "Y1": 0.7742, "X2": 0.40079, "Y2": 0.774, "X3": 0.40079, "Y3": 0.7928, "X4": 0.3364, "Y4": 0.7928, "page": 0, "Index": 227}, {"Word": "impact", "Confidence": 0.997, "X1": 0.40604, "Y1": 0.7742, "X2": 0.47043, "Y2": 0.774, "X3": 0.47043, "Y3": 0.7928, "X4": 0.40604, "Y4": 0.7928, "page": 0, "Index": 228}, {"Word": "older", "Confidence": 0.997, "X1": 0.47438, "Y1": 0.7742, "X2": 0.52431, "Y2": 0.774, "X3": 0.523, "Y3": 0.7928, "X4": 0.47438, "Y4": 0.7928, "page": 0, "Index": 229}, {"Word": "teens.", "Confidence": 0.993, "X1": 0.52825, "Y1": 0.7742, "X2": 0.58607, "Y2": 0.774, "X3": 0.58607, "Y3": 0.7928, "X4": 0.52825, "Y4": 0.7928, "page": 0, "Index": 230}, {"Word": "Our", "Confidence": 0.998, "X1": 0.59133, "Y1": 0.7742, "X2": 0.62943, "Y2": 0.774, "X3": 0.62812, "Y3": 0.7928, "X4": 0.59133, "Y4": 0.7928, "page": 0, "Index": 231}, {"Word": "overall", "Confidence": 0.995, "X1": 0.63338, "Y1": 0.7752, "X2": 0.69777, "Y2": 0.775, "X3": 0.69777, "Y3": 0.7928, "X4": 0.63338, "Y4": 0.7928, "page": 0, "Index": 232}, {"Word": "efforts", "Confidence": 0.994, "X1": 0.70302, "Y1": 0.7752, "X2": 0.76216, "Y2": 0.775, "X3": 0.76216, "Y3": 0.7918, "X4": 0.70171, "Y4": 0.7928, "page": 0, "Index": 233}, {"Word": "are", "Confidence": 0.998, "X1": 0.76741, "Y1": 0.7752, "X2": 0.79632, "Y2": 0.775, "X3": 0.79632, "Y3": 0.7918, "X4": 0.7661, "Y4": 0.7918, "page": 0, "Index": 234}, {"Word": "about", "Confidence": 0.998, "X1": 0.80158, "Y1": 0.7762, "X2": 0.86071, "Y2": 0.776, "X3": 0.8594, "Y3": 0.7918, "X4": 0.80158, "Y4": 0.7918, "page": 0, "Index": 235}, {"Word": "preventing", "Confidence": 0.991, "X1": 0.14717, "Y1": 0.7932, "X2": 0.24967, "Y2": 0.793, "X3": 0.24967, "Y3": 0.8118, "X4": 0.14586, "Y4": 0.8118, "page": 0, "Index": 236}, {"Word": "minors", "Confidence": 0.997, "X1": 0.25493, "Y1": 0.7932, "X2": 0.32194, "Y2": 0.793, "X3": 0.32063, "Y3": 0.8118, "X4": 0.25493, "Y4": 0.8118, "page": 0, "Index": 237}, {"Word": "from", "Confidence": 0.991, "X1": 0.32589, "Y1": 0.7932, "X2": 0.36794, "Y2": 0.793, "X3": 0.36794, "Y3": 0.8118, "X4": 0.32589, "Y4": 0.8118, "page": 0, "Index": 238}, {"Word": "starting", "Confidence": 0.996, "X1": 0.37714, "Y1": 0.7932, "X2": 0.44809, "Y2": 0.793, "X3": 0.44809, "Y3": 0.8118, "X4": 0.37582, "Y4": 0.8118, "page": 0, "Index": 239}, {"Word": "to", "Confidence": 0.998, "X1": 0.45335, "Y1": 0.7932, "X2": 0.47043, "Y2": 0.793, "X3": 0.47043, "Y3": 0.8118, "X4": 0.45204, "Y4": 0.8118, "page": 0, "Index": 240}, {"Word": "smoke.", "Confidence": 0.997, "X1": 0.47569, "Y1": 0.7942, "X2": 0.54534, "Y2": 0.794, "X3": 0.54534, "Y3": 0.8118, "X4": 0.47569, "Y4": 0.8118, "page": 0, "Index": 241}, {"Word": "Future", "Confidence": 0.997, "X1": 0.14455, "Y1": 0.8332, "X2": 0.20894, "Y2": 0.833, "X3": 0.20894, "Y3": 0.8508, "X4": 0.14455, "Y4": 0.8508, "page": 0, "Index": 242}, {"Word": "advertising", "Confidence": 0.993, "X1": 0.21288, "Y1": 0.8332, "X2": 0.31932, "Y2": 0.833, "X3": 0.31932, "Y3": 0.8508, "X4": 0.21288, "Y4": 0.8508, "page": 0, "Index": 243}, {"Word": "will", "Confidence": 0.989, "X1": 0.32457, "Y1": 0.8332, "X2": 0.35874, "Y2": 0.833, "X3": 0.35874, "Y3": 0.8508, "X4": 0.32457, "Y4": 0.8508, "page": 0, "Index": 244}, {"Word": "also", "Confidence": 0.988, "X1": 0.36399, "Y1": 0.8332, "X2": 0.40079, "Y2": 0.833, "X3": 0.40079, "Y3": 0.8508, "X4": 0.36399, "Y4": 0.8508, "page": 0, "Index": 245}, {"Word": "be", "Confidence": 0.998, "X1": 0.40604, "Y1": 0.8332, "X2": 0.42707, "Y2": 0.833, "X3": 0.42707, "Y3": 0.8508, "X4": 0.40604, "Y4": 0.8508, "page": 0, "Index": 246}, {"Word": "created", "Confidence": 0.996, "X1": 0.43233, "Y1": 0.8332, "X2": 0.50066, "Y2": 0.833, "X3": 0.50066, "Y3": 0.8518, "X4": 0.43233, "Y4": 0.8508, "page": 0, "Index": 247}, {"Word": "to", "Confidence": 0.998, "X1": 0.50591, "Y1": 0.8332, "X2": 0.52431, "Y2": 0.833, "X3": 0.52431, "Y3": 0.8518, "X4": 0.50591, "Y4": 0.8518, "page": 0, "Index": 248}, {"Word": "communicate", "Confidence": 0.994, "X1": 0.52957, "Y1": 0.8332, "X2": 0.65309, "Y2": 0.833, "X3": 0.65309, "Y3": 0.8518, "X4": 0.52957, "Y4": 0.8518, "page": 0, "Index": 249}, {"Word": "with", "Confidence": 0.989, "X1": 0.65834, "Y1": 0.8332, "X2": 0.70039, "Y2": 0.833, "X3": 0.70039, "Y3": 0.8518, "X4": 0.65834, "Y4": 0.8518, "page": 0, "Index": 250}, {"Word": "parents", "Confidence": 0.993, "X1": 0.70565, "Y1": 0.8342, "X2": 0.7753, "Y2": 0.834, "X3": 0.7753, "Y3": 0.8518, "X4": 0.70565, "Y4": 0.8518, "page": 0, "Index": 251}, {"Word": "about", "Confidence": 0.998, "X1": 0.78055, "Y1": 0.8342, "X2": 0.83968, "Y2": 0.834, "X3": 0.83968, "Y3": 0.8518, "X4": 0.78055, "Y4": 0.8518, "page": 0, "Index": 252}, {"Word": "the", "Confidence": 0.998, "X1": 0.14849, "Y1": 0.8512, "X2": 0.17346, "Y2": 0.851, "X3": 0.17346, "Y3": 0.8708, "X4": 0.14849, "Y4": 0.8708, "page": 0, "Index": 253}, {"Word": "important", "Confidence": 0.995, "X1": 0.17871, "Y1": 0.8512, "X2": 0.27332, "Y2": 0.851, "X3": 0.27332, "Y3": 0.8708, "X4": 0.17871, "Y4": 0.8708, "page": 0, "Index": 254}, {"Word": "role", "Confidence": 0.988, "X1": 0.27727, "Y1": 0.8512, "X2": 0.31406, "Y2": 0.851, "X3": 0.31406, "Y3": 0.8708, "X4": 0.27727, "Y4": 0.8708, "page": 0, "Index": 255}, {"Word": "they", "Confidence": 0.989, "X1": 0.31932, "Y1": 0.8512, "X2": 0.35874, "Y2": 0.851, "X3": 0.35874, "Y3": 0.8708, "X4": 0.31932, "Y4": 0.8708, "page": 0, "Index": 256}, {"Word": "play", "Confidence": 0.987, "X1": 0.36399, "Y1": 0.8512, "X2": 0.40604, "Y2": 0.851, "X3": 0.40604, "Y3": 0.8708, "X4": 0.36399, "Y4": 0.8708, "page": 0, "Index": 257}, {"Word": "in", "Confidence": 0.998, "X1": 0.40999, "Y1": 0.8522, "X2": 0.4297, "Y2": 0.852, "X3": 0.4297, "Y3": 0.8708, "X4": 0.40999, "Y4": 0.8708, "page": 0, "Index": 258}, {"Word": "influencing", "Confidence": 0.994, "X1": 0.43364, "Y1": 0.8522, "X2": 0.54008, "Y2": 0.852, "X3": 0.54008, "Y3": 0.8708, "X4": 0.43364, "Y4": 0.8708, "page": 0, "Index": 259}, {"Word": "their", "Confidence": 0.997, "X1": 0.54402, "Y1": 0.8522, "X2": 0.58739, "Y2": 0.852, "X3": 0.58739, "Y3": 0.8698, "X4": 0.54402, "Y4": 0.8708, "page": 0, "Index": 260}, {"Word": "children's", "Confidence": 0.992, "X1": 0.59264, "Y1": 0.8522, "X2": 0.68463, "Y2": 0.852, "X3": 0.68463, "Y3": 0.8698, "X4": 0.59264, "Y4": 0.8698, "page": 0, "Index": 261}, {"Word": "decision", "Confidence": 0.995, "X1": 0.68988, "Y1": 0.8532, "X2": 0.76478, "Y2": 0.853, "X3": 0.76478, "Y3": 0.8698, "X4": 0.68988, "Y4": 0.8698, "page": 0, "Index": 262}, {"Word": "not", "Confidence": 0.998, "X1": 0.77004, "Y1": 0.8532, "X2": 0.80158, "Y2": 0.853, "X3": 0.80158, "Y3": 0.8698, "X4": 0.77004, "Y4": 0.8698, "page": 0, "Index": 263}, {"Word": "to", "Confidence": 0.998, "X1": 0.80683, "Y1": 0.8532, "X2": 0.82917, "Y2": 0.853, "X3": 0.82917, "Y3": 0.8688, "X4": 0.80683, "Y4": 0.8688, "page": 0, "Index": 264}, {"Word": "smoke", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.8702, "X2": 0.20762, "Y2": 0.87, "X3": 0.20631, "Y3": 0.8878, "X4": 0.14586, "Y4": 0.8888, "page": 0, "Index": 265}, {"Word": "and", "Confidence": 0.998, "X1": 0.21156, "Y1": 0.8702, "X2": 0.24836, "Y2": 0.87, "X3": 0.24836, "Y3": 0.8878, "X4": 0.21156, "Y4": 0.8878, "page": 0, "Index": 266}, {"Word": "to", "Confidence": 0.998, "X1": 0.2523, "Y1": 0.8702, "X2": 0.2707, "Y2": 0.87, "X3": 0.2707, "Y3": 0.8878, "X4": 0.2523, "Y4": 0.8878, "page": 0, "Index": 267}, {"Word": "make", "Confidence": 0.99, "X1": 0.27595, "Y1": 0.8702, "X2": 0.3272, "Y2": 0.87, "X3": 0.3272, "Y3": 0.8878, "X4": 0.27464, "Y4": 0.8878, "page": 0, "Index": 268}, {"Word": "smart", "Confidence": 0.997, "X1": 0.33114, "Y1": 0.8712, "X2": 0.38502, "Y2": 0.871, "X3": 0.38371, "Y3": 0.8878, "X4": 0.33114, "Y4": 0.8878, "page": 0, "Index": 269}, {"Word": "2080249215", "Confidence": 0.948, "X1": 0.95926, "Y1": 0.8812, "X2": 0.96189, "Y2": 0.881, "X3": 0.93824, "Y3": 0.8808, "X4": 0.93561, "Y4": 0.7788, "page": 0, "Index": 270}, {"Word": "choices.", "Confidence": 0.994, "X1": 0.38896, "Y1": 0.8722, "X2": 0.46386, "Y2": 0.872, "X3": 0.46386, "Y3": 0.8888, "X4": 0.38896, "Y4": 0.8878, "page": 0, "Index": 271}]}
"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"
ffyn0177
8
{"lines_data": [{"Word": "partnerships with organizations actively involved in youth development. It", "Confidence": 0.99367, "X1": 0.14698, "Y1": 0.0752, "X2": 0.85827, "Y2": 0.075, "X3": 0.85827, "Y3": 0.0948, "X4": 0.14698, "Y4": 0.0948, "page": 0}, {"Word": "is premature to discuss these strategies in further detail at this time.", "Confidence": 0.996, "X1": 0.14961, "Y1": 0.0952, "X2": 0.77165, "Y2": 0.095, "X3": 0.77165, "Y3": 0.1128, "X4": 0.14961, "Y4": 0.1128, "page": 0}, {"Word": "Finding Allies/Partners", "Confidence": 0.981, "X1": 0.11417, "Y1": 0.1322, "X2": 0.34252, "Y2": 0.132, "X3": 0.34252, "Y3": 0.1498, "X4": 0.11417, "Y4": 0.1498, "page": 0}, {"Word": ". We know that many people distrust us on this issue and it will take a lot of", "Confidence": 0.9755, "X1": 0.1168, "Y1": 0.1702, "X2": 0.83858, "Y2": 0.17, "X3": 0.83858, "Y3": 0.1888, "X4": 0.1168, "Y4": 0.1878, "page": 0}, {"Word": "work and concentrated effort on our part to convince some people of our true", "Confidence": 0.99486, "X1": 0.14829, "Y1": 0.1902, "X2": 0.86483, "Y2": 0.19, "X3": 0.86483, "Y3": 0.2088, "X4": 0.14829, "Y4": 0.2068, "page": 0}, {"Word": "commitment to make a difference on this issue. We will just have to do the", "Confidence": 0.9936, "X1": 0.14698, "Y1": 0.2082, "X2": 0.84252, "Y2": 0.208, "X3": 0.84252, "Y3": 0.2268, "X4": 0.14698, "Y4": 0.2268, "page": 0}, {"Word": "best we can and ask people to judge us over time.", "Confidence": 0.99573, "X1": 0.14698, "Y1": 0.2282, "X2": 0.60367, "Y2": 0.228, "X3": 0.60367, "Y3": 0.2468, "X4": 0.14698, "Y4": 0.2458, "page": 0}, {"Word": "Carolyn Levy", "Confidence": 0.9925, "X1": 0.11417, "Y1": 0.2632, "X2": 0.24934, "Y2": 0.263, "X3": 0.24934, "Y3": 0.2838, "X4": 0.11417, "Y4": 0.2838, "page": 0}, {"Word": ". Carolyn Levy's research background is one of the reasons why our youth", "Confidence": 0.97277, "X1": 0.11549, "Y1": 0.3022, "X2": 0.82415, "Y2": 0.302, "X3": 0.82415, "Y3": 0.3228, "X4": 0.11549, "Y4": 0.3208, "page": 0}, {"Word": "smoking prevention efforts will have such a rigorous approach to", "Confidence": 0.9938, "X1": 0.14567, "Y1": 0.3212, "X2": 0.75197, "Y2": 0.321, "X3": 0.75197, "Y3": 0.3408, "X4": 0.14567, "Y4": 0.3408, "page": 0}, {"Word": "measurement and effectiveness. She is completely focused on putting PM", "Confidence": 0.9957, "X1": 0.14698, "Y1": 0.3402, "X2": 0.83202, "Y2": 0.34, "X3": 0.83202, "Y3": 0.3598, "X4": 0.14698, "Y4": 0.3598, "page": 0}, {"Word": "resources into activities where we have some evidence that they will make an", "Confidence": 0.99208, "X1": 0.14829, "Y1": 0.3592, "X2": 0.86352, "Y2": 0.359, "X3": 0.86352, "Y3": 0.3778, "X4": 0.14829, "Y4": 0.3778, "page": 0}, {"Word": "impact towards the department's goal - the reduction of youth smoking.", "Confidence": 0.99073, "X1": 0.14304, "Y1": 0.3772, "X2": 0.82021, "Y2": 0.377, "X3": 0.82021, "Y3": 0.3978, "X4": 0.14304, "Y4": 0.3968, "page": 0}, {"Word": "Internal View", "Confidence": 0.9915, "X1": 0.11549, "Y1": 0.4152, "X2": 0.25459, "Y2": 0.415, "X3": 0.25459, "Y3": 0.4328, "X4": 0.11549, "Y4": 0.4328, "page": 0}, {"Word": "\u00b7 PM/USA is made of real people, including a lot of parents. We don't want", "Confidence": 0.93627, "X1": 0.11549, "Y1": 0.4532, "X2": 0.8399, "Y2": 0.453, "X3": 0.8399, "Y3": 0.4738, "X4": 0.11549, "Y4": 0.4728, "page": 0}, {"Word": "our kids to smoke and we feel good about making a meaningful contribution", "Confidence": 0.994, "X1": 0.14698, "Y1": 0.4732, "X2": 0.85827, "Y2": 0.473, "X3": 0.85696, "Y3": 0.4928, "X4": 0.14698, "Y4": 0.4918, "page": 0}, {"Word": "to this problem. There is nothing incompatible about selling an adult product", "Confidence": 0.99467, "X1": 0.14829, "Y1": 0.4922, "X2": 0.86614, "Y2": 0.492, "X3": 0.86614, "Y3": 0.5108, "X4": 0.14829, "Y4": 0.5098, "page": 0}, {"Word": "to adults, while working hard to discourage and prevent its use by kids.", "Confidence": 0.99646, "X1": 0.14829, "Y1": 0.5112, "X2": 0.81102, "Y2": 0.511, "X3": 0.81102, "Y3": 0.5308, "X4": 0.14829, "Y4": 0.5288, "page": 0}, {"Word": "2080249220", "Confidence": 0.976, "X1": 0.95407, "Y1": 0.8952, "X2": 0.95407, "Y2": 0.895, "X3": 0.92913, "Y3": 0.8948, "X4": 0.92913, "Y4": 0.7888, "page": 0}, {"Word": "9", "Confidence": 0.995, "X1": 0.85039, "Y1": 0.9482, "X2": 0.86614, "Y2": 0.948, "X3": 0.86614, "Y3": 0.9618, "X4": 0.85039, "Y4": 0.9618, "page": 0}], "words_data": [{"Word": "partnerships", "Confidence": 0.988, "X1": 0.14698, "Y1": 0.0772, "X2": 0.26378, "Y2": 0.077, "X3": 0.26378, "Y3": 0.0948, "X4": 0.14698, "Y4": 0.0948, "page": 0, "Index": 0}, {"Word": "with", "Confidence": 0.99, "X1": 0.26772, "Y1": 0.0762, "X2": 0.31234, "Y2": 0.076, "X3": 0.31234, "Y3": 0.0948, "X4": 0.26903, "Y4": 0.0948, "page": 0, "Index": 1}, {"Word": "organizations", "Confidence": 0.993, "X1": 0.31627, "Y1": 0.0762, "X2": 0.44094, "Y2": 0.076, "X3": 0.44226, "Y3": 0.0948, "X4": 0.31759, "Y4": 0.0948, "page": 0, "Index": 2}, {"Word": "actively", "Confidence": 0.996, "X1": 0.44619, "Y1": 0.0762, "X2": 0.51706, "Y2": 0.076, "X3": 0.51837, "Y3": 0.0948, "X4": 0.44619, "Y4": 0.0948, "page": 0, "Index": 3}, {"Word": "involved", "Confidence": 0.995, "X1": 0.52231, "Y1": 0.0762, "X2": 0.60499, "Y2": 0.076, "X3": 0.60499, "Y3": 0.0948, "X4": 0.52231, "Y4": 0.0948, "page": 0, "Index": 4}, {"Word": "in", "Confidence": 0.998, "X1": 0.60892, "Y1": 0.0762, "X2": 0.62861, "Y2": 0.076, "X3": 0.62992, "Y3": 0.0948, "X4": 0.61024, "Y4": 0.0948, "page": 0, "Index": 5}, {"Word": "youth", "Confidence": 0.994, "X1": 0.63386, "Y1": 0.0762, "X2": 0.68635, "Y2": 0.076, "X3": 0.68766, "Y3": 0.0948, "X4": 0.63386, "Y4": 0.0948, "page": 0, "Index": 6}, {"Word": "development.", "Confidence": 0.991, "X1": 0.6916, "Y1": 0.0762, "X2": 0.82808, "Y2": 0.076, "X3": 0.8294, "Y3": 0.0948, "X4": 0.69291, "Y4": 0.0948, "page": 0, "Index": 7}, {"Word": "It", "Confidence": 0.998, "X1": 0.83333, "Y1": 0.0762, "X2": 0.85696, "Y2": 0.076, "X3": 0.85827, "Y3": 0.0948, "X4": 0.83465, "Y4": 0.0948, "page": 0, "Index": 8}, {"Word": "is", "Confidence": 0.998, "X1": 0.15092, "Y1": 0.0962, "X2": 0.16142, "Y2": 0.096, "X3": 0.16142, "Y3": 0.1138, "X4": 0.15092, "Y4": 0.1138, "page": 0, "Index": 9}, {"Word": "premature", "Confidence": 0.994, "X1": 0.16667, "Y1": 0.0952, "X2": 0.26509, "Y2": 0.095, "X3": 0.26378, "Y3": 0.1138, "X4": 0.16667, "Y4": 0.1138, "page": 0, "Index": 10}, {"Word": "to", "Confidence": 0.998, "X1": 0.26903, "Y1": 0.0952, "X2": 0.2874, "Y2": 0.095, "X3": 0.2874, "Y3": 0.1138, "X4": 0.26903, "Y4": 0.1138, "page": 0, "Index": 11}, {"Word": "discuss", "Confidence": 0.995, "X1": 0.29134, "Y1": 0.0952, "X2": 0.36089, "Y2": 0.095, "X3": 0.36089, "Y3": 0.1138, "X4": 0.29134, "Y4": 0.1138, "page": 0, "Index": 12}, {"Word": "these", "Confidence": 0.997, "X1": 0.36614, "Y1": 0.0952, "X2": 0.41207, "Y2": 0.095, "X3": 0.41207, "Y3": 0.1138, "X4": 0.36614, "Y4": 0.1138, "page": 0, "Index": 13}, {"Word": "strategies", "Confidence": 0.994, "X1": 0.41732, "Y1": 0.0952, "X2": 0.50525, "Y2": 0.095, "X3": 0.50525, "Y3": 0.1138, "X4": 0.41732, "Y4": 0.1138, "page": 0, "Index": 14}, {"Word": "in", "Confidence": 0.998, "X1": 0.5105, "Y1": 0.0952, "X2": 0.52756, "Y2": 0.095, "X3": 0.52756, "Y3": 0.1138, "X4": 0.5105, "Y4": 0.1138, "page": 0, "Index": 15}, {"Word": "further", "Confidence": 0.996, "X1": 0.53281, "Y1": 0.0952, "X2": 0.59843, "Y2": 0.095, "X3": 0.59843, "Y3": 0.1138, "X4": 0.53281, "Y4": 0.1138, "page": 0, "Index": 16}, {"Word": "detail", "Confidence": 0.997, "X1": 0.60367, "Y1": 0.0952, "X2": 0.65617, "Y2": 0.095, "X3": 0.65617, "Y3": 0.1138, "X4": 0.60367, "Y4": 0.1138, "page": 0, "Index": 17}, {"Word": "at", "Confidence": 0.998, "X1": 0.66142, "Y1": 0.0952, "X2": 0.67848, "Y2": 0.095, "X3": 0.67848, "Y3": 0.1138, "X4": 0.66142, "Y4": 0.1138, "page": 0, "Index": 18}, {"Word": "this", "Confidence": 0.991, "X1": 0.68373, "Y1": 0.0962, "X2": 0.71785, "Y2": 0.096, "X3": 0.71785, "Y3": 0.1138, "X4": 0.68373, "Y4": 0.1138, "page": 0, "Index": 19}, {"Word": "time.", "Confidence": 0.996, "X1": 0.72178, "Y1": 0.0962, "X2": 0.77165, "Y2": 0.096, "X3": 0.77297, "Y3": 0.1138, "X4": 0.72178, "Y4": 0.1138, "page": 0, "Index": 20}, {"Word": "Finding", "Confidence": 0.996, "X1": 0.1168, "Y1": 0.1322, "X2": 0.19291, "Y2": 0.132, "X3": 0.1916, "Y3": 0.1508, "X4": 0.11549, "Y4": 0.1498, "page": 0, "Index": 21}, {"Word": "Allies/Partners", "Confidence": 0.966, "X1": 0.19816, "Y1": 0.1332, "X2": 0.34252, "Y2": 0.133, "X3": 0.34121, "Y3": 0.1508, "X4": 0.19685, "Y4": 0.1508, "page": 0, "Index": 22}, {"Word": ".", "Confidence": 0.663, "X1": 0.11811, "Y1": 0.1702, "X2": 0.13255, "Y2": 0.17, "X3": 0.13123, "Y3": 0.1888, "X4": 0.11811, "Y4": 0.1888, "page": 0, "Index": 23}, {"Word": "We", "Confidence": 0.998, "X1": 0.14698, "Y1": 0.1702, "X2": 0.17717, "Y2": 0.17, "X3": 0.17717, "Y3": 0.1888, "X4": 0.14567, "Y4": 0.1888, "page": 0, "Index": 24}, {"Word": "know", "Confidence": 0.979, "X1": 0.18241, "Y1": 0.1702, "X2": 0.2336, "Y2": 0.17, "X3": 0.2336, "Y3": 0.1888, "X4": 0.1811, "Y4": 0.1888, "page": 0, "Index": 25}, {"Word": "that", "Confidence": 0.991, "X1": 0.24147, "Y1": 0.1702, "X2": 0.27559, "Y2": 0.17, "X3": 0.27559, "Y3": 0.1888, "X4": 0.24016, "Y4": 0.1888, "page": 0, "Index": 26}, {"Word": "many", "Confidence": 0.989, "X1": 0.28084, "Y1": 0.1702, "X2": 0.33465, "Y2": 0.17, "X3": 0.33465, "Y3": 0.1888, "X4": 0.28084, "Y4": 0.1888, "page": 0, "Index": 27}, {"Word": "people", "Confidence": 0.997, "X1": 0.3399, "Y1": 0.1712, "X2": 0.40157, "Y2": 0.171, "X3": 0.40157, "Y3": 0.1888, "X4": 0.3399, "Y4": 0.1888, "page": 0, "Index": 28}, {"Word": "distrust", "Confidence": 0.996, "X1": 0.40682, "Y1": 0.1712, "X2": 0.479, "Y2": 0.171, "X3": 0.47769, "Y3": 0.1888, "X4": 0.40682, "Y4": 0.1888, "page": 0, "Index": 29}, {"Word": "us", "Confidence": 0.998, "X1": 0.48294, "Y1": 0.1712, "X2": 0.50394, "Y2": 0.171, "X3": 0.50394, "Y3": 0.1888, "X4": 0.48294, "Y4": 0.1888, "page": 0, "Index": 30}, {"Word": "on", "Confidence": 0.998, "X1": 0.50919, "Y1": 0.1712, "X2": 0.53281, "Y2": 0.171, "X3": 0.53281, "Y3": 0.1888, "X4": 0.50919, "Y4": 0.1888, "page": 0, "Index": 31}, {"Word": "this", "Confidence": 0.988, "X1": 0.53806, "Y1": 0.1712, "X2": 0.57087, "Y2": 0.171, "X3": 0.57087, "Y3": 0.1888, "X4": 0.53806, "Y4": 0.1888, "page": 0, "Index": 32}, {"Word": "issue", "Confidence": 0.998, "X1": 0.57612, "Y1": 0.1712, "X2": 0.62336, "Y2": 0.171, "X3": 0.62336, "Y3": 0.1888, "X4": 0.57612, "Y4": 0.1888, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.62861, "Y1": 0.1712, "X2": 0.66404, "Y2": 0.171, "X3": 0.66404, "Y3": 0.1888, "X4": 0.62861, "Y4": 0.1888, "page": 0, "Index": 34}, {"Word": "it", "Confidence": 0.998, "X1": 0.66798, "Y1": 0.1712, "X2": 0.6811, "Y2": 0.171, "X3": 0.6811, "Y3": 0.1888, "X4": 0.66798, "Y4": 0.1888, "page": 0, "Index": 35}, {"Word": "will", "Confidence": 0.989, "X1": 0.68635, "Y1": 0.1712, "X2": 0.7231, "Y2": 0.171, "X3": 0.7231, "Y3": 0.1888, "X4": 0.68635, "Y4": 0.1888, "page": 0, "Index": 36}, {"Word": "take", "Confidence": 0.988, "X1": 0.72703, "Y1": 0.1712, "X2": 0.7664, "Y2": 0.171, "X3": 0.76509, "Y3": 0.1888, "X4": 0.72703, "Y4": 0.1888, "page": 0, "Index": 37}, {"Word": "a", "Confidence": 0.995, "X1": 0.77034, "Y1": 0.1712, "X2": 0.77953, "Y2": 0.171, "X3": 0.77953, "Y3": 0.1888, "X4": 0.77034, "Y4": 0.1888, "page": 0, "Index": 38}, {"Word": "lot", "Confidence": 0.998, "X1": 0.78478, "Y1": 0.1712, "X2": 0.81102, "Y2": 0.171, "X3": 0.81102, "Y3": 0.1888, "X4": 0.78478, "Y4": 0.1888, "page": 0, "Index": 39}, {"Word": "of", "Confidence": 0.998, "X1": 0.81496, "Y1": 0.1712, "X2": 0.8399, "Y2": 0.171, "X3": 0.8399, "Y3": 0.1888, "X4": 0.81496, "Y4": 0.1888, "page": 0, "Index": 40}, {"Word": "work", "Confidence": 0.998, "X1": 0.14961, "Y1": 0.1902, "X2": 0.19554, "Y2": 0.19, "X3": 0.19554, "Y3": 0.2068, "X4": 0.14961, "Y4": 0.2068, "page": 0, "Index": 41}, {"Word": "and", "Confidence": 0.998, "X1": 0.19948, "Y1": 0.1902, "X2": 0.23491, "Y2": 0.19, "X3": 0.23491, "Y3": 0.2068, "X4": 0.19948, "Y4": 0.2068, "page": 0, "Index": 42}, {"Word": "concentrated", "Confidence": 0.993, "X1": 0.24016, "Y1": 0.1902, "X2": 0.35958, "Y2": 0.19, "X3": 0.35958, "Y3": 0.2078, "X4": 0.24016, "Y4": 0.2068, "page": 0, "Index": 43}, {"Word": "effort", "Confidence": 0.993, "X1": 0.36483, "Y1": 0.1902, "X2": 0.4147, "Y2": 0.19, "X3": 0.4147, "Y3": 0.2078, "X4": 0.36483, "Y4": 0.2078, "page": 0, "Index": 44}, {"Word": "on", "Confidence": 0.998, "X1": 0.41995, "Y1": 0.1902, "X2": 0.44488, "Y2": 0.19, "X3": 0.44488, "Y3": 0.2078, "X4": 0.41995, "Y4": 0.2078, "page": 0, "Index": 45}, {"Word": "our", "Confidence": 0.998, "X1": 0.44882, "Y1": 0.1902, "X2": 0.48163, "Y2": 0.19, "X3": 0.48163, "Y3": 0.2078, "X4": 0.44882, "Y4": 0.2078, "page": 0, "Index": 46}, {"Word": "part", "Confidence": 0.988, "X1": 0.48556, "Y1": 0.1902, "X2": 0.52493, "Y2": 0.19, "X3": 0.52362, "Y3": 0.2088, "X4": 0.48556, "Y4": 0.2078, "page": 0, "Index": 47}, {"Word": "to", "Confidence": 0.998, "X1": 0.52887, "Y1": 0.1902, "X2": 0.54724, "Y2": 0.19, "X3": 0.54724, "Y3": 0.2088, "X4": 0.52887, "Y4": 0.2088, "page": 0, "Index": 48}, {"Word": "convince", "Confidence": 0.995, "X1": 0.55249, "Y1": 0.1902, "X2": 0.63517, "Y2": 0.19, "X3": 0.63517, "Y3": 0.2088, "X4": 0.55118, "Y4": 0.2088, "page": 0, "Index": 49}, {"Word": "some", "Confidence": 0.988, "X1": 0.64042, "Y1": 0.1902, "X2": 0.68898, "Y2": 0.19, "X3": 0.68898, "Y3": 0.2088, "X4": 0.63911, "Y4": 0.2088, "page": 0, "Index": 50}, {"Word": "people", "Confidence": 0.996, "X1": 0.69423, "Y1": 0.1912, "X2": 0.75722, "Y2": 0.191, "X3": 0.75591, "Y3": 0.2088, "X4": 0.69291, "Y4": 0.2088, "page": 0, "Index": 51}, {"Word": "of", "Confidence": 0.998, "X1": 0.76115, "Y1": 0.1912, "X2": 0.78084, "Y2": 0.191, "X3": 0.77953, "Y3": 0.2088, "X4": 0.76115, "Y4": 0.2088, "page": 0, "Index": 52}, {"Word": "our", "Confidence": 0.998, "X1": 0.78478, "Y1": 0.1912, "X2": 0.8189, "Y2": 0.191, "X3": 0.81759, "Y3": 0.2088, "X4": 0.78346, "Y4": 0.2088, "page": 0, "Index": 53}, {"Word": "true", "Confidence": 0.989, "X1": 0.82283, "Y1": 0.1912, "X2": 0.86483, "Y2": 0.191, "X3": 0.86352, "Y3": 0.2088, "X4": 0.82152, "Y4": 0.2088, "page": 0, "Index": 54}, {"Word": "commitment", "Confidence": 0.991, "X1": 0.14829, "Y1": 0.2092, "X2": 0.26509, "Y2": 0.209, "X3": 0.26509, "Y3": 0.2268, "X4": 0.14829, "Y4": 0.2258, "page": 0, "Index": 55}, {"Word": "to", "Confidence": 0.998, "X1": 0.27034, "Y1": 0.2092, "X2": 0.2874, "Y2": 0.209, "X3": 0.28609, "Y3": 0.2268, "X4": 0.26903, "Y4": 0.2268, "page": 0, "Index": 56}, {"Word": "make", "Confidence": 0.987, "X1": 0.29134, "Y1": 0.2092, "X2": 0.34383, "Y2": 0.209, "X3": 0.34252, "Y3": 0.2268, "X4": 0.29134, "Y4": 0.2268, "page": 0, "Index": 57}, {"Word": "a", "Confidence": 0.996, "X1": 0.34777, "Y1": 0.2092, "X2": 0.35958, "Y2": 0.209, "X3": 0.35827, "Y3": 0.2268, "X4": 0.34777, "Y4": 0.2268, "page": 0, "Index": 58}, {"Word": "difference", "Confidence": 0.994, "X1": 0.36352, "Y1": 0.2082, "X2": 0.45669, "Y2": 0.208, "X3": 0.45538, "Y3": 0.2268, "X4": 0.36352, "Y4": 0.2268, "page": 0, "Index": 59}, {"Word": "on", "Confidence": 0.998, "X1": 0.46063, "Y1": 0.2082, "X2": 0.48425, "Y2": 0.208, "X3": 0.48425, "Y3": 0.2278, "X4": 0.46063, "Y4": 0.2268, "page": 0, "Index": 60}, {"Word": "this", "Confidence": 0.988, "X1": 0.4895, "Y1": 0.2082, "X2": 0.52362, "Y2": 0.208, "X3": 0.52231, "Y3": 0.2278, "X4": 0.48819, "Y4": 0.2278, "page": 0, "Index": 61}, {"Word": "issue.", "Confidence": 0.996, "X1": 0.52756, "Y1": 0.2082, "X2": 0.58399, "Y2": 0.208, "X3": 0.58399, "Y3": 0.2278, "X4": 0.52756, "Y4": 0.2278, "page": 0, "Index": 62}, {"Word": "We", "Confidence": 0.997, "X1": 0.58924, "Y1": 0.2082, "X2": 0.62205, "Y2": 0.208, "X3": 0.62073, "Y3": 0.2278, "X4": 0.58793, "Y4": 0.2278, "page": 0, "Index": 63}, {"Word": "will", "Confidence": 0.989, "X1": 0.6273, "Y1": 0.2092, "X2": 0.66142, "Y2": 0.209, "X3": 0.6601, "Y3": 0.2278, "X4": 0.62598, "Y4": 0.2278, "page": 0, "Index": 64}, {"Word": "just", "Confidence": 0.988, "X1": 0.66535, "Y1": 0.2092, "X2": 0.69816, "Y2": 0.209, "X3": 0.69816, "Y3": 0.2278, "X4": 0.66535, "Y4": 0.2278, "page": 0, "Index": 65}, {"Word": "have", "Confidence": 0.988, "X1": 0.70341, "Y1": 0.2092, "X2": 0.74934, "Y2": 0.209, "X3": 0.74803, "Y3": 0.2278, "X4": 0.7021, "Y4": 0.2278, "page": 0, "Index": 66}, {"Word": "to", "Confidence": 0.998, "X1": 0.75328, "Y1": 0.2092, "X2": 0.77297, "Y2": 0.209, "X3": 0.77165, "Y3": 0.2278, "X4": 0.75328, "Y4": 0.2278, "page": 0, "Index": 67}, {"Word": "do", "Confidence": 0.998, "X1": 0.7769, "Y1": 0.2092, "X2": 0.80184, "Y2": 0.209, "X3": 0.80184, "Y3": 0.2268, "X4": 0.77559, "Y4": 0.2278, "page": 0, "Index": 68}, {"Word": "the", "Confidence": 0.998, "X1": 0.80709, "Y1": 0.2092, "X2": 0.84121, "Y2": 0.209, "X3": 0.8399, "Y3": 0.2268, "X4": 0.80577, "Y4": 0.2268, "page": 0, "Index": 69}, {"Word": "best", "Confidence": 0.988, "X1": 0.14829, "Y1": 0.2282, "X2": 0.18373, "Y2": 0.228, "X3": 0.18504, "Y3": 0.2448, "X4": 0.14829, "Y4": 0.2438, "page": 0, "Index": 70}, {"Word": "we", "Confidence": 0.998, "X1": 0.18898, "Y1": 0.2282, "X2": 0.21654, "Y2": 0.228, "X3": 0.21654, "Y3": 0.2458, "X4": 0.18898, "Y4": 0.2448, "page": 0, "Index": 71}, {"Word": "can", "Confidence": 0.998, "X1": 0.22047, "Y1": 0.2282, "X2": 0.25459, "Y2": 0.228, "X3": 0.25459, "Y3": 0.2458, "X4": 0.22178, "Y4": 0.2458, "page": 0, "Index": 72}, {"Word": "and", "Confidence": 0.998, "X1": 0.25984, "Y1": 0.2282, "X2": 0.29396, "Y2": 0.228, "X3": 0.29528, "Y3": 0.2468, "X4": 0.25984, "Y4": 0.2458, "page": 0, "Index": 73}, {"Word": "ask", "Confidence": 0.998, "X1": 0.29921, "Y1": 0.2282, "X2": 0.3294, "Y2": 0.228, "X3": 0.3294, "Y3": 0.2468, "X4": 0.29921, "Y4": 0.2468, "page": 0, "Index": 74}, {"Word": "people", "Confidence": 0.997, "X1": 0.33465, "Y1": 0.2282, "X2": 0.39764, "Y2": 0.228, "X3": 0.39895, "Y3": 0.2478, "X4": 0.33465, "Y4": 0.2468, "page": 0, "Index": 75}, {"Word": "to", "Confidence": 0.998, "X1": 0.40289, "Y1": 0.2282, "X2": 0.41995, "Y2": 0.228, "X3": 0.42126, "Y3": 0.2478, "X4": 0.40289, "Y4": 0.2478, "page": 0, "Index": 76}, {"Word": "judge", "Confidence": 0.997, "X1": 0.4252, "Y1": 0.2282, "X2": 0.47769, "Y2": 0.228, "X3": 0.479, "Y3": 0.2478, "X4": 0.4252, "Y4": 0.2478, "page": 0, "Index": 77}, {"Word": "us", "Confidence": 0.998, "X1": 0.48294, "Y1": 0.2282, "X2": 0.50394, "Y2": 0.228, "X3": 0.50394, "Y3": 0.2478, "X4": 0.48294, "Y4": 0.2478, "page": 0, "Index": 78}, {"Word": "over", "Confidence": 0.989, "X1": 0.50787, "Y1": 0.2282, "X2": 0.55118, "Y2": 0.228, "X3": 0.55249, "Y3": 0.2468, "X4": 0.50919, "Y4": 0.2468, "page": 0, "Index": 79}, {"Word": "time.", "Confidence": 0.994, "X1": 0.55643, "Y1": 0.2282, "X2": 0.60367, "Y2": 0.228, "X3": 0.60499, "Y3": 0.2468, "X4": 0.55643, "Y4": 0.2468, "page": 0, "Index": 80}, {"Word": "Carolyn", "Confidence": 0.996, "X1": 0.11549, "Y1": 0.2642, "X2": 0.1916, "Y2": 0.264, "X3": 0.19029, "Y3": 0.2838, "X4": 0.11549, "Y4": 0.2838, "page": 0, "Index": 81}, {"Word": "Levy", "Confidence": 0.989, "X1": 0.19685, "Y1": 0.2642, "X2": 0.24934, "Y2": 0.264, "X3": 0.24934, "Y3": 0.2848, "X4": 0.19554, "Y4": 0.2838, "page": 0, "Index": 82}, {"Word": ".", "Confidence": 0.687, "X1": 0.1168, "Y1": 0.3012, "X2": 0.13123, "Y2": 0.301, "X3": 0.13123, "Y3": 0.3218, "X4": 0.1168, "Y4": 0.3218, "page": 0, "Index": 83}, {"Word": "Carolyn", "Confidence": 0.995, "X1": 0.14436, "Y1": 0.3022, "X2": 0.22047, "Y2": 0.302, "X3": 0.22047, "Y3": 0.3218, "X4": 0.14436, "Y4": 0.3218, "page": 0, "Index": 84}, {"Word": "Levy's", "Confidence": 0.997, "X1": 0.22572, "Y1": 0.3022, "X2": 0.2874, "Y2": 0.302, "X3": 0.2874, "Y3": 0.3218, "X4": 0.22572, "Y4": 0.3218, "page": 0, "Index": 85}, {"Word": "research", "Confidence": 0.995, "X1": 0.29134, "Y1": 0.3032, "X2": 0.36745, "Y2": 0.303, "X3": 0.36745, "Y3": 0.3218, "X4": 0.29134, "Y4": 0.3218, "page": 0, "Index": 86}, {"Word": "background", "Confidence": 0.994, "X1": 0.3727, "Y1": 0.3032, "X2": 0.48425, "Y2": 0.303, "X3": 0.48425, "Y3": 0.3218, "X4": 0.3727, "Y4": 0.3218, "page": 0, "Index": 87}, {"Word": "is", "Confidence": 0.998, "X1": 0.4895, "Y1": 0.3032, "X2": 0.50525, "Y2": 0.303, "X3": 0.50394, "Y3": 0.3218, "X4": 0.4895, "Y4": 0.3218, "page": 0, "Index": 88}, {"Word": "one", "Confidence": 0.998, "X1": 0.50919, "Y1": 0.3032, "X2": 0.54331, "Y2": 0.303, "X3": 0.54331, "Y3": 0.3218, "X4": 0.50919, "Y4": 0.3218, "page": 0, "Index": 89}, {"Word": "of", "Confidence": 0.998, "X1": 0.54856, "Y1": 0.3032, "X2": 0.56693, "Y2": 0.303, "X3": 0.56693, "Y3": 0.3218, "X4": 0.54856, "Y4": 0.3218, "page": 0, "Index": 90}, {"Word": "the", "Confidence": 0.998, "X1": 0.57218, "Y1": 0.3032, "X2": 0.60105, "Y2": 0.303, "X3": 0.60105, "Y3": 0.3218, "X4": 0.57218, "Y4": 0.3218, "page": 0, "Index": 91}, {"Word": "reasons", "Confidence": 0.996, "X1": 0.6063, "Y1": 0.3032, "X2": 0.67717, "Y2": 0.303, "X3": 0.67717, "Y3": 0.3218, "X4": 0.6063, "Y4": 0.3218, "page": 0, "Index": 92}, {"Word": "why", "Confidence": 0.998, "X1": 0.68241, "Y1": 0.3032, "X2": 0.7231, "Y2": 0.303, "X3": 0.72178, "Y3": 0.3218, "X4": 0.6811, "Y4": 0.3218, "page": 0, "Index": 93}, {"Word": "our", "Confidence": 0.998, "X1": 0.72835, "Y1": 0.3032, "X2": 0.75984, "Y2": 0.303, "X3": 0.75984, "Y3": 0.3228, "X4": 0.72703, "Y4": 0.3218, "page": 0, "Index": 94}, {"Word": "youth", "Confidence": 0.994, "X1": 0.76509, "Y1": 0.3032, "X2": 0.82415, "Y2": 0.303, "X3": 0.82283, "Y3": 0.3228, "X4": 0.76509, "Y4": 0.3228, "page": 0, "Index": 95}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.14698, "Y1": 0.3232, "X2": 0.22572, "Y2": 0.323, "X3": 0.22572, "Y3": 0.3408, "X4": 0.14698, "Y4": 0.3408, "page": 0, "Index": 96}, {"Word": "prevention", "Confidence": 0.995, "X1": 0.23097, "Y1": 0.3222, "X2": 0.33333, "Y2": 0.322, "X3": 0.33333, "Y3": 0.3408, "X4": 0.23097, "Y4": 0.3408, "page": 0, "Index": 97}, {"Word": "efforts", "Confidence": 0.995, "X1": 0.33858, "Y1": 0.3222, "X2": 0.39633, "Y2": 0.322, "X3": 0.39633, "Y3": 0.3408, "X4": 0.33858, "Y4": 0.3408, "page": 0, "Index": 98}, {"Word": "will", "Confidence": 0.989, "X1": 0.40157, "Y1": 0.3222, "X2": 0.43701, "Y2": 0.322, "X3": 0.43701, "Y3": 0.3408, "X4": 0.40157, "Y4": 0.3408, "page": 0, "Index": 99}, {"Word": "have", "Confidence": 0.989, "X1": 0.44226, "Y1": 0.3222, "X2": 0.48556, "Y2": 0.322, "X3": 0.48556, "Y3": 0.3408, "X4": 0.44226, "Y4": 0.3408, "page": 0, "Index": 100}, {"Word": "such", "Confidence": 0.989, "X1": 0.49081, "Y1": 0.3222, "X2": 0.53412, "Y2": 0.322, "X3": 0.53543, "Y3": 0.3408, "X4": 0.49081, "Y4": 0.3408, "page": 0, "Index": 101}, {"Word": "a", "Confidence": 0.995, "X1": 0.53937, "Y1": 0.3222, "X2": 0.55118, "Y2": 0.322, "X3": 0.55118, "Y3": 0.3408, "X4": 0.53937, "Y4": 0.3408, "page": 0, "Index": 102}, {"Word": "rigorous", "Confidence": 0.996, "X1": 0.55643, "Y1": 0.3222, "X2": 0.63386, "Y2": 0.322, "X3": 0.63386, "Y3": 0.3408, "X4": 0.55643, "Y4": 0.3408, "page": 0, "Index": 103}, {"Word": "approach", "Confidence": 0.996, "X1": 0.63911, "Y1": 0.3232, "X2": 0.72572, "Y2": 0.323, "X3": 0.72703, "Y3": 0.3418, "X4": 0.63911, "Y4": 0.3408, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.998, "X1": 0.73097, "Y1": 0.3232, "X2": 0.75328, "Y2": 0.323, "X3": 0.75328, "Y3": 0.3418, "X4": 0.73097, "Y4": 0.3418, "page": 0, "Index": 105}, {"Word": "measurement", "Confidence": 0.991, "X1": 0.14829, "Y1": 0.3422, "X2": 0.27297, "Y2": 0.342, "X3": 0.27165, "Y3": 0.3598, "X4": 0.14829, "Y4": 0.3588, "page": 0, "Index": 106}, {"Word": "and", "Confidence": 0.998, "X1": 0.2769, "Y1": 0.3412, "X2": 0.31234, "Y2": 0.341, "X3": 0.31102, "Y3": 0.3598, "X4": 0.2769, "Y4": 0.3598, "page": 0, "Index": 107}, {"Word": "effectiveness.", "Confidence": 0.991, "X1": 0.31627, "Y1": 0.3412, "X2": 0.44488, "Y2": 0.341, "X3": 0.44357, "Y3": 0.3608, "X4": 0.31627, "Y4": 0.3598, "page": 0, "Index": 108}, {"Word": "She", "Confidence": 0.998, "X1": 0.44882, "Y1": 0.3412, "X2": 0.48425, "Y2": 0.341, "X3": 0.48294, "Y3": 0.3608, "X4": 0.44882, "Y4": 0.3608, "page": 0, "Index": 109}, {"Word": "is", "Confidence": 0.998, "X1": 0.48819, "Y1": 0.3412, "X2": 0.50394, "Y2": 0.341, "X3": 0.50262, "Y3": 0.3608, "X4": 0.48819, "Y4": 0.3608, "page": 0, "Index": 110}, {"Word": "completely", "Confidence": 0.994, "X1": 0.50787, "Y1": 0.3412, "X2": 0.61024, "Y2": 0.341, "X3": 0.60892, "Y3": 0.3608, "X4": 0.50787, "Y4": 0.3608, "page": 0, "Index": 111}, {"Word": "focused", "Confidence": 0.996, "X1": 0.61417, "Y1": 0.3412, "X2": 0.68635, "Y2": 0.341, "X3": 0.68504, "Y3": 0.3608, "X4": 0.61417, "Y4": 0.3608, "page": 0, "Index": 112}, {"Word": "on", "Confidence": 0.998, "X1": 0.6916, "Y1": 0.3412, "X2": 0.71654, "Y2": 0.341, "X3": 0.71522, "Y3": 0.3608, "X4": 0.69029, "Y4": 0.3608, "page": 0, "Index": 113}, {"Word": "putting", "Confidence": 0.995, "X1": 0.72178, "Y1": 0.3422, "X2": 0.79003, "Y2": 0.342, "X3": 0.78871, "Y3": 0.3608, "X4": 0.72047, "Y4": 0.3608, "page": 0, "Index": 114}, {"Word": "PM", "Confidence": 0.998, "X1": 0.79528, "Y1": 0.3422, "X2": 0.82283, "Y2": 0.342, "X3": 0.82152, "Y3": 0.3608, "X4": 0.79396, "Y4": 0.3608, "page": 0, "Index": 115}, {"Word": "resources", "Confidence": 0.992, "X1": 0.14829, "Y1": 0.3612, "X2": 0.2336, "Y2": 0.361, "X3": 0.2336, "Y3": 0.3778, "X4": 0.14829, "Y4": 0.3778, "page": 0, "Index": 116}, {"Word": "into", "Confidence": 0.989, "X1": 0.23885, "Y1": 0.3602, "X2": 0.27559, "Y2": 0.36, "X3": 0.27559, "Y3": 0.3778, "X4": 0.23753, "Y4": 0.3778, "page": 0, "Index": 117}, {"Word": "activities", "Confidence": 0.994, "X1": 0.28084, "Y1": 0.3602, "X2": 0.3622, "Y2": 0.36, "X3": 0.3622, "Y3": 0.3778, "X4": 0.28084, "Y4": 0.3778, "page": 0, "Index": 118}, {"Word": "where", "Confidence": 0.998, "X1": 0.36745, "Y1": 0.3602, "X2": 0.4252, "Y2": 0.36, "X3": 0.4252, "Y3": 0.3778, "X4": 0.36614, "Y4": 0.3778, "page": 0, "Index": 119}, {"Word": "we", "Confidence": 0.998, "X1": 0.43045, "Y1": 0.3602, "X2": 0.45669, "Y2": 0.36, "X3": 0.45669, "Y3": 0.3788, "X4": 0.42913, "Y4": 0.3778, "page": 0, "Index": 120}, {"Word": "have", "Confidence": 0.989, "X1": 0.46194, "Y1": 0.3602, "X2": 0.50656, "Y2": 0.36, "X3": 0.50525, "Y3": 0.3788, "X4": 0.46063, "Y4": 0.3788, "page": 0, "Index": 121}, {"Word": "some", "Confidence": 0.988, "X1": 0.5105, "Y1": 0.3592, "X2": 0.56168, "Y2": 0.359, "X3": 0.56037, "Y3": 0.3788, "X4": 0.5105, "Y4": 0.3788, "page": 0, "Index": 122}, {"Word": "evidence", "Confidence": 0.995, "X1": 0.56562, "Y1": 0.3602, "X2": 0.64829, "Y2": 0.36, "X3": 0.64698, "Y3": 0.3788, "X4": 0.56562, "Y4": 0.3788, "page": 0, "Index": 123}, {"Word": "that", "Confidence": 0.989, "X1": 0.65223, "Y1": 0.3602, "X2": 0.68898, "Y2": 0.36, "X3": 0.68766, "Y3": 0.3788, "X4": 0.65223, "Y4": 0.3788, "page": 0, "Index": 124}, {"Word": "they", "Confidence": 0.988, "X1": 0.69291, "Y1": 0.3602, "X2": 0.73622, "Y2": 0.36, "X3": 0.73491, "Y3": 0.3788, "X4": 0.69291, "Y4": 0.3788, "page": 0, "Index": 125}, {"Word": "will", "Confidence": 0.991, "X1": 0.74016, "Y1": 0.3602, "X2": 0.77559, "Y2": 0.36, "X3": 0.77428, "Y3": 0.3788, "X4": 0.74016, "Y4": 0.3788, "page": 0, "Index": 126}, {"Word": "make", "Confidence": 0.988, "X1": 0.77953, "Y1": 0.3612, "X2": 0.83202, "Y2": 0.361, "X3": 0.83071, "Y3": 0.3788, "X4": 0.77953, "Y4": 0.3788, "page": 0, "Index": 127}, {"Word": "an", "Confidence": 0.998, "X1": 0.83727, "Y1": 0.3612, "X2": 0.85958, "Y2": 0.361, "X3": 0.85958, "Y3": 0.3788, "X4": 0.83596, "Y4": 0.3788, "page": 0, "Index": 128}, {"Word": "impact", "Confidence": 0.995, "X1": 0.14567, "Y1": 0.3782, "X2": 0.20866, "Y2": 0.378, "X3": 0.20866, "Y3": 0.3978, "X4": 0.14567, "Y4": 0.3978, "page": 0, "Index": 129}, {"Word": "towards", "Confidence": 0.996, "X1": 0.21391, "Y1": 0.3782, "X2": 0.29003, "Y2": 0.378, "X3": 0.29003, "Y3": 0.3978, "X4": 0.21391, "Y4": 0.3978, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.991, "X1": 0.29528, "Y1": 0.3772, "X2": 0.32415, "Y2": 0.377, "X3": 0.32415, "Y3": 0.3978, "X4": 0.29396, "Y4": 0.3978, "page": 0, "Index": 131}, {"Word": "department's", "Confidence": 0.991, "X1": 0.3294, "Y1": 0.3772, "X2": 0.45144, "Y2": 0.377, "X3": 0.45144, "Y3": 0.3978, "X4": 0.3294, "Y4": 0.3978, "page": 0, "Index": 132}, {"Word": "goal", "Confidence": 0.988, "X1": 0.45669, "Y1": 0.3772, "X2": 0.49606, "Y2": 0.377, "X3": 0.49606, "Y3": 0.3978, "X4": 0.45669, "Y4": 0.3978, "page": 0, "Index": 133}, {"Word": "-", "Confidence": 0.994, "X1": 0.50131, "Y1": 0.3772, "X2": 0.51444, "Y2": 0.377, "X3": 0.51444, "Y3": 0.3978, "X4": 0.50131, "Y4": 0.3978, "page": 0, "Index": 134}, {"Word": "the", "Confidence": 0.998, "X1": 0.51969, "Y1": 0.3772, "X2": 0.54987, "Y2": 0.377, "X3": 0.54856, "Y3": 0.3978, "X4": 0.51969, "Y4": 0.3978, "page": 0, "Index": 135}, {"Word": "reduction", "Confidence": 0.995, "X1": 0.55381, "Y1": 0.3782, "X2": 0.64173, "Y2": 0.378, "X3": 0.64173, "Y3": 0.3978, "X4": 0.55381, "Y4": 0.3978, "page": 0, "Index": 136}, {"Word": "of", "Confidence": 0.998, "X1": 0.64698, "Y1": 0.3782, "X2": 0.66667, "Y2": 0.378, "X3": 0.66535, "Y3": 0.3978, "X4": 0.64698, "Y4": 0.3978, "page": 0, "Index": 137}, {"Word": "youth", "Confidence": 0.998, "X1": 0.67192, "Y1": 0.3782, "X2": 0.72572, "Y2": 0.378, "X3": 0.72572, "Y3": 0.3978, "X4": 0.6706, "Y4": 0.3978, "page": 0, "Index": 138}, {"Word": "smoking.", "Confidence": 0.954, "X1": 0.73097, "Y1": 0.3792, "X2": 0.8189, "Y2": 0.379, "X3": 0.8189, "Y3": 0.3988, "X4": 0.73097, "Y4": 0.3978, "page": 0, "Index": 139}, {"Word": "Internal", "Confidence": 0.995, "X1": 0.1168, "Y1": 0.4162, "X2": 0.19291, "Y2": 0.416, "X3": 0.19291, "Y3": 0.4328, "X4": 0.1168, "Y4": 0.4338, "page": 0, "Index": 140}, {"Word": "View", "Confidence": 0.988, "X1": 0.19816, "Y1": 0.4162, "X2": 0.24541, "Y2": 0.416, "X3": 0.24541, "Y3": 0.4338, "X4": 0.19685, "Y4": 0.4328, "page": 0, "Index": 141}, {"Word": "\u00b7", "Confidence": 0.107, "X1": 0.1168, "Y1": 0.4532, "X2": 0.13123, "Y2": 0.453, "X3": 0.12992, "Y3": 0.4728, "X4": 0.11549, "Y4": 0.4728, "page": 0, "Index": 142}, {"Word": "PM/USA", "Confidence": 0.997, "X1": 0.14567, "Y1": 0.4532, "X2": 0.2336, "Y2": 0.453, "X3": 0.2336, "Y3": 0.4738, "X4": 0.14436, "Y4": 0.4728, "page": 0, "Index": 143}, {"Word": "is", "Confidence": 0.998, "X1": 0.23885, "Y1": 0.4542, "X2": 0.25459, "Y2": 0.454, "X3": 0.25459, "Y3": 0.4738, "X4": 0.23885, "Y4": 0.4738, "page": 0, "Index": 144}, {"Word": "made", "Confidence": 0.991, "X1": 0.25984, "Y1": 0.4542, "X2": 0.30971, "Y2": 0.454, "X3": 0.30971, "Y3": 0.4738, "X4": 0.25853, "Y4": 0.4738, "page": 0, "Index": 145}, {"Word": "of", "Confidence": 0.998, "X1": 0.31496, "Y1": 0.4542, "X2": 0.33465, "Y2": 0.454, "X3": 0.33333, "Y3": 0.4738, "X4": 0.31496, "Y4": 0.4738, "page": 0, "Index": 146}, {"Word": "real", "Confidence": 0.988, "X1": 0.3399, "Y1": 0.4542, "X2": 0.37402, "Y2": 0.454, "X3": 0.37402, "Y3": 0.4738, "X4": 0.33858, "Y4": 0.4738, "page": 0, "Index": 147}, {"Word": "people,", "Confidence": 0.995, "X1": 0.37927, "Y1": 0.4542, "X2": 0.44619, "Y2": 0.454, "X3": 0.44619, "Y3": 0.4738, "X4": 0.37927, "Y4": 0.4738, "page": 0, "Index": 148}, {"Word": "including", "Confidence": 0.995, "X1": 0.45144, "Y1": 0.4542, "X2": 0.54068, "Y2": 0.454, "X3": 0.53937, "Y3": 0.4748, "X4": 0.45144, "Y4": 0.4738, "page": 0, "Index": 149}, {"Word": "a", "Confidence": 0.998, "X1": 0.54593, "Y1": 0.4542, "X2": 0.55381, "Y2": 0.454, "X3": 0.55381, "Y3": 0.4748, "X4": 0.54462, "Y4": 0.4748, "page": 0, "Index": 150}, {"Word": "lot", "Confidence": 0.998, "X1": 0.55906, "Y1": 0.4542, "X2": 0.5853, "Y2": 0.454, "X3": 0.5853, "Y3": 0.4748, "X4": 0.55906, "Y4": 0.4748, "page": 0, "Index": 151}, {"Word": "of", "Confidence": 0.998, "X1": 0.59055, "Y1": 0.4542, "X2": 0.60761, "Y2": 0.454, "X3": 0.60761, "Y3": 0.4738, "X4": 0.59055, "Y4": 0.4748, "page": 0, "Index": 152}, {"Word": "parents.", "Confidence": 0.995, "X1": 0.61286, "Y1": 0.4542, "X2": 0.69291, "Y2": 0.454, "X3": 0.6916, "Y3": 0.4738, "X4": 0.61286, "Y4": 0.4738, "page": 0, "Index": 153}, {"Word": "We", "Confidence": 0.998, "X1": 0.69816, "Y1": 0.4542, "X2": 0.72703, "Y2": 0.454, "X3": 0.72703, "Y3": 0.4738, "X4": 0.69685, "Y4": 0.4738, "page": 0, "Index": 154}, {"Word": "don't", "Confidence": 0.997, "X1": 0.73228, "Y1": 0.4542, "X2": 0.78346, "Y2": 0.454, "X3": 0.78215, "Y3": 0.4738, "X4": 0.73228, "Y4": 0.4738, "page": 0, "Index": 155}, {"Word": "want", "Confidence": 0.991, "X1": 0.78871, "Y1": 0.4542, "X2": 0.83858, "Y2": 0.454, "X3": 0.83858, "Y3": 0.4728, "X4": 0.7874, "Y4": 0.4738, "page": 0, "Index": 156}, {"Word": "our", "Confidence": 0.997, "X1": 0.14829, "Y1": 0.4732, "X2": 0.17848, "Y2": 0.473, "X3": 0.17848, "Y3": 0.4898, "X4": 0.14829, "Y4": 0.4898, "page": 0, "Index": 157}, {"Word": "kids", "Confidence": 0.987, "X1": 0.18373, "Y1": 0.4732, "X2": 0.2231, "Y2": 0.473, "X3": 0.2231, "Y3": 0.4908, "X4": 0.18241, "Y4": 0.4898, "page": 0, "Index": 158}, {"Word": "to", "Confidence": 0.998, "X1": 0.22835, "Y1": 0.4732, "X2": 0.24541, "Y2": 0.473, "X3": 0.24541, "Y3": 0.4908, "X4": 0.22835, "Y4": 0.4908, "page": 0, "Index": 159}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.25066, "Y1": 0.4732, "X2": 0.31102, "Y2": 0.473, "X3": 0.31102, "Y3": 0.4918, "X4": 0.25066, "Y4": 0.4908, "page": 0, "Index": 160}, {"Word": "and", "Confidence": 0.998, "X1": 0.31627, "Y1": 0.4732, "X2": 0.35302, "Y2": 0.473, "X3": 0.35302, "Y3": 0.4918, "X4": 0.31627, "Y4": 0.4918, "page": 0, "Index": 161}, {"Word": "we", "Confidence": 0.998, "X1": 0.35827, "Y1": 0.4742, "X2": 0.3832, "Y2": 0.474, "X3": 0.3832, "Y3": 0.4928, "X4": 0.35696, "Y4": 0.4928, "page": 0, "Index": 162}, {"Word": "feel", "Confidence": 0.985, "X1": 0.38845, "Y1": 0.4742, "X2": 0.42257, "Y2": 0.474, "X3": 0.42126, "Y3": 0.4928, "X4": 0.38845, "Y4": 0.4928, "page": 0, "Index": 163}, {"Word": "good", "Confidence": 0.987, "X1": 0.42651, "Y1": 0.4742, "X2": 0.47375, "Y2": 0.474, "X3": 0.47244, "Y3": 0.4928, "X4": 0.42651, "Y4": 0.4928, "page": 0, "Index": 164}, {"Word": "about", "Confidence": 0.997, "X1": 0.479, "Y1": 0.4742, "X2": 0.5315, "Y2": 0.474, "X3": 0.53018, "Y3": 0.4928, "X4": 0.47769, "Y4": 0.4928, "page": 0, "Index": 165}, {"Word": "making", "Confidence": 0.997, "X1": 0.53675, "Y1": 0.4742, "X2": 0.6063, "Y2": 0.474, "X3": 0.6063, "Y3": 0.4928, "X4": 0.53543, "Y4": 0.4928, "page": 0, "Index": 166}, {"Word": "a", "Confidence": 0.995, "X1": 0.61155, "Y1": 0.4742, "X2": 0.62336, "Y2": 0.474, "X3": 0.62205, "Y3": 0.4928, "X4": 0.61024, "Y4": 0.4928, "page": 0, "Index": 167}, {"Word": "meaningful", "Confidence": 0.993, "X1": 0.6273, "Y1": 0.4742, "X2": 0.7336, "Y2": 0.474, "X3": 0.73228, "Y3": 0.4928, "X4": 0.6273, "Y4": 0.4928, "page": 0, "Index": 168}, {"Word": "contribution", "Confidence": 0.993, "X1": 0.73885, "Y1": 0.4742, "X2": 0.85433, "Y2": 0.474, "X3": 0.85433, "Y3": 0.4918, "X4": 0.73753, "Y4": 0.4928, "page": 0, "Index": 169}, {"Word": "to", "Confidence": 0.997, "X1": 0.14961, "Y1": 0.4922, "X2": 0.16535, "Y2": 0.492, "X3": 0.16404, "Y3": 0.5088, "X4": 0.14829, "Y4": 0.5088, "page": 0, "Index": 170}, {"Word": "this", "Confidence": 0.98, "X1": 0.16929, "Y1": 0.4922, "X2": 0.20341, "Y2": 0.492, "X3": 0.20341, "Y3": 0.5098, "X4": 0.16929, "Y4": 0.5088, "page": 0, "Index": 171}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.20866, "Y1": 0.4922, "X2": 0.2979, "Y2": 0.492, "X3": 0.2979, "Y3": 0.5098, "X4": 0.20866, "Y4": 0.5098, "page": 0, "Index": 172}, {"Word": "There", "Confidence": 0.998, "X1": 0.30315, "Y1": 0.4922, "X2": 0.35433, "Y2": 0.492, "X3": 0.35433, "Y3": 0.5108, "X4": 0.30184, "Y4": 0.5098, "page": 0, "Index": 173}, {"Word": "is", "Confidence": 0.998, "X1": 0.35958, "Y1": 0.4922, "X2": 0.37402, "Y2": 0.492, "X3": 0.37402, "Y3": 0.5108, "X4": 0.35827, "Y4": 0.5108, "page": 0, "Index": 174}, {"Word": "nothing", "Confidence": 0.996, "X1": 0.37927, "Y1": 0.4922, "X2": 0.45144, "Y2": 0.492, "X3": 0.45144, "Y3": 0.5108, "X4": 0.37795, "Y4": 0.5108, "page": 0, "Index": 175}, {"Word": "incompatible", "Confidence": 0.992, "X1": 0.45669, "Y1": 0.4922, "X2": 0.57612, "Y2": 0.492, "X3": 0.57612, "Y3": 0.5118, "X4": 0.45669, "Y4": 0.5108, "page": 0, "Index": 176}, {"Word": "about", "Confidence": 0.998, "X1": 0.58136, "Y1": 0.4922, "X2": 0.63517, "Y2": 0.492, "X3": 0.63517, "Y3": 0.5118, "X4": 0.58136, "Y4": 0.5118, "page": 0, "Index": 177}, {"Word": "selling", "Confidence": 0.996, "X1": 0.63911, "Y1": 0.4922, "X2": 0.70079, "Y2": 0.492, "X3": 0.70079, "Y3": 0.5118, "X4": 0.63911, "Y4": 0.5118, "page": 0, "Index": 178}, {"Word": "an", "Confidence": 0.998, "X1": 0.70604, "Y1": 0.4922, "X2": 0.72835, "Y2": 0.492, "X3": 0.72835, "Y3": 0.5118, "X4": 0.70604, "Y4": 0.5118, "page": 0, "Index": 179}, {"Word": "adult", "Confidence": 0.993, "X1": 0.7336, "Y1": 0.4922, "X2": 0.78215, "Y2": 0.492, "X3": 0.78215, "Y3": 0.5118, "X4": 0.7336, "Y4": 0.5118, "page": 0, "Index": 180}, {"Word": "product", "Confidence": 0.996, "X1": 0.7874, "Y1": 0.4932, "X2": 0.86483, "Y2": 0.493, "X3": 0.86483, "Y3": 0.5108, "X4": 0.7874, "Y4": 0.5118, "page": 0, "Index": 181}, {"Word": "to", "Confidence": 0.998, "X1": 0.14961, "Y1": 0.5112, "X2": 0.16404, "Y2": 0.511, "X3": 0.16273, "Y3": 0.5278, "X4": 0.14829, "Y4": 0.5278, "page": 0, "Index": 182}, {"Word": "adults,", "Confidence": 0.996, "X1": 0.16929, "Y1": 0.5112, "X2": 0.2336, "Y2": 0.511, "X3": 0.23228, "Y3": 0.5288, "X4": 0.16798, "Y4": 0.5288, "page": 0, "Index": 183}, {"Word": "while", "Confidence": 0.998, "X1": 0.23885, "Y1": 0.5112, "X2": 0.28871, "Y2": 0.511, "X3": 0.28871, "Y3": 0.5298, "X4": 0.23753, "Y4": 0.5288, "page": 0, "Index": 184}, {"Word": "working", "Confidence": 0.997, "X1": 0.29396, "Y1": 0.5112, "X2": 0.37008, "Y2": 0.511, "X3": 0.37008, "Y3": 0.5298, "X4": 0.29396, "Y4": 0.5298, "page": 0, "Index": 185}, {"Word": "hard", "Confidence": 0.99, "X1": 0.37533, "Y1": 0.5112, "X2": 0.42126, "Y2": 0.511, "X3": 0.42126, "Y3": 0.5308, "X4": 0.37533, "Y4": 0.5298, "page": 0, "Index": 186}, {"Word": "to", "Confidence": 0.998, "X1": 0.42651, "Y1": 0.5112, "X2": 0.44357, "Y2": 0.511, "X3": 0.44357, "Y3": 0.5308, "X4": 0.42651, "Y4": 0.5308, "page": 0, "Index": 187}, {"Word": "discourage", "Confidence": 0.995, "X1": 0.44882, "Y1": 0.5112, "X2": 0.54987, "Y2": 0.511, "X3": 0.54987, "Y3": 0.5308, "X4": 0.44751, "Y4": 0.5308, "page": 0, "Index": 188}, {"Word": "and", "Confidence": 0.998, "X1": 0.55512, "Y1": 0.5112, "X2": 0.58924, "Y2": 0.511, "X3": 0.58924, "Y3": 0.5308, "X4": 0.55512, "Y4": 0.5308, "page": 0, "Index": 189}, {"Word": "prevent", "Confidence": 0.995, "X1": 0.59449, "Y1": 0.5112, "X2": 0.66535, "Y2": 0.511, "X3": 0.66535, "Y3": 0.5308, "X4": 0.59318, "Y4": 0.5308, "page": 0, "Index": 190}, {"Word": "its", "Confidence": 0.998, "X1": 0.6706, "Y1": 0.5112, "X2": 0.69291, "Y2": 0.511, "X3": 0.6916, "Y3": 0.5308, "X4": 0.6706, "Y4": 0.5308, "page": 0, "Index": 191}, {"Word": "use", "Confidence": 0.998, "X1": 0.69816, "Y1": 0.5112, "X2": 0.72835, "Y2": 0.511, "X3": 0.72703, "Y3": 0.5308, "X4": 0.69685, "Y4": 0.5308, "page": 0, "Index": 192}, {"Word": "by", "Confidence": 0.998, "X1": 0.7336, "Y1": 0.5112, "X2": 0.75722, "Y2": 0.511, "X3": 0.75591, "Y3": 0.5308, "X4": 0.73228, "Y4": 0.5308, "page": 0, "Index": 193}, {"Word": "kids.", "Confidence": 0.995, "X1": 0.76247, "Y1": 0.5112, "X2": 0.80971, "Y2": 0.511, "X3": 0.80971, "Y3": 0.5308, "X4": 0.76115, "Y4": 0.5308, "page": 0, "Index": 194}, {"Word": "2080249220", "Confidence": 0.976, "X1": 0.95538, "Y1": 0.8922, "X2": 0.95407, "Y2": 0.892, "X3": 0.92913, "Y3": 0.8908, "X4": 0.93045, "Y4": 0.7898, "page": 0, "Index": 195}, {"Word": "9", "Confidence": 0.995, "X1": 0.85171, "Y1": 0.9482, "X2": 0.8622, "Y2": 0.948, "X3": 0.8622, "Y3": 0.9618, "X4": 0.85171, "Y4": 0.9618, "page": 0, "Index": 196}]}
"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"
ffyn0177
2
{"lines_data": [{"Word": "We have a responsibility to play an active and meaningful role in reducing", "Confidence": 0.99177, "X1": 0.13403, "Y1": 0.0892, "X2": 0.83706, "Y2": 0.089, "X3": 0.83706, "Y3": 0.1088, "X4": 0.13403, "Y4": 0.1078, "page": 0}, {"Word": "youth smoking. These are our products. They are meant for adults who", "Confidence": 0.996, "X1": 0.14323, "Y1": 0.1082, "X2": 0.81735, "Y2": 0.108, "X3": 0.81735, "Y3": 0.1258, "X4": 0.14323, "Y4": 0.1268, "page": 0}, {"Word": "choose to smoke. We do not want kids to smoke and we want to help solve", "Confidence": 0.99537, "X1": 0.14455, "Y1": 0.1272, "X2": 0.84363, "Y2": 0.127, "X3": 0.84363, "Y3": 0.1458, "X4": 0.14455, "Y4": 0.1448, "page": 0}, {"Word": "the problem.", "Confidence": 0.9945, "X1": 0.14586, "Y1": 0.1462, "X2": 0.26281, "Y2": 0.146, "X3": 0.26281, "Y3": 0.1638, "X4": 0.14586, "Y4": 0.1638, "page": 0}, {"Word": "We recognize that many may question our sincerity and our commitment, but", "Confidence": 0.99508, "X1": 0.13403, "Y1": 0.1852, "X2": 0.86728, "Y2": 0.185, "X3": 0.86728, "Y3": 0.2038, "X4": 0.13403, "Y4": 0.2028, "page": 0}, {"Word": "we ask them to judge us over the long-run for our actions and their impact on", "Confidence": 0.99337, "X1": 0.14586, "Y1": 0.2032, "X2": 0.86334, "Y2": 0.203, "X3": 0.86334, "Y3": 0.2228, "X4": 0.14586, "Y4": 0.2228, "page": 0}, {"Word": "reducing youth smoking.", "Confidence": 0.99433, "X1": 0.14455, "Y1": 0.2222, "X2": 0.37714, "Y2": 0.222, "X3": 0.37714, "Y3": 0.2428, "X4": 0.14455, "Y4": 0.2418, "page": 0}, {"Word": "Departure for PM", "Confidence": 0.99567, "X1": 0.1117, "Y1": 0.2582, "X2": 0.28515, "Y2": 0.258, "X3": 0.28515, "Y3": 0.2778, "X4": 0.1117, "Y4": 0.2788, "page": 0}, {"Word": "This is a next step in a long-standing commitment on the issue. It reflects our", "Confidence": 0.98627, "X1": 0.12221, "Y1": 0.2992, "X2": 0.86597, "Y2": 0.299, "X3": 0.86597, "Y3": 0.3178, "X4": 0.12221, "Y4": 0.3168, "page": 0}, {"Word": "core values about our business - which is to serve adult consumers in a", "Confidence": 0.993, "X1": 0.14323, "Y1": 0.3182, "X2": 0.8042, "Y2": 0.318, "X3": 0.8042, "Y3": 0.3358, "X4": 0.14323, "Y4": 0.3358, "page": 0}, {"Word": "responsible way.", "Confidence": 0.984, "X1": 0.14455, "Y1": 0.3382, "X2": 0.30092, "Y2": 0.338, "X3": 0.30092, "Y3": 0.3558, "X4": 0.14455, "Y4": 0.3558, "page": 0}, {"Word": "Elements of our long-standing commitment include:", "Confidence": 0.9895, "X1": 0.12352, "Y1": 0.3752, "X2": 0.62943, "Y2": 0.375, "X3": 0.62943, "Y3": 0.3938, "X4": 0.12352, "Y4": 0.3948, "page": 0}, {"Word": "- our adherance to the tobacco industry's Cigarette Advertising and", "Confidence": 0.9956, "X1": 0.17346, "Y1": 0.3952, "X2": 0.8134, "Y2": 0.395, "X3": 0.8134, "Y3": 0.4148, "X4": 0.17346, "Y4": 0.4148, "page": 0}, {"Word": "Promotion Code", "Confidence": 0.993, "X1": 0.17346, "Y1": 0.4152, "X2": 0.33246, "Y2": 0.415, "X3": 0.33246, "Y3": 0.4318, "X4": 0.17346, "Y4": 0.4318, "page": 0}, {"Word": "- our Action Against Access program which ended practices such as", "Confidence": 0.99527, "X1": 0.17477, "Y1": 0.4332, "X2": 0.81209, "Y2": 0.433, "X3": 0.81209, "Y3": 0.4528, "X4": 0.17477, "Y4": 0.4528, "page": 0}, {"Word": "sampling and sending cigarettes through the mail", "Confidence": 0.99529, "X1": 0.17346, "Y1": 0.4522, "X2": 0.63863, "Y2": 0.452, "X3": 0.63863, "Y3": 0.4708, "X4": 0.17346, "Y4": 0.4718, "page": 0}, {"Word": "- our support of the Coalition for Responsible Tobacco Retailing's \"We", "Confidence": 0.99164, "X1": 0.17477, "Y1": 0.4702, "X2": 0.83574, "Y2": 0.47, "X3": 0.83574, "Y3": 0.4888, "X4": 0.17477, "Y4": 0.4898, "page": 0}, {"Word": "Card\" education and training program", "Confidence": 0.9736, "X1": 0.17214, "Y1": 0.4912, "X2": 0.53745, "Y2": 0.491, "X3": 0.53745, "Y3": 0.5098, "X4": 0.17214, "Y4": 0.5078, "page": 0}, {"Word": "- support in state legislatures over the last 3 years of the enactment of 25", "Confidence": 0.99533, "X1": 0.17608, "Y1": 0.5082, "X2": 0.84888, "Y2": 0.508, "X3": 0.84888, "Y3": 0.5268, "X4": 0.17608, "Y4": 0.5278, "page": 0}, {"Word": "bills in 24 states to reduce youth access to cigarettes", "Confidence": 0.996, "X1": 0.17346, "Y1": 0.5292, "X2": 0.65309, "Y2": 0.529, "X3": 0.65309, "Y3": 0.5468, "X4": 0.17346, "Y4": 0.5458, "page": 0}, {"Word": "This is new to the degree that we are now adding a proactive component of", "Confidence": 0.9952, "X1": 0.1406, "Y1": 0.5672, "X2": 0.84363, "Y2": 0.567, "X3": 0.84363, "Y3": 0.5858, "X4": 0.1406, "Y4": 0.5848, "page": 0}, {"Word": "communicating to kids to convince them not to smoke and to support them in", "Confidence": 0.99486, "X1": 0.14323, "Y1": 0.5852, "X2": 0.86465, "Y2": 0.585, "X3": 0.86465, "Y3": 0.6038, "X4": 0.14323, "Y4": 0.6038, "page": 0}, {"Word": "that decision through school-based and community-based programs. We", "Confidence": 0.99525, "X1": 0.14323, "Y1": 0.6042, "X2": 0.82392, "Y2": 0.604, "X3": 0.82392, "Y3": 0.6238, "X4": 0.14323, "Y4": 0.6228, "page": 0}, {"Word": "haven't done this before.", "Confidence": 0.99275, "X1": 0.14586, "Y1": 0.6242, "X2": 0.37319, "Y2": 0.624, "X3": 0.37319, "Y3": 0.6398, "X4": 0.14586, "Y4": 0.6398, "page": 0}, {"Word": "Cost of the YSP effort", "Confidence": 0.9958, "X1": 0.11432, "Y1": 0.6602, "X2": 0.32326, "Y2": 0.66, "X3": 0.32326, "Y3": 0.6768, "X4": 0.11432, "Y4": 0.6788, "page": 0}, {"Word": "This is a significant, long-term commitment. We will not give exact figures,", "Confidence": 0.99367, "X1": 0.13272, "Y1": 0.7012, "X2": 0.83968, "Y2": 0.701, "X3": 0.83968, "Y3": 0.7198, "X4": 0.13272, "Y4": 0.7188, "page": 0}, {"Word": "but the budget for our overall youth smoking prevention effort is over 100", "Confidence": 0.99592, "X1": 0.14323, "Y1": 0.7192, "X2": 0.83443, "Y2": 0.719, "X3": 0.83443, "Y3": 0.7398, "X4": 0.14323, "Y4": 0.7388, "page": 0}, {"Word": "million dollars.", "Confidence": 0.9935, "X1": 0.14323, "Y1": 0.7382, "X2": 0.29041, "Y2": 0.738, "X3": 0.29041, "Y3": 0.7558, "X4": 0.14323, "Y4": 0.7548, "page": 0}, {"Word": "While we will not disclose the exact advertising budget for 1999, it is a", "Confidence": 0.996, "X1": 0.13272, "Y1": 0.7782, "X2": 0.79763, "Y2": 0.778, "X3": 0.79763, "Y3": 0.7988, "X4": 0.13272, "Y4": 0.7978, "page": 0}, {"Word": "significant proportion of the overall budget .. ....", "Confidence": 0.90525, "X1": 0.14455, "Y1": 0.7962, "X2": 0.59001, "Y2": 0.796, "X3": 0.59001, "Y3": 0.8178, "X4": 0.14455, "Y4": 0.8178, "page": 0}, {"Word": "Please be clear - as much as this is costing, we are not claiming that we alone-", "Confidence": 0.99359, "X1": 0.13535, "Y1": 0.8372, "X2": 0.86202, "Y2": 0.837, "X3": 0.86202, "Y3": 0.8558, "X4": 0.13535, "Y4": 0.8558, "page": 0}, {"Word": "- through our efforts - are going to solve the problem. We have developed", "Confidence": 0.99357, "X1": 0.14455, "Y1": 0.8572, "X2": 0.83968, "Y2": 0.857, "X3": 0.83968, "Y3": 0.8758, "X4": 0.14455, "Y4": 0.8758, "page": 0}, {"Word": "2080249214", "Confidence": 0.995, "X1": 0.95007, "Y1": 0.8862, "X2": 0.95664, "Y2": 0.886, "X3": 0.92904, "Y3": 0.8868, "X4": 0.92378, "Y4": 0.7788, "page": 0}, {"Word": "an integrated approach based on research and discussions with youth", "Confidence": 0.9955, "X1": 0.14323, "Y1": 0.8752, "X2": 0.78975, "Y2": 0.875, "X3": 0.78975, "Y3": 0.8948, "X4": 0.14323, "Y4": 0.8958, "page": 0}, {"Word": "3", "Confidence": 0.996, "X1": 0.85151, "Y1": 0.9422, "X2": 0.86597, "Y2": 0.942, "X3": 0.86597, "Y3": 0.9578, "X4": 0.8502, "Y4": 0.9568, "page": 0}], "words_data": [{"Word": "We", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.0892, "X2": 0.17346, "Y2": 0.089, "X3": 0.17214, "Y3": 0.1088, "X4": 0.14192, "Y4": 0.1078, "page": 0, "Index": 0}, {"Word": "have", "Confidence": 0.989, "X1": 0.1774, "Y1": 0.0892, "X2": 0.22339, "Y2": 0.089, "X3": 0.22208, "Y3": 0.1088, "X4": 0.1774, "Y4": 0.1088, "page": 0, "Index": 1}, {"Word": "a", "Confidence": 0.996, "X1": 0.22865, "Y1": 0.0892, "X2": 0.23916, "Y2": 0.089, "X3": 0.23784, "Y3": 0.1088, "X4": 0.22733, "Y4": 0.1088, "page": 0, "Index": 2}, {"Word": "responsibility", "Confidence": 0.955, "X1": 0.24442, "Y1": 0.0892, "X2": 0.36925, "Y2": 0.089, "X3": 0.36925, "Y3": 0.1088, "X4": 0.2431, "Y4": 0.1088, "page": 0, "Index": 3}, {"Word": "to", "Confidence": 0.998, "X1": 0.37451, "Y1": 0.0892, "X2": 0.39159, "Y2": 0.089, "X3": 0.39159, "Y3": 0.1098, "X4": 0.37451, "Y4": 0.1088, "page": 0, "Index": 4}, {"Word": "play", "Confidence": 0.987, "X1": 0.39685, "Y1": 0.0892, "X2": 0.4389, "Y2": 0.089, "X3": 0.4389, "Y3": 0.1098, "X4": 0.39685, "Y4": 0.1098, "page": 0, "Index": 5}, {"Word": "an", "Confidence": 0.998, "X1": 0.44415, "Y1": 0.0892, "X2": 0.46649, "Y2": 0.089, "X3": 0.46649, "Y3": 0.1098, "X4": 0.44415, "Y4": 0.1098, "page": 0, "Index": 6}, {"Word": "active", "Confidence": 0.997, "X1": 0.47175, "Y1": 0.0892, "X2": 0.52562, "Y2": 0.089, "X3": 0.52562, "Y3": 0.1098, "X4": 0.47175, "Y4": 0.1098, "page": 0, "Index": 7}, {"Word": "and", "Confidence": 0.998, "X1": 0.53088, "Y1": 0.0892, "X2": 0.56636, "Y2": 0.089, "X3": 0.56636, "Y3": 0.1098, "X4": 0.53088, "Y4": 0.1098, "page": 0, "Index": 8}, {"Word": "meaningful", "Confidence": 0.995, "X1": 0.57162, "Y1": 0.0892, "X2": 0.67674, "Y2": 0.089, "X3": 0.67674, "Y3": 0.1098, "X4": 0.57162, "Y4": 0.1098, "page": 0, "Index": 9}, {"Word": "role", "Confidence": 0.988, "X1": 0.682, "Y1": 0.0892, "X2": 0.71748, "Y2": 0.089, "X3": 0.71748, "Y3": 0.1098, "X4": 0.682, "Y4": 0.1098, "page": 0, "Index": 10}, {"Word": "in", "Confidence": 0.998, "X1": 0.72273, "Y1": 0.0892, "X2": 0.74113, "Y2": 0.089, "X3": 0.74244, "Y3": 0.1088, "X4": 0.72273, "Y4": 0.1098, "page": 0, "Index": 11}, {"Word": "reducing", "Confidence": 0.996, "X1": 0.74639, "Y1": 0.0902, "X2": 0.83443, "Y2": 0.09, "X3": 0.83574, "Y3": 0.1088, "X4": 0.7477, "Y4": 0.1088, "page": 0, "Index": 12}, {"Word": "youth", "Confidence": 0.997, "X1": 0.14455, "Y1": 0.1092, "X2": 0.19711, "Y2": 0.109, "X3": 0.19711, "Y3": 0.1268, "X4": 0.14455, "Y4": 0.1268, "page": 0, "Index": 13}, {"Word": "smoking.", "Confidence": 0.994, "X1": 0.20105, "Y1": 0.1092, "X2": 0.29435, "Y2": 0.109, "X3": 0.29435, "Y3": 0.1268, "X4": 0.20105, "Y4": 0.1268, "page": 0, "Index": 14}, {"Word": "These", "Confidence": 0.997, "X1": 0.29961, "Y1": 0.1082, "X2": 0.35217, "Y2": 0.108, "X3": 0.35217, "Y3": 0.1268, "X4": 0.29961, "Y4": 0.1268, "page": 0, "Index": 15}, {"Word": "are", "Confidence": 0.998, "X1": 0.35742, "Y1": 0.1082, "X2": 0.38502, "Y2": 0.108, "X3": 0.38502, "Y3": 0.1268, "X4": 0.35611, "Y4": 0.1268, "page": 0, "Index": 16}, {"Word": "our", "Confidence": 0.998, "X1": 0.39028, "Y1": 0.1082, "X2": 0.42181, "Y2": 0.108, "X3": 0.42181, "Y3": 0.1268, "X4": 0.39028, "Y4": 0.1268, "page": 0, "Index": 17}, {"Word": "products.", "Confidence": 0.994, "X1": 0.42707, "Y1": 0.1082, "X2": 0.52168, "Y2": 0.108, "X3": 0.52168, "Y3": 0.1268, "X4": 0.42707, "Y4": 0.1268, "page": 0, "Index": 18}, {"Word": "They", "Confidence": 0.989, "X1": 0.52694, "Y1": 0.1082, "X2": 0.57293, "Y2": 0.108, "X3": 0.57293, "Y3": 0.1268, "X4": 0.52694, "Y4": 0.1268, "page": 0, "Index": 19}, {"Word": "are", "Confidence": 0.998, "X1": 0.57687, "Y1": 0.1082, "X2": 0.60578, "Y2": 0.108, "X3": 0.60578, "Y3": 0.1268, "X4": 0.57819, "Y4": 0.1268, "page": 0, "Index": 20}, {"Word": "meant", "Confidence": 0.997, "X1": 0.61104, "Y1": 0.1082, "X2": 0.66886, "Y2": 0.108, "X3": 0.66886, "Y3": 0.1268, "X4": 0.61104, "Y4": 0.1268, "page": 0, "Index": 21}, {"Word": "for", "Confidence": 0.998, "X1": 0.6728, "Y1": 0.1082, "X2": 0.70039, "Y2": 0.108, "X3": 0.70039, "Y3": 0.1268, "X4": 0.67411, "Y4": 0.1268, "page": 0, "Index": 22}, {"Word": "adults", "Confidence": 0.994, "X1": 0.70565, "Y1": 0.1092, "X2": 0.76478, "Y2": 0.109, "X3": 0.76478, "Y3": 0.1268, "X4": 0.70565, "Y4": 0.1268, "page": 0, "Index": 23}, {"Word": "who", "Confidence": 0.998, "X1": 0.76873, "Y1": 0.1092, "X2": 0.8134, "Y2": 0.109, "X3": 0.81472, "Y3": 0.1258, "X4": 0.77004, "Y4": 0.1258, "page": 0, "Index": 24}, {"Word": "choose", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.1272, "X2": 0.20631, "Y2": 0.127, "X3": 0.20631, "Y3": 0.1448, "X4": 0.14455, "Y4": 0.1448, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.21156, "Y1": 0.1272, "X2": 0.22996, "Y2": 0.127, "X3": 0.22865, "Y3": 0.1448, "X4": 0.21156, "Y4": 0.1448, "page": 0, "Index": 26}, {"Word": "smoke.", "Confidence": 0.997, "X1": 0.2339, "Y1": 0.1272, "X2": 0.30618, "Y2": 0.127, "X3": 0.30486, "Y3": 0.1458, "X4": 0.2339, "Y4": 0.1448, "page": 0, "Index": 27}, {"Word": "We", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.1272, "X2": 0.34166, "Y2": 0.127, "X3": 0.34034, "Y3": 0.1458, "X4": 0.31012, "Y4": 0.1458, "page": 0, "Index": 28}, {"Word": "do", "Confidence": 0.998, "X1": 0.34691, "Y1": 0.1272, "X2": 0.36925, "Y2": 0.127, "X3": 0.36925, "Y3": 0.1458, "X4": 0.3456, "Y4": 0.1458, "page": 0, "Index": 29}, {"Word": "not", "Confidence": 0.998, "X1": 0.37451, "Y1": 0.1272, "X2": 0.40604, "Y2": 0.127, "X3": 0.40604, "Y3": 0.1458, "X4": 0.37319, "Y4": 0.1458, "page": 0, "Index": 30}, {"Word": "want", "Confidence": 0.989, "X1": 0.4113, "Y1": 0.1272, "X2": 0.45861, "Y2": 0.127, "X3": 0.45729, "Y3": 0.1458, "X4": 0.4113, "Y4": 0.1458, "page": 0, "Index": 31}, {"Word": "kids", "Confidence": 0.988, "X1": 0.46386, "Y1": 0.1272, "X2": 0.50197, "Y2": 0.127, "X3": 0.50197, "Y3": 0.1458, "X4": 0.46255, "Y4": 0.1458, "page": 0, "Index": 32}, {"Word": "to", "Confidence": 0.998, "X1": 0.50723, "Y1": 0.1272, "X2": 0.52562, "Y2": 0.127, "X3": 0.52431, "Y3": 0.1458, "X4": 0.50723, "Y4": 0.1458, "page": 0, "Index": 33}, {"Word": "smoke", "Confidence": 0.998, "X1": 0.52957, "Y1": 0.1272, "X2": 0.59133, "Y2": 0.127, "X3": 0.59133, "Y3": 0.1468, "X4": 0.52957, "Y4": 0.1458, "page": 0, "Index": 34}, {"Word": "and", "Confidence": 0.998, "X1": 0.59658, "Y1": 0.1272, "X2": 0.63206, "Y2": 0.127, "X3": 0.63206, "Y3": 0.1468, "X4": 0.59658, "Y4": 0.1468, "page": 0, "Index": 35}, {"Word": "we", "Confidence": 0.998, "X1": 0.63732, "Y1": 0.1272, "X2": 0.66491, "Y2": 0.127, "X3": 0.6636, "Y3": 0.1468, "X4": 0.63601, "Y4": 0.1468, "page": 0, "Index": 36}, {"Word": "want", "Confidence": 0.991, "X1": 0.67017, "Y1": 0.1272, "X2": 0.71616, "Y2": 0.127, "X3": 0.71616, "Y3": 0.1468, "X4": 0.66886, "Y4": 0.1468, "page": 0, "Index": 37}, {"Word": "to", "Confidence": 0.998, "X1": 0.72142, "Y1": 0.1272, "X2": 0.73982, "Y2": 0.127, "X3": 0.7385, "Y3": 0.1468, "X4": 0.72142, "Y4": 0.1468, "page": 0, "Index": 38}, {"Word": "help", "Confidence": 0.988, "X1": 0.74376, "Y1": 0.1282, "X2": 0.78712, "Y2": 0.128, "X3": 0.78581, "Y3": 0.1468, "X4": 0.74376, "Y4": 0.1468, "page": 0, "Index": 39}, {"Word": "solve", "Confidence": 0.997, "X1": 0.79106, "Y1": 0.1282, "X2": 0.84363, "Y2": 0.128, "X3": 0.84363, "Y3": 0.1468, "X4": 0.79106, "Y4": 0.1468, "page": 0, "Index": 40}, {"Word": "the", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.1462, "X2": 0.17214, "Y2": 0.146, "X3": 0.17214, "Y3": 0.1648, "X4": 0.14586, "Y4": 0.1648, "page": 0, "Index": 41}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.17608, "Y1": 0.1462, "X2": 0.26413, "Y2": 0.146, "X3": 0.26413, "Y3": 0.1648, "X4": 0.17608, "Y4": 0.1648, "page": 0, "Index": 42}, {"Word": "We", "Confidence": 0.998, "X1": 0.14192, "Y1": 0.1852, "X2": 0.17346, "Y2": 0.185, "X3": 0.17346, "Y3": 0.2038, "X4": 0.14192, "Y4": 0.2038, "page": 0, "Index": 43}, {"Word": "recognize", "Confidence": 0.994, "X1": 0.1774, "Y1": 0.1852, "X2": 0.26807, "Y2": 0.185, "X3": 0.26807, "Y3": 0.2038, "X4": 0.1774, "Y4": 0.2038, "page": 0, "Index": 44}, {"Word": "that", "Confidence": 0.988, "X1": 0.27332, "Y1": 0.1852, "X2": 0.3088, "Y2": 0.185, "X3": 0.3088, "Y3": 0.2038, "X4": 0.27332, "Y4": 0.2038, "page": 0, "Index": 45}, {"Word": "many", "Confidence": 0.989, "X1": 0.31406, "Y1": 0.1852, "X2": 0.36794, "Y2": 0.185, "X3": 0.36794, "Y3": 0.2038, "X4": 0.31406, "Y4": 0.2038, "page": 0, "Index": 46}, {"Word": "may", "Confidence": 0.998, "X1": 0.37319, "Y1": 0.1852, "X2": 0.41393, "Y2": 0.185, "X3": 0.41393, "Y3": 0.2038, "X4": 0.37188, "Y4": 0.2038, "page": 0, "Index": 47}, {"Word": "question", "Confidence": 0.995, "X1": 0.41787, "Y1": 0.1852, "X2": 0.49671, "Y2": 0.185, "X3": 0.49671, "Y3": 0.2038, "X4": 0.41787, "Y4": 0.2038, "page": 0, "Index": 48}, {"Word": "our", "Confidence": 0.998, "X1": 0.50197, "Y1": 0.1852, "X2": 0.53482, "Y2": 0.185, "X3": 0.53482, "Y3": 0.2038, "X4": 0.50197, "Y4": 0.2038, "page": 0, "Index": 49}, {"Word": "sincerity", "Confidence": 0.994, "X1": 0.54008, "Y1": 0.1852, "X2": 0.62024, "Y2": 0.185, "X3": 0.61892, "Y3": 0.2038, "X4": 0.53876, "Y4": 0.2038, "page": 0, "Index": 50}, {"Word": "and", "Confidence": 0.998, "X1": 0.62418, "Y1": 0.1852, "X2": 0.66097, "Y2": 0.185, "X3": 0.66097, "Y3": 0.2038, "X4": 0.62418, "Y4": 0.2038, "page": 0, "Index": 51}, {"Word": "our", "Confidence": 0.998, "X1": 0.66623, "Y1": 0.1852, "X2": 0.69645, "Y2": 0.185, "X3": 0.69645, "Y3": 0.2038, "X4": 0.66491, "Y4": 0.2038, "page": 0, "Index": 52}, {"Word": "commitment,", "Confidence": 0.993, "X1": 0.70171, "Y1": 0.1852, "X2": 0.82654, "Y2": 0.185, "X3": 0.82523, "Y3": 0.2048, "X4": 0.70171, "Y4": 0.2038, "page": 0, "Index": 53}, {"Word": "but", "Confidence": 0.998, "X1": 0.83049, "Y1": 0.1852, "X2": 0.86728, "Y2": 0.185, "X3": 0.86728, "Y3": 0.2048, "X4": 0.83049, "Y4": 0.2048, "page": 0, "Index": 54}, {"Word": "we", "Confidence": 0.994, "X1": 0.14717, "Y1": 0.2052, "X2": 0.16951, "Y2": 0.205, "X3": 0.17083, "Y3": 0.2228, "X4": 0.14717, "Y4": 0.2228, "page": 0, "Index": 55}, {"Word": "ask", "Confidence": 0.998, "X1": 0.17477, "Y1": 0.2052, "X2": 0.20631, "Y2": 0.205, "X3": 0.20762, "Y3": 0.2228, "X4": 0.17477, "Y4": 0.2228, "page": 0, "Index": 56}, {"Word": "them", "Confidence": 0.991, "X1": 0.21156, "Y1": 0.2052, "X2": 0.25624, "Y2": 0.205, "X3": 0.25624, "Y3": 0.2228, "X4": 0.21156, "Y4": 0.2228, "page": 0, "Index": 57}, {"Word": "to", "Confidence": 0.998, "X1": 0.26281, "Y1": 0.2052, "X2": 0.28121, "Y2": 0.205, "X3": 0.28121, "Y3": 0.2228, "X4": 0.26413, "Y4": 0.2228, "page": 0, "Index": 58}, {"Word": "judge", "Confidence": 0.997, "X1": 0.28647, "Y1": 0.2042, "X2": 0.33903, "Y2": 0.204, "X3": 0.34034, "Y3": 0.2228, "X4": 0.28647, "Y4": 0.2228, "page": 0, "Index": 59}, {"Word": "us", "Confidence": 0.998, "X1": 0.34428, "Y1": 0.2042, "X2": 0.36662, "Y2": 0.204, "X3": 0.36662, "Y3": 0.2238, "X4": 0.3456, "Y4": 0.2238, "page": 0, "Index": 60}, {"Word": "over", "Confidence": 0.988, "X1": 0.37057, "Y1": 0.2042, "X2": 0.41261, "Y2": 0.204, "X3": 0.41261, "Y3": 0.2238, "X4": 0.37188, "Y4": 0.2238, "page": 0, "Index": 61}, {"Word": "the", "Confidence": 0.998, "X1": 0.41787, "Y1": 0.2042, "X2": 0.44547, "Y2": 0.204, "X3": 0.44678, "Y3": 0.2238, "X4": 0.41787, "Y4": 0.2238, "page": 0, "Index": 62}, {"Word": "long-run", "Confidence": 0.951, "X1": 0.45072, "Y1": 0.2042, "X2": 0.53219, "Y2": 0.204, "X3": 0.53351, "Y3": 0.2238, "X4": 0.45204, "Y4": 0.2238, "page": 0, "Index": 63}, {"Word": "for", "Confidence": 0.998, "X1": 0.53745, "Y1": 0.2042, "X2": 0.56373, "Y2": 0.204, "X3": 0.56505, "Y3": 0.2238, "X4": 0.53745, "Y4": 0.2238, "page": 0, "Index": 64}, {"Word": "our", "Confidence": 0.998, "X1": 0.56899, "Y1": 0.2042, "X2": 0.60184, "Y2": 0.204, "X3": 0.60315, "Y3": 0.2238, "X4": 0.56899, "Y4": 0.2238, "page": 0, "Index": 65}, {"Word": "actions", "Confidence": 0.996, "X1": 0.6071, "Y1": 0.2042, "X2": 0.6728, "Y2": 0.204, "X3": 0.6728, "Y3": 0.2238, "X4": 0.6071, "Y4": 0.2238, "page": 0, "Index": 66}, {"Word": "and", "Confidence": 0.998, "X1": 0.67674, "Y1": 0.2042, "X2": 0.71222, "Y2": 0.204, "X3": 0.71222, "Y3": 0.2238, "X4": 0.67806, "Y4": 0.2238, "page": 0, "Index": 67}, {"Word": "their", "Confidence": 0.997, "X1": 0.71748, "Y1": 0.2042, "X2": 0.76084, "Y2": 0.204, "X3": 0.76084, "Y3": 0.2238, "X4": 0.71748, "Y4": 0.2238, "page": 0, "Index": 68}, {"Word": "impact", "Confidence": 0.996, "X1": 0.7661, "Y1": 0.2052, "X2": 0.83049, "Y2": 0.205, "X3": 0.83049, "Y3": 0.2238, "X4": 0.7661, "Y4": 0.2238, "page": 0, "Index": 69}, {"Word": "on", "Confidence": 0.998, "X1": 0.83574, "Y1": 0.2052, "X2": 0.86202, "Y2": 0.205, "X3": 0.86202, "Y3": 0.2238, "X4": 0.83574, "Y4": 0.2238, "page": 0, "Index": 70}, {"Word": "reducing", "Confidence": 0.995, "X1": 0.14586, "Y1": 0.2232, "X2": 0.22602, "Y2": 0.223, "X3": 0.22602, "Y3": 0.2418, "X4": 0.14586, "Y4": 0.2428, "page": 0, "Index": 71}, {"Word": "youth", "Confidence": 0.994, "X1": 0.23127, "Y1": 0.2232, "X2": 0.28515, "Y2": 0.223, "X3": 0.28515, "Y3": 0.2418, "X4": 0.23127, "Y4": 0.2418, "page": 0, "Index": 72}, {"Word": "smoking.", "Confidence": 0.994, "X1": 0.29041, "Y1": 0.2242, "X2": 0.37845, "Y2": 0.224, "X3": 0.37714, "Y3": 0.2428, "X4": 0.29041, "Y4": 0.2418, "page": 0, "Index": 73}, {"Word": "Departure", "Confidence": 0.991, "X1": 0.11301, "Y1": 0.2602, "X2": 0.20894, "Y2": 0.26, "X3": 0.20894, "Y3": 0.2788, "X4": 0.1117, "Y4": 0.2798, "page": 0, "Index": 74}, {"Word": "for", "Confidence": 0.998, "X1": 0.21419, "Y1": 0.2602, "X2": 0.24179, "Y2": 0.26, "X3": 0.24047, "Y3": 0.2788, "X4": 0.21419, "Y4": 0.2788, "page": 0, "Index": 75}, {"Word": "PM", "Confidence": 0.998, "X1": 0.24704, "Y1": 0.2592, "X2": 0.27464, "Y2": 0.259, "X3": 0.27464, "Y3": 0.2788, "X4": 0.24573, "Y4": 0.2788, "page": 0, "Index": 76}, {"Word": "This", "Confidence": 0.988, "X1": 0.14455, "Y1": 0.2992, "X2": 0.18265, "Y2": 0.299, "X3": 0.18265, "Y3": 0.3178, "X4": 0.14323, "Y4": 0.3178, "page": 0, "Index": 77}, {"Word": "is", "Confidence": 0.998, "X1": 0.18791, "Y1": 0.2992, "X2": 0.20237, "Y2": 0.299, "X3": 0.20237, "Y3": 0.3178, "X4": 0.18791, "Y4": 0.3178, "page": 0, "Index": 78}, {"Word": "a", "Confidence": 0.995, "X1": 0.20762, "Y1": 0.2992, "X2": 0.21813, "Y2": 0.299, "X3": 0.21813, "Y3": 0.3178, "X4": 0.20631, "Y4": 0.3178, "page": 0, "Index": 79}, {"Word": "next", "Confidence": 0.991, "X1": 0.22339, "Y1": 0.2992, "X2": 0.26413, "Y2": 0.299, "X3": 0.26281, "Y3": 0.3178, "X4": 0.22339, "Y4": 0.3178, "page": 0, "Index": 80}, {"Word": "step", "Confidence": 0.991, "X1": 0.26807, "Y1": 0.2992, "X2": 0.30618, "Y2": 0.299, "X3": 0.30486, "Y3": 0.3178, "X4": 0.26807, "Y4": 0.3178, "page": 0, "Index": 81}, {"Word": "in", "Confidence": 0.998, "X1": 0.31012, "Y1": 0.2992, "X2": 0.32983, "Y2": 0.299, "X3": 0.32983, "Y3": 0.3178, "X4": 0.31012, "Y4": 0.3178, "page": 0, "Index": 82}, {"Word": "a", "Confidence": 0.995, "X1": 0.33509, "Y1": 0.2992, "X2": 0.34428, "Y2": 0.299, "X3": 0.34428, "Y3": 0.3178, "X4": 0.33377, "Y4": 0.3178, "page": 0, "Index": 83}, {"Word": "long-standing", "Confidence": 0.991, "X1": 0.34954, "Y1": 0.2992, "X2": 0.47963, "Y2": 0.299, "X3": 0.47963, "Y3": 0.3178, "X4": 0.34823, "Y4": 0.3178, "page": 0, "Index": 84}, {"Word": "commitment", "Confidence": 0.993, "X1": 0.48489, "Y1": 0.2992, "X2": 0.60315, "Y2": 0.299, "X3": 0.60184, "Y3": 0.3178, "X4": 0.48489, "Y4": 0.3178, "page": 0, "Index": 85}, {"Word": "on", "Confidence": 0.998, "X1": 0.6071, "Y1": 0.2992, "X2": 0.62943, "Y2": 0.299, "X3": 0.62943, "Y3": 0.3178, "X4": 0.6071, "Y4": 0.3178, "page": 0, "Index": 86}, {"Word": "the", "Confidence": 0.998, "X1": 0.63469, "Y1": 0.2992, "X2": 0.6636, "Y2": 0.299, "X3": 0.6636, "Y3": 0.3178, "X4": 0.63469, "Y4": 0.3178, "page": 0, "Index": 87}, {"Word": "issue.", "Confidence": 0.996, "X1": 0.66886, "Y1": 0.2992, "X2": 0.73062, "Y2": 0.299, "X3": 0.73062, "Y3": 0.3178, "X4": 0.66886, "Y4": 0.3178, "page": 0, "Index": 88}, {"Word": "It", "Confidence": 0.997, "X1": 0.73587, "Y1": 0.2992, "X2": 0.75164, "Y2": 0.299, "X3": 0.75033, "Y3": 0.3178, "X4": 0.73587, "Y4": 0.3178, "page": 0, "Index": 89}, {"Word": "reflects", "Confidence": 0.867, "X1": 0.75558, "Y1": 0.2992, "X2": 0.8226, "Y2": 0.299, "X3": 0.82129, "Y3": 0.3178, "X4": 0.75558, "Y4": 0.3178, "page": 0, "Index": 90}, {"Word": "our", "Confidence": 0.998, "X1": 0.82654, "Y1": 0.2992, "X2": 0.86465, "Y2": 0.299, "X3": 0.86465, "Y3": 0.3178, "X4": 0.82654, "Y4": 0.3178, "page": 0, "Index": 91}, {"Word": "core", "Confidence": 0.996, "X1": 0.14455, "Y1": 0.3202, "X2": 0.18265, "Y2": 0.32, "X3": 0.18265, "Y3": 0.3358, "X4": 0.14455, "Y4": 0.3358, "page": 0, "Index": 92}, {"Word": "values", "Confidence": 0.997, "X1": 0.1866, "Y1": 0.3192, "X2": 0.24704, "Y2": 0.319, "X3": 0.24704, "Y3": 0.3358, "X4": 0.18791, "Y4": 0.3358, "page": 0, "Index": 93}, {"Word": "about", "Confidence": 0.998, "X1": 0.25099, "Y1": 0.3192, "X2": 0.30486, "Y2": 0.319, "X3": 0.30486, "Y3": 0.3358, "X4": 0.25099, "Y4": 0.3358, "page": 0, "Index": 94}, {"Word": "our", "Confidence": 0.954, "X1": 0.3088, "Y1": 0.3192, "X2": 0.34166, "Y2": 0.319, "X3": 0.34166, "Y3": 0.3358, "X4": 0.3088, "Y4": 0.3358, "page": 0, "Index": 95}, {"Word": "business", "Confidence": 0.994, "X1": 0.34691, "Y1": 0.3192, "X2": 0.42576, "Y2": 0.319, "X3": 0.42576, "Y3": 0.3358, "X4": 0.34691, "Y4": 0.3358, "page": 0, "Index": 96}, {"Word": "-", "Confidence": 0.986, "X1": 0.4297, "Y1": 0.3192, "X2": 0.44284, "Y2": 0.319, "X3": 0.44284, "Y3": 0.3358, "X4": 0.4297, "Y4": 0.3358, "page": 0, "Index": 97}, {"Word": "which", "Confidence": 0.998, "X1": 0.44941, "Y1": 0.3182, "X2": 0.50591, "Y2": 0.318, "X3": 0.50591, "Y3": 0.3358, "X4": 0.44941, "Y4": 0.3358, "page": 0, "Index": 98}, {"Word": "is", "Confidence": 0.998, "X1": 0.50986, "Y1": 0.3182, "X2": 0.52694, "Y2": 0.318, "X3": 0.52694, "Y3": 0.3358, "X4": 0.50986, "Y4": 0.3358, "page": 0, "Index": 99}, {"Word": "to", "Confidence": 0.998, "X1": 0.53088, "Y1": 0.3182, "X2": 0.54928, "Y2": 0.318, "X3": 0.54928, "Y3": 0.3358, "X4": 0.53088, "Y4": 0.3358, "page": 0, "Index": 100}, {"Word": "serve", "Confidence": 0.998, "X1": 0.55322, "Y1": 0.3182, "X2": 0.60447, "Y2": 0.318, "X3": 0.60447, "Y3": 0.3358, "X4": 0.55322, "Y4": 0.3358, "page": 0, "Index": 101}, {"Word": "adult", "Confidence": 0.997, "X1": 0.60841, "Y1": 0.3182, "X2": 0.65834, "Y2": 0.318, "X3": 0.65834, "Y3": 0.3358, "X4": 0.60841, "Y4": 0.3358, "page": 0, "Index": 102}, {"Word": "consumers", "Confidence": 0.995, "X1": 0.66229, "Y1": 0.3192, "X2": 0.76216, "Y2": 0.319, "X3": 0.76216, "Y3": 0.3358, "X4": 0.66229, "Y4": 0.3358, "page": 0, "Index": 103}, {"Word": "in", "Confidence": 0.998, "X1": 0.7661, "Y1": 0.3192, "X2": 0.78581, "Y2": 0.319, "X3": 0.78581, "Y3": 0.3358, "X4": 0.7661, "Y4": 0.3358, "page": 0, "Index": 104}, {"Word": "a", "Confidence": 0.995, "X1": 0.78975, "Y1": 0.3192, "X2": 0.80289, "Y2": 0.319, "X3": 0.80289, "Y3": 0.3358, "X4": 0.78975, "Y4": 0.3358, "page": 0, "Index": 105}, {"Word": "responsible", "Confidence": 0.985, "X1": 0.14455, "Y1": 0.3392, "X2": 0.24836, "Y2": 0.339, "X3": 0.24836, "Y3": 0.3558, "X4": 0.14586, "Y4": 0.3568, "page": 0, "Index": 106}, {"Word": "way.", "Confidence": 0.983, "X1": 0.25361, "Y1": 0.3392, "X2": 0.29961, "Y2": 0.339, "X3": 0.29961, "Y3": 0.3568, "X4": 0.2523, "Y4": 0.3558, "page": 0, "Index": 107}, {"Word": "Elements", "Confidence": 0.994, "X1": 0.14455, "Y1": 0.3772, "X2": 0.22865, "Y2": 0.377, "X3": 0.22733, "Y3": 0.3948, "X4": 0.14192, "Y4": 0.3948, "page": 0, "Index": 108}, {"Word": "of", "Confidence": 0.998, "X1": 0.23259, "Y1": 0.3772, "X2": 0.2523, "Y2": 0.377, "X3": 0.25099, "Y3": 0.3948, "X4": 0.23127, "Y4": 0.3948, "page": 0, "Index": 109}, {"Word": "our", "Confidence": 0.998, "X1": 0.25756, "Y1": 0.3772, "X2": 0.28909, "Y2": 0.377, "X3": 0.28778, "Y3": 0.3948, "X4": 0.25493, "Y4": 0.3948, "page": 0, "Index": 110}, {"Word": "long-standing", "Confidence": 0.962, "X1": 0.29304, "Y1": 0.3772, "X2": 0.42181, "Y2": 0.377, "X3": 0.4205, "Y3": 0.3948, "X4": 0.29172, "Y4": 0.3948, "page": 0, "Index": 111}, {"Word": "commitment", "Confidence": 0.994, "X1": 0.42707, "Y1": 0.3772, "X2": 0.54534, "Y2": 0.377, "X3": 0.54402, "Y3": 0.3948, "X4": 0.42576, "Y4": 0.3948, "page": 0, "Index": 112}, {"Word": "include:", "Confidence": 0.991, "X1": 0.54928, "Y1": 0.3762, "X2": 0.62943, "Y2": 0.376, "X3": 0.62812, "Y3": 0.3948, "X4": 0.54796, "Y4": 0.3948, "page": 0, "Index": 113}, {"Word": "-", "Confidence": 0.991, "X1": 0.17477, "Y1": 0.3982, "X2": 0.18791, "Y2": 0.398, "X3": 0.18791, "Y3": 0.4128, "X4": 0.17477, "Y4": 0.4128, "page": 0, "Index": 114}, {"Word": "our", "Confidence": 0.998, "X1": 0.19711, "Y1": 0.3972, "X2": 0.22996, "Y2": 0.397, "X3": 0.23127, "Y3": 0.4138, "X4": 0.19711, "Y4": 0.4128, "page": 0, "Index": 115}, {"Word": "adherance", "Confidence": 0.995, "X1": 0.23522, "Y1": 0.3962, "X2": 0.33114, "Y2": 0.396, "X3": 0.33114, "Y3": 0.4138, "X4": 0.23522, "Y4": 0.4138, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.998, "X1": 0.33509, "Y1": 0.3962, "X2": 0.3548, "Y2": 0.396, "X3": 0.3548, "Y3": 0.4148, "X4": 0.3364, "Y4": 0.4138, "page": 0, "Index": 117}, {"Word": "the", "Confidence": 0.998, "X1": 0.36005, "Y1": 0.3962, "X2": 0.38896, "Y2": 0.396, "X3": 0.38896, "Y3": 0.4148, "X4": 0.36005, "Y4": 0.4148, "page": 0, "Index": 118}, {"Word": "tobacco", "Confidence": 0.996, "X1": 0.39422, "Y1": 0.3962, "X2": 0.46255, "Y2": 0.396, "X3": 0.46386, "Y3": 0.4148, "X4": 0.39422, "Y4": 0.4148, "page": 0, "Index": 119}, {"Word": "industry's", "Confidence": 0.994, "X1": 0.46781, "Y1": 0.3952, "X2": 0.56242, "Y2": 0.395, "X3": 0.5611, "Y3": 0.4148, "X4": 0.46781, "Y4": 0.4148, "page": 0, "Index": 120}, {"Word": "Cigarette", "Confidence": 0.994, "X1": 0.56636, "Y1": 0.3952, "X2": 0.6544, "Y2": 0.395, "X3": 0.65309, "Y3": 0.4158, "X4": 0.56636, "Y4": 0.4148, "page": 0, "Index": 121}, {"Word": "Advertising", "Confidence": 0.994, "X1": 0.65834, "Y1": 0.3962, "X2": 0.76873, "Y2": 0.396, "X3": 0.76873, "Y3": 0.4158, "X4": 0.65834, "Y4": 0.4158, "page": 0, "Index": 122}, {"Word": "and", "Confidence": 0.998, "X1": 0.77398, "Y1": 0.3962, "X2": 0.81209, "Y2": 0.396, "X3": 0.81209, "Y3": 0.4158, "X4": 0.77267, "Y4": 0.4158, "page": 0, "Index": 123}, {"Word": "Promotion", "Confidence": 0.995, "X1": 0.17346, "Y1": 0.4152, "X2": 0.27332, "Y2": 0.415, "X3": 0.27332, "Y3": 0.4318, "X4": 0.17346, "Y4": 0.4318, "page": 0, "Index": 124}, {"Word": "Code", "Confidence": 0.991, "X1": 0.27727, "Y1": 0.4162, "X2": 0.33114, "Y2": 0.416, "X3": 0.33114, "Y3": 0.4328, "X4": 0.27727, "Y4": 0.4318, "page": 0, "Index": 125}, {"Word": "-", "Confidence": 0.991, "X1": 0.17477, "Y1": 0.4342, "X2": 0.1866, "Y2": 0.434, "X3": 0.1866, "Y3": 0.4518, "X4": 0.17477, "Y4": 0.4518, "page": 0, "Index": 126}, {"Word": "our", "Confidence": 0.998, "X1": 0.19185, "Y1": 0.4342, "X2": 0.2247, "Y2": 0.434, "X3": 0.2247, "Y3": 0.4528, "X4": 0.19185, "Y4": 0.4518, "page": 0, "Index": 127}, {"Word": "Action", "Confidence": 0.997, "X1": 0.22996, "Y1": 0.4342, "X2": 0.29304, "Y2": 0.434, "X3": 0.29304, "Y3": 0.4528, "X4": 0.22996, "Y4": 0.4528, "page": 0, "Index": 128}, {"Word": "Against", "Confidence": 0.995, "X1": 0.29829, "Y1": 0.4342, "X2": 0.37057, "Y2": 0.434, "X3": 0.37057, "Y3": 0.4528, "X4": 0.29698, "Y4": 0.4528, "page": 0, "Index": 129}, {"Word": "Access", "Confidence": 0.996, "X1": 0.37582, "Y1": 0.4332, "X2": 0.43627, "Y2": 0.433, "X3": 0.43627, "Y3": 0.4538, "X4": 0.37451, "Y4": 0.4528, "page": 0, "Index": 130}, {"Word": "program", "Confidence": 0.996, "X1": 0.44152, "Y1": 0.4332, "X2": 0.51905, "Y2": 0.433, "X3": 0.51774, "Y3": 0.4538, "X4": 0.44152, "Y4": 0.4538, "page": 0, "Index": 131}, {"Word": "which", "Confidence": 0.997, "X1": 0.52694, "Y1": 0.4332, "X2": 0.58476, "Y2": 0.433, "X3": 0.58476, "Y3": 0.4538, "X4": 0.52694, "Y4": 0.4538, "page": 0, "Index": 132}, {"Word": "ended", "Confidence": 0.997, "X1": 0.59001, "Y1": 0.4332, "X2": 0.64783, "Y2": 0.433, "X3": 0.64652, "Y3": 0.4538, "X4": 0.5887, "Y4": 0.4538, "page": 0, "Index": 133}, {"Word": "practices", "Confidence": 0.995, "X1": 0.65309, "Y1": 0.4332, "X2": 0.73325, "Y2": 0.433, "X3": 0.73325, "Y3": 0.4528, "X4": 0.65177, "Y4": 0.4538, "page": 0, "Index": 134}, {"Word": "such", "Confidence": 0.989, "X1": 0.7385, "Y1": 0.4342, "X2": 0.78187, "Y2": 0.434, "X3": 0.78187, "Y3": 0.4528, "X4": 0.73719, "Y4": 0.4528, "page": 0, "Index": 135}, {"Word": "as", "Confidence": 0.997, "X1": 0.78712, "Y1": 0.4342, "X2": 0.81209, "Y2": 0.434, "X3": 0.81078, "Y3": 0.4528, "X4": 0.78712, "Y4": 0.4528, "page": 0, "Index": 136}, {"Word": "sampling", "Confidence": 0.994, "X1": 0.17477, "Y1": 0.4532, "X2": 0.26018, "Y2": 0.453, "X3": 0.26018, "Y3": 0.4718, "X4": 0.17346, "Y4": 0.4728, "page": 0, "Index": 137}, {"Word": "and", "Confidence": 0.998, "X1": 0.26544, "Y1": 0.4532, "X2": 0.30092, "Y2": 0.453, "X3": 0.29961, "Y3": 0.4718, "X4": 0.26544, "Y4": 0.4718, "page": 0, "Index": 138}, {"Word": "sending", "Confidence": 0.997, "X1": 0.30486, "Y1": 0.4522, "X2": 0.37845, "Y2": 0.452, "X3": 0.37845, "Y3": 0.4718, "X4": 0.30486, "Y4": 0.4718, "page": 0, "Index": 139}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.38371, "Y1": 0.4522, "X2": 0.47306, "Y2": 0.452, "X3": 0.47306, "Y3": 0.4718, "X4": 0.38371, "Y4": 0.4718, "page": 0, "Index": 140}, {"Word": "through", "Confidence": 0.995, "X1": 0.47832, "Y1": 0.4522, "X2": 0.55322, "Y2": 0.452, "X3": 0.55322, "Y3": 0.4708, "X4": 0.47832, "Y4": 0.4718, "page": 0, "Index": 141}, {"Word": "the", "Confidence": 0.998, "X1": 0.55848, "Y1": 0.4522, "X2": 0.58607, "Y2": 0.452, "X3": 0.58739, "Y3": 0.4708, "X4": 0.55848, "Y4": 0.4708, "page": 0, "Index": 142}, {"Word": "mail", "Confidence": 0.991, "X1": 0.59133, "Y1": 0.4522, "X2": 0.63863, "Y2": 0.452, "X3": 0.63863, "Y3": 0.4708, "X4": 0.59133, "Y4": 0.4708, "page": 0, "Index": 143}, {"Word": "-", "Confidence": 0.991, "X1": 0.17608, "Y1": 0.4732, "X2": 0.1866, "Y2": 0.473, "X3": 0.1866, "Y3": 0.4898, "X4": 0.17608, "Y4": 0.4898, "page": 0, "Index": 144}, {"Word": "our", "Confidence": 0.994, "X1": 0.19054, "Y1": 0.4732, "X2": 0.2247, "Y2": 0.473, "X3": 0.2247, "Y3": 0.4898, "X4": 0.19185, "Y4": 0.4898, "page": 0, "Index": 145}, {"Word": "support", "Confidence": 0.996, "X1": 0.22996, "Y1": 0.4722, "X2": 0.30355, "Y2": 0.472, "X3": 0.30486, "Y3": 0.4898, "X4": 0.22996, "Y4": 0.4898, "page": 0, "Index": 146}, {"Word": "of", "Confidence": 0.998, "X1": 0.3088, "Y1": 0.4722, "X2": 0.32589, "Y2": 0.472, "X3": 0.3272, "Y3": 0.4898, "X4": 0.31012, "Y4": 0.4898, "page": 0, "Index": 147}, {"Word": "the", "Confidence": 0.998, "X1": 0.33114, "Y1": 0.4722, "X2": 0.36137, "Y2": 0.472, "X3": 0.36268, "Y3": 0.4898, "X4": 0.33114, "Y4": 0.4898, "page": 0, "Index": 148}, {"Word": "Coalition", "Confidence": 0.995, "X1": 0.36662, "Y1": 0.4712, "X2": 0.45204, "Y2": 0.471, "X3": 0.45335, "Y3": 0.4898, "X4": 0.36662, "Y4": 0.4898, "page": 0, "Index": 149}, {"Word": "for", "Confidence": 0.998, "X1": 0.45729, "Y1": 0.4712, "X2": 0.48226, "Y2": 0.471, "X3": 0.48357, "Y3": 0.4898, "X4": 0.45729, "Y4": 0.4898, "page": 0, "Index": 150}, {"Word": "Responsible", "Confidence": 0.991, "X1": 0.48752, "Y1": 0.4712, "X2": 0.60184, "Y2": 0.471, "X3": 0.60315, "Y3": 0.4898, "X4": 0.48752, "Y4": 0.4898, "page": 0, "Index": 151}, {"Word": "Tobacco", "Confidence": 0.996, "X1": 0.6071, "Y1": 0.4712, "X2": 0.67937, "Y2": 0.471, "X3": 0.68068, "Y3": 0.4898, "X4": 0.6071, "Y4": 0.4898, "page": 0, "Index": 152}, {"Word": "Retailing's", "Confidence": 0.993, "X1": 0.68463, "Y1": 0.4712, "X2": 0.78449, "Y2": 0.471, "X3": 0.78581, "Y3": 0.4898, "X4": 0.68594, "Y4": 0.4898, "page": 0, "Index": 153}, {"Word": "\"We", "Confidence": 0.958, "X1": 0.78975, "Y1": 0.4712, "X2": 0.83311, "Y2": 0.471, "X3": 0.83443, "Y3": 0.4898, "X4": 0.79106, "Y4": 0.4898, "page": 0, "Index": 154}, {"Word": "Card\"", "Confidence": 0.882, "X1": 0.17477, "Y1": 0.4902, "X2": 0.23127, "Y2": 0.49, "X3": 0.22996, "Y3": 0.5088, "X4": 0.17346, "Y4": 0.5088, "page": 0, "Index": 155}, {"Word": "education", "Confidence": 0.995, "X1": 0.23522, "Y1": 0.4912, "X2": 0.3272, "Y2": 0.491, "X3": 0.3272, "Y3": 0.5088, "X4": 0.23522, "Y4": 0.5088, "page": 0, "Index": 156}, {"Word": "and", "Confidence": 0.998, "X1": 0.33246, "Y1": 0.4912, "X2": 0.36794, "Y2": 0.491, "X3": 0.36794, "Y3": 0.5088, "X4": 0.33246, "Y4": 0.5088, "page": 0, "Index": 157}, {"Word": "training", "Confidence": 0.996, "X1": 0.37188, "Y1": 0.4912, "X2": 0.44678, "Y2": 0.491, "X3": 0.44678, "Y3": 0.5088, "X4": 0.37319, "Y4": 0.5088, "page": 0, "Index": 158}, {"Word": "program", "Confidence": 0.997, "X1": 0.45072, "Y1": 0.4912, "X2": 0.52825, "Y2": 0.491, "X3": 0.52825, "Y3": 0.5098, "X4": 0.45204, "Y4": 0.5098, "page": 0, "Index": 159}, {"Word": "-", "Confidence": 0.994, "X1": 0.1774, "Y1": 0.5112, "X2": 0.1866, "Y2": 0.511, "X3": 0.1866, "Y3": 0.5278, "X4": 0.1774, "Y4": 0.5278, "page": 0, "Index": 160}, {"Word": "support", "Confidence": 0.996, "X1": 0.19185, "Y1": 0.5102, "X2": 0.26544, "Y2": 0.51, "X3": 0.26544, "Y3": 0.5278, "X4": 0.19185, "Y4": 0.5278, "page": 0, "Index": 161}, {"Word": "in", "Confidence": 0.998, "X1": 0.2707, "Y1": 0.5102, "X2": 0.28778, "Y2": 0.51, "X3": 0.28778, "Y3": 0.5278, "X4": 0.2707, "Y4": 0.5278, "page": 0, "Index": 162}, {"Word": "state", "Confidence": 0.997, "X1": 0.29304, "Y1": 0.5102, "X2": 0.3364, "Y2": 0.51, "X3": 0.3364, "Y3": 0.5278, "X4": 0.29304, "Y4": 0.5278, "page": 0, "Index": 163}, {"Word": "legislatures", "Confidence": 0.991, "X1": 0.34166, "Y1": 0.5092, "X2": 0.44809, "Y2": 0.509, "X3": 0.44809, "Y3": 0.5278, "X4": 0.34166, "Y4": 0.5278, "page": 0, "Index": 164}, {"Word": "over", "Confidence": 0.988, "X1": 0.45204, "Y1": 0.5092, "X2": 0.49409, "Y2": 0.509, "X3": 0.49409, "Y3": 0.5278, "X4": 0.45204, "Y4": 0.5278, "page": 0, "Index": 165}, {"Word": "the", "Confidence": 0.998, "X1": 0.49934, "Y1": 0.5092, "X2": 0.52825, "Y2": 0.509, "X3": 0.52825, "Y3": 0.5278, "X4": 0.49934, "Y4": 0.5278, "page": 0, "Index": 166}, {"Word": "last", "Confidence": 0.989, "X1": 0.53351, "Y1": 0.5092, "X2": 0.56505, "Y2": 0.509, "X3": 0.56505, "Y3": 0.5278, "X4": 0.53351, "Y4": 0.5278, "page": 0, "Index": 167}, {"Word": "3", "Confidence": 0.997, "X1": 0.5703, "Y1": 0.5092, "X2": 0.58213, "Y2": 0.509, "X3": 0.58213, "Y3": 0.5278, "X4": 0.5703, "Y4": 0.5278, "page": 0, "Index": 168}, {"Word": "years", "Confidence": 0.997, "X1": 0.58607, "Y1": 0.5092, "X2": 0.63469, "Y2": 0.509, "X3": 0.63469, "Y3": 0.5278, "X4": 0.58607, "Y4": 0.5278, "page": 0, "Index": 169}, {"Word": "of", "Confidence": 0.996, "X1": 0.63995, "Y1": 0.5092, "X2": 0.65834, "Y2": 0.509, "X3": 0.65834, "Y3": 0.5278, "X4": 0.63995, "Y4": 0.5278, "page": 0, "Index": 170}, {"Word": "the", "Confidence": 0.998, "X1": 0.6636, "Y1": 0.5092, "X2": 0.69251, "Y2": 0.509, "X3": 0.69251, "Y3": 0.5278, "X4": 0.6636, "Y4": 0.5278, "page": 0, "Index": 171}, {"Word": "enactment", "Confidence": 0.995, "X1": 0.69777, "Y1": 0.5092, "X2": 0.79501, "Y2": 0.509, "X3": 0.79501, "Y3": 0.5278, "X4": 0.69777, "Y4": 0.5278, "page": 0, "Index": 172}, {"Word": "of", "Confidence": 0.998, "X1": 0.79895, "Y1": 0.5092, "X2": 0.81866, "Y2": 0.509, "X3": 0.81866, "Y3": 0.5278, "X4": 0.79895, "Y4": 0.5278, "page": 0, "Index": 173}, {"Word": "25", "Confidence": 0.998, "X1": 0.82392, "Y1": 0.5092, "X2": 0.84888, "Y2": 0.509, "X3": 0.84888, "Y3": 0.5278, "X4": 0.82392, "Y4": 0.5278, "page": 0, "Index": 174}, {"Word": "bills", "Confidence": 0.996, "X1": 0.17477, "Y1": 0.5282, "X2": 0.21288, "Y2": 0.528, "X3": 0.21288, "Y3": 0.5458, "X4": 0.17477, "Y4": 0.5458, "page": 0, "Index": 175}, {"Word": "in", "Confidence": 0.998, "X1": 0.21813, "Y1": 0.5282, "X2": 0.23653, "Y2": 0.528, "X3": 0.23653, "Y3": 0.5468, "X4": 0.21813, "Y4": 0.5458, "page": 0, "Index": 176}, {"Word": "24", "Confidence": 0.992, "X1": 0.24179, "Y1": 0.5282, "X2": 0.26281, "Y2": 0.528, "X3": 0.2615, "Y3": 0.5468, "X4": 0.24179, "Y4": 0.5468, "page": 0, "Index": 177}, {"Word": "states", "Confidence": 0.996, "X1": 0.26675, "Y1": 0.5282, "X2": 0.31932, "Y2": 0.528, "X3": 0.31932, "Y3": 0.5468, "X4": 0.26675, "Y4": 0.5468, "page": 0, "Index": 178}, {"Word": "to", "Confidence": 0.998, "X1": 0.32457, "Y1": 0.5282, "X2": 0.34166, "Y2": 0.528, "X3": 0.34166, "Y3": 0.5468, "X4": 0.32457, "Y4": 0.5468, "page": 0, "Index": 179}, {"Word": "reduce", "Confidence": 0.997, "X1": 0.34691, "Y1": 0.5292, "X2": 0.40999, "Y2": 0.529, "X3": 0.40999, "Y3": 0.5468, "X4": 0.3456, "Y4": 0.5468, "page": 0, "Index": 180}, {"Word": "youth", "Confidence": 0.994, "X1": 0.41524, "Y1": 0.5292, "X2": 0.47043, "Y2": 0.529, "X3": 0.47043, "Y3": 0.5478, "X4": 0.41393, "Y4": 0.5468, "page": 0, "Index": 181}, {"Word": "access", "Confidence": 0.997, "X1": 0.47569, "Y1": 0.5292, "X2": 0.53219, "Y2": 0.529, "X3": 0.53219, "Y3": 0.5478, "X4": 0.47438, "Y4": 0.5478, "page": 0, "Index": 182}, {"Word": "to", "Confidence": 0.998, "X1": 0.53745, "Y1": 0.5292, "X2": 0.55716, "Y2": 0.529, "X3": 0.55585, "Y3": 0.5478, "X4": 0.53614, "Y4": 0.5478, "page": 0, "Index": 183}, {"Word": "cigarettes", "Confidence": 0.994, "X1": 0.5611, "Y1": 0.5292, "X2": 0.6544, "Y2": 0.529, "X3": 0.65309, "Y3": 0.5468, "X4": 0.55979, "Y4": 0.5478, "page": 0, "Index": 184}, {"Word": "This", "Confidence": 0.981, "X1": 0.14455, "Y1": 0.5672, "X2": 0.18134, "Y2": 0.567, "X3": 0.18134, "Y3": 0.5848, "X4": 0.14455, "Y4": 0.5848, "page": 0, "Index": 185}, {"Word": "is", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.5672, "X2": 0.20237, "Y2": 0.567, "X3": 0.20237, "Y3": 0.5848, "X4": 0.1866, "Y4": 0.5848, "page": 0, "Index": 186}, {"Word": "new", "Confidence": 0.998, "X1": 0.20762, "Y1": 0.5672, "X2": 0.24573, "Y2": 0.567, "X3": 0.24573, "Y3": 0.5848, "X4": 0.20762, "Y4": 0.5848, "page": 0, "Index": 187}, {"Word": "to", "Confidence": 0.998, "X1": 0.2523, "Y1": 0.5672, "X2": 0.27201, "Y2": 0.567, "X3": 0.27201, "Y3": 0.5858, "X4": 0.2523, "Y4": 0.5848, "page": 0, "Index": 188}, {"Word": "the", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.5672, "X2": 0.30618, "Y2": 0.567, "X3": 0.30486, "Y3": 0.5858, "X4": 0.27595, "Y4": 0.5858, "page": 0, "Index": 189}, {"Word": "degree", "Confidence": 0.997, "X1": 0.31012, "Y1": 0.5672, "X2": 0.37319, "Y2": 0.567, "X3": 0.37319, "Y3": 0.5858, "X4": 0.31012, "Y4": 0.5858, "page": 0, "Index": 190}, {"Word": "that", "Confidence": 0.991, "X1": 0.37845, "Y1": 0.5682, "X2": 0.41524, "Y2": 0.568, "X3": 0.41524, "Y3": 0.5858, "X4": 0.37845, "Y4": 0.5858, "page": 0, "Index": 191}, {"Word": "we", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.5682, "X2": 0.44809, "Y2": 0.568, "X3": 0.44678, "Y3": 0.5858, "X4": 0.4205, "Y4": 0.5858, "page": 0, "Index": 192}, {"Word": "are", "Confidence": 0.998, "X1": 0.45204, "Y1": 0.5682, "X2": 0.47963, "Y2": 0.568, "X3": 0.47963, "Y3": 0.5858, "X4": 0.45204, "Y4": 0.5858, "page": 0, "Index": 193}, {"Word": "now", "Confidence": 0.998, "X1": 0.48489, "Y1": 0.5682, "X2": 0.52431, "Y2": 0.568, "X3": 0.52431, "Y3": 0.5858, "X4": 0.48489, "Y4": 0.5858, "page": 0, "Index": 194}, {"Word": "adding", "Confidence": 0.997, "X1": 0.53351, "Y1": 0.5682, "X2": 0.5979, "Y2": 0.568, "X3": 0.59658, "Y3": 0.5868, "X4": 0.53219, "Y4": 0.5858, "page": 0, "Index": 195}, {"Word": "a", "Confidence": 0.995, "X1": 0.60184, "Y1": 0.5682, "X2": 0.61367, "Y2": 0.568, "X3": 0.61367, "Y3": 0.5868, "X4": 0.60184, "Y4": 0.5868, "page": 0, "Index": 196}, {"Word": "proactive", "Confidence": 0.995, "X1": 0.61892, "Y1": 0.5682, "X2": 0.70565, "Y2": 0.568, "X3": 0.70565, "Y3": 0.5868, "X4": 0.61761, "Y4": 0.5868, "page": 0, "Index": 197}, {"Word": "component", "Confidence": 0.995, "X1": 0.70959, "Y1": 0.5672, "X2": 0.81472, "Y2": 0.567, "X3": 0.81472, "Y3": 0.5868, "X4": 0.70959, "Y4": 0.5868, "page": 0, "Index": 198}, {"Word": "of", "Confidence": 0.991, "X1": 0.81997, "Y1": 0.5672, "X2": 0.84494, "Y2": 0.567, "X3": 0.84363, "Y3": 0.5868, "X4": 0.81997, "Y4": 0.5868, "page": 0, "Index": 199}, {"Word": "communicating", "Confidence": 0.991, "X1": 0.14455, "Y1": 0.5872, "X2": 0.28778, "Y2": 0.587, "X3": 0.28778, "Y3": 0.6038, "X4": 0.14455, "Y4": 0.6038, "page": 0, "Index": 200}, {"Word": "to", "Confidence": 0.998, "X1": 0.29304, "Y1": 0.5872, "X2": 0.31012, "Y2": 0.587, "X3": 0.31012, "Y3": 0.6038, "X4": 0.29304, "Y4": 0.6038, "page": 0, "Index": 201}, {"Word": "kids", "Confidence": 0.988, "X1": 0.31537, "Y1": 0.5862, "X2": 0.3548, "Y2": 0.586, "X3": 0.3548, "Y3": 0.6038, "X4": 0.31537, "Y4": 0.6038, "page": 0, "Index": 202}, {"Word": "to", "Confidence": 0.998, "X1": 0.36005, "Y1": 0.5862, "X2": 0.37845, "Y2": 0.586, "X3": 0.37845, "Y3": 0.6038, "X4": 0.36005, "Y4": 0.6038, "page": 0, "Index": 203}, {"Word": "convince", "Confidence": 0.995, "X1": 0.38371, "Y1": 0.5862, "X2": 0.46649, "Y2": 0.586, "X3": 0.46649, "Y3": 0.6038, "X4": 0.38371, "Y4": 0.6038, "page": 0, "Index": 204}, {"Word": "them", "Confidence": 0.988, "X1": 0.47175, "Y1": 0.5862, "X2": 0.51511, "Y2": 0.586, "X3": 0.51511, "Y3": 0.6038, "X4": 0.47175, "Y4": 0.6038, "page": 0, "Index": 205}, {"Word": "not", "Confidence": 0.998, "X1": 0.523, "Y1": 0.5862, "X2": 0.55322, "Y2": 0.586, "X3": 0.55322, "Y3": 0.6038, "X4": 0.523, "Y4": 0.6038, "page": 0, "Index": 206}, {"Word": "to", "Confidence": 0.998, "X1": 0.55848, "Y1": 0.5862, "X2": 0.57687, "Y2": 0.586, "X3": 0.57687, "Y3": 0.6038, "X4": 0.55848, "Y4": 0.6038, "page": 0, "Index": 207}, {"Word": "smoke", "Confidence": 0.997, "X1": 0.58213, "Y1": 0.5862, "X2": 0.64258, "Y2": 0.586, "X3": 0.64258, "Y3": 0.6038, "X4": 0.58213, "Y4": 0.6038, "page": 0, "Index": 208}, {"Word": "and", "Confidence": 0.998, "X1": 0.64652, "Y1": 0.5862, "X2": 0.68463, "Y2": 0.586, "X3": 0.68463, "Y3": 0.6038, "X4": 0.64652, "Y4": 0.6038, "page": 0, "Index": 209}, {"Word": "to", "Confidence": 0.998, "X1": 0.68857, "Y1": 0.5862, "X2": 0.70565, "Y2": 0.586, "X3": 0.70565, "Y3": 0.6048, "X4": 0.68857, "Y4": 0.6048, "page": 0, "Index": 210}, {"Word": "support", "Confidence": 0.997, "X1": 0.71091, "Y1": 0.5862, "X2": 0.78449, "Y2": 0.586, "X3": 0.78449, "Y3": 0.6048, "X4": 0.71091, "Y4": 0.6048, "page": 0, "Index": 211}, {"Word": "them", "Confidence": 0.986, "X1": 0.78975, "Y1": 0.5862, "X2": 0.83311, "Y2": 0.586, "X3": 0.83311, "Y3": 0.6048, "X4": 0.78975, "Y4": 0.6048, "page": 0, "Index": 212}, {"Word": "in", "Confidence": 0.998, "X1": 0.84231, "Y1": 0.5862, "X2": 0.86334, "Y2": 0.586, "X3": 0.86334, "Y3": 0.6048, "X4": 0.84231, "Y4": 0.6048, "page": 0, "Index": 213}, {"Word": "that", "Confidence": 0.996, "X1": 0.14323, "Y1": 0.6042, "X2": 0.17871, "Y2": 0.604, "X3": 0.17871, "Y3": 0.6218, "X4": 0.14455, "Y4": 0.6218, "page": 0, "Index": 214}, {"Word": "decision", "Confidence": 0.996, "X1": 0.18397, "Y1": 0.6042, "X2": 0.26018, "Y2": 0.604, "X3": 0.2615, "Y3": 0.6228, "X4": 0.18397, "Y4": 0.6218, "page": 0, "Index": 215}, {"Word": "through", "Confidence": 0.996, "X1": 0.26544, "Y1": 0.6052, "X2": 0.34034, "Y2": 0.605, "X3": 0.34034, "Y3": 0.6238, "X4": 0.26544, "Y4": 0.6228, "page": 0, "Index": 216}, {"Word": "school-based", "Confidence": 0.991, "X1": 0.3456, "Y1": 0.6052, "X2": 0.46386, "Y2": 0.605, "X3": 0.46386, "Y3": 0.6238, "X4": 0.3456, "Y4": 0.6238, "page": 0, "Index": 217}, {"Word": "and", "Confidence": 0.998, "X1": 0.46912, "Y1": 0.6052, "X2": 0.5046, "Y2": 0.605, "X3": 0.5046, "Y3": 0.6248, "X4": 0.46912, "Y4": 0.6238, "page": 0, "Index": 218}, {"Word": "community-based", "Confidence": 0.993, "X1": 0.50854, "Y1": 0.6052, "X2": 0.67543, "Y2": 0.605, "X3": 0.67674, "Y3": 0.6248, "X4": 0.50986, "Y4": 0.6248, "page": 0, "Index": 219}, {"Word": "programs.", "Confidence": 0.994, "X1": 0.68068, "Y1": 0.6042, "X2": 0.78187, "Y2": 0.604, "X3": 0.78187, "Y3": 0.6248, "X4": 0.68068, "Y4": 0.6248, "page": 0, "Index": 220}, {"Word": "We", "Confidence": 0.998, "X1": 0.78581, "Y1": 0.6042, "X2": 0.8226, "Y2": 0.604, "X3": 0.8226, "Y3": 0.6238, "X4": 0.78581, "Y4": 0.6248, "page": 0, "Index": 221}, {"Word": "haven't", "Confidence": 0.994, "X1": 0.14586, "Y1": 0.6242, "X2": 0.21156, "Y2": 0.624, "X3": 0.21288, "Y3": 0.6398, "X4": 0.14586, "Y4": 0.6398, "page": 0, "Index": 222}, {"Word": "done", "Confidence": 0.989, "X1": 0.21682, "Y1": 0.6242, "X2": 0.26413, "Y2": 0.624, "X3": 0.26413, "Y3": 0.6398, "X4": 0.21682, "Y4": 0.6398, "page": 0, "Index": 223}, {"Word": "this", "Confidence": 0.991, "X1": 0.26807, "Y1": 0.6242, "X2": 0.30223, "Y2": 0.624, "X3": 0.30223, "Y3": 0.6408, "X4": 0.26807, "Y4": 0.6398, "page": 0, "Index": 224}, {"Word": "before.", "Confidence": 0.997, "X1": 0.30618, "Y1": 0.6252, "X2": 0.37319, "Y2": 0.625, "X3": 0.37319, "Y3": 0.6408, "X4": 0.30618, "Y4": 0.6408, "page": 0, "Index": 225}, {"Word": "YSP", "Confidence": 0.998, "X1": 0.22076, "Y1": 0.6612, "X2": 0.26018, "Y2": 0.661, "X3": 0.26018, "Y3": 0.6778, "X4": 0.22076, "Y4": 0.6788, "page": 0, "Index": 226}, {"Word": "effort", "Confidence": 0.997, "X1": 0.26413, "Y1": 0.6612, "X2": 0.32326, "Y2": 0.661, "X3": 0.32326, "Y3": 0.6778, "X4": 0.26413, "Y4": 0.6778, "page": 0, "Index": 227}, {"Word": "Cost", "Confidence": 0.988, "X1": 0.11432, "Y1": 0.6612, "X2": 0.15506, "Y2": 0.661, "X3": 0.15506, "Y3": 0.6788, "X4": 0.11432, "Y4": 0.6788, "page": 0, "Index": 228}, {"Word": "of", "Confidence": 0.998, "X1": 0.159, "Y1": 0.6612, "X2": 0.18003, "Y2": 0.661, "X3": 0.18003, "Y3": 0.6788, "X4": 0.159, "Y4": 0.6788, "page": 0, "Index": 229}, {"Word": "the", "Confidence": 0.998, "X1": 0.18528, "Y1": 0.6612, "X2": 0.21682, "Y2": 0.661, "X3": 0.21551, "Y3": 0.6788, "X4": 0.18397, "Y4": 0.6788, "page": 0, "Index": 230}, {"Word": "This", "Confidence": 0.988, "X1": 0.14455, "Y1": 0.7012, "X2": 0.18134, "Y2": 0.701, "X3": 0.18134, "Y3": 0.7198, "X4": 0.14323, "Y4": 0.7198, "page": 0, "Index": 231}, {"Word": "is", "Confidence": 0.998, "X1": 0.1866, "Y1": 0.7012, "X2": 0.20237, "Y2": 0.701, "X3": 0.20237, "Y3": 0.7198, "X4": 0.1866, "Y4": 0.7198, "page": 0, "Index": 232}, {"Word": "a", "Confidence": 0.996, "X1": 0.20762, "Y1": 0.7012, "X2": 0.21682, "Y2": 0.701, "X3": 0.21682, "Y3": 0.7198, "X4": 0.20762, "Y4": 0.7198, "page": 0, "Index": 233}, {"Word": "significant,", "Confidence": 0.992, "X1": 0.22208, "Y1": 0.7012, "X2": 0.32457, "Y2": 0.701, "X3": 0.32457, "Y3": 0.7188, "X4": 0.22208, "Y4": 0.7198, "page": 0, "Index": 234}, {"Word": "long-term", "Confidence": 0.991, "X1": 0.32983, "Y1": 0.7012, "X2": 0.41787, "Y2": 0.701, "X3": 0.41787, "Y3": 0.7188, "X4": 0.32852, "Y4": 0.7188, "page": 0, "Index": 235}, {"Word": "commitment.", "Confidence": 0.993, "X1": 0.42707, "Y1": 0.7012, "X2": 0.55453, "Y2": 0.701, "X3": 0.55453, "Y3": 0.7198, "X4": 0.42707, "Y4": 0.7188, "page": 0, "Index": 236}, {"Word": "We", "Confidence": 0.998, "X1": 0.55979, "Y1": 0.7012, "X2": 0.59133, "Y2": 0.701, "X3": 0.59001, "Y3": 0.7198, "X4": 0.55979, "Y4": 0.7198, "page": 0, "Index": 237}, {"Word": "will", "Confidence": 0.991, "X1": 0.59527, "Y1": 0.7012, "X2": 0.62943, "Y2": 0.701, "X3": 0.62943, "Y3": 0.7198, "X4": 0.59527, "Y4": 0.7198, "page": 0, "Index": 238}, {"Word": "not", "Confidence": 0.998, "X1": 0.63469, "Y1": 0.7012, "X2": 0.66754, "Y2": 0.701, "X3": 0.66754, "Y3": 0.7198, "X4": 0.63469, "Y4": 0.7198, "page": 0, "Index": 239}, {"Word": "give", "Confidence": 0.991, "X1": 0.67148, "Y1": 0.7012, "X2": 0.71091, "Y2": 0.701, "X3": 0.71091, "Y3": 0.7198, "X4": 0.67148, "Y4": 0.7198, "page": 0, "Index": 240}, {"Word": "exact", "Confidence": 0.997, "X1": 0.71616, "Y1": 0.7022, "X2": 0.76347, "Y2": 0.702, "X3": 0.76216, "Y3": 0.7198, "X4": 0.71616, "Y4": 0.7198, "page": 0, "Index": 241}, {"Word": "figures,", "Confidence": 0.991, "X1": 0.76741, "Y1": 0.7022, "X2": 0.83968, "Y2": 0.702, "X3": 0.83968, "Y3": 0.7208, "X4": 0.76741, "Y4": 0.7198, "page": 0, "Index": 242}, {"Word": "but", "Confidence": 0.998, "X1": 0.14455, "Y1": 0.7202, "X2": 0.17346, "Y2": 0.72, "X3": 0.17346, "Y3": 0.7378, "X4": 0.14455, "Y4": 0.7368, "page": 0, "Index": 243}, {"Word": "the", "Confidence": 0.998, "X1": 0.17871, "Y1": 0.7202, "X2": 0.20762, "Y2": 0.72, "X3": 0.20762, "Y3": 0.7378, "X4": 0.17871, "Y4": 0.7378, "page": 0, "Index": 244}, {"Word": "over", "Confidence": 0.989, "X1": 0.75033, "Y1": 0.7202, "X2": 0.79106, "Y2": 0.72, "X3": 0.79106, "Y3": 0.7378, "X4": 0.75033, "Y4": 0.7388, "page": 0, "Index": 245}, {"Word": "100", "Confidence": 0.998, "X1": 0.79632, "Y1": 0.7202, "X2": 0.83311, "Y2": 0.72, "X3": 0.83311, "Y3": 0.7378, "X4": 0.79632, "Y4": 0.7378, "page": 0, "Index": 246}, {"Word": "budget", "Confidence": 0.996, "X1": 0.21288, "Y1": 0.7192, "X2": 0.27858, "Y2": 0.719, "X3": 0.27858, "Y3": 0.7388, "X4": 0.21288, "Y4": 0.7378, "page": 0, "Index": 247}, {"Word": "for", "Confidence": 0.998, "X1": 0.28384, "Y1": 0.7192, "X2": 0.31012, "Y2": 0.719, "X3": 0.31012, "Y3": 0.7388, "X4": 0.28384, "Y4": 0.7388, "page": 0, "Index": 248}, {"Word": "our", "Confidence": 0.998, "X1": 0.31537, "Y1": 0.7192, "X2": 0.34691, "Y2": 0.719, "X3": 0.34691, "Y3": 0.7398, "X4": 0.31537, "Y4": 0.7388, "page": 0, "Index": 249}, {"Word": "overall", "Confidence": 0.996, "X1": 0.35217, "Y1": 0.7192, "X2": 0.41656, "Y2": 0.719, "X3": 0.41656, "Y3": 0.7398, "X4": 0.35217, "Y4": 0.7398, "page": 0, "Index": 250}, {"Word": "youth", "Confidence": 0.994, "X1": 0.42181, "Y1": 0.7192, "X2": 0.477, "Y2": 0.719, "X3": 0.477, "Y3": 0.7398, "X4": 0.42181, "Y4": 0.7398, "page": 0, "Index": 251}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.48226, "Y1": 0.7192, "X2": 0.56242, "Y2": 0.719, "X3": 0.56242, "Y3": 0.7398, "X4": 0.48226, "Y4": 0.7398, "page": 0, "Index": 252}, {"Word": "prevention", "Confidence": 0.994, "X1": 0.56636, "Y1": 0.7202, "X2": 0.66886, "Y2": 0.72, "X3": 0.66886, "Y3": 0.7398, "X4": 0.56636, "Y4": 0.7398, "page": 0, "Index": 253}, {"Word": "effort", "Confidence": 0.994, "X1": 0.6728, "Y1": 0.7202, "X2": 0.72536, "Y2": 0.72, "X3": 0.72536, "Y3": 0.7388, "X4": 0.6728, "Y4": 0.7398, "page": 0, "Index": 254}, {"Word": "is", "Confidence": 0.998, "X1": 0.7293, "Y1": 0.7202, "X2": 0.74507, "Y2": 0.72, "X3": 0.74507, "Y3": 0.7388, "X4": 0.7293, "Y4": 0.7388, "page": 0, "Index": 255}, {"Word": "million", "Confidence": 0.993, "X1": 0.14455, "Y1": 0.7382, "X2": 0.21025, "Y2": 0.738, "X3": 0.21025, "Y3": 0.7548, "X4": 0.14455, "Y4": 0.7548, "page": 0, "Index": 256}, {"Word": "dollars.", "Confidence": 0.994, "X1": 0.21419, "Y1": 0.7392, "X2": 0.29041, "Y2": 0.739, "X3": 0.29041, "Y3": 0.7558, "X4": 0.21419, "Y4": 0.7548, "page": 0, "Index": 257}, {"Word": "While", "Confidence": 0.994, "X1": 0.14192, "Y1": 0.7782, "X2": 0.19711, "Y2": 0.778, "X3": 0.1958, "Y3": 0.7968, "X4": 0.14192, "Y4": 0.7968, "page": 0, "Index": 258}, {"Word": "we", "Confidence": 0.998, "X1": 0.20237, "Y1": 0.7782, "X2": 0.22996, "Y2": 0.778, "X3": 0.22996, "Y3": 0.7978, "X4": 0.20237, "Y4": 0.7968, "page": 0, "Index": 259}, {"Word": "will", "Confidence": 0.99, "X1": 0.23522, "Y1": 0.7782, "X2": 0.2707, "Y2": 0.778, "X3": 0.2707, "Y3": 0.7978, "X4": 0.23522, "Y4": 0.7978, "page": 0, "Index": 260}, {"Word": "not", "Confidence": 0.998, "X1": 0.27595, "Y1": 0.7782, "X2": 0.30618, "Y2": 0.778, "X3": 0.30618, "Y3": 0.7978, "X4": 0.27595, "Y4": 0.7978, "page": 0, "Index": 261}, {"Word": "disclose", "Confidence": 0.994, "X1": 0.31143, "Y1": 0.7782, "X2": 0.38502, "Y2": 0.778, "X3": 0.38371, "Y3": 0.7988, "X4": 0.31143, "Y4": 0.7978, "page": 0, "Index": 262}, {"Word": "the", "Confidence": 0.998, "X1": 0.39028, "Y1": 0.7782, "X2": 0.41787, "Y2": 0.778, "X3": 0.41787, "Y3": 0.7988, "X4": 0.38896, "Y4": 0.7988, "page": 0, "Index": 263}, {"Word": "exact", "Confidence": 0.997, "X1": 0.42313, "Y1": 0.7782, "X2": 0.47043, "Y2": 0.778, "X3": 0.47043, "Y3": 0.7988, "X4": 0.42313, "Y4": 0.7988, "page": 0, "Index": 264}, {"Word": "advertising", "Confidence": 0.993, "X1": 0.47569, "Y1": 0.7782, "X2": 0.58081, "Y2": 0.778, "X3": 0.58081, "Y3": 0.7988, "X4": 0.47569, "Y4": 0.7988, "page": 0, "Index": 265}, {"Word": "budget", "Confidence": 0.996, "X1": 0.58607, "Y1": 0.7782, "X2": 0.65177, "Y2": 0.778, "X3": 0.65046, "Y3": 0.7988, "X4": 0.58607, "Y4": 0.7988, "page": 0, "Index": 266}, {"Word": "for", "Confidence": 0.998, "X1": 0.65703, "Y1": 0.7782, "X2": 0.68331, "Y2": 0.778, "X3": 0.68331, "Y3": 0.7988, "X4": 0.65572, "Y4": 0.7988, "page": 0, "Index": 267}, {"Word": "1999,", "Confidence": 0.997, "X1": 0.68857, "Y1": 0.7782, "X2": 0.73456, "Y2": 0.778, "X3": 0.73456, "Y3": 0.7988, "X4": 0.68857, "Y4": 0.7988, "page": 0, "Index": 268}, {"Word": "it", "Confidence": 0.998, "X1": 0.73982, "Y1": 0.7782, "X2": 0.75164, "Y2": 0.778, "X3": 0.75164, "Y3": 0.7988, "X4": 0.73982, "Y4": 0.7988, "page": 0, "Index": 269}, {"Word": "is", "Confidence": 0.998, "X1": 0.7569, "Y1": 0.7782, "X2": 0.77398, "Y2": 0.778, "X3": 0.77267, "Y3": 0.7988, "X4": 0.7569, "Y4": 0.7988, "page": 0, "Index": 270}, {"Word": "a", "Confidence": 0.995, "X1": 0.77924, "Y1": 0.7782, "X2": 0.79369, "Y2": 0.778, "X3": 0.79369, "Y3": 0.7988, "X4": 0.77792, "Y4": 0.7988, "page": 0, "Index": 271}, {"Word": "overall", "Confidence": 0.996, "X1": 0.40867, "Y1": 0.7982, "X2": 0.47175, "Y2": 0.798, "X3": 0.47175, "Y3": 0.8178, "X4": 0.40867, "Y4": 0.8188, "page": 0, "Index": 272}, {"Word": "budget", "Confidence": 0.996, "X1": 0.477, "Y1": 0.7982, "X2": 0.53876, "Y2": 0.798, "X3": 0.53876, "Y3": 0.8178, "X4": 0.477, "Y4": 0.8178, "page": 0, "Index": 273}, {"Word": "..", "Confidence": 0.749, "X1": 0.54402, "Y1": 0.7992, "X2": 0.55453, "Y2": 0.799, "X3": 0.55453, "Y3": 0.8178, "X4": 0.54402, "Y4": 0.8178, "page": 0, "Index": 274}, {"Word": "....", "Confidence": 0.517, "X1": 0.55979, "Y1": 0.7992, "X2": 0.59001, "Y2": 0.799, "X3": 0.59001, "Y3": 0.8178, "X4": 0.55979, "Y4": 0.8178, "page": 0, "Index": 275}, {"Word": "significant", "Confidence": 0.993, "X1": 0.14586, "Y1": 0.7982, "X2": 0.23784, "Y2": 0.798, "X3": 0.23784, "Y3": 0.8188, "X4": 0.14586, "Y4": 0.8178, "page": 0, "Index": 276}, {"Word": "proportion", "Confidence": 0.995, "X1": 0.2431, "Y1": 0.7972, "X2": 0.3456, "Y2": 0.797, "X3": 0.3456, "Y3": 0.8188, "X4": 0.2431, "Y4": 0.8188, "page": 0, "Index": 277}, {"Word": "of", "Confidence": 0.998, "X1": 0.35085, "Y1": 0.7972, "X2": 0.36794, "Y2": 0.797, "X3": 0.36794, "Y3": 0.8188, "X4": 0.35085, "Y4": 0.8188, "page": 0, "Index": 278}, {"Word": "the", "Confidence": 0.998, "X1": 0.37319, "Y1": 0.7972, "X2": 0.40342, "Y2": 0.797, "X3": 0.40342, "Y3": 0.8188, "X4": 0.37319, "Y4": 0.8188, "page": 0, "Index": 279}, {"Word": "Please", "Confidence": 0.996, "X1": 0.14192, "Y1": 0.8382, "X2": 0.19974, "Y2": 0.838, "X3": 0.19974, "Y3": 0.8568, "X4": 0.1406, "Y4": 0.8568, "page": 0, "Index": 280}, {"Word": "be", "Confidence": 0.997, "X1": 0.20499, "Y1": 0.8382, "X2": 0.22733, "Y2": 0.838, "X3": 0.22733, "Y3": 0.8568, "X4": 0.20368, "Y4": 0.8568, "page": 0, "Index": 281}, {"Word": "clear", "Confidence": 0.997, "X1": 0.23259, "Y1": 0.8382, "X2": 0.27727, "Y2": 0.838, "X3": 0.27595, "Y3": 0.8568, "X4": 0.23127, "Y4": 0.8568, "page": 0, "Index": 282}, {"Word": "-", "Confidence": 0.967, "X1": 0.28121, "Y1": 0.8382, "X2": 0.29566, "Y2": 0.838, "X3": 0.29435, "Y3": 0.8568, "X4": 0.28121, "Y4": 0.8568, "page": 0, "Index": 283}, {"Word": "as", "Confidence": 0.998, "X1": 0.30092, "Y1": 0.8382, "X2": 0.32063, "Y2": 0.838, "X3": 0.31932, "Y3": 0.8568, "X4": 0.29961, "Y4": 0.8568, "page": 0, "Index": 284}, {"Word": "much", "Confidence": 0.988, "X1": 0.32589, "Y1": 0.8382, "X2": 0.37976, "Y2": 0.838, "X3": 0.37845, "Y3": 0.8568, "X4": 0.32457, "Y4": 0.8568, "page": 0, "Index": 285}, {"Word": "as", "Confidence": 0.998, "X1": 0.38371, "Y1": 0.8382, "X2": 0.4021, "Y2": 0.838, "X3": 0.40079, "Y3": 0.8568, "X4": 0.38371, "Y4": 0.8568, "page": 0, "Index": 286}, {"Word": "this", "Confidence": 0.988, "X1": 0.40736, "Y1": 0.8382, "X2": 0.44152, "Y2": 0.838, "X3": 0.44021, "Y3": 0.8568, "X4": 0.40604, "Y4": 0.8568, "page": 0, "Index": 287}, {"Word": "is", "Confidence": 0.998, "X1": 0.44547, "Y1": 0.8382, "X2": 0.46255, "Y2": 0.838, "X3": 0.46124, "Y3": 0.8568, "X4": 0.44547, "Y4": 0.8568, "page": 0, "Index": 288}, {"Word": "costing,", "Confidence": 0.991, "X1": 0.46649, "Y1": 0.8382, "X2": 0.53876, "Y2": 0.838, "X3": 0.53745, "Y3": 0.8568, "X4": 0.46649, "Y4": 0.8568, "page": 0, "Index": 289}, {"Word": "we", "Confidence": 0.998, "X1": 0.54402, "Y1": 0.8382, "X2": 0.56899, "Y2": 0.838, "X3": 0.56899, "Y3": 0.8568, "X4": 0.54271, "Y4": 0.8568, "page": 0, "Index": 290}, {"Word": "are", "Confidence": 0.998, "X1": 0.57424, "Y1": 0.8382, "X2": 0.60315, "Y2": 0.838, "X3": 0.60315, "Y3": 0.8568, "X4": 0.57293, "Y4": 0.8568, "page": 0, "Index": 291}, {"Word": "not", "Confidence": 0.998, "X1": 0.60841, "Y1": 0.8382, "X2": 0.63995, "Y2": 0.838, "X3": 0.63863, "Y3": 0.8568, "X4": 0.6071, "Y4": 0.8568, "page": 0, "Index": 292}, {"Word": "claiming", "Confidence": 0.995, "X1": 0.64389, "Y1": 0.8382, "X2": 0.72536, "Y2": 0.838, "X3": 0.72536, "Y3": 0.8568, "X4": 0.64389, "Y4": 0.8568, "page": 0, "Index": 293}, {"Word": "that", "Confidence": 0.991, "X1": 0.73062, "Y1": 0.8382, "X2": 0.7661, "Y2": 0.838, "X3": 0.76478, "Y3": 0.8568, "X4": 0.7293, "Y4": 0.8568, "page": 0, "Index": 294}, {"Word": "we", "Confidence": 0.998, "X1": 0.77135, "Y1": 0.8382, "X2": 0.79895, "Y2": 0.838, "X3": 0.79763, "Y3": 0.8568, "X4": 0.77004, "Y4": 0.8568, "page": 0, "Index": 295}, {"Word": "alone-", "Confidence": 0.995, "X1": 0.8042, "Y1": 0.8382, "X2": 0.86334, "Y2": 0.838, "X3": 0.86202, "Y3": 0.8568, "X4": 0.80289, "Y4": 0.8568, "page": 0, "Index": 296}, {"Word": "-", "Confidence": 0.967, "X1": 0.14586, "Y1": 0.8572, "X2": 0.1498, "Y2": 0.857, "X3": 0.1498, "Y3": 0.8758, "X4": 0.14586, "Y4": 0.8758, "page": 0, "Index": 297}, {"Word": "through", "Confidence": 0.994, "X1": 0.15506, "Y1": 0.8572, "X2": 0.22996, "Y2": 0.857, "X3": 0.22996, "Y3": 0.8758, "X4": 0.15506, "Y4": 0.8758, "page": 0, "Index": 298}, {"Word": "our", "Confidence": 0.998, "X1": 0.2339, "Y1": 0.8572, "X2": 0.26675, "Y2": 0.857, "X3": 0.26675, "Y3": 0.8758, "X4": 0.2339, "Y4": 0.8758, "page": 0, "Index": 299}, {"Word": "efforts", "Confidence": 0.995, "X1": 0.27201, "Y1": 0.8572, "X2": 0.33246, "Y2": 0.857, "X3": 0.33246, "Y3": 0.8758, "X4": 0.27201, "Y4": 0.8758, "page": 0, "Index": 300}, {"Word": "-", "Confidence": 0.995, "X1": 0.33771, "Y1": 0.8572, "X2": 0.35085, "Y2": 0.857, "X3": 0.35085, "Y3": 0.8758, "X4": 0.3364, "Y4": 0.8758, "page": 0, "Index": 301}, {"Word": "are", "Confidence": 0.998, "X1": 0.35611, "Y1": 0.8572, "X2": 0.38633, "Y2": 0.857, "X3": 0.38502, "Y3": 0.8758, "X4": 0.35611, "Y4": 0.8758, "page": 0, "Index": 302}, {"Word": "going", "Confidence": 0.998, "X1": 0.39028, "Y1": 0.8572, "X2": 0.44284, "Y2": 0.857, "X3": 0.44284, "Y3": 0.8758, "X4": 0.39028, "Y4": 0.8758, "page": 0, "Index": 303}, {"Word": "to", "Confidence": 0.998, "X1": 0.44809, "Y1": 0.8572, "X2": 0.46518, "Y2": 0.857, "X3": 0.46518, "Y3": 0.8758, "X4": 0.44678, "Y4": 0.8758, "page": 0, "Index": 304}, {"Word": "solve", "Confidence": 0.997, "X1": 0.47043, "Y1": 0.8572, "X2": 0.52168, "Y2": 0.857, "X3": 0.52037, "Y3": 0.8758, "X4": 0.47043, "Y4": 0.8758, "page": 0, "Index": 305}, {"Word": "the", "Confidence": 0.998, "X1": 0.52562, "Y1": 0.8572, "X2": 0.55322, "Y2": 0.857, "X3": 0.55322, "Y3": 0.8758, "X4": 0.52562, "Y4": 0.8758, "page": 0, "Index": 306}, {"Word": "problem.", "Confidence": 0.993, "X1": 0.55848, "Y1": 0.8572, "X2": 0.64915, "Y2": 0.857, "X3": 0.64915, "Y3": 0.8758, "X4": 0.55848, "Y4": 0.8758, "page": 0, "Index": 307}, {"Word": "We", "Confidence": 0.998, "X1": 0.6544, "Y1": 0.8572, "X2": 0.682, "Y2": 0.857, "X3": 0.682, "Y3": 0.8758, "X4": 0.6544, "Y4": 0.8758, "page": 0, "Index": 308}, {"Word": "have", "Confidence": 0.987, "X1": 0.68725, "Y1": 0.8572, "X2": 0.73456, "Y2": 0.857, "X3": 0.73325, "Y3": 0.8758, "X4": 0.68594, "Y4": 0.8758, "page": 0, "Index": 309}, {"Word": "developed", "Confidence": 0.994, "X1": 0.73982, "Y1": 0.8572, "X2": 0.83837, "Y2": 0.857, "X3": 0.83706, "Y3": 0.8758, "X4": 0.7385, "Y4": 0.8758, "page": 0, "Index": 310}, {"Word": "2080249214", "Confidence": 0.995, "X1": 0.94875, "Y1": 0.8842, "X2": 0.95532, "Y2": 0.884, "X3": 0.92904, "Y3": 0.8838, "X4": 0.92378, "Y4": 0.7808, "page": 0, "Index": 311}, {"Word": "an", "Confidence": 0.998, "X1": 0.14323, "Y1": 0.8762, "X2": 0.16557, "Y2": 0.876, "X3": 0.16557, "Y3": 0.8968, "X4": 0.14323, "Y4": 0.8968, "page": 0, "Index": 312}, {"Word": "integrated", "Confidence": 0.994, "X1": 0.17083, "Y1": 0.8762, "X2": 0.26544, "Y2": 0.876, "X3": 0.26544, "Y3": 0.8958, "X4": 0.17083, "Y4": 0.8968, "page": 0, "Index": 313}, {"Word": "approach", "Confidence": 0.996, "X1": 0.2707, "Y1": 0.8762, "X2": 0.35742, "Y2": 0.876, "X3": 0.35611, "Y3": 0.8958, "X4": 0.2707, "Y4": 0.8958, "page": 0, "Index": 314}, {"Word": "based", "Confidence": 0.998, "X1": 0.36137, "Y1": 0.8752, "X2": 0.41524, "Y2": 0.875, "X3": 0.41524, "Y3": 0.8958, "X4": 0.36137, "Y4": 0.8958, "page": 0, "Index": 315}, {"Word": "on", "Confidence": 0.998, "X1": 0.4205, "Y1": 0.8752, "X2": 0.44415, "Y2": 0.875, "X3": 0.44415, "Y3": 0.8958, "X4": 0.4205, "Y4": 0.8958, "page": 0, "Index": 316}, {"Word": "research", "Confidence": 0.996, "X1": 0.44941, "Y1": 0.8762, "X2": 0.52694, "Y2": 0.876, "X3": 0.52694, "Y3": 0.8958, "X4": 0.44941, "Y4": 0.8958, "page": 0, "Index": 317}, {"Word": "and", "Confidence": 0.998, "X1": 0.53219, "Y1": 0.8762, "X2": 0.56636, "Y2": 0.876, "X3": 0.56636, "Y3": 0.8958, "X4": 0.53219, "Y4": 0.8958, "page": 0, "Index": 318}, {"Word": "discussions", "Confidence": 0.994, "X1": 0.57162, "Y1": 0.8762, "X2": 0.67674, "Y2": 0.876, "X3": 0.67674, "Y3": 0.8948, "X4": 0.57162, "Y4": 0.8958, "page": 0, "Index": 319}, {"Word": "with", "Confidence": 0.989, "X1": 0.682, "Y1": 0.8762, "X2": 0.72536, "Y2": 0.876, "X3": 0.72405, "Y3": 0.8948, "X4": 0.682, "Y4": 0.8948, "page": 0, "Index": 320}, {"Word": "youth", "Confidence": 0.994, "X1": 0.73062, "Y1": 0.8762, "X2": 0.78844, "Y2": 0.876, "X3": 0.78844, "Y3": 0.8948, "X4": 0.7293, "Y4": 0.8948, "page": 0, "Index": 321}, {"Word": "3", "Confidence": 0.996, "X1": 0.85283, "Y1": 0.9422, "X2": 0.86465, "Y2": 0.942, "X3": 0.86334, "Y3": 0.9578, "X4": 0.8502, "Y4": 0.9568, "page": 0, "Index": 322}]}
"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"
ffyn0177
7
{"lines_data": [{"Word": "Disclosure of PM research on ads and with kids", "Confidence": 0.99489, "X1": 0.11417, "Y1": 0.1062, "X2": 0.57087, "Y2": 0.106, "X3": 0.57087, "Y3": 0.1238, "X4": 0.11417, "Y4": 0.1228, "page": 0}, {"Word": "We are prepared to share our research findings with those groups/", "Confidence": 0.99564, "X1": 0.13911, "Y1": 0.1452, "X2": 0.76247, "Y2": 0.145, "X3": 0.76247, "Y3": 0.1648, "X4": 0.13911, "Y4": 0.1638, "page": 0}, {"Word": "individuals who are engaged in helping to reduce youth smoking. But we", "Confidence": 0.99617, "X1": 0.14567, "Y1": 0.1652, "X2": 0.83333, "Y2": 0.165, "X3": 0.83333, "Y3": 0.1838, "X4": 0.14567, "Y4": 0.1818, "page": 0}, {"Word": "haven't finalized how we are going to do that.", "Confidence": 0.99589, "X1": 0.14436, "Y1": 0.1832, "X2": 0.57087, "Y2": 0.183, "X3": 0.57087, "Y3": 0.2018, "X4": 0.14436, "Y4": 0.1998, "page": 0}, {"Word": "What other kind of research with kids", "Confidence": 0.993, "X1": 0.11417, "Y1": 0.2192, "X2": 0.47638, "Y2": 0.219, "X3": 0.47638, "Y3": 0.2378, "X4": 0.11417, "Y4": 0.2378, "page": 0}, {"Word": ". Prior to the inception of our Youth Smoking Prevention department, PM, of", "Confidence": 0.97138, "X1": 0.11549, "Y1": 0.2582, "X2": 0.84646, "Y2": 0.258, "X3": 0.84646, "Y3": 0.2788, "X4": 0.11549, "Y4": 0.2778, "page": 0}, {"Word": "course, did no research involving minors.", "Confidence": 0.9955, "X1": 0.14304, "Y1": 0.2782, "X2": 0.53018, "Y2": 0.278, "X3": 0.53018, "Y3": 0.2958, "X4": 0.14304, "Y4": 0.2968, "page": 0}, {"Word": "We have conducted both quantitative and qualitative research to aid in the", "Confidence": 0.9945, "X1": 0.14304, "Y1": 0.3172, "X2": 0.83465, "Y2": 0.317, "X3": 0.83465, "Y3": 0.3358, "X4": 0.14304, "Y4": 0.3358, "page": 0}, {"Word": "development of our YSP advertising and secondary research, reviewing the", "Confidence": 0.996, "X1": 0.14436, "Y1": 0.3372, "X2": 0.84383, "Y2": 0.337, "X3": 0.84383, "Y3": 0.3568, "X4": 0.14436, "Y4": 0.3558, "page": 0}, {"Word": "literature on kids and smoking and on youth smoking prevention strategies.", "Confidence": 0.99282, "X1": 0.14567, "Y1": 0.3562, "X2": 0.84777, "Y2": 0.356, "X3": 0.84777, "Y3": 0.3768, "X4": 0.14567, "Y4": 0.3748, "page": 0}, {"Word": "In addition to research done for the commercials, we plan to do research with", "Confidence": 0.99429, "X1": 0.14304, "Y1": 0.3942, "X2": 0.86089, "Y2": 0.394, "X3": 0.86089, "Y3": 0.4128, "X4": 0.14304, "Y4": 0.4118, "page": 0}, {"Word": "kids themselves - how they spend their time, what they believe about", "Confidence": 0.99392, "X1": 0.14436, "Y1": 0.4132, "X2": 0.7979, "Y2": 0.413, "X3": 0.7979, "Y3": 0.4318, "X4": 0.14436, "Y4": 0.4308, "page": 0}, {"Word": "smoking, their own smoking behavior. This research is controlled by the", "Confidence": 0.99509, "X1": 0.14436, "Y1": 0.4322, "X2": 0.81759, "Y2": 0.432, "X3": 0.81759, "Y3": 0.4508, "X4": 0.14436, "Y4": 0.4508, "page": 0}, {"Word": "Youth Smoking Prevention group which is-separate from other departments", "Confidence": 0.971, "X1": 0.14567, "Y1": 0.4512, "X2": 0.84908, "Y2": 0.451, "X3": 0.84908, "Y3": 0.4698, "X4": 0.14567, "Y4": 0.4688, "page": 0}, {"Word": "in Philip Morris USA and will only be used by the department for youth", "Confidence": 0.99529, "X1": 0.14567, "Y1": 0.4692, "X2": 0.81102, "Y2": 0.469, "X3": 0.81102, "Y3": 0.4898, "X4": 0.14567, "Y4": 0.4888, "page": 0}, {"Word": "smoking prevention activities.", "Confidence": 0.98967, "X1": 0.14567, "Y1": 0.4882, "X2": 0.42651, "Y2": 0.488, "X3": 0.42651, "Y3": 0.5068, "X4": 0.14567, "Y4": 0.5078, "page": 0}, {"Word": "Misuse of research", "Confidence": 0.996, "X1": 0.11286, "Y1": 0.5262, "X2": 0.29659, "Y2": 0.526, "X3": 0.2979, "Y3": 0.5438, "X4": 0.11286, "Y4": 0.5438, "page": 0}, {"Word": "We have set up the Youth Smoking Prevention department as a separate", "Confidence": 0.99583, "X1": 0.14304, "Y1": 0.5652, "X2": 0.81365, "Y2": 0.565, "X3": 0.81365, "Y3": 0.5838, "X4": 0.14304, "Y4": 0.5828, "page": 0}, {"Word": "department since it is engaged in research involving underage smoking and", "Confidence": 0.99645, "X1": 0.14567, "Y1": 0.5842, "X2": 0.84777, "Y2": 0.584, "X3": 0.84777, "Y3": 0.6028, "X4": 0.14567, "Y4": 0.6018, "page": 0}, {"Word": "kids under 18. This research is conducted separately from any market", "Confidence": 0.994, "X1": 0.14698, "Y1": 0.6032, "X2": 0.79528, "Y2": 0.603, "X3": 0.79396, "Y3": 0.6228, "X4": 0.14698, "Y4": 0.6208, "page": 0}, {"Word": "research involving adult smokers. The Youth Smoking Prevention", "Confidence": 0.99587, "X1": 0.14567, "Y1": 0.6212, "X2": 0.76247, "Y2": 0.621, "X3": 0.76247, "Y3": 0.6408, "X4": 0.14567, "Y4": 0.6398, "page": 0}, {"Word": "department has its own staff and its own filing systems. Our Marketing", "Confidence": 0.99683, "X1": 0.14304, "Y1": 0.6402, "X2": 0.81102, "Y2": 0.64, "X3": 0.81102, "Y3": 0.6608, "X4": 0.14304, "Y4": 0.6598, "page": 0}, {"Word": "department does not have access to the information gathered by our YSP", "Confidence": 0.99517, "X1": 0.14304, "Y1": 0.6592, "X2": 0.82021, "Y2": 0.659, "X3": 0.82021, "Y3": 0.6788, "X4": 0.14304, "Y4": 0.6778, "page": 0}, {"Word": "department.", "Confidence": 0.991, "X1": 0.14567, "Y1": 0.6782, "X2": 0.25984, "Y2": 0.678, "X3": 0.25984, "Y3": 0.6968, "X4": 0.14567, "Y4": 0.6968, "page": 0}, {"Word": "\u00b7 Most importantly, PM USA has a set of core values. We believe in operating", "Confidence": 0.94753, "X1": 0.11549, "Y1": 0.7182, "X2": 0.85302, "Y2": 0.718, "X3": 0.85171, "Y3": 0.7388, "X4": 0.11549, "Y4": 0.7368, "page": 0}, {"Word": "with integrity, trust and respect - both as individuals and as a company.", "Confidence": 0.99523, "X1": 0.14436, "Y1": 0.7372, "X2": 0.81759, "Y2": 0.737, "X3": 0.81759, "Y3": 0.7548, "X4": 0.14436, "Y4": 0.7538, "page": 0}, {"Word": ".", "Confidence": 0.932, "X1": 0.92913, "Y1": 0.7642, "X2": 0.93045, "Y2": 0.764, "X3": 0.91339, "Y3": 0.7648, "X4": 0.91339, "Y4": 0.7488, "page": 0}, {"Word": "Any research we conduct involving minors will only be used to develop and", "Confidence": 0.99469, "X1": 0.14567, "Y1": 0.7552, "X2": 0.85171, "Y2": 0.755, "X3": 0.85171, "Y3": 0.7758, "X4": 0.14567, "Y4": 0.7748, "page": 0}, {"Word": "refine our youth smoking prevention efforts.", "Confidence": 0.98817, "X1": 0.14567, "Y1": 0.7762, "X2": 0.56168, "Y2": 0.776, "X3": 0.56168, "Y3": 0.7948, "X4": 0.14567, "Y4": 0.7938, "page": 0}, {"Word": "Rest of the Program Besides the Ads", "Confidence": 0.99514, "X1": 0.11286, "Y1": 0.8102, "X2": 0.46325, "Y2": 0.81, "X3": 0.46325, "Y3": 0.8318, "X4": 0.11286, "Y4": 0.8318, "page": 0}, {"Word": "Our education and community action strategies are in the exploration and", "Confidence": 0.99591, "X1": 0.14173, "Y1": 0.8512, "X2": 0.8294, "Y2": 0.851, "X3": 0.8294, "Y3": 0.8698, "X4": 0.14173, "Y4": 0.8698, "page": 0}, {"Word": "2080249219", "Confidence": 0.994, "X1": 0.94882, "Y1": 0.8832, "X2": 0.95407, "Y2": 0.883, "X3": 0.93045, "Y3": 0.8838, "X4": 0.9252, "Y4": 0.7708, "page": 0}, {"Word": "development stages. We are talking to various experts and hope to develop", "Confidence": 0.99575, "X1": 0.14567, "Y1": 0.8702, "X2": 0.84646, "Y2": 0.87, "X3": 0.84514, "Y3": 0.8908, "X4": 0.14567, "Y4": 0.8888, "page": 0}, {"Word": "8", "Confidence": 0.995, "X1": 0.85039, "Y1": 0.9402, "X2": 0.86483, "Y2": 0.94, "X3": 0.86483, "Y3": 0.9558, "X4": 0.84908, "Y4": 0.9558, "page": 0}], "words_data": [{"Word": "Disclosure", "Confidence": 0.992, "X1": 0.11417, "Y1": 0.1052, "X2": 0.21522, "Y2": 0.105, "X3": 0.21522, "Y3": 0.1238, "X4": 0.11417, "Y4": 0.1238, "page": 0, "Index": 0}, {"Word": "of", "Confidence": 0.998, "X1": 0.21916, "Y1": 0.1052, "X2": 0.23885, "Y2": 0.105, "X3": 0.24016, "Y3": 0.1238, "X4": 0.22047, "Y4": 0.1238, "page": 0, "Index": 1}, {"Word": "PM", "Confidence": 0.998, "X1": 0.24409, "Y1": 0.1052, "X2": 0.27165, "Y2": 0.105, "X3": 0.27165, "Y3": 0.1248, "X4": 0.24409, "Y4": 0.1238, "page": 0, "Index": 2}, {"Word": "research", "Confidence": 0.995, "X1": 0.28346, "Y1": 0.1062, "X2": 0.36089, "Y2": 0.106, "X3": 0.3622, "Y3": 0.1248, "X4": 0.28346, "Y4": 0.1248, "page": 0, "Index": 3}, {"Word": "on", "Confidence": 0.998, "X1": 0.36614, "Y1": 0.1062, "X2": 0.39239, "Y2": 0.106, "X3": 0.39239, "Y3": 0.1248, "X4": 0.36614, "Y4": 0.1248, "page": 0, "Index": 4}, {"Word": "ads", "Confidence": 0.998, "X1": 0.39764, "Y1": 0.1062, "X2": 0.42782, "Y2": 0.106, "X3": 0.42913, "Y3": 0.1248, "X4": 0.39764, "Y4": 0.1248, "page": 0, "Index": 5}, {"Word": "and", "Confidence": 0.998, "X1": 0.43307, "Y1": 0.1062, "X2": 0.46982, "Y2": 0.106, "X3": 0.47113, "Y3": 0.1248, "X4": 0.43307, "Y4": 0.1248, "page": 0, "Index": 6}, {"Word": "with", "Confidence": 0.989, "X1": 0.47507, "Y1": 0.1062, "X2": 0.51706, "Y2": 0.106, "X3": 0.51837, "Y3": 0.1248, "X4": 0.47638, "Y4": 0.1248, "page": 0, "Index": 7}, {"Word": "kids", "Confidence": 0.988, "X1": 0.52231, "Y1": 0.1072, "X2": 0.56955, "Y2": 0.107, "X3": 0.57087, "Y3": 0.1248, "X4": 0.52362, "Y4": 0.1248, "page": 0, "Index": 8}, {"Word": "We", "Confidence": 0.997, "X1": 0.14304, "Y1": 0.1452, "X2": 0.17454, "Y2": 0.145, "X3": 0.17454, "Y3": 0.1638, "X4": 0.14304, "Y4": 0.1638, "page": 0, "Index": 9}, {"Word": "are", "Confidence": 0.998, "X1": 0.17979, "Y1": 0.1452, "X2": 0.20997, "Y2": 0.145, "X3": 0.20866, "Y3": 0.1638, "X4": 0.17979, "Y4": 0.1638, "page": 0, "Index": 10}, {"Word": "prepared", "Confidence": 0.996, "X1": 0.21391, "Y1": 0.1452, "X2": 0.29921, "Y2": 0.145, "X3": 0.2979, "Y3": 0.1638, "X4": 0.21391, "Y4": 0.1638, "page": 0, "Index": 11}, {"Word": "to", "Confidence": 0.998, "X1": 0.30315, "Y1": 0.1452, "X2": 0.32152, "Y2": 0.145, "X3": 0.32152, "Y3": 0.1638, "X4": 0.30315, "Y4": 0.1638, "page": 0, "Index": 12}, {"Word": "share", "Confidence": 0.997, "X1": 0.32677, "Y1": 0.1452, "X2": 0.37664, "Y2": 0.145, "X3": 0.37533, "Y3": 0.1638, "X4": 0.32546, "Y4": 0.1638, "page": 0, "Index": 13}, {"Word": "our", "Confidence": 0.998, "X1": 0.38058, "Y1": 0.1452, "X2": 0.4147, "Y2": 0.145, "X3": 0.41339, "Y3": 0.1638, "X4": 0.38058, "Y4": 0.1638, "page": 0, "Index": 14}, {"Word": "research", "Confidence": 0.995, "X1": 0.41864, "Y1": 0.1452, "X2": 0.49606, "Y2": 0.145, "X3": 0.49606, "Y3": 0.1638, "X4": 0.41864, "Y4": 0.1638, "page": 0, "Index": 15}, {"Word": "findings", "Confidence": 0.995, "X1": 0.50131, "Y1": 0.1452, "X2": 0.57743, "Y2": 0.145, "X3": 0.57612, "Y3": 0.1648, "X4": 0.5, "Y4": 0.1638, "page": 0, "Index": 16}, {"Word": "with", "Confidence": 0.988, "X1": 0.58268, "Y1": 0.1452, "X2": 0.62467, "Y2": 0.145, "X3": 0.62467, "Y3": 0.1648, "X4": 0.58136, "Y4": 0.1648, "page": 0, "Index": 17}, {"Word": "those", "Confidence": 0.997, "X1": 0.62992, "Y1": 0.1462, "X2": 0.67979, "Y2": 0.146, "X3": 0.67848, "Y3": 0.1648, "X4": 0.62861, "Y4": 0.1648, "page": 0, "Index": 18}, {"Word": "groups/", "Confidence": 0.993, "X1": 0.68504, "Y1": 0.1462, "X2": 0.76247, "Y2": 0.146, "X3": 0.76115, "Y3": 0.1658, "X4": 0.68373, "Y4": 0.1648, "page": 0, "Index": 19}, {"Word": "individuals", "Confidence": 0.993, "X1": 0.14567, "Y1": 0.1642, "X2": 0.25066, "Y2": 0.164, "X3": 0.25066, "Y3": 0.1818, "X4": 0.14567, "Y4": 0.1808, "page": 0, "Index": 20}, {"Word": "who", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.1642, "X2": 0.29659, "Y2": 0.164, "X3": 0.29659, "Y3": 0.1828, "X4": 0.25591, "Y4": 0.1818, "page": 0, "Index": 21}, {"Word": "are", "Confidence": 0.998, "X1": 0.30052, "Y1": 0.1642, "X2": 0.32808, "Y2": 0.164, "X3": 0.32808, "Y3": 0.1828, "X4": 0.30052, "Y4": 0.1828, "page": 0, "Index": 22}, {"Word": "engaged", "Confidence": 0.996, "X1": 0.33333, "Y1": 0.1642, "X2": 0.41207, "Y2": 0.164, "X3": 0.41207, "Y3": 0.1828, "X4": 0.33333, "Y4": 0.1828, "page": 0, "Index": 23}, {"Word": "in", "Confidence": 0.998, "X1": 0.41732, "Y1": 0.1642, "X2": 0.4357, "Y2": 0.164, "X3": 0.4357, "Y3": 0.1838, "X4": 0.41732, "Y4": 0.1828, "page": 0, "Index": 24}, {"Word": "helping", "Confidence": 0.996, "X1": 0.43963, "Y1": 0.1652, "X2": 0.51312, "Y2": 0.165, "X3": 0.51312, "Y3": 0.1838, "X4": 0.43963, "Y4": 0.1838, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.51706, "Y1": 0.1652, "X2": 0.53412, "Y2": 0.165, "X3": 0.53412, "Y3": 0.1838, "X4": 0.51706, "Y4": 0.1838, "page": 0, "Index": 26}, {"Word": "reduce", "Confidence": 0.994, "X1": 0.53937, "Y1": 0.1652, "X2": 0.60367, "Y2": 0.165, "X3": 0.60367, "Y3": 0.1838, "X4": 0.53806, "Y4": 0.1838, "page": 0, "Index": 27}, {"Word": "youth", "Confidence": 0.993, "X1": 0.60892, "Y1": 0.1652, "X2": 0.66142, "Y2": 0.165, "X3": 0.66142, "Y3": 0.1838, "X4": 0.60761, "Y4": 0.1838, "page": 0, "Index": 28}, {"Word": "smoking.", "Confidence": 0.994, "X1": 0.66667, "Y1": 0.1652, "X2": 0.75722, "Y2": 0.165, "X3": 0.75722, "Y3": 0.1838, "X4": 0.66667, "Y4": 0.1838, "page": 0, "Index": 29}, {"Word": "But", "Confidence": 0.998, "X1": 0.76247, "Y1": 0.1662, "X2": 0.79659, "Y2": 0.166, "X3": 0.79528, "Y3": 0.1838, "X4": 0.76115, "Y4": 0.1838, "page": 0, "Index": 30}, {"Word": "we", "Confidence": 0.998, "X1": 0.80052, "Y1": 0.1662, "X2": 0.83333, "Y2": 0.166, "X3": 0.83202, "Y3": 0.1838, "X4": 0.80052, "Y4": 0.1838, "page": 0, "Index": 31}, {"Word": "haven't", "Confidence": 0.991, "X1": 0.14567, "Y1": 0.1822, "X2": 0.21391, "Y2": 0.182, "X3": 0.21391, "Y3": 0.1998, "X4": 0.14567, "Y4": 0.1988, "page": 0, "Index": 32}, {"Word": "finalized", "Confidence": 0.993, "X1": 0.21785, "Y1": 0.1832, "X2": 0.2979, "Y2": 0.183, "X3": 0.2979, "Y3": 0.2008, "X4": 0.21785, "Y4": 0.1998, "page": 0, "Index": 33}, {"Word": "how", "Confidence": 0.998, "X1": 0.30184, "Y1": 0.1832, "X2": 0.34252, "Y2": 0.183, "X3": 0.34252, "Y3": 0.2008, "X4": 0.30184, "Y4": 0.2008, "page": 0, "Index": 34}, {"Word": "we", "Confidence": 0.998, "X1": 0.35039, "Y1": 0.1832, "X2": 0.37927, "Y2": 0.183, "X3": 0.37927, "Y3": 0.2008, "X4": 0.35039, "Y4": 0.2008, "page": 0, "Index": 35}, {"Word": "are", "Confidence": 0.998, "X1": 0.3832, "Y1": 0.1842, "X2": 0.41339, "Y2": 0.184, "X3": 0.41339, "Y3": 0.2018, "X4": 0.3832, "Y4": 0.2018, "page": 0, "Index": 36}, {"Word": "going", "Confidence": 0.998, "X1": 0.41732, "Y1": 0.1842, "X2": 0.4685, "Y2": 0.184, "X3": 0.46982, "Y3": 0.2018, "X4": 0.41732, "Y4": 0.2018, "page": 0, "Index": 37}, {"Word": "to", "Confidence": 0.998, "X1": 0.47375, "Y1": 0.1842, "X2": 0.49213, "Y2": 0.184, "X3": 0.49213, "Y3": 0.2018, "X4": 0.47375, "Y4": 0.2018, "page": 0, "Index": 38}, {"Word": "do", "Confidence": 0.998, "X1": 0.49738, "Y1": 0.1842, "X2": 0.52231, "Y2": 0.184, "X3": 0.52231, "Y3": 0.2018, "X4": 0.49738, "Y4": 0.2018, "page": 0, "Index": 39}, {"Word": "that.", "Confidence": 0.991, "X1": 0.52625, "Y1": 0.1832, "X2": 0.57087, "Y2": 0.183, "X3": 0.57087, "Y3": 0.2018, "X4": 0.52756, "Y4": 0.2018, "page": 0, "Index": 40}, {"Word": "What", "Confidence": 0.989, "X1": 0.11549, "Y1": 0.2202, "X2": 0.16535, "Y2": 0.22, "X3": 0.16404, "Y3": 0.2378, "X4": 0.11417, "Y4": 0.2378, "page": 0, "Index": 41}, {"Word": "other", "Confidence": 0.998, "X1": 0.1706, "Y1": 0.2202, "X2": 0.22047, "Y2": 0.22, "X3": 0.21916, "Y3": 0.2378, "X4": 0.16929, "Y4": 0.2378, "page": 0, "Index": 42}, {"Word": "kind", "Confidence": 0.991, "X1": 0.22572, "Y1": 0.2202, "X2": 0.27034, "Y2": 0.22, "X3": 0.26903, "Y3": 0.2378, "X4": 0.22441, "Y4": 0.2378, "page": 0, "Index": 43}, {"Word": "of", "Confidence": 0.998, "X1": 0.27559, "Y1": 0.2202, "X2": 0.29659, "Y2": 0.22, "X3": 0.29528, "Y3": 0.2378, "X4": 0.27428, "Y4": 0.2378, "page": 0, "Index": 44}, {"Word": "research", "Confidence": 0.995, "X1": 0.30052, "Y1": 0.2202, "X2": 0.37927, "Y2": 0.22, "X3": 0.37795, "Y3": 0.2378, "X4": 0.29921, "Y4": 0.2378, "page": 0, "Index": 45}, {"Word": "with", "Confidence": 0.989, "X1": 0.38451, "Y1": 0.2202, "X2": 0.42782, "Y2": 0.22, "X3": 0.42651, "Y3": 0.2378, "X4": 0.3832, "Y4": 0.2378, "page": 0, "Index": 46}, {"Word": "kids", "Confidence": 0.991, "X1": 0.43307, "Y1": 0.2202, "X2": 0.47769, "Y2": 0.22, "X3": 0.47638, "Y3": 0.2378, "X4": 0.43176, "Y4": 0.2378, "page": 0, "Index": 47}, {"Word": ".", "Confidence": 0.669, "X1": 0.1168, "Y1": 0.2592, "X2": 0.13123, "Y2": 0.259, "X3": 0.13123, "Y3": 0.2778, "X4": 0.1168, "Y4": 0.2778, "page": 0, "Index": 48}, {"Word": "Prior", "Confidence": 0.997, "X1": 0.14173, "Y1": 0.2592, "X2": 0.19029, "Y2": 0.259, "X3": 0.19029, "Y3": 0.2778, "X4": 0.14173, "Y4": 0.2778, "page": 0, "Index": 49}, {"Word": "to", "Confidence": 0.998, "X1": 0.19554, "Y1": 0.2592, "X2": 0.2126, "Y2": 0.259, "X3": 0.2126, "Y3": 0.2778, "X4": 0.19554, "Y4": 0.2778, "page": 0, "Index": 50}, {"Word": "the", "Confidence": 0.997, "X1": 0.21785, "Y1": 0.2592, "X2": 0.24803, "Y2": 0.259, "X3": 0.24672, "Y3": 0.2778, "X4": 0.21785, "Y4": 0.2778, "page": 0, "Index": 51}, {"Word": "inception", "Confidence": 0.995, "X1": 0.25197, "Y1": 0.2592, "X2": 0.34121, "Y2": 0.259, "X3": 0.3399, "Y3": 0.2778, "X4": 0.25197, "Y4": 0.2778, "page": 0, "Index": 52}, {"Word": "of", "Confidence": 0.998, "X1": 0.34646, "Y1": 0.2592, "X2": 0.36352, "Y2": 0.259, "X3": 0.3622, "Y3": 0.2778, "X4": 0.34514, "Y4": 0.2778, "page": 0, "Index": 53}, {"Word": "our", "Confidence": 0.998, "X1": 0.36877, "Y1": 0.2592, "X2": 0.40157, "Y2": 0.259, "X3": 0.40026, "Y3": 0.2778, "X4": 0.36745, "Y4": 0.2778, "page": 0, "Index": 54}, {"Word": "Youth", "Confidence": 0.998, "X1": 0.40682, "Y1": 0.2592, "X2": 0.46194, "Y2": 0.259, "X3": 0.46063, "Y3": 0.2788, "X4": 0.40551, "Y4": 0.2778, "page": 0, "Index": 55}, {"Word": "Smoking", "Confidence": 0.996, "X1": 0.46719, "Y1": 0.2592, "X2": 0.54987, "Y2": 0.259, "X3": 0.54856, "Y3": 0.2788, "X4": 0.46588, "Y4": 0.2788, "page": 0, "Index": 56}, {"Word": "Prevention", "Confidence": 0.995, "X1": 0.55512, "Y1": 0.2592, "X2": 0.65617, "Y2": 0.259, "X3": 0.65617, "Y3": 0.2788, "X4": 0.55381, "Y4": 0.2788, "page": 0, "Index": 57}, {"Word": "department,", "Confidence": 0.991, "X1": 0.66142, "Y1": 0.2582, "X2": 0.77559, "Y2": 0.258, "X3": 0.77428, "Y3": 0.2788, "X4": 0.66142, "Y4": 0.2788, "page": 0, "Index": 58}, {"Word": "PM,", "Confidence": 0.998, "X1": 0.78084, "Y1": 0.2582, "X2": 0.81759, "Y2": 0.258, "X3": 0.81627, "Y3": 0.2788, "X4": 0.77953, "Y4": 0.2788, "page": 0, "Index": 59}, {"Word": "of", "Confidence": 0.998, "X1": 0.82152, "Y1": 0.2582, "X2": 0.84646, "Y2": 0.258, "X3": 0.84646, "Y3": 0.2788, "X4": 0.82152, "Y4": 0.2788, "page": 0, "Index": 60}, {"Word": "course,", "Confidence": 0.995, "X1": 0.14436, "Y1": 0.2792, "X2": 0.21129, "Y2": 0.279, "X3": 0.21129, "Y3": 0.2968, "X4": 0.14436, "Y4": 0.2968, "page": 0, "Index": 61}, {"Word": "did", "Confidence": 0.998, "X1": 0.21654, "Y1": 0.2792, "X2": 0.24672, "Y2": 0.279, "X3": 0.24541, "Y3": 0.2968, "X4": 0.21522, "Y4": 0.2968, "page": 0, "Index": 62}, {"Word": "no", "Confidence": 0.998, "X1": 0.25066, "Y1": 0.2792, "X2": 0.27559, "Y2": 0.279, "X3": 0.27428, "Y3": 0.2968, "X4": 0.25066, "Y4": 0.2968, "page": 0, "Index": 63}, {"Word": "research", "Confidence": 0.996, "X1": 0.28084, "Y1": 0.2782, "X2": 0.35827, "Y2": 0.278, "X3": 0.35696, "Y3": 0.2968, "X4": 0.27953, "Y4": 0.2968, "page": 0, "Index": 64}, {"Word": "involving", "Confidence": 0.995, "X1": 0.3622, "Y1": 0.2792, "X2": 0.45144, "Y2": 0.279, "X3": 0.45144, "Y3": 0.2968, "X4": 0.3622, "Y4": 0.2968, "page": 0, "Index": 65}, {"Word": "minors.", "Confidence": 0.991, "X1": 0.45538, "Y1": 0.2792, "X2": 0.53018, "Y2": 0.279, "X3": 0.52887, "Y3": 0.2968, "X4": 0.45538, "Y4": 0.2968, "page": 0, "Index": 66}, {"Word": "We", "Confidence": 0.998, "X1": 0.14436, "Y1": 0.3182, "X2": 0.17454, "Y2": 0.318, "X3": 0.17454, "Y3": 0.3358, "X4": 0.14436, "Y4": 0.3358, "page": 0, "Index": 67}, {"Word": "have", "Confidence": 0.989, "X1": 0.17848, "Y1": 0.3182, "X2": 0.2231, "Y2": 0.318, "X3": 0.22441, "Y3": 0.3358, "X4": 0.17979, "Y4": 0.3358, "page": 0, "Index": 68}, {"Word": "conducted", "Confidence": 0.994, "X1": 0.22835, "Y1": 0.3182, "X2": 0.32677, "Y2": 0.318, "X3": 0.32677, "Y3": 0.3368, "X4": 0.22835, "Y4": 0.3358, "page": 0, "Index": 69}, {"Word": "both", "Confidence": 0.982, "X1": 0.33071, "Y1": 0.3182, "X2": 0.37402, "Y2": 0.318, "X3": 0.37402, "Y3": 0.3368, "X4": 0.33202, "Y4": 0.3368, "page": 0, "Index": 70}, {"Word": "quantitative", "Confidence": 0.991, "X1": 0.37927, "Y1": 0.3182, "X2": 0.4895, "Y2": 0.318, "X3": 0.49081, "Y3": 0.3368, "X4": 0.37927, "Y4": 0.3368, "page": 0, "Index": 71}, {"Word": "and", "Confidence": 0.998, "X1": 0.49475, "Y1": 0.3182, "X2": 0.5315, "Y2": 0.318, "X3": 0.5315, "Y3": 0.3368, "X4": 0.49475, "Y4": 0.3368, "page": 0, "Index": 72}, {"Word": "qualitative", "Confidence": 0.994, "X1": 0.53543, "Y1": 0.3182, "X2": 0.63386, "Y2": 0.318, "X3": 0.63386, "Y3": 0.3368, "X4": 0.53675, "Y4": 0.3368, "page": 0, "Index": 73}, {"Word": "research", "Confidence": 0.996, "X1": 0.63911, "Y1": 0.3182, "X2": 0.71654, "Y2": 0.318, "X3": 0.71654, "Y3": 0.3368, "X4": 0.63911, "Y4": 0.3368, "page": 0, "Index": 74}, {"Word": "to", "Confidence": 0.998, "X1": 0.72178, "Y1": 0.3182, "X2": 0.73885, "Y2": 0.318, "X3": 0.73885, "Y3": 0.3368, "X4": 0.72178, "Y4": 0.3368, "page": 0, "Index": 75}, {"Word": "aid", "Confidence": 0.998, "X1": 0.74278, "Y1": 0.3182, "X2": 0.77297, "Y2": 0.318, "X3": 0.77428, "Y3": 0.3358, "X4": 0.74409, "Y4": 0.3368, "page": 0, "Index": 76}, {"Word": "in", "Confidence": 0.998, "X1": 0.77822, "Y1": 0.3182, "X2": 0.79659, "Y2": 0.318, "X3": 0.7979, "Y3": 0.3358, "X4": 0.77822, "Y4": 0.3358, "page": 0, "Index": 77}, {"Word": "the", "Confidence": 0.998, "X1": 0.80184, "Y1": 0.3182, "X2": 0.83465, "Y2": 0.318, "X3": 0.83465, "Y3": 0.3358, "X4": 0.80184, "Y4": 0.3358, "page": 0, "Index": 78}, {"Word": "development", "Confidence": 0.991, "X1": 0.14567, "Y1": 0.3372, "X2": 0.26509, "Y2": 0.337, "X3": 0.26509, "Y3": 0.3558, "X4": 0.14567, "Y4": 0.3558, "page": 0, "Index": 79}, {"Word": "of", "Confidence": 0.998, "X1": 0.27034, "Y1": 0.3372, "X2": 0.29003, "Y2": 0.337, "X3": 0.29003, "Y3": 0.3558, "X4": 0.26903, "Y4": 0.3558, "page": 0, "Index": 80}, {"Word": "our", "Confidence": 0.998, "X1": 0.29528, "Y1": 0.3372, "X2": 0.32808, "Y2": 0.337, "X3": 0.32808, "Y3": 0.3558, "X4": 0.29396, "Y4": 0.3558, "page": 0, "Index": 81}, {"Word": "YSP", "Confidence": 0.998, "X1": 0.33333, "Y1": 0.3372, "X2": 0.36877, "Y2": 0.337, "X3": 0.36877, "Y3": 0.3558, "X4": 0.33202, "Y4": 0.3558, "page": 0, "Index": 82}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.37402, "Y1": 0.3372, "X2": 0.479, "Y2": 0.337, "X3": 0.479, "Y3": 0.3558, "X4": 0.37402, "Y4": 0.3558, "page": 0, "Index": 83}, {"Word": "and", "Confidence": 0.998, "X1": 0.48425, "Y1": 0.3372, "X2": 0.51837, "Y2": 0.337, "X3": 0.51837, "Y3": 0.3558, "X4": 0.48425, "Y4": 0.3558, "page": 0, "Index": 84}, {"Word": "secondary", "Confidence": 0.995, "X1": 0.52362, "Y1": 0.3372, "X2": 0.61811, "Y2": 0.337, "X3": 0.61811, "Y3": 0.3558, "X4": 0.52362, "Y4": 0.3558, "page": 0, "Index": 85}, {"Word": "research,", "Confidence": 0.995, "X1": 0.62336, "Y1": 0.3372, "X2": 0.70604, "Y2": 0.337, "X3": 0.70604, "Y3": 0.3568, "X4": 0.62336, "Y4": 0.3568, "page": 0, "Index": 86}, {"Word": "reviewing", "Confidence": 0.995, "X1": 0.71129, "Y1": 0.3372, "X2": 0.80446, "Y2": 0.337, "X3": 0.80446, "Y3": 0.3568, "X4": 0.71129, "Y4": 0.3568, "page": 0, "Index": 87}, {"Word": "the", "Confidence": 0.998, "X1": 0.8084, "Y1": 0.3382, "X2": 0.84383, "Y2": 0.338, "X3": 0.84383, "Y3": 0.3578, "X4": 0.8084, "Y4": 0.3578, "page": 0, "Index": 88}, {"Word": "literature", "Confidence": 0.994, "X1": 0.14567, "Y1": 0.3562, "X2": 0.22835, "Y2": 0.356, "X3": 0.22835, "Y3": 0.3738, "X4": 0.14567, "Y4": 0.3728, "page": 0, "Index": 89}, {"Word": "on", "Confidence": 0.998, "X1": 0.2336, "Y1": 0.3562, "X2": 0.25722, "Y2": 0.356, "X3": 0.25722, "Y3": 0.3748, "X4": 0.2336, "Y4": 0.3738, "page": 0, "Index": 90}, {"Word": "kids", "Confidence": 0.986, "X1": 0.26247, "Y1": 0.3562, "X2": 0.30315, "Y2": 0.356, "X3": 0.30315, "Y3": 0.3748, "X4": 0.26247, "Y4": 0.3748, "page": 0, "Index": 91}, {"Word": "and", "Confidence": 0.998, "X1": 0.3084, "Y1": 0.3562, "X2": 0.34121, "Y2": 0.356, "X3": 0.34121, "Y3": 0.3748, "X4": 0.30709, "Y4": 0.3748, "page": 0, "Index": 92}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.34646, "Y1": 0.3562, "X2": 0.42782, "Y2": 0.356, "X3": 0.42782, "Y3": 0.3758, "X4": 0.34646, "Y4": 0.3748, "page": 0, "Index": 93}, {"Word": "and", "Confidence": 0.998, "X1": 0.43307, "Y1": 0.3562, "X2": 0.4685, "Y2": 0.356, "X3": 0.4685, "Y3": 0.3758, "X4": 0.43307, "Y4": 0.3758, "page": 0, "Index": 94}, {"Word": "on", "Confidence": 0.998, "X1": 0.47375, "Y1": 0.3562, "X2": 0.49738, "Y2": 0.356, "X3": 0.49738, "Y3": 0.3758, "X4": 0.47375, "Y4": 0.3758, "page": 0, "Index": 95}, {"Word": "youth", "Confidence": 0.997, "X1": 0.50262, "Y1": 0.3562, "X2": 0.55643, "Y2": 0.356, "X3": 0.55643, "Y3": 0.3768, "X4": 0.50262, "Y4": 0.3758, "page": 0, "Index": 96}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.56168, "Y1": 0.3562, "X2": 0.64042, "Y2": 0.356, "X3": 0.64042, "Y3": 0.3768, "X4": 0.56168, "Y4": 0.3768, "page": 0, "Index": 97}, {"Word": "prevention", "Confidence": 0.994, "X1": 0.64567, "Y1": 0.3562, "X2": 0.74672, "Y2": 0.356, "X3": 0.74672, "Y3": 0.3758, "X4": 0.64567, "Y4": 0.3768, "page": 0, "Index": 98}, {"Word": "strategies.", "Confidence": 0.966, "X1": 0.75197, "Y1": 0.3572, "X2": 0.84646, "Y2": 0.357, "X3": 0.84777, "Y3": 0.3758, "X4": 0.75197, "Y4": 0.3758, "page": 0, "Index": 99}, {"Word": "In", "Confidence": 0.992, "X1": 0.14436, "Y1": 0.3952, "X2": 0.16404, "Y2": 0.395, "X3": 0.16404, "Y3": 0.4118, "X4": 0.14436, "Y4": 0.4108, "page": 0, "Index": 100}, {"Word": "addition", "Confidence": 0.995, "X1": 0.16929, "Y1": 0.3952, "X2": 0.24803, "Y2": 0.395, "X3": 0.24672, "Y3": 0.4118, "X4": 0.16798, "Y4": 0.4118, "page": 0, "Index": 101}, {"Word": "to", "Confidence": 0.998, "X1": 0.25197, "Y1": 0.3952, "X2": 0.26903, "Y2": 0.395, "X3": 0.26903, "Y3": 0.4118, "X4": 0.25197, "Y4": 0.4118, "page": 0, "Index": 102}, {"Word": "research", "Confidence": 0.995, "X1": 0.27428, "Y1": 0.3952, "X2": 0.35302, "Y2": 0.395, "X3": 0.35171, "Y3": 0.4128, "X4": 0.27297, "Y4": 0.4118, "page": 0, "Index": 103}, {"Word": "done", "Confidence": 0.987, "X1": 0.35696, "Y1": 0.3952, "X2": 0.40289, "Y2": 0.395, "X3": 0.40289, "Y3": 0.4128, "X4": 0.35696, "Y4": 0.4128, "page": 0, "Index": 104}, {"Word": "for", "Confidence": 0.998, "X1": 0.40814, "Y1": 0.3952, "X2": 0.4357, "Y2": 0.395, "X3": 0.4357, "Y3": 0.4128, "X4": 0.40814, "Y4": 0.4128, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.44094, "Y1": 0.3952, "X2": 0.46982, "Y2": 0.395, "X3": 0.46982, "Y3": 0.4128, "X4": 0.43963, "Y4": 0.4128, "page": 0, "Index": 106}, {"Word": "commercials,", "Confidence": 0.991, "X1": 0.47375, "Y1": 0.3952, "X2": 0.5958, "Y2": 0.395, "X3": 0.5958, "Y3": 0.4128, "X4": 0.47375, "Y4": 0.4128, "page": 0, "Index": 107}, {"Word": "we", "Confidence": 0.998, "X1": 0.60105, "Y1": 0.3952, "X2": 0.6273, "Y2": 0.395, "X3": 0.6273, "Y3": 0.4138, "X4": 0.60105, "Y4": 0.4128, "page": 0, "Index": 108}, {"Word": "plan", "Confidence": 0.985, "X1": 0.63123, "Y1": 0.3952, "X2": 0.67454, "Y2": 0.395, "X3": 0.67454, "Y3": 0.4138, "X4": 0.63123, "Y4": 0.4138, "page": 0, "Index": 109}, {"Word": "to", "Confidence": 0.998, "X1": 0.67979, "Y1": 0.3952, "X2": 0.69685, "Y2": 0.395, "X3": 0.69685, "Y3": 0.4128, "X4": 0.67979, "Y4": 0.4138, "page": 0, "Index": 110}, {"Word": "do", "Confidence": 0.998, "X1": 0.70079, "Y1": 0.3952, "X2": 0.72572, "Y2": 0.395, "X3": 0.72572, "Y3": 0.4128, "X4": 0.70079, "Y4": 0.4128, "page": 0, "Index": 111}, {"Word": "research", "Confidence": 0.996, "X1": 0.72966, "Y1": 0.3952, "X2": 0.8084, "Y2": 0.395, "X3": 0.80971, "Y3": 0.4128, "X4": 0.73097, "Y4": 0.4128, "page": 0, "Index": 112}, {"Word": "with", "Confidence": 0.991, "X1": 0.81365, "Y1": 0.3952, "X2": 0.85958, "Y2": 0.395, "X3": 0.85958, "Y3": 0.4128, "X4": 0.81365, "Y4": 0.4128, "page": 0, "Index": 113}, {"Word": "kids", "Confidence": 0.987, "X1": 0.14567, "Y1": 0.4142, "X2": 0.18373, "Y2": 0.414, "X3": 0.18373, "Y3": 0.4298, "X4": 0.14567, "Y4": 0.4298, "page": 0, "Index": 114}, {"Word": "themselves", "Confidence": 0.994, "X1": 0.18898, "Y1": 0.4132, "X2": 0.29134, "Y2": 0.413, "X3": 0.29134, "Y3": 0.4308, "X4": 0.18898, "Y4": 0.4298, "page": 0, "Index": 115}, {"Word": "-", "Confidence": 0.994, "X1": 0.29528, "Y1": 0.4132, "X2": 0.30971, "Y2": 0.413, "X3": 0.30971, "Y3": 0.4318, "X4": 0.29659, "Y4": 0.4308, "page": 0, "Index": 116}, {"Word": "how", "Confidence": 0.998, "X1": 0.31496, "Y1": 0.4132, "X2": 0.35302, "Y2": 0.413, "X3": 0.35302, "Y3": 0.4318, "X4": 0.31496, "Y4": 0.4318, "page": 0, "Index": 117}, {"Word": "they", "Confidence": 0.991, "X1": 0.36089, "Y1": 0.4132, "X2": 0.40157, "Y2": 0.413, "X3": 0.40157, "Y3": 0.4318, "X4": 0.36089, "Y4": 0.4318, "page": 0, "Index": 118}, {"Word": "spend", "Confidence": 0.997, "X1": 0.40551, "Y1": 0.4132, "X2": 0.46325, "Y2": 0.413, "X3": 0.46325, "Y3": 0.4318, "X4": 0.40551, "Y4": 0.4318, "page": 0, "Index": 119}, {"Word": "their", "Confidence": 0.997, "X1": 0.4685, "Y1": 0.4132, "X2": 0.51181, "Y2": 0.413, "X3": 0.51181, "Y3": 0.4318, "X4": 0.4685, "Y4": 0.4318, "page": 0, "Index": 120}, {"Word": "time,", "Confidence": 0.997, "X1": 0.51575, "Y1": 0.4132, "X2": 0.56693, "Y2": 0.413, "X3": 0.56693, "Y3": 0.4318, "X4": 0.51575, "Y4": 0.4318, "page": 0, "Index": 121}, {"Word": "what", "Confidence": 0.99, "X1": 0.57218, "Y1": 0.4132, "X2": 0.62073, "Y2": 0.413, "X3": 0.61942, "Y3": 0.4318, "X4": 0.57218, "Y4": 0.4318, "page": 0, "Index": 122}, {"Word": "they", "Confidence": 0.988, "X1": 0.62467, "Y1": 0.4132, "X2": 0.66535, "Y2": 0.413, "X3": 0.66535, "Y3": 0.4318, "X4": 0.62467, "Y4": 0.4318, "page": 0, "Index": 123}, {"Word": "believe", "Confidence": 0.996, "X1": 0.6706, "Y1": 0.4132, "X2": 0.73622, "Y2": 0.413, "X3": 0.73622, "Y3": 0.4308, "X4": 0.66929, "Y4": 0.4318, "page": 0, "Index": 124}, {"Word": "about", "Confidence": 0.998, "X1": 0.74147, "Y1": 0.4132, "X2": 0.7979, "Y2": 0.413, "X3": 0.79659, "Y3": 0.4308, "X4": 0.74016, "Y4": 0.4308, "page": 0, "Index": 125}, {"Word": "smoking,", "Confidence": 0.991, "X1": 0.14567, "Y1": 0.4322, "X2": 0.22966, "Y2": 0.432, "X3": 0.22835, "Y3": 0.4508, "X4": 0.14567, "Y4": 0.4508, "page": 0, "Index": 126}, {"Word": "their", "Confidence": 0.993, "X1": 0.2336, "Y1": 0.4322, "X2": 0.27822, "Y2": 0.432, "X3": 0.2769, "Y3": 0.4508, "X4": 0.2336, "Y4": 0.4508, "page": 0, "Index": 127}, {"Word": "own", "Confidence": 0.998, "X1": 0.28215, "Y1": 0.4322, "X2": 0.32283, "Y2": 0.432, "X3": 0.32152, "Y3": 0.4508, "X4": 0.28215, "Y4": 0.4508, "page": 0, "Index": 128}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.32808, "Y1": 0.4322, "X2": 0.40814, "Y2": 0.432, "X3": 0.40682, "Y3": 0.4508, "X4": 0.32677, "Y4": 0.4508, "page": 0, "Index": 129}, {"Word": "behavior.", "Confidence": 0.994, "X1": 0.41339, "Y1": 0.4322, "X2": 0.50656, "Y2": 0.432, "X3": 0.50525, "Y3": 0.4508, "X4": 0.41207, "Y4": 0.4508, "page": 0, "Index": 130}, {"Word": "This", "Confidence": 0.988, "X1": 0.51181, "Y1": 0.4322, "X2": 0.54987, "Y2": 0.432, "X3": 0.54987, "Y3": 0.4508, "X4": 0.5105, "Y4": 0.4508, "page": 0, "Index": 131}, {"Word": "research", "Confidence": 0.996, "X1": 0.55512, "Y1": 0.4322, "X2": 0.63255, "Y2": 0.432, "X3": 0.63123, "Y3": 0.4508, "X4": 0.55381, "Y4": 0.4508, "page": 0, "Index": 132}, {"Word": "is", "Confidence": 0.998, "X1": 0.6378, "Y1": 0.4322, "X2": 0.65223, "Y2": 0.432, "X3": 0.65092, "Y3": 0.4508, "X4": 0.63648, "Y4": 0.4508, "page": 0, "Index": 133}, {"Word": "controlled", "Confidence": 0.995, "X1": 0.65748, "Y1": 0.4322, "X2": 0.75066, "Y2": 0.432, "X3": 0.74934, "Y3": 0.4508, "X4": 0.65617, "Y4": 0.4508, "page": 0, "Index": 134}, {"Word": "by", "Confidence": 0.998, "X1": 0.75591, "Y1": 0.4322, "X2": 0.77953, "Y2": 0.432, "X3": 0.77822, "Y3": 0.4518, "X4": 0.75328, "Y4": 0.4508, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.78478, "Y1": 0.4322, "X2": 0.81759, "Y2": 0.432, "X3": 0.81496, "Y3": 0.4518, "X4": 0.78346, "Y4": 0.4518, "page": 0, "Index": 136}, {"Word": "Youth", "Confidence": 0.992, "X1": 0.14698, "Y1": 0.4512, "X2": 0.20079, "Y2": 0.451, "X3": 0.20079, "Y3": 0.4688, "X4": 0.14698, "Y4": 0.4678, "page": 0, "Index": 137}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.20604, "Y1": 0.4512, "X2": 0.28871, "Y2": 0.451, "X3": 0.28871, "Y3": 0.4688, "X4": 0.20472, "Y4": 0.4688, "page": 0, "Index": 138}, {"Word": "Prevention", "Confidence": 0.995, "X1": 0.29396, "Y1": 0.4512, "X2": 0.39501, "Y2": 0.451, "X3": 0.39501, "Y3": 0.4698, "X4": 0.29265, "Y4": 0.4688, "page": 0, "Index": 139}, {"Word": "group", "Confidence": 0.998, "X1": 0.40026, "Y1": 0.4512, "X2": 0.45538, "Y2": 0.451, "X3": 0.45538, "Y3": 0.4698, "X4": 0.40026, "Y4": 0.4698, "page": 0, "Index": 140}, {"Word": "which", "Confidence": 0.997, "X1": 0.46063, "Y1": 0.4512, "X2": 0.51837, "Y2": 0.451, "X3": 0.51706, "Y3": 0.4698, "X4": 0.46063, "Y4": 0.4698, "page": 0, "Index": 141}, {"Word": "is-separate", "Confidence": 0.782, "X1": 0.52231, "Y1": 0.4512, "X2": 0.61942, "Y2": 0.451, "X3": 0.61942, "Y3": 0.4698, "X4": 0.52231, "Y4": 0.4698, "page": 0, "Index": 142}, {"Word": "from", "Confidence": 0.99, "X1": 0.62467, "Y1": 0.4512, "X2": 0.66535, "Y2": 0.451, "X3": 0.66535, "Y3": 0.4698, "X4": 0.62467, "Y4": 0.4698, "page": 0, "Index": 143}, {"Word": "other", "Confidence": 0.997, "X1": 0.67454, "Y1": 0.4512, "X2": 0.7231, "Y2": 0.451, "X3": 0.7231, "Y3": 0.4698, "X4": 0.67323, "Y4": 0.4698, "page": 0, "Index": 144}, {"Word": "departments", "Confidence": 0.991, "X1": 0.72835, "Y1": 0.4512, "X2": 0.84908, "Y2": 0.451, "X3": 0.84908, "Y3": 0.4698, "X4": 0.72835, "Y4": 0.4698, "page": 0, "Index": 145}, {"Word": "in", "Confidence": 0.998, "X1": 0.14829, "Y1": 0.4702, "X2": 0.16142, "Y2": 0.47, "X3": 0.1601, "Y3": 0.4888, "X4": 0.14698, "Y4": 0.4888, "page": 0, "Index": 146}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.16667, "Y1": 0.4692, "X2": 0.22178, "Y2": 0.469, "X3": 0.22047, "Y3": 0.4888, "X4": 0.16535, "Y4": 0.4888, "page": 0, "Index": 147}, {"Word": "Morris", "Confidence": 0.996, "X1": 0.22703, "Y1": 0.4692, "X2": 0.29134, "Y2": 0.469, "X3": 0.29003, "Y3": 0.4898, "X4": 0.22572, "Y4": 0.4888, "page": 0, "Index": 148}, {"Word": "USA", "Confidence": 0.998, "X1": 0.29659, "Y1": 0.4692, "X2": 0.33858, "Y2": 0.469, "X3": 0.33858, "Y3": 0.4898, "X4": 0.29528, "Y4": 0.4898, "page": 0, "Index": 149}, {"Word": "and", "Confidence": 0.998, "X1": 0.34383, "Y1": 0.4692, "X2": 0.37927, "Y2": 0.469, "X3": 0.37927, "Y3": 0.4898, "X4": 0.34383, "Y4": 0.4898, "page": 0, "Index": 150}, {"Word": "will", "Confidence": 0.991, "X1": 0.38451, "Y1": 0.4692, "X2": 0.41995, "Y2": 0.469, "X3": 0.41995, "Y3": 0.4898, "X4": 0.38451, "Y4": 0.4898, "page": 0, "Index": 151}, {"Word": "only", "Confidence": 0.982, "X1": 0.42651, "Y1": 0.4692, "X2": 0.46457, "Y2": 0.469, "X3": 0.46457, "Y3": 0.4898, "X4": 0.4252, "Y4": 0.4898, "page": 0, "Index": 152}, {"Word": "be", "Confidence": 0.998, "X1": 0.46982, "Y1": 0.4692, "X2": 0.49213, "Y2": 0.469, "X3": 0.49081, "Y3": 0.4898, "X4": 0.46982, "Y4": 0.4898, "page": 0, "Index": 153}, {"Word": "used", "Confidence": 0.991, "X1": 0.49738, "Y1": 0.4692, "X2": 0.54068, "Y2": 0.469, "X3": 0.54068, "Y3": 0.4898, "X4": 0.49606, "Y4": 0.4898, "page": 0, "Index": 154}, {"Word": "by", "Confidence": 0.998, "X1": 0.54593, "Y1": 0.4692, "X2": 0.56955, "Y2": 0.469, "X3": 0.56824, "Y3": 0.4898, "X4": 0.54593, "Y4": 0.4898, "page": 0, "Index": 155}, {"Word": "the", "Confidence": 0.998, "X1": 0.5748, "Y1": 0.4692, "X2": 0.60367, "Y2": 0.469, "X3": 0.60236, "Y3": 0.4898, "X4": 0.57349, "Y4": 0.4898, "page": 0, "Index": 156}, {"Word": "department", "Confidence": 0.993, "X1": 0.60892, "Y1": 0.4692, "X2": 0.71654, "Y2": 0.469, "X3": 0.71654, "Y3": 0.4898, "X4": 0.60761, "Y4": 0.4898, "page": 0, "Index": 157}, {"Word": "for", "Confidence": 0.998, "X1": 0.72178, "Y1": 0.4702, "X2": 0.74934, "Y2": 0.47, "X3": 0.74803, "Y3": 0.4898, "X4": 0.72178, "Y4": 0.4898, "page": 0, "Index": 158}, {"Word": "youth", "Confidence": 0.998, "X1": 0.75459, "Y1": 0.4702, "X2": 0.81102, "Y2": 0.47, "X3": 0.81102, "Y3": 0.4898, "X4": 0.75328, "Y4": 0.4898, "page": 0, "Index": 159}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.14698, "Y1": 0.4892, "X2": 0.22441, "Y2": 0.489, "X3": 0.22441, "Y3": 0.5078, "X4": 0.14698, "Y4": 0.5078, "page": 0, "Index": 160}, {"Word": "prevention", "Confidence": 0.995, "X1": 0.22835, "Y1": 0.4892, "X2": 0.33071, "Y2": 0.489, "X3": 0.33071, "Y3": 0.5078, "X4": 0.22835, "Y4": 0.5088, "page": 0, "Index": 161}, {"Word": "activities.", "Confidence": 0.978, "X1": 0.33596, "Y1": 0.4892, "X2": 0.42782, "Y2": 0.489, "X3": 0.42782, "Y3": 0.5068, "X4": 0.33465, "Y4": 0.5078, "page": 0, "Index": 162}, {"Word": "Misuse", "Confidence": 0.994, "X1": 0.11417, "Y1": 0.5272, "X2": 0.18241, "Y2": 0.527, "X3": 0.18241, "Y3": 0.5438, "X4": 0.11417, "Y4": 0.5448, "page": 0, "Index": 163}, {"Word": "of", "Confidence": 0.998, "X1": 0.18766, "Y1": 0.5272, "X2": 0.20866, "Y2": 0.527, "X3": 0.20735, "Y3": 0.5438, "X4": 0.18635, "Y4": 0.5438, "page": 0, "Index": 164}, {"Word": "research", "Confidence": 0.996, "X1": 0.2126, "Y1": 0.5272, "X2": 0.29134, "Y2": 0.527, "X3": 0.29134, "Y3": 0.5438, "X4": 0.2126, "Y4": 0.5438, "page": 0, "Index": 165}, {"Word": "We", "Confidence": 0.998, "X1": 0.14567, "Y1": 0.5652, "X2": 0.17454, "Y2": 0.565, "X3": 0.17454, "Y3": 0.5828, "X4": 0.14436, "Y4": 0.5818, "page": 0, "Index": 166}, {"Word": "have", "Confidence": 0.991, "X1": 0.17979, "Y1": 0.5652, "X2": 0.22441, "Y2": 0.565, "X3": 0.2231, "Y3": 0.5828, "X4": 0.17979, "Y4": 0.5828, "page": 0, "Index": 167}, {"Word": "set", "Confidence": 0.998, "X1": 0.22835, "Y1": 0.5652, "X2": 0.25591, "Y2": 0.565, "X3": 0.25459, "Y3": 0.5828, "X4": 0.22835, "Y4": 0.5828, "page": 0, "Index": 168}, {"Word": "up", "Confidence": 0.998, "X1": 0.25984, "Y1": 0.5652, "X2": 0.2874, "Y2": 0.565, "X3": 0.28609, "Y3": 0.5828, "X4": 0.25984, "Y4": 0.5828, "page": 0, "Index": 169}, {"Word": "the", "Confidence": 0.998, "X1": 0.29134, "Y1": 0.5652, "X2": 0.32152, "Y2": 0.565, "X3": 0.32152, "Y3": 0.5838, "X4": 0.29134, "Y4": 0.5828, "page": 0, "Index": 170}, {"Word": "Youth", "Confidence": 0.998, "X1": 0.32677, "Y1": 0.5652, "X2": 0.38189, "Y2": 0.565, "X3": 0.38058, "Y3": 0.5838, "X4": 0.32546, "Y4": 0.5838, "page": 0, "Index": 171}, {"Word": "Smoking", "Confidence": 0.995, "X1": 0.38583, "Y1": 0.5652, "X2": 0.46982, "Y2": 0.565, "X3": 0.4685, "Y3": 0.5838, "X4": 0.38583, "Y4": 0.5838, "page": 0, "Index": 172}, {"Word": "Prevention", "Confidence": 0.994, "X1": 0.47375, "Y1": 0.5652, "X2": 0.5748, "Y2": 0.565, "X3": 0.5748, "Y3": 0.5838, "X4": 0.47375, "Y4": 0.5838, "page": 0, "Index": 173}, {"Word": "department", "Confidence": 0.991, "X1": 0.58005, "Y1": 0.5662, "X2": 0.68898, "Y2": 0.566, "X3": 0.68766, "Y3": 0.5838, "X4": 0.57874, "Y4": 0.5838, "page": 0, "Index": 174}, {"Word": "as", "Confidence": 0.998, "X1": 0.69291, "Y1": 0.5662, "X2": 0.71391, "Y2": 0.566, "X3": 0.7126, "Y3": 0.5838, "X4": 0.69291, "Y4": 0.5838, "page": 0, "Index": 175}, {"Word": "a", "Confidence": 0.995, "X1": 0.71785, "Y1": 0.5662, "X2": 0.72835, "Y2": 0.566, "X3": 0.72703, "Y3": 0.5838, "X4": 0.71785, "Y4": 0.5838, "page": 0, "Index": 176}, {"Word": "separate", "Confidence": 0.996, "X1": 0.73228, "Y1": 0.5672, "X2": 0.81496, "Y2": 0.567, "X3": 0.81365, "Y3": 0.5838, "X4": 0.73228, "Y4": 0.5838, "page": 0, "Index": 177}, {"Word": "department", "Confidence": 0.992, "X1": 0.14698, "Y1": 0.5852, "X2": 0.25197, "Y2": 0.585, "X3": 0.25197, "Y3": 0.6018, "X4": 0.14698, "Y4": 0.6018, "page": 0, "Index": 178}, {"Word": "since", "Confidence": 0.997, "X1": 0.25591, "Y1": 0.5842, "X2": 0.30315, "Y2": 0.584, "X3": 0.30184, "Y3": 0.6028, "X4": 0.25591, "Y4": 0.6018, "page": 0, "Index": 179}, {"Word": "it", "Confidence": 0.998, "X1": 0.30709, "Y1": 0.5842, "X2": 0.32152, "Y2": 0.584, "X3": 0.32152, "Y3": 0.6028, "X4": 0.30709, "Y4": 0.6028, "page": 0, "Index": 180}, {"Word": "is", "Confidence": 0.998, "X1": 0.32677, "Y1": 0.5842, "X2": 0.34121, "Y2": 0.584, "X3": 0.3399, "Y3": 0.6028, "X4": 0.32677, "Y4": 0.6028, "page": 0, "Index": 181}, {"Word": "engaged", "Confidence": 0.996, "X1": 0.34514, "Y1": 0.5842, "X2": 0.4252, "Y2": 0.584, "X3": 0.4252, "Y3": 0.6028, "X4": 0.34514, "Y4": 0.6028, "page": 0, "Index": 182}, {"Word": "in", "Confidence": 0.998, "X1": 0.43045, "Y1": 0.5842, "X2": 0.44751, "Y2": 0.584, "X3": 0.44751, "Y3": 0.6028, "X4": 0.42913, "Y4": 0.6028, "page": 0, "Index": 183}, {"Word": "research", "Confidence": 0.996, "X1": 0.45276, "Y1": 0.5842, "X2": 0.53018, "Y2": 0.584, "X3": 0.53018, "Y3": 0.6038, "X4": 0.45144, "Y4": 0.6028, "page": 0, "Index": 184}, {"Word": "involving", "Confidence": 0.995, "X1": 0.53543, "Y1": 0.5842, "X2": 0.62467, "Y2": 0.584, "X3": 0.62336, "Y3": 0.6038, "X4": 0.53543, "Y4": 0.6038, "page": 0, "Index": 185}, {"Word": "underage", "Confidence": 0.996, "X1": 0.62861, "Y1": 0.5852, "X2": 0.71654, "Y2": 0.585, "X3": 0.71654, "Y3": 0.6038, "X4": 0.62861, "Y4": 0.6038, "page": 0, "Index": 186}, {"Word": "smoking", "Confidence": 0.997, "X1": 0.72178, "Y1": 0.5852, "X2": 0.80184, "Y2": 0.585, "X3": 0.80184, "Y3": 0.6038, "X4": 0.72047, "Y4": 0.6038, "page": 0, "Index": 187}, {"Word": "and", "Confidence": 0.998, "X1": 0.80709, "Y1": 0.5852, "X2": 0.84383, "Y2": 0.585, "X3": 0.84383, "Y3": 0.6038, "X4": 0.80709, "Y4": 0.6038, "page": 0, "Index": 188}, {"Word": "kids", "Confidence": 0.987, "X1": 0.14698, "Y1": 0.6032, "X2": 0.18241, "Y2": 0.603, "X3": 0.18373, "Y3": 0.6208, "X4": 0.14829, "Y4": 0.6198, "page": 0, "Index": 189}, {"Word": "under", "Confidence": 0.998, "X1": 0.18766, "Y1": 0.6032, "X2": 0.24541, "Y2": 0.603, "X3": 0.24541, "Y3": 0.6208, "X4": 0.18766, "Y4": 0.6208, "page": 0, "Index": 190}, {"Word": "18.", "Confidence": 0.998, "X1": 0.24934, "Y1": 0.6032, "X2": 0.28084, "Y2": 0.603, "X3": 0.28084, "Y3": 0.6208, "X4": 0.25066, "Y4": 0.6208, "page": 0, "Index": 191}, {"Word": "This", "Confidence": 0.988, "X1": 0.28478, "Y1": 0.6032, "X2": 0.32415, "Y2": 0.603, "X3": 0.32415, "Y3": 0.6218, "X4": 0.28609, "Y4": 0.6208, "page": 0, "Index": 192}, {"Word": "research", "Confidence": 0.995, "X1": 0.3294, "Y1": 0.6032, "X2": 0.40814, "Y2": 0.603, "X3": 0.40814, "Y3": 0.6218, "X4": 0.3294, "Y4": 0.6218, "page": 0, "Index": 193}, {"Word": "is", "Confidence": 0.998, "X1": 0.41207, "Y1": 0.6032, "X2": 0.42651, "Y2": 0.603, "X3": 0.42782, "Y3": 0.6218, "X4": 0.41339, "Y4": 0.6218, "page": 0, "Index": 194}, {"Word": "conducted", "Confidence": 0.995, "X1": 0.43176, "Y1": 0.6032, "X2": 0.52887, "Y2": 0.603, "X3": 0.52887, "Y3": 0.6228, "X4": 0.43176, "Y4": 0.6218, "page": 0, "Index": 195}, {"Word": "separately", "Confidence": 0.991, "X1": 0.53281, "Y1": 0.6032, "X2": 0.62861, "Y2": 0.603, "X3": 0.62861, "Y3": 0.6228, "X4": 0.53412, "Y4": 0.6228, "page": 0, "Index": 196}, {"Word": "from", "Confidence": 0.989, "X1": 0.63255, "Y1": 0.6042, "X2": 0.67454, "Y2": 0.604, "X3": 0.67454, "Y3": 0.6228, "X4": 0.63386, "Y4": 0.6228, "page": 0, "Index": 197}, {"Word": "any", "Confidence": 0.998, "X1": 0.68373, "Y1": 0.6042, "X2": 0.71654, "Y2": 0.604, "X3": 0.71654, "Y3": 0.6228, "X4": 0.68373, "Y4": 0.6228, "page": 0, "Index": 198}, {"Word": "market", "Confidence": 0.997, "X1": 0.72178, "Y1": 0.6042, "X2": 0.79528, "Y2": 0.604, "X3": 0.79528, "Y3": 0.6228, "X4": 0.72178, "Y4": 0.6228, "page": 0, "Index": 199}, {"Word": "research", "Confidence": 0.993, "X1": 0.14698, "Y1": 0.6222, "X2": 0.22178, "Y2": 0.622, "X3": 0.22178, "Y3": 0.6398, "X4": 0.14567, "Y4": 0.6398, "page": 0, "Index": 200}, {"Word": "involving", "Confidence": 0.995, "X1": 0.22703, "Y1": 0.6222, "X2": 0.31496, "Y2": 0.622, "X3": 0.31496, "Y3": 0.6398, "X4": 0.22572, "Y4": 0.6398, "page": 0, "Index": 201}, {"Word": "adult", "Confidence": 0.998, "X1": 0.32021, "Y1": 0.6222, "X2": 0.37008, "Y2": 0.622, "X3": 0.36877, "Y3": 0.6408, "X4": 0.3189, "Y4": 0.6398, "page": 0, "Index": 202}, {"Word": "smokers.", "Confidence": 0.995, "X1": 0.37533, "Y1": 0.6212, "X2": 0.46325, "Y2": 0.621, "X3": 0.46325, "Y3": 0.6408, "X4": 0.37402, "Y4": 0.6408, "page": 0, "Index": 203}, {"Word": "The", "Confidence": 0.998, "X1": 0.4685, "Y1": 0.6222, "X2": 0.50525, "Y2": 0.622, "X3": 0.50394, "Y3": 0.6408, "X4": 0.46719, "Y4": 0.6408, "page": 0, "Index": 204}, {"Word": "Youth", "Confidence": 0.997, "X1": 0.5105, "Y1": 0.6222, "X2": 0.56299, "Y2": 0.622, "X3": 0.56299, "Y3": 0.6408, "X4": 0.50919, "Y4": 0.6408, "page": 0, "Index": 205}, {"Word": "Smoking", "Confidence": 0.997, "X1": 0.56824, "Y1": 0.6222, "X2": 0.65223, "Y2": 0.622, "X3": 0.65092, "Y3": 0.6408, "X4": 0.56693, "Y4": 0.6408, "page": 0, "Index": 206}, {"Word": "Prevention", "Confidence": 0.994, "X1": 0.65617, "Y1": 0.6232, "X2": 0.75853, "Y2": 0.623, "X3": 0.75853, "Y3": 0.6418, "X4": 0.65617, "Y4": 0.6408, "page": 0, "Index": 207}, {"Word": "department", "Confidence": 0.993, "X1": 0.14567, "Y1": 0.6402, "X2": 0.25066, "Y2": 0.64, "X3": 0.25066, "Y3": 0.6598, "X4": 0.14436, "Y4": 0.6598, "page": 0, "Index": 208}, {"Word": "has", "Confidence": 0.998, "X1": 0.25591, "Y1": 0.6402, "X2": 0.28871, "Y2": 0.64, "X3": 0.2874, "Y3": 0.6598, "X4": 0.25459, "Y4": 0.6598, "page": 0, "Index": 209}, {"Word": "its", "Confidence": 0.998, "X1": 0.29396, "Y1": 0.6402, "X2": 0.31496, "Y2": 0.64, "X3": 0.31496, "Y3": 0.6598, "X4": 0.29265, "Y4": 0.6598, "page": 0, "Index": 210}, {"Word": "own", "Confidence": 0.998, "X1": 0.32021, "Y1": 0.6412, "X2": 0.36089, "Y2": 0.641, "X3": 0.35958, "Y3": 0.6598, "X4": 0.3189, "Y4": 0.6598, "page": 0, "Index": 211}, {"Word": "staff", "Confidence": 0.997, "X1": 0.36614, "Y1": 0.6412, "X2": 0.40682, "Y2": 0.641, "X3": 0.40551, "Y3": 0.6598, "X4": 0.36483, "Y4": 0.6598, "page": 0, "Index": 212}, {"Word": "and", "Confidence": 0.998, "X1": 0.41207, "Y1": 0.6412, "X2": 0.44751, "Y2": 0.641, "X3": 0.44619, "Y3": 0.6598, "X4": 0.41076, "Y4": 0.6598, "page": 0, "Index": 213}, {"Word": "its", "Confidence": 0.998, "X1": 0.45144, "Y1": 0.6412, "X2": 0.47375, "Y2": 0.641, "X3": 0.47375, "Y3": 0.6598, "X4": 0.45144, "Y4": 0.6598, "page": 0, "Index": 214}, {"Word": "own", "Confidence": 0.998, "X1": 0.479, "Y1": 0.6412, "X2": 0.51969, "Y2": 0.641, "X3": 0.51837, "Y3": 0.6598, "X4": 0.479, "Y4": 0.6598, "page": 0, "Index": 215}, {"Word": "filing", "Confidence": 0.997, "X1": 0.52493, "Y1": 0.6412, "X2": 0.57349, "Y2": 0.641, "X3": 0.57349, "Y3": 0.6598, "X4": 0.52362, "Y4": 0.6598, "page": 0, "Index": 216}, {"Word": "systems.", "Confidence": 0.994, "X1": 0.57874, "Y1": 0.6412, "X2": 0.66142, "Y2": 0.641, "X3": 0.66142, "Y3": 0.6608, "X4": 0.57874, "Y4": 0.6598, "page": 0, "Index": 217}, {"Word": "Our", "Confidence": 0.998, "X1": 0.66667, "Y1": 0.6412, "X2": 0.70341, "Y2": 0.641, "X3": 0.70341, "Y3": 0.6608, "X4": 0.66667, "Y4": 0.6608, "page": 0, "Index": 218}, {"Word": "Marketing", "Confidence": 0.995, "X1": 0.70866, "Y1": 0.6412, "X2": 0.80971, "Y2": 0.641, "X3": 0.80971, "Y3": 0.6618, "X4": 0.70866, "Y4": 0.6608, "page": 0, "Index": 219}, {"Word": "department", "Confidence": 0.993, "X1": 0.14436, "Y1": 0.6602, "X2": 0.25197, "Y2": 0.66, "X3": 0.25197, "Y3": 0.6778, "X4": 0.14567, "Y4": 0.6778, "page": 0, "Index": 220}, {"Word": "does", "Confidence": 0.987, "X1": 0.25722, "Y1": 0.6592, "X2": 0.30052, "Y2": 0.659, "X3": 0.30052, "Y3": 0.6778, "X4": 0.25722, "Y4": 0.6778, "page": 0, "Index": 221}, {"Word": "not", "Confidence": 0.998, "X1": 0.30446, "Y1": 0.6592, "X2": 0.33465, "Y2": 0.659, "X3": 0.33465, "Y3": 0.6778, "X4": 0.30577, "Y4": 0.6778, "page": 0, "Index": 222}, {"Word": "have", "Confidence": 0.991, "X1": 0.3399, "Y1": 0.6592, "X2": 0.38583, "Y2": 0.659, "X3": 0.38583, "Y3": 0.6778, "X4": 0.3399, "Y4": 0.6778, "page": 0, "Index": 223}, {"Word": "access", "Confidence": 0.996, "X1": 0.39108, "Y1": 0.6592, "X2": 0.44619, "Y2": 0.659, "X3": 0.44751, "Y3": 0.6778, "X4": 0.39108, "Y4": 0.6778, "page": 0, "Index": 224}, {"Word": "to", "Confidence": 0.998, "X1": 0.45144, "Y1": 0.6592, "X2": 0.46982, "Y2": 0.659, "X3": 0.46982, "Y3": 0.6788, "X4": 0.45144, "Y4": 0.6778, "page": 0, "Index": 225}, {"Word": "the", "Confidence": 0.998, "X1": 0.47507, "Y1": 0.6592, "X2": 0.50262, "Y2": 0.659, "X3": 0.50262, "Y3": 0.6788, "X4": 0.47507, "Y4": 0.6788, "page": 0, "Index": 226}, {"Word": "information", "Confidence": 0.991, "X1": 0.50787, "Y1": 0.6592, "X2": 0.61942, "Y2": 0.659, "X3": 0.61942, "Y3": 0.6788, "X4": 0.50787, "Y4": 0.6788, "page": 0, "Index": 227}, {"Word": "gathered", "Confidence": 0.996, "X1": 0.62467, "Y1": 0.6592, "X2": 0.70604, "Y2": 0.659, "X3": 0.70604, "Y3": 0.6788, "X4": 0.62467, "Y4": 0.6788, "page": 0, "Index": 228}, {"Word": "by", "Confidence": 0.998, "X1": 0.70997, "Y1": 0.6592, "X2": 0.73491, "Y2": 0.659, "X3": 0.73491, "Y3": 0.6788, "X4": 0.70997, "Y4": 0.6788, "page": 0, "Index": 229}, {"Word": "our", "Confidence": 0.998, "X1": 0.74016, "Y1": 0.6602, "X2": 0.77297, "Y2": 0.66, "X3": 0.77297, "Y3": 0.6798, "X4": 0.74016, "Y4": 0.6788, "page": 0, "Index": 230}, {"Word": "YSP", "Confidence": 0.998, "X1": 0.77822, "Y1": 0.6602, "X2": 0.81759, "Y2": 0.66, "X3": 0.81759, "Y3": 0.6798, "X4": 0.77822, "Y4": 0.6798, "page": 0, "Index": 231}, {"Word": "department.", "Confidence": 0.991, "X1": 0.14698, "Y1": 0.6792, "X2": 0.26115, "Y2": 0.679, "X3": 0.26115, "Y3": 0.6958, "X4": 0.14567, "Y4": 0.6978, "page": 0, "Index": 232}, {"Word": "\u00b7", "Confidence": 0.28, "X1": 0.1168, "Y1": 0.7172, "X2": 0.13123, "Y2": 0.717, "X3": 0.12992, "Y3": 0.7378, "X4": 0.1168, "Y4": 0.7378, "page": 0, "Index": 233}, {"Word": "Most", "Confidence": 0.988, "X1": 0.14304, "Y1": 0.7172, "X2": 0.19029, "Y2": 0.717, "X3": 0.19029, "Y3": 0.7368, "X4": 0.14304, "Y4": 0.7378, "page": 0, "Index": 234}, {"Word": "importantly,", "Confidence": 0.991, "X1": 0.19554, "Y1": 0.7172, "X2": 0.31234, "Y2": 0.717, "X3": 0.31102, "Y3": 0.7368, "X4": 0.19554, "Y4": 0.7368, "page": 0, "Index": 235}, {"Word": "PM", "Confidence": 0.998, "X1": 0.31759, "Y1": 0.7182, "X2": 0.34383, "Y2": 0.718, "X3": 0.34252, "Y3": 0.7368, "X4": 0.31627, "Y4": 0.7368, "page": 0, "Index": 236}, {"Word": "USA", "Confidence": 0.998, "X1": 0.35433, "Y1": 0.7182, "X2": 0.39633, "Y2": 0.718, "X3": 0.39501, "Y3": 0.7368, "X4": 0.35302, "Y4": 0.7368, "page": 0, "Index": 237}, {"Word": "has", "Confidence": 0.998, "X1": 0.40157, "Y1": 0.7182, "X2": 0.43438, "Y2": 0.718, "X3": 0.43438, "Y3": 0.7368, "X4": 0.40026, "Y4": 0.7368, "page": 0, "Index": 238}, {"Word": "a", "Confidence": 0.998, "X1": 0.43963, "Y1": 0.7182, "X2": 0.45013, "Y2": 0.718, "X3": 0.44882, "Y3": 0.7368, "X4": 0.43963, "Y4": 0.7368, "page": 0, "Index": 239}, {"Word": "set", "Confidence": 0.998, "X1": 0.45538, "Y1": 0.7182, "X2": 0.48031, "Y2": 0.718, "X3": 0.48031, "Y3": 0.7368, "X4": 0.45407, "Y4": 0.7368, "page": 0, "Index": 240}, {"Word": "of", "Confidence": 0.998, "X1": 0.48556, "Y1": 0.7182, "X2": 0.50394, "Y2": 0.718, "X3": 0.50394, "Y3": 0.7368, "X4": 0.48425, "Y4": 0.7368, "page": 0, "Index": 241}, {"Word": "core", "Confidence": 0.988, "X1": 0.50919, "Y1": 0.7182, "X2": 0.54724, "Y2": 0.718, "X3": 0.54724, "Y3": 0.7368, "X4": 0.50787, "Y4": 0.7368, "page": 0, "Index": 242}, {"Word": "values.", "Confidence": 0.996, "X1": 0.55249, "Y1": 0.7182, "X2": 0.62336, "Y2": 0.718, "X3": 0.62336, "Y3": 0.7368, "X4": 0.55249, "Y4": 0.7368, "page": 0, "Index": 243}, {"Word": "We", "Confidence": 0.998, "X1": 0.62861, "Y1": 0.7192, "X2": 0.65748, "Y2": 0.719, "X3": 0.65617, "Y3": 0.7378, "X4": 0.62861, "Y4": 0.7368, "page": 0, "Index": 244}, {"Word": "believe", "Confidence": 0.995, "X1": 0.66142, "Y1": 0.7192, "X2": 0.72966, "Y2": 0.719, "X3": 0.72966, "Y3": 0.7378, "X4": 0.66142, "Y4": 0.7378, "page": 0, "Index": 245}, {"Word": "in", "Confidence": 0.998, "X1": 0.73491, "Y1": 0.7192, "X2": 0.75328, "Y2": 0.719, "X3": 0.75328, "Y3": 0.7378, "X4": 0.7336, "Y4": 0.7378, "page": 0, "Index": 246}, {"Word": "operating", "Confidence": 0.991, "X1": 0.75722, "Y1": 0.7192, "X2": 0.85039, "Y2": 0.719, "X3": 0.85039, "Y3": 0.7398, "X4": 0.75722, "Y4": 0.7378, "page": 0, "Index": 247}, {"Word": "with", "Confidence": 0.995, "X1": 0.14567, "Y1": 0.7372, "X2": 0.18635, "Y2": 0.737, "X3": 0.18635, "Y3": 0.7548, "X4": 0.14567, "Y4": 0.7548, "page": 0, "Index": 248}, {"Word": "integrity,", "Confidence": 0.994, "X1": 0.1916, "Y1": 0.7372, "X2": 0.27559, "Y2": 0.737, "X3": 0.27559, "Y3": 0.7548, "X4": 0.1916, "Y4": 0.7548, "page": 0, "Index": 249}, {"Word": "trust", "Confidence": 0.997, "X1": 0.28084, "Y1": 0.7372, "X2": 0.32546, "Y2": 0.737, "X3": 0.32546, "Y3": 0.7548, "X4": 0.28084, "Y4": 0.7548, "page": 0, "Index": 250}, {"Word": "and", "Confidence": 0.998, "X1": 0.3294, "Y1": 0.7372, "X2": 0.36483, "Y2": 0.737, "X3": 0.36483, "Y3": 0.7548, "X4": 0.3294, "Y4": 0.7548, "page": 0, "Index": 251}, {"Word": "respect", "Confidence": 0.996, "X1": 0.37008, "Y1": 0.7372, "X2": 0.4357, "Y2": 0.737, "X3": 0.4357, "Y3": 0.7548, "X4": 0.37008, "Y4": 0.7548, "page": 0, "Index": 252}, {"Word": "-", "Confidence": 0.994, "X1": 0.44094, "Y1": 0.7372, "X2": 0.45407, "Y2": 0.737, "X3": 0.45407, "Y3": 0.7548, "X4": 0.44094, "Y4": 0.7548, "page": 0, "Index": 253}, {"Word": "both", "Confidence": 0.987, "X1": 0.45932, "Y1": 0.7372, "X2": 0.50262, "Y2": 0.737, "X3": 0.50131, "Y3": 0.7548, "X4": 0.45932, "Y4": 0.7548, "page": 0, "Index": 254}, {"Word": "as", "Confidence": 0.997, "X1": 0.50656, "Y1": 0.7372, "X2": 0.52493, "Y2": 0.737, "X3": 0.52493, "Y3": 0.7548, "X4": 0.50656, "Y4": 0.7548, "page": 0, "Index": 255}, {"Word": "individuals", "Confidence": 0.993, "X1": 0.53018, "Y1": 0.7372, "X2": 0.63648, "Y2": 0.737, "X3": 0.63517, "Y3": 0.7548, "X4": 0.53018, "Y4": 0.7548, "page": 0, "Index": 256}, {"Word": "and", "Confidence": 0.998, "X1": 0.64042, "Y1": 0.7372, "X2": 0.67585, "Y2": 0.737, "X3": 0.67585, "Y3": 0.7558, "X4": 0.64042, "Y4": 0.7548, "page": 0, "Index": 257}, {"Word": "as", "Confidence": 0.998, "X1": 0.6811, "Y1": 0.7382, "X2": 0.70079, "Y2": 0.738, "X3": 0.70079, "Y3": 0.7558, "X4": 0.67979, "Y4": 0.7558, "page": 0, "Index": 258}, {"Word": "a", "Confidence": 0.996, "X1": 0.70472, "Y1": 0.7382, "X2": 0.71654, "Y2": 0.738, "X3": 0.71522, "Y3": 0.7558, "X4": 0.70472, "Y4": 0.7558, "page": 0, "Index": 259}, {"Word": "company.", "Confidence": 0.995, "X1": 0.72047, "Y1": 0.7382, "X2": 0.81759, "Y2": 0.738, "X3": 0.81759, "Y3": 0.7558, "X4": 0.72047, "Y4": 0.7558, "page": 0, "Index": 260}, {"Word": ".", "Confidence": 0.932, "X1": 0.93045, "Y1": 0.7612, "X2": 0.93045, "Y2": 0.761, "X3": 0.91339, "Y3": 0.7608, "X4": 0.91339, "Y4": 0.7528, "page": 0, "Index": 261}, {"Word": "Any", "Confidence": 0.997, "X1": 0.14698, "Y1": 0.7552, "X2": 0.18373, "Y2": 0.755, "X3": 0.18241, "Y3": 0.7748, "X4": 0.14698, "Y4": 0.7748, "page": 0, "Index": 262}, {"Word": "research", "Confidence": 0.996, "X1": 0.18898, "Y1": 0.7552, "X2": 0.26509, "Y2": 0.755, "X3": 0.26509, "Y3": 0.7748, "X4": 0.18766, "Y4": 0.7748, "page": 0, "Index": 263}, {"Word": "we", "Confidence": 0.998, "X1": 0.27034, "Y1": 0.7552, "X2": 0.2979, "Y2": 0.755, "X3": 0.2979, "Y3": 0.7748, "X4": 0.27034, "Y4": 0.7748, "page": 0, "Index": 264}, {"Word": "conduct", "Confidence": 0.994, "X1": 0.30315, "Y1": 0.7552, "X2": 0.37664, "Y2": 0.755, "X3": 0.37664, "Y3": 0.7748, "X4": 0.30315, "Y4": 0.7748, "page": 0, "Index": 265}, {"Word": "involving", "Confidence": 0.995, "X1": 0.38189, "Y1": 0.7552, "X2": 0.47113, "Y2": 0.755, "X3": 0.46982, "Y3": 0.7748, "X4": 0.38189, "Y4": 0.7748, "page": 0, "Index": 266}, {"Word": "minors", "Confidence": 0.997, "X1": 0.47638, "Y1": 0.7552, "X2": 0.54068, "Y2": 0.755, "X3": 0.54068, "Y3": 0.7748, "X4": 0.47507, "Y4": 0.7748, "page": 0, "Index": 267}, {"Word": "will", "Confidence": 0.989, "X1": 0.54593, "Y1": 0.7552, "X2": 0.58268, "Y2": 0.755, "X3": 0.58136, "Y3": 0.7758, "X4": 0.54593, "Y4": 0.7748, "page": 0, "Index": 268}, {"Word": "only", "Confidence": 0.987, "X1": 0.58793, "Y1": 0.7552, "X2": 0.62861, "Y2": 0.755, "X3": 0.6273, "Y3": 0.7758, "X4": 0.58661, "Y4": 0.7758, "page": 0, "Index": 269}, {"Word": "be", "Confidence": 0.998, "X1": 0.63386, "Y1": 0.7552, "X2": 0.65354, "Y2": 0.755, "X3": 0.65354, "Y3": 0.7758, "X4": 0.63255, "Y4": 0.7758, "page": 0, "Index": 270}, {"Word": "used", "Confidence": 0.988, "X1": 0.65879, "Y1": 0.7552, "X2": 0.70341, "Y2": 0.755, "X3": 0.7021, "Y3": 0.7758, "X4": 0.65879, "Y4": 0.7758, "page": 0, "Index": 271}, {"Word": "to", "Confidence": 0.998, "X1": 0.70866, "Y1": 0.7552, "X2": 0.72703, "Y2": 0.755, "X3": 0.72703, "Y3": 0.7758, "X4": 0.70735, "Y4": 0.7758, "page": 0, "Index": 272}, {"Word": "develop", "Confidence": 0.996, "X1": 0.73228, "Y1": 0.7552, "X2": 0.80577, "Y2": 0.755, "X3": 0.80446, "Y3": 0.7768, "X4": 0.73228, "Y4": 0.7758, "page": 0, "Index": 273}, {"Word": "and", "Confidence": 0.998, "X1": 0.81102, "Y1": 0.7552, "X2": 0.85039, "Y2": 0.755, "X3": 0.85039, "Y3": 0.7768, "X4": 0.80971, "Y4": 0.7768, "page": 0, "Index": 274}, {"Word": "refine", "Confidence": 0.994, "X1": 0.14567, "Y1": 0.7762, "X2": 0.19816, "Y2": 0.776, "X3": 0.19685, "Y3": 0.7948, "X4": 0.14567, "Y4": 0.7938, "page": 0, "Index": 275}, {"Word": "our", "Confidence": 0.998, "X1": 0.2021, "Y1": 0.7762, "X2": 0.23491, "Y2": 0.776, "X3": 0.23491, "Y3": 0.7948, "X4": 0.2021, "Y4": 0.7948, "page": 0, "Index": 276}, {"Word": "youth", "Confidence": 0.955, "X1": 0.24016, "Y1": 0.7762, "X2": 0.29396, "Y2": 0.776, "X3": 0.29396, "Y3": 0.7948, "X4": 0.23885, "Y4": 0.7948, "page": 0, "Index": 277}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.29921, "Y1": 0.7762, "X2": 0.38058, "Y2": 0.776, "X3": 0.37927, "Y3": 0.7948, "X4": 0.29921, "Y4": 0.7948, "page": 0, "Index": 278}, {"Word": "prevention", "Confidence": 0.991, "X1": 0.38451, "Y1": 0.7762, "X2": 0.48688, "Y2": 0.776, "X3": 0.48556, "Y3": 0.7948, "X4": 0.38451, "Y4": 0.7948, "page": 0, "Index": 279}, {"Word": "efforts.", "Confidence": 0.995, "X1": 0.49081, "Y1": 0.7762, "X2": 0.56168, "Y2": 0.776, "X3": 0.56037, "Y3": 0.7938, "X4": 0.49081, "Y4": 0.7948, "page": 0, "Index": 280}, {"Word": "Rest", "Confidence": 0.993, "X1": 0.11417, "Y1": 0.8122, "X2": 0.15354, "Y2": 0.812, "X3": 0.15223, "Y3": 0.8318, "X4": 0.11417, "Y4": 0.8318, "page": 0, "Index": 281}, {"Word": "of", "Confidence": 0.998, "X1": 0.15879, "Y1": 0.8122, "X2": 0.17848, "Y2": 0.812, "X3": 0.17717, "Y3": 0.8318, "X4": 0.15748, "Y4": 0.8318, "page": 0, "Index": 282}, {"Word": "the", "Confidence": 0.991, "X1": 0.18373, "Y1": 0.8122, "X2": 0.21391, "Y2": 0.812, "X3": 0.21391, "Y3": 0.8318, "X4": 0.18241, "Y4": 0.8318, "page": 0, "Index": 283}, {"Word": "Program", "Confidence": 0.997, "X1": 0.21916, "Y1": 0.8122, "X2": 0.2979, "Y2": 0.812, "X3": 0.29921, "Y3": 0.8318, "X4": 0.21916, "Y4": 0.8318, "page": 0, "Index": 284}, {"Word": "Besides", "Confidence": 0.995, "X1": 0.30577, "Y1": 0.8122, "X2": 0.37664, "Y2": 0.812, "X3": 0.37795, "Y3": 0.8328, "X4": 0.30577, "Y4": 0.8318, "page": 0, "Index": 285}, {"Word": "the", "Confidence": 0.994, "X1": 0.3832, "Y1": 0.8112, "X2": 0.4147, "Y2": 0.811, "X3": 0.4147, "Y3": 0.8328, "X4": 0.3832, "Y4": 0.8328, "page": 0, "Index": 286}, {"Word": "Ads", "Confidence": 0.998, "X1": 0.41995, "Y1": 0.8112, "X2": 0.46325, "Y2": 0.811, "X3": 0.46325, "Y3": 0.8328, "X4": 0.41995, "Y4": 0.8328, "page": 0, "Index": 287}, {"Word": "Our", "Confidence": 0.998, "X1": 0.14436, "Y1": 0.8512, "X2": 0.17979, "Y2": 0.851, "X3": 0.17979, "Y3": 0.8698, "X4": 0.14436, "Y4": 0.8698, "page": 0, "Index": 288}, {"Word": "education", "Confidence": 0.994, "X1": 0.18504, "Y1": 0.8512, "X2": 0.2769, "Y2": 0.851, "X3": 0.2769, "Y3": 0.8708, "X4": 0.18504, "Y4": 0.8698, "page": 0, "Index": 289}, {"Word": "and", "Confidence": 0.998, "X1": 0.28215, "Y1": 0.8512, "X2": 0.3189, "Y2": 0.851, "X3": 0.3189, "Y3": 0.8708, "X4": 0.28215, "Y4": 0.8708, "page": 0, "Index": 290}, {"Word": "community", "Confidence": 0.992, "X1": 0.32415, "Y1": 0.8522, "X2": 0.43045, "Y2": 0.852, "X3": 0.43045, "Y3": 0.8708, "X4": 0.32415, "Y4": 0.8708, "page": 0, "Index": 291}, {"Word": "action", "Confidence": 0.997, "X1": 0.4357, "Y1": 0.8522, "X2": 0.49081, "Y2": 0.852, "X3": 0.49081, "Y3": 0.8708, "X4": 0.4357, "Y4": 0.8708, "page": 0, "Index": 292}, {"Word": "strategies", "Confidence": 0.991, "X1": 0.49475, "Y1": 0.8522, "X2": 0.58399, "Y2": 0.852, "X3": 0.58399, "Y3": 0.8708, "X4": 0.49475, "Y4": 0.8708, "page": 0, "Index": 293}, {"Word": "are", "Confidence": 0.998, "X1": 0.58924, "Y1": 0.8522, "X2": 0.6168, "Y2": 0.852, "X3": 0.6168, "Y3": 0.8708, "X4": 0.58924, "Y4": 0.8708, "page": 0, "Index": 294}, {"Word": "in", "Confidence": 0.998, "X1": 0.62205, "Y1": 0.8522, "X2": 0.64042, "Y2": 0.852, "X3": 0.64042, "Y3": 0.8708, "X4": 0.62073, "Y4": 0.8708, "page": 0, "Index": 295}, {"Word": "the", "Confidence": 0.998, "X1": 0.64567, "Y1": 0.8522, "X2": 0.67454, "Y2": 0.852, "X3": 0.67454, "Y3": 0.8708, "X4": 0.64567, "Y4": 0.8708, "page": 0, "Index": 296}, {"Word": "exploration", "Confidence": 0.993, "X1": 0.67979, "Y1": 0.8522, "X2": 0.78478, "Y2": 0.852, "X3": 0.78478, "Y3": 0.8698, "X4": 0.67979, "Y4": 0.8708, "page": 0, "Index": 297}, {"Word": "and", "Confidence": 0.998, "X1": 0.79003, "Y1": 0.8522, "X2": 0.82808, "Y2": 0.852, "X3": 0.82808, "Y3": 0.8698, "X4": 0.78871, "Y4": 0.8698, "page": 0, "Index": 298}, {"Word": "2080249219", "Confidence": 0.994, "X1": 0.95013, "Y1": 0.8802, "X2": 0.95407, "Y2": 0.88, "X3": 0.93045, "Y3": 0.8798, "X4": 0.9252, "Y4": 0.7768, "page": 0, "Index": 299}, {"Word": "development", "Confidence": 0.991, "X1": 0.14698, "Y1": 0.8702, "X2": 0.26509, "Y2": 0.87, "X3": 0.26378, "Y3": 0.8898, "X4": 0.14567, "Y4": 0.8898, "page": 0, "Index": 300}, {"Word": "stages.", "Confidence": 0.996, "X1": 0.26903, "Y1": 0.8702, "X2": 0.33727, "Y2": 0.87, "X3": 0.33727, "Y3": 0.8898, "X4": 0.26903, "Y4": 0.8898, "page": 0, "Index": 301}, {"Word": "We", "Confidence": 0.998, "X1": 0.34252, "Y1": 0.8702, "X2": 0.37402, "Y2": 0.87, "X3": 0.37402, "Y3": 0.8898, "X4": 0.34252, "Y4": 0.8898, "page": 0, "Index": 302}, {"Word": "are", "Confidence": 0.998, "X1": 0.37927, "Y1": 0.8702, "X2": 0.40682, "Y2": 0.87, "X3": 0.40682, "Y3": 0.8898, "X4": 0.37927, "Y4": 0.8898, "page": 0, "Index": 303}, {"Word": "talking", "Confidence": 0.996, "X1": 0.41207, "Y1": 0.8702, "X2": 0.47769, "Y2": 0.87, "X3": 0.47769, "Y3": 0.8898, "X4": 0.41207, "Y4": 0.8898, "page": 0, "Index": 304}, {"Word": "to", "Confidence": 0.998, "X1": 0.48294, "Y1": 0.8702, "X2": 0.50131, "Y2": 0.87, "X3": 0.5, "Y3": 0.8898, "X4": 0.48294, "Y4": 0.8898, "page": 0, "Index": 305}, {"Word": "various", "Confidence": 0.996, "X1": 0.50656, "Y1": 0.8702, "X2": 0.5748, "Y2": 0.87, "X3": 0.5748, "Y3": 0.8898, "X4": 0.50525, "Y4": 0.8898, "page": 0, "Index": 306}, {"Word": "experts", "Confidence": 0.995, "X1": 0.58005, "Y1": 0.8702, "X2": 0.64698, "Y2": 0.87, "X3": 0.64698, "Y3": 0.8908, "X4": 0.58005, "Y4": 0.8898, "page": 0, "Index": 307}, {"Word": "and", "Confidence": 0.998, "X1": 0.65223, "Y1": 0.8702, "X2": 0.68635, "Y2": 0.87, "X3": 0.68635, "Y3": 0.8908, "X4": 0.65223, "Y4": 0.8908, "page": 0, "Index": 308}, {"Word": "hope", "Confidence": 0.988, "X1": 0.6916, "Y1": 0.8712, "X2": 0.73885, "Y2": 0.871, "X3": 0.73885, "Y3": 0.8908, "X4": 0.6916, "Y4": 0.8908, "page": 0, "Index": 309}, {"Word": "to", "Confidence": 0.998, "X1": 0.74409, "Y1": 0.8712, "X2": 0.76115, "Y2": 0.871, "X3": 0.76115, "Y3": 0.8908, "X4": 0.74409, "Y4": 0.8908, "page": 0, "Index": 310}, {"Word": "develop", "Confidence": 0.997, "X1": 0.7664, "Y1": 0.8712, "X2": 0.84646, "Y2": 0.871, "X3": 0.84646, "Y3": 0.8908, "X4": 0.7664, "Y4": 0.8908, "page": 0, "Index": 311}, {"Word": "8", "Confidence": 0.995, "X1": 0.85039, "Y1": 0.9402, "X2": 0.8622, "Y2": 0.94, "X3": 0.8622, "Y3": 0.9558, "X4": 0.85039, "Y4": 0.9558, "page": 0, "Index": 312}]}
"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"
ffkf0099
0
{"lines_data": [{"Word": "SUPPORTING DOCUMENTATION FOR RECEIVING A PERMIT FOR G-13 FOR WEST GERMANY", "Confidence": 0.97218, "X1": 0.131, "Y1": 0.06871, "X2": 0.743, "Y2": 0.06851, "X3": 0.743, "Y3": 0.09334, "X4": 0.132, "Y4": 0.09993, "page": 0}, {"Word": "Remarks", "Confidence": 0.976, "X1": 0.789, "Y1": 0.14513, "X2": 0.851, "Y2": 0.14493, "X3": 0.852, "Y3": 0.16581, "X4": 0.789, "Y4": 0.16581, "page": 0}, {"Word": "Type of Supporting Data", "Confidence": 0.992, "X1": 0.033, "Y1": 0.14908, "X2": 0.228, "Y2": 0.14888, "X3": 0.229, "Y3": 0.17503, "X4": 0.033, "Y4": 0.1803, "page": 0}, {"Word": "Evaluation.", "Confidence": 0.857, "X1": 0.469, "Y1": 0.14776, "X2": 0.563, "Y2": 0.14756, "X3": 0.563, "Y3": 0.16976, "X4": 0.469, "Y4": 0.16976, "page": 0}, {"Word": "Chemical Data", "Confidence": 0.934, "X1": 0.051, "Y1": 0.21496, "X2": 0.16, "Y2": 0.21476, "X3": 0.16, "Y3": 0.23695, "X4": 0.051, "Y4": 0.23959, "page": 0}, {"Word": "Must be made more complete.", "Confidence": 0.976, "X1": 0.43, "Y1": 0.20969, "X2": 0.655, "Y2": 0.20949, "X3": 0.655, "Y3": 0.23168, "X4": 0.431, "Y4": 0.233, "page": 0}, {"Word": "-", "Confidence": 0.804, "X1": 0.743, "Y1": 0.2558, "X2": 0.765, "Y2": 0.2556, "X3": 0.765, "Y3": 0.26726, "X4": 0.744, "Y4": 0.26726, "page": 0}, {"Word": "Galenic Pharmaceutics", "Confidence": 0.946, "X1": 0.049, "Y1": 0.25843, "X2": 0.225, "Y2": 0.25823, "X3": 0.225, "Y3": 0.28043, "X4": 0.049, "Y4": 0.2857, "page": 0}, {"Word": "Exact firm data are missing.", "Confidence": 0.992, "X1": 0.431, "Y1": 0.29401, "X2": 0.664, "Y2": 0.29381, "X3": 0.664, "Y3": 0.31732, "X4": 0.431, "Y4": 0.31864, "page": 0}, {"Word": "How much regular tobacco, how", "Confidence": 0.96, "X1": 0.745, "Y1": 0.29006, "X2": 0.984, "Y2": 0.28986, "X3": 0.984, "Y3": 0.31074, "X4": 0.745, "Y4": 0.31469, "page": 0}, {"Word": "Composition of vehicle delivery", "Confidence": 0.985, "X1": 0.093, "Y1": 0.29928, "X2": 0.346, "Y2": 0.29908, "X3": 0.346, "Y3": 0.31996, "X4": 0.093, "Y4": 0.32391, "page": 0}, {"Word": "much C-13 tobacco, how much .", "Confidence": 0.84533, "X1": 0.744, "Y1": 0.31245, "X2": 0.991, "Y2": 0.31225, "X3": 0.991, "Y3": 0.33182, "X4": 0.744, "Y4": 0.33709, "page": 0}, {"Word": "and of the smoke.", "Confidence": 0.99625, "X1": 0.093, "Y1": 0.32431, "X2": 0.236, "Y2": 0.32411, "X3": 0.236, "Y3": 0.34236, "X4": 0.093, "Y4": 0.34499, "page": 0}, {"Word": "Freon, what has been eliminated", "Confidence": 0.9144, "X1": 0.746, "Y1": 0.33222, "X2": 0.998, "Y2": 0.33202, "X3": 0.998, "Y3": 0.35421, "X4": 0.746, "Y4": 0.35948, "page": 0}, {"Word": "Effect of the smoking process on", "Confidence": 0.9625, "X1": 0.092, "Y1": 0.3836, "X2": 0.361, "Y2": 0.3834, "X3": 0.361, "Y3": 0.4056, "X4": 0.092, "Y4": 0.40823, "page": 0}, {"Word": "Exact data are missing.", "Confidence": 0.901, "X1": 0.431, "Y1": 0.37965, "X2": 0.623, "Y2": 0.37945, "X3": 0.623, "Y3": 0.4056, "X4": 0.431, "Y4": 0.4056, "page": 0}, {"Word": "the tobacco.", "Confidence": 0.9965, "X1": 0.092, "Y1": 0.40863, "X2": 0.193, "Y2": 0.40843, "X3": 0.193, "Y3": 0.42799, "X4": 0.092, "Y4": 0.42799, "page": 0}, {"Word": "Lacking.", "Confidence": 0.995, "X1": 0.432, "Y1": 0.44552, "X2": 0.498, "Y2": 0.44532, "X3": 0.498, "Y3": 0.46752, "X4": 0.432, "Y4": 0.46752, "page": 0}, {"Word": "Manufacturing procedures.", "Confidence": 0.9925, "X1": 0.084, "Y1": 0.44684, "X2": 0.295, "Y2": 0.44664, "X3": 0.295, "Y3": 0.47147, "X4": 0.084, "Y4": 0.47543, "page": 0}, {"Word": "Investigation on storage", "Confidence": 0.958, "X1": 0.745, "Y1": 0.48637, "X2": 0.944, "Y2": 0.48617, "X3": 0.944, "Y3": 0.50573, "X4": 0.745, "Y4": 0.50705, "page": 0}, {"Word": "Stability of the vehicle of delivery.", "Confidence": 0.9545, "X1": 0.093, "Y1": 0.48637, "X2": 0.394, "Y2": 0.48617, "X3": 0.394, "Y3": 0.51363, "X4": 0.093, "Y4": 0.51759, "page": 0}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.432, "Y1": 0.489, "X2": 0.499, "Y2": 0.4888, "X3": 0.498, "Y3": 0.511, "X4": 0.432, "Y4": 0.511, "page": 0}, {"Word": "experiments to prove whether", "Confidence": 0.99625, "X1": 0.746, "Y1": 0.50481, "X2": 0.977, "Y2": 0.50461, "X3": 0.977, "Y3": 0.52417, "X4": 0.746, "Y4": 0.52681, "page": 0}, {"Word": "chemical changes are to be", "Confidence": 0.9214, "X1": 0.745, "Y1": 0.52457, "X2": 0.961, "Y2": 0.52437, "X3": 0.961, "Y3": 0.54525, "X4": 0.745, "Y4": 0.54789, "page": 0}, {"Word": ".. .", "Confidence": 0.913, "X1": 0.032, "Y1": 0.57464, "X2": 0.033, "Y2": 0.57444, "X3": 0.023, "Y3": 0.57556, "X4": 0.021, "Y4": 0.53208, "page": 0}, {"Word": "expected.", "Confidence": 0.888, "X1": 0.746, "Y1": 0.54697, "X2": 0.824, "Y2": 0.54677, "X3": 0.824, "Y3": 0.56897, "X4": 0.746, "Y4": 0.57292, "page": 0}, {"Word": "Biological Properties in animal experiments", "Confidence": 0.979, "X1": 0.051, "Y1": 0.5944, "X2": 0.403, "Y2": 0.5942, "X3": 0.403, "Y3": 0.61772, "X4": 0.051, "Y4": 0.62167, "page": 0}, {"Word": "-", "Confidence": 0.991, "X1": 0.433, "Y1": 0.59967, "X2": 0.452, "Y2": 0.59947, "X3": 0.451, "Y3": 0.61113, "X4": 0.432, "Y4": 0.60981, "page": 0}, {"Word": "and eventually in man.", "Confidence": 0.99575, "X1": 0.053, "Y1": 0.61944, "X2": 0.233, "Y2": 0.61924, "X3": 0.234, "Y3": 0.64143, "X4": 0.053, "Y4": 0.64275, "page": 0}, {"Word": "Literature is available, however,", "Confidence": 0.9875, "X1": 0.432, "Y1": 0.65633, "X2": 0.708, "Y2": 0.65613, "X3": 0.708, "Y3": 0.67701, "X4": 0.432, "Y4": 0.67832, "page": 0}, {"Word": "Effect on the central nervous system.", "Confidence": 0.99383, "X1": 0.091, "Y1": 0.66028, "X2": 0.393, "Y2": 0.66008, "X3": 0.393, "Y3": 0.68096, "X4": 0.091, "Y4": 0.68228, "page": 0}, {"Word": "detailed data, that is to say,", "Confidence": 0.99, "X1": 0.432, "Y1": 0.67872, "X2": 0.681, "Y2": 0.67852, "X3": 0.681, "Y3": 0.6994, "X4": 0.432, "Y4": 0.6994, "page": 0}, {"Word": "*", "Confidence": 0.929, "X1": 0.393, "Y1": 0.69849, "X2": 0.407, "Y2": 0.69829, "X3": 0.407, "Y3": 0.72312, "X4": 0.393, "Y4": 0.7218, "page": 0}, {"Word": "detailed reports, are lacking.", "Confidence": 0.9945, "X1": 0.433, "Y1": 0.6998, "X2": 0.687, "Y2": 0.6996, "X3": 0.687, "Y3": 0.72312, "X4": 0.433, "Y4": 0.7218, "page": 0}, {"Word": "Effect on pain, temperature, and", "Confidence": 0.9958, "X1": 0.094, "Y1": 0.75514, "X2": 0.355, "Y2": 0.75494, "X3": 0.355, "Y3": 0.77582, "X4": 0.094, "Y4": 0.77714, "page": 0}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.432, "Y1": 0.75382, "X2": 0.498, "Y2": 0.75362, "X3": 0.497, "Y3": 0.77582, "X4": 0.432, "Y4": 0.7745, "page": 0}, {"Word": "ohutury processes.", "Confidence": 0.4725, "X1": 0.116, "Y1": 0.77754, "X2": 0.272, "Y2": 0.77734, "X3": 0.272, "Y3": 0.79954, "X4": 0.116, "Y4": 0.80085, "page": 0}, {"Word": "flammation", "Confidence": 0.247, "X1": 0.112, "Y1": 0.79467, "X2": 0.216, "Y2": 0.79447, "X3": 0.215, "Y3": 0.81666, "X4": 0.112, "Y4": 0.81403, "page": 0}, {"Word": "There must be information on th", "Confidence": 0.90167, "X1": 0.743, "Y1": 0.82497, "X2": 0.998, "Y2": 0.82477, "X3": 0.999, "Y3": 0.84301, "X4": 0.743, "Y4": 0.84433, "page": 0}, {"Word": "Effect on heart, circulation, and", "Confidence": 0.9956, "X1": 0.093, "Y1": 0.8276, "X2": 0.363, "Y2": 0.8274, "X3": 0.363, "Y3": 0.8496, "X4": 0.093, "Y4": 0.85224, "page": 0}, {"Word": "Literature is available, however,", "Confidence": 0.99325, "X1": 0.432, "Y1": 0.82629, "X2": 0.706, "Y2": 0.82609, "X3": 0.706, "Y3": 0.84828, "X4": 0.432, "Y4": 0.84828, "page": 0}, {"Word": "cardio-toxic effect of Freon 11", "Confidence": 0.9872, "X1": 0.747, "Y1": 0.84605, "X2": 0.998, "Y2": 0.84585, "X3": 0.999, "Y3": 0.8641, "X4": 0.747, "Y4": 0.86805, "page": 0}, {"Word": "respiration.", "Confidence": 0.991, "X1": 0.095, "Y1": 0.85395, "X2": 0.19, "Y2": 0.85375, "X3": 0.191, "Y3": 0.87332, "X4": 0.095, "Y4": 0.87464, "page": 0}, {"Word": "it is incomplete and detailed", "Confidence": 0.957, "X1": 0.433, "Y1": 0.84737, "X2": 0.674, "Y2": 0.84717, "X3": 0.674, "Y3": 0.86805, "X4": 0.433, "Y4": 0.87068, "page": 0}, {"Word": "by itself and in combination wi", "Confidence": 0.99667, "X1": 0.745, "Y1": 0.86713, "X2": 0.997, "Y2": 0.86693, "X3": 0.997, "Y3": 0.88649, "X4": 0.745, "Y4": 0.88913, "page": 0}, {"Word": "data are lacking.", "Confidence": 0.992, "X1": 0.434, "Y1": 0.87108, "X2": 0.57, "Y2": 0.87088, "X3": 0.57, "Y3": 0.89045, "X4": 0.434, "Y4": 0.89045, "page": 0}, {"Word": "adrenalin/noradrenalin and", "Confidence": 0.9675, "X1": 0.745, "Y1": 0.88821, "X2": 0.96, "Y2": 0.88801, "X3": 0.96, "Y3": 0.90626, "X4": 0.745, "Y4": 0.91021, "page": 0}, {"Word": "nicotine.", "Confidence": 0.991, "X1": 0.745, "Y1": 0.91061, "X2": 0.819, "Y2": 0.91041, "X3": 0.819, "Y3": 0.92997, "X4": 0.745, "Y4": 0.92997, "page": 0}, {"Word": "50054 0221", "Confidence": 0.993, "X1": 0.1, "Y1": 0.99361, "X2": 0.003, "Y2": 0.99341, "X3": 0.003, "Y3": 0.97345, "X4": 0.1, "Y4": 0.97477, "page": 0}], "words_data": [{"Word": "RECEIVING", "Confidence": 0.993, "X1": 0.369, "Y1": 0.07135, "X2": 0.449, "Y2": 0.07115, "X3": 0.449, "Y3": 0.0973, "X4": 0.369, "Y4": 0.09861, "page": 0, "Index": 0}, {"Word": "A", "Confidence": 0.873, "X1": 0.453, "Y1": 0.07135, "X2": 0.464, "Y2": 0.07115, "X3": 0.464, "Y3": 0.0973, "X4": 0.453, "Y4": 0.0973, "page": 0, "Index": 1}, {"Word": "PERMIT", "Confidence": 0.994, "X1": 0.47, "Y1": 0.07003, "X2": 0.523, "Y2": 0.06983, "X3": 0.523, "Y3": 0.09598, "X4": 0.47, "Y4": 0.0973, "page": 0, "Index": 2}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.527, "Y1": 0.07003, "X2": 0.556, "Y2": 0.06983, "X3": 0.556, "Y3": 0.09598, "X4": 0.527, "Y4": 0.09598, "page": 0, "Index": 3}, {"Word": "G-13", "Confidence": 0.972, "X1": 0.561, "Y1": 0.07003, "X2": 0.599, "Y2": 0.06983, "X3": 0.598, "Y3": 0.09598, "X4": 0.561, "Y4": 0.09598, "page": 0, "Index": 4}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.603, "Y1": 0.07003, "X2": 0.633, "Y2": 0.06983, "X3": 0.632, "Y3": 0.09466, "X4": 0.603, "Y4": 0.09466, "page": 0, "Index": 5}, {"Word": "WEST", "Confidence": 0.991, "X1": 0.637, "Y1": 0.07003, "X2": 0.674, "Y2": 0.06983, "X3": 0.674, "Y3": 0.09334, "X4": 0.636, "Y4": 0.09466, "page": 0, "Index": 6}, {"Word": "GERMANY", "Confidence": 0.994, "X1": 0.678, "Y1": 0.07003, "X2": 0.742, "Y2": 0.06983, "X3": 0.741, "Y3": 0.09203, "X4": 0.678, "Y4": 0.09334, "page": 0, "Index": 7}, {"Word": "SUPPORTING", "Confidence": 0.991, "X1": 0.132, "Y1": 0.07398, "X2": 0.217, "Y2": 0.07378, "X3": 0.217, "Y3": 0.09861, "X4": 0.132, "Y4": 0.09993, "page": 0, "Index": 8}, {"Word": "DOCUMENTATION", "Confidence": 0.892, "X1": 0.221, "Y1": 0.07266, "X2": 0.332, "Y2": 0.07246, "X3": 0.332, "Y3": 0.09861, "X4": 0.221, "Y4": 0.09861, "page": 0, "Index": 9}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.336, "Y1": 0.07266, "X2": 0.365, "Y2": 0.07246, "X3": 0.365, "Y3": 0.09861, "X4": 0.337, "Y4": 0.09861, "page": 0, "Index": 10}, {"Word": "Remarks", "Confidence": 0.976, "X1": 0.789, "Y1": 0.14645, "X2": 0.849, "Y2": 0.14625, "X3": 0.849, "Y3": 0.16713, "X4": 0.79, "Y4": 0.16581, "page": 0, "Index": 11}, {"Word": "Supporting", "Confidence": 0.995, "X1": 0.099, "Y1": 0.1504, "X2": 0.184, "Y2": 0.1502, "X3": 0.184, "Y3": 0.17767, "X4": 0.099, "Y4": 0.1803, "page": 0, "Index": 12}, {"Word": "Data", "Confidence": 0.987, "X1": 0.188, "Y1": 0.1504, "X2": 0.227, "Y2": 0.1502, "X3": 0.227, "Y3": 0.17503, "X4": 0.188, "Y4": 0.17767, "page": 0, "Index": 13}, {"Word": "Evaluation.", "Confidence": 0.857, "X1": 0.47, "Y1": 0.14776, "X2": 0.563, "Y2": 0.14756, "X3": 0.563, "Y3": 0.16976, "X4": 0.471, "Y4": 0.17108, "page": 0, "Index": 14}, {"Word": "Type", "Confidence": 0.988, "X1": 0.034, "Y1": 0.15435, "X2": 0.07, "Y2": 0.15415, "X3": 0.07, "Y3": 0.1803, "X4": 0.035, "Y4": 0.1803, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.074, "Y1": 0.15303, "X2": 0.094, "Y2": 0.15283, "X3": 0.095, "Y3": 0.1803, "X4": 0.074, "Y4": 0.1803, "page": 0, "Index": 16}, {"Word": "Must", "Confidence": 0.982, "X1": 0.431, "Y1": 0.21232, "X2": 0.465, "Y2": 0.21212, "X3": 0.465, "Y3": 0.233, "X4": 0.431, "Y4": 0.233, "page": 0, "Index": 17}, {"Word": "be", "Confidence": 0.963, "X1": 0.471, "Y1": 0.21232, "X2": 0.489, "Y2": 0.21212, "X3": 0.489, "Y3": 0.233, "X4": 0.471, "Y4": 0.233, "page": 0, "Index": 18}, {"Word": "made", "Confidence": 0.989, "X1": 0.495, "Y1": 0.21232, "X2": 0.531, "Y2": 0.21212, "X3": 0.531, "Y3": 0.233, "X4": 0.496, "Y4": 0.233, "page": 0, "Index": 19}, {"Word": "more", "Confidence": 0.988, "X1": 0.536, "Y1": 0.211, "X2": 0.572, "Y2": 0.2108, "X3": 0.573, "Y3": 0.233, "X4": 0.537, "Y4": 0.233, "page": 0, "Index": 20}, {"Word": "complete.", "Confidence": 0.958, "X1": 0.579, "Y1": 0.20969, "X2": 0.654, "Y2": 0.20949, "X3": 0.655, "Y3": 0.23037, "X4": 0.579, "Y4": 0.233, "page": 0, "Index": 21}, {"Word": "Chemical", "Confidence": 0.88, "X1": 0.051, "Y1": 0.21627, "X2": 0.118, "Y2": 0.21607, "X3": 0.118, "Y3": 0.23827, "X4": 0.052, "Y4": 0.23959, "page": 0, "Index": 22}, {"Word": "Data", "Confidence": 0.988, "X1": 0.122, "Y1": 0.21627, "X2": 0.158, "Y2": 0.21607, "X3": 0.158, "Y3": 0.23827, "X4": 0.123, "Y4": 0.23827, "page": 0, "Index": 23}, {"Word": "-", "Confidence": 0.804, "X1": 0.745, "Y1": 0.2558, "X2": 0.75, "Y2": 0.2556, "X3": 0.75, "Y3": 0.26726, "X4": 0.745, "Y4": 0.26726, "page": 0, "Index": 24}, {"Word": "Galenic", "Confidence": 0.901, "X1": 0.05, "Y1": 0.26107, "X2": 0.11, "Y2": 0.26087, "X3": 0.11, "Y3": 0.28307, "X4": 0.051, "Y4": 0.2857, "page": 0, "Index": 25}, {"Word": "Pharmaceutics", "Confidence": 0.991, "X1": 0.114, "Y1": 0.25843, "X2": 0.223, "Y2": 0.25823, "X3": 0.223, "Y3": 0.28043, "X4": 0.114, "Y4": 0.28307, "page": 0, "Index": 26}, {"Word": "data", "Confidence": 0.988, "X1": 0.521, "Y1": 0.29796, "X2": 0.556, "Y2": 0.29776, "X3": 0.556, "Y3": 0.31732, "X4": 0.521, "Y4": 0.31864, "page": 0, "Index": 27}, {"Word": "are", "Confidence": 0.998, "X1": 0.562, "Y1": 0.29664, "X2": 0.588, "Y2": 0.29644, "X3": 0.588, "Y3": 0.31732, "X4": 0.562, "Y4": 0.31732, "page": 0, "Index": 28}, {"Word": "How", "Confidence": 0.827, "X1": 0.745, "Y1": 0.29533, "X2": 0.769, "Y2": 0.29513, "X3": 0.769, "Y3": 0.31469, "X4": 0.745, "Y4": 0.31469, "page": 0, "Index": 29}, {"Word": "much", "Confidence": 0.989, "X1": 0.776, "Y1": 0.29533, "X2": 0.81, "Y2": 0.29513, "X3": 0.81, "Y3": 0.31469, "X4": 0.776, "Y4": 0.31469, "page": 0, "Index": 30}, {"Word": "regular", "Confidence": 0.995, "X1": 0.818, "Y1": 0.29401, "X2": 0.877, "Y2": 0.29381, "X3": 0.877, "Y3": 0.31337, "X4": 0.818, "Y4": 0.31469, "page": 0, "Index": 31}, {"Word": "tobacco,", "Confidence": 0.995, "X1": 0.883, "Y1": 0.29137, "X2": 0.952, "Y2": 0.29117, "X3": 0.952, "Y3": 0.31205, "X4": 0.883, "Y4": 0.31337, "page": 0, "Index": 32}, {"Word": "how", "Confidence": 0.994, "X1": 0.955, "Y1": 0.29006, "X2": 0.982, "Y2": 0.28986, "X3": 0.982, "Y3": 0.31205, "X4": 0.955, "Y4": 0.31205, "page": 0, "Index": 33}, {"Word": "Composition", "Confidence": 0.994, "X1": 0.093, "Y1": 0.30191, "X2": 0.182, "Y2": 0.30171, "X3": 0.182, "Y3": 0.32128, "X4": 0.093, "Y4": 0.32391, "page": 0, "Index": 34}, {"Word": "of", "Confidence": 0.998, "X1": 0.188, "Y1": 0.3006, "X2": 0.207, "Y2": 0.3004, "X3": 0.206, "Y3": 0.32128, "X4": 0.188, "Y4": 0.32128, "page": 0, "Index": 35}, {"Word": "vehicle", "Confidence": 0.953, "X1": 0.212, "Y1": 0.3006, "X2": 0.271, "Y2": 0.3004, "X3": 0.27, "Y3": 0.32128, "X4": 0.211, "Y4": 0.32128, "page": 0, "Index": 36}, {"Word": "delivery", "Confidence": 0.995, "X1": 0.278, "Y1": 0.3006, "X2": 0.344, "Y2": 0.3004, "X3": 0.343, "Y3": 0.32128, "X4": 0.277, "Y4": 0.32128, "page": 0, "Index": 37}, {"Word": "Exact", "Confidence": 0.994, "X1": 0.432, "Y1": 0.29796, "X2": 0.474, "Y2": 0.29776, "X3": 0.474, "Y3": 0.31864, "X4": 0.431, "Y4": 0.31996, "page": 0, "Index": 38}, {"Word": "firm", "Confidence": 0.985, "X1": 0.481, "Y1": 0.29796, "X2": 0.515, "Y2": 0.29776, "X3": 0.514, "Y3": 0.31864, "X4": 0.48, "Y4": 0.31864, "page": 0, "Index": 39}, {"Word": "missing.", "Confidence": 0.995, "X1": 0.594, "Y1": 0.29533, "X2": 0.664, "Y2": 0.29513, "X3": 0.664, "Y3": 0.31864, "X4": 0.594, "Y4": 0.31732, "page": 0, "Index": 40}, {"Word": "much", "Confidence": 0.81, "X1": 0.745, "Y1": 0.31772, "X2": 0.778, "Y2": 0.31752, "X3": 0.778, "Y3": 0.33709, "X4": 0.745, "Y4": 0.3384, "page": 0, "Index": 41}, {"Word": "C-13", "Confidence": 0.668, "X1": 0.784, "Y1": 0.31641, "X2": 0.82, "Y2": 0.31621, "X3": 0.82, "Y3": 0.33709, "X4": 0.784, "Y4": 0.33709, "page": 0, "Index": 42}, {"Word": "tobacco,", "Confidence": 0.951, "X1": 0.827, "Y1": 0.31509, "X2": 0.895, "Y2": 0.31489, "X3": 0.895, "Y3": 0.33577, "X4": 0.827, "Y4": 0.33709, "page": 0, "Index": 43}, {"Word": "how", "Confidence": 0.998, "X1": 0.898, "Y1": 0.31509, "X2": 0.925, "Y2": 0.31489, "X3": 0.926, "Y3": 0.33445, "X4": 0.898, "Y4": 0.33577, "page": 0, "Index": 44}, {"Word": "much", "Confidence": 0.794, "X1": 0.932, "Y1": 0.31377, "X2": 0.965, "Y2": 0.31357, "X3": 0.965, "Y3": 0.33313, "X4": 0.932, "Y4": 0.33445, "page": 0, "Index": 45}, {"Word": ".", "Confidence": 0.851, "X1": 0.982, "Y1": 0.31245, "X2": 0.99, "Y2": 0.31225, "X3": 0.991, "Y3": 0.33313, "X4": 0.982, "Y4": 0.33313, "page": 0, "Index": 46}, {"Word": "and", "Confidence": 0.998, "X1": 0.094, "Y1": 0.32563, "X2": 0.117, "Y2": 0.32543, "X3": 0.117, "Y3": 0.34499, "X4": 0.094, "Y4": 0.34499, "page": 0, "Index": 47}, {"Word": "of", "Confidence": 0.998, "X1": 0.123, "Y1": 0.32563, "X2": 0.141, "Y2": 0.32543, "X3": 0.141, "Y3": 0.34499, "X4": 0.123, "Y4": 0.34499, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.149, "Y1": 0.32563, "X2": 0.174, "Y2": 0.32543, "X3": 0.174, "Y3": 0.34499, "X4": 0.149, "Y4": 0.34499, "page": 0, "Index": 49}, {"Word": "smoke.", "Confidence": 0.991, "X1": 0.181, "Y1": 0.32431, "X2": 0.231, "Y2": 0.32411, "X3": 0.231, "Y3": 0.34367, "X4": 0.181, "Y4": 0.34367, "page": 0, "Index": 50}, {"Word": "been", "Confidence": 0.991, "X1": 0.874, "Y1": 0.33617, "X2": 0.909, "Y2": 0.33597, "X3": 0.909, "Y3": 0.35685, "X4": 0.874, "Y4": 0.35817, "page": 0, "Index": 51}, {"Word": "eliminated", "Confidence": 0.61, "X1": 0.916, "Y1": 0.33353, "X2": 0.998, "Y2": 0.33333, "X3": 0.998, "Y3": 0.35421, "X4": 0.915, "Y4": 0.35685, "page": 0, "Index": 52}, {"Word": "Freon,", "Confidence": 0.992, "X1": 0.747, "Y1": 0.33749, "X2": 0.796, "Y2": 0.33729, "X3": 0.796, "Y3": 0.35817, "X4": 0.746, "Y4": 0.35817, "page": 0, "Index": 53}, {"Word": "what", "Confidence": 0.981, "X1": 0.801, "Y1": 0.33749, "X2": 0.837, "Y2": 0.33729, "X3": 0.836, "Y3": 0.35817, "X4": 0.8, "Y4": 0.35817, "page": 0, "Index": 54}, {"Word": "has", "Confidence": 0.998, "X1": 0.842, "Y1": 0.33749, "X2": 0.869, "Y2": 0.33729, "X3": 0.868, "Y3": 0.35817, "X4": 0.842, "Y4": 0.35817, "page": 0, "Index": 55}, {"Word": "smoking", "Confidence": 0.996, "X1": 0.205, "Y1": 0.38623, "X2": 0.263, "Y2": 0.38603, "X3": 0.264, "Y3": 0.40691, "X4": 0.205, "Y4": 0.40823, "page": 0, "Index": 56}, {"Word": "process", "Confidence": 0.996, "X1": 0.27, "Y1": 0.38492, "X2": 0.328, "Y2": 0.38472, "X3": 0.329, "Y3": 0.4056, "X4": 0.27, "Y4": 0.40691, "page": 0, "Index": 57}, {"Word": "on", "Confidence": 0.796, "X1": 0.335, "Y1": 0.38492, "X2": 0.352, "Y2": 0.38472, "X3": 0.353, "Y3": 0.4056, "X4": 0.336, "Y4": 0.4056, "page": 0, "Index": 58}, {"Word": "Exact", "Confidence": 0.994, "X1": 0.433, "Y1": 0.38228, "X2": 0.476, "Y2": 0.38208, "X3": 0.475, "Y3": 0.4056, "X4": 0.432, "Y4": 0.4056, "page": 0, "Index": 59}, {"Word": "data", "Confidence": 0.619, "X1": 0.48, "Y1": 0.38228, "X2": 0.517, "Y2": 0.38208, "X3": 0.517, "Y3": 0.40428, "X4": 0.479, "Y4": 0.4056, "page": 0, "Index": 60}, {"Word": "are", "Confidence": 0.998, "X1": 0.521, "Y1": 0.38096, "X2": 0.55, "Y2": 0.38076, "X3": 0.55, "Y3": 0.40428, "X4": 0.521, "Y4": 0.40428, "page": 0, "Index": 61}, {"Word": "missing.", "Confidence": 0.993, "X1": 0.554, "Y1": 0.38096, "X2": 0.623, "Y2": 0.38076, "X3": 0.624, "Y3": 0.40691, "X4": 0.554, "Y4": 0.40428, "page": 0, "Index": 62}, {"Word": "Effect", "Confidence": 0.991, "X1": 0.093, "Y1": 0.38623, "X2": 0.142, "Y2": 0.38603, "X3": 0.142, "Y3": 0.40823, "X4": 0.092, "Y4": 0.40691, "page": 0, "Index": 63}, {"Word": "of", "Confidence": 0.998, "X1": 0.149, "Y1": 0.38623, "X2": 0.167, "Y2": 0.38603, "X3": 0.167, "Y3": 0.40823, "X4": 0.149, "Y4": 0.40823, "page": 0, "Index": 64}, {"Word": "the", "Confidence": 0.998, "X1": 0.173, "Y1": 0.38623, "X2": 0.199, "Y2": 0.38603, "X3": 0.2, "Y3": 0.40823, "X4": 0.173, "Y4": 0.40823, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.093, "Y1": 0.40995, "X2": 0.118, "Y2": 0.40975, "X3": 0.117, "Y3": 0.42931, "X4": 0.092, "Y4": 0.42931, "page": 0, "Index": 66}, {"Word": "tobacco.", "Confidence": 0.995, "X1": 0.125, "Y1": 0.40995, "X2": 0.192, "Y2": 0.40975, "X3": 0.192, "Y3": 0.42931, "X4": 0.124, "Y4": 0.42931, "page": 0, "Index": 67}, {"Word": "Manufacturing", "Confidence": 0.992, "X1": 0.09, "Y1": 0.45079, "X2": 0.2, "Y2": 0.45059, "X3": 0.199, "Y3": 0.47411, "X4": 0.089, "Y4": 0.47543, "page": 0, "Index": 68}, {"Word": "procedures.", "Confidence": 0.993, "X1": 0.205, "Y1": 0.44816, "X2": 0.295, "Y2": 0.44796, "X3": 0.295, "Y3": 0.47147, "X4": 0.204, "Y4": 0.47411, "page": 0, "Index": 69}, {"Word": "Lacking.", "Confidence": 0.995, "X1": 0.433, "Y1": 0.44684, "X2": 0.499, "Y2": 0.44664, "X3": 0.499, "Y3": 0.46884, "X4": 0.432, "Y4": 0.46752, "page": 0, "Index": 70}, {"Word": "Investigation", "Confidence": 0.888, "X1": 0.746, "Y1": 0.48637, "X2": 0.852, "Y2": 0.48617, "X3": 0.851, "Y3": 0.50705, "X4": 0.746, "Y4": 0.50705, "page": 0, "Index": 71}, {"Word": "on", "Confidence": 0.998, "X1": 0.859, "Y1": 0.48637, "X2": 0.877, "Y2": 0.48617, "X3": 0.876, "Y3": 0.50705, "X4": 0.858, "Y4": 0.50705, "page": 0, "Index": 72}, {"Word": "storage", "Confidence": 0.988, "X1": 0.884, "Y1": 0.48637, "X2": 0.942, "Y2": 0.48617, "X3": 0.942, "Y3": 0.50573, "X4": 0.884, "Y4": 0.50705, "page": 0, "Index": 73}, {"Word": "Stability", "Confidence": 0.964, "X1": 0.094, "Y1": 0.489, "X2": 0.168, "Y2": 0.4888, "X3": 0.168, "Y3": 0.51627, "X4": 0.094, "Y4": 0.5189, "page": 0, "Index": 74}, {"Word": "of", "Confidence": 0.998, "X1": 0.172, "Y1": 0.489, "X2": 0.193, "Y2": 0.4888, "X3": 0.193, "Y3": 0.51627, "X4": 0.172, "Y4": 0.51627, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.992, "X1": 0.197, "Y1": 0.48768, "X2": 0.224, "Y2": 0.48748, "X3": 0.224, "Y3": 0.51627, "X4": 0.197, "Y4": 0.51627, "page": 0, "Index": 76}, {"Word": "vehicle", "Confidence": 0.807, "X1": 0.228, "Y1": 0.48768, "X2": 0.288, "Y2": 0.48748, "X3": 0.289, "Y3": 0.51495, "X4": 0.228, "Y4": 0.51627, "page": 0, "Index": 77}, {"Word": "of", "Confidence": 0.998, "X1": 0.292, "Y1": 0.48768, "X2": 0.312, "Y2": 0.48748, "X3": 0.313, "Y3": 0.51495, "X4": 0.293, "Y4": 0.51495, "page": 0, "Index": 78}, {"Word": "delivery.", "Confidence": 0.968, "X1": 0.316, "Y1": 0.48768, "X2": 0.394, "Y2": 0.48748, "X3": 0.395, "Y3": 0.51495, "X4": 0.317, "Y4": 0.51495, "page": 0, "Index": 79}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.433, "Y1": 0.489, "X2": 0.499, "Y2": 0.4888, "X3": 0.499, "Y3": 0.511, "X4": 0.432, "Y4": 0.511, "page": 0, "Index": 80}, {"Word": "experiments", "Confidence": 0.993, "X1": 0.747, "Y1": 0.50876, "X2": 0.835, "Y2": 0.50856, "X3": 0.835, "Y3": 0.52681, "X4": 0.747, "Y4": 0.52813, "page": 0, "Index": 81}, {"Word": "to", "Confidence": 0.998, "X1": 0.844, "Y1": 0.50876, "X2": 0.86, "Y2": 0.50856, "X3": 0.859, "Y3": 0.52681, "X4": 0.844, "Y4": 0.52681, "page": 0, "Index": 82}, {"Word": "prove", "Confidence": 0.997, "X1": 0.867, "Y1": 0.50745, "X2": 0.909, "Y2": 0.50725, "X3": 0.909, "Y3": 0.52549, "X4": 0.867, "Y4": 0.52681, "page": 0, "Index": 83}, {"Word": "whether", "Confidence": 0.997, "X1": 0.915, "Y1": 0.50613, "X2": 0.973, "Y2": 0.50593, "X3": 0.973, "Y3": 0.52417, "X4": 0.915, "Y4": 0.52549, "page": 0, "Index": 84}, {"Word": "chemical", "Confidence": 0.994, "X1": 0.746, "Y1": 0.52853, "X2": 0.811, "Y2": 0.52833, "X3": 0.811, "Y3": 0.54789, "X4": 0.746, "Y4": 0.54921, "page": 0, "Index": 85}, {"Word": "changes", "Confidence": 0.997, "X1": 0.819, "Y1": 0.52721, "X2": 0.877, "Y2": 0.52701, "X3": 0.877, "Y3": 0.54789, "X4": 0.818, "Y4": 0.54789, "page": 0, "Index": 86}, {"Word": "are", "Confidence": 0.62, "X1": 0.883, "Y1": 0.52721, "X2": 0.91, "Y2": 0.52701, "X3": 0.91, "Y3": 0.54657, "X4": 0.883, "Y4": 0.54789, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.916, "Y1": 0.52589, "X2": 0.933, "Y2": 0.52569, "X3": 0.933, "Y3": 0.54657, "X4": 0.916, "Y4": 0.54657, "page": 0, "Index": 88}, {"Word": "be", "Confidence": 0.998, "X1": 0.94, "Y1": 0.52589, "X2": 0.958, "Y2": 0.52569, "X3": 0.958, "Y3": 0.54657, "X4": 0.94, "Y4": 0.54657, "page": 0, "Index": 89}, {"Word": "..", "Confidence": 0.881, "X1": 0.032, "Y1": 0.55092, "X2": 0.033, "Y2": 0.55072, "X3": 0.023, "Y3": 0.55184, "X4": 0.022, "Y4": 0.5334, "page": 0, "Index": 90}, {"Word": ".", "Confidence": 0.945, "X1": 0.033, "Y1": 0.57069, "X2": 0.033, "Y2": 0.57049, "X3": 0.023, "Y3": 0.57161, "X4": 0.023, "Y4": 0.5637, "page": 0, "Index": 91}, {"Word": "expected.", "Confidence": 0.888, "X1": 0.747, "Y1": 0.54829, "X2": 0.821, "Y2": 0.54809, "X3": 0.821, "Y3": 0.57029, "X4": 0.746, "Y4": 0.57292, "page": 0, "Index": 92}, {"Word": "experiments", "Confidence": 0.955, "X1": 0.31, "Y1": 0.5944, "X2": 0.401, "Y2": 0.5942, "X3": 0.402, "Y3": 0.6164, "X4": 0.311, "Y4": 0.61904, "page": 0, "Index": 93}, {"Word": "-", "Confidence": 0.991, "X1": 0.433, "Y1": 0.59836, "X2": 0.438, "Y2": 0.59816, "X3": 0.438, "Y3": 0.60981, "X4": 0.433, "Y4": 0.60981, "page": 0, "Index": 94}, {"Word": "Biological", "Confidence": 0.956, "X1": 0.051, "Y1": 0.59704, "X2": 0.135, "Y2": 0.59684, "X3": 0.135, "Y3": 0.62167, "X4": 0.052, "Y4": 0.62167, "page": 0, "Index": 95}, {"Word": "Properties", "Confidence": 0.994, "X1": 0.139, "Y1": 0.59704, "X2": 0.223, "Y2": 0.59684, "X3": 0.223, "Y3": 0.62035, "X4": 0.139, "Y4": 0.62167, "page": 0, "Index": 96}, {"Word": "in", "Confidence": 0.998, "X1": 0.229, "Y1": 0.59704, "X2": 0.248, "Y2": 0.59684, "X3": 0.248, "Y3": 0.62035, "X4": 0.23, "Y4": 0.62035, "page": 0, "Index": 97}, {"Word": "animal", "Confidence": 0.992, "X1": 0.254, "Y1": 0.59572, "X2": 0.305, "Y2": 0.59552, "X3": 0.306, "Y3": 0.61904, "X4": 0.254, "Y4": 0.62035, "page": 0, "Index": 98}, {"Word": "and", "Confidence": 0.997, "X1": 0.054, "Y1": 0.62207, "X2": 0.078, "Y2": 0.62187, "X3": 0.078, "Y3": 0.64275, "X4": 0.054, "Y4": 0.64275, "page": 0, "Index": 99}, {"Word": "eventually", "Confidence": 0.994, "X1": 0.083, "Y1": 0.62075, "X2": 0.167, "Y2": 0.62055, "X3": 0.167, "Y3": 0.64143, "X4": 0.083, "Y4": 0.64275, "page": 0, "Index": 100}, {"Word": "in", "Confidence": 0.998, "X1": 0.174, "Y1": 0.62075, "X2": 0.191, "Y2": 0.62055, "X3": 0.191, "Y3": 0.64143, "X4": 0.174, "Y4": 0.64143, "page": 0, "Index": 101}, {"Word": "man.", "Confidence": 0.994, "X1": 0.196, "Y1": 0.62075, "X2": 0.233, "Y2": 0.62055, "X3": 0.233, "Y3": 0.64143, "X4": 0.196, "Y4": 0.64143, "page": 0, "Index": 102}, {"Word": "however,", "Confidence": 0.965, "X1": 0.637, "Y1": 0.65764, "X2": 0.707, "Y2": 0.65744, "X3": 0.707, "Y3": 0.67701, "X4": 0.636, "Y4": 0.67832, "page": 0, "Index": 103}, {"Word": "Effect", "Confidence": 0.995, "X1": 0.093, "Y1": 0.66291, "X2": 0.142, "Y2": 0.66271, "X3": 0.142, "Y3": 0.68359, "X4": 0.093, "Y4": 0.68359, "page": 0, "Index": 104}, {"Word": "on", "Confidence": 0.993, "X1": 0.149, "Y1": 0.6616, "X2": 0.167, "Y2": 0.6614, "X3": 0.167, "Y3": 0.68359, "X4": 0.149, "Y4": 0.68359, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.174, "Y1": 0.6616, "X2": 0.2, "Y2": 0.6614, "X3": 0.2, "Y3": 0.68228, "X4": 0.174, "Y4": 0.68228, "page": 0, "Index": 106}, {"Word": "central", "Confidence": 0.994, "X1": 0.206, "Y1": 0.6616, "X2": 0.265, "Y2": 0.6614, "X3": 0.265, "Y3": 0.68228, "X4": 0.206, "Y4": 0.68228, "page": 0, "Index": 107}, {"Word": "nervous", "Confidence": 0.995, "X1": 0.27, "Y1": 0.66028, "X2": 0.329, "Y2": 0.66008, "X3": 0.329, "Y3": 0.68228, "X4": 0.27, "Y4": 0.68228, "page": 0, "Index": 108}, {"Word": "system.", "Confidence": 0.988, "X1": 0.336, "Y1": 0.66028, "X2": 0.393, "Y2": 0.66008, "X3": 0.393, "Y3": 0.68096, "X4": 0.336, "Y4": 0.68228, "page": 0, "Index": 109}, {"Word": "Literature", "Confidence": 0.994, "X1": 0.433, "Y1": 0.65764, "X2": 0.516, "Y2": 0.65744, "X3": 0.515, "Y3": 0.67964, "X4": 0.432, "Y4": 0.67964, "page": 0, "Index": 110}, {"Word": "is", "Confidence": 0.998, "X1": 0.522, "Y1": 0.65896, "X2": 0.54, "Y2": 0.65876, "X3": 0.539, "Y3": 0.67964, "X4": 0.521, "Y4": 0.67964, "page": 0, "Index": 111}, {"Word": "available,", "Confidence": 0.993, "X1": 0.547, "Y1": 0.65764, "X2": 0.633, "Y2": 0.65744, "X3": 0.633, "Y3": 0.67832, "X4": 0.547, "Y4": 0.67964, "page": 0, "Index": 112}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.433, "Y1": 0.68004, "X2": 0.499, "Y2": 0.67984, "X3": 0.499, "Y3": 0.70072, "X4": 0.433, "Y4": 0.6994, "page": 0, "Index": 113}, {"Word": "data,", "Confidence": 0.991, "X1": 0.506, "Y1": 0.68004, "X2": 0.549, "Y2": 0.67984, "X3": 0.549, "Y3": 0.70072, "X4": 0.505, "Y4": 0.70072, "page": 0, "Index": 114}, {"Word": "that", "Confidence": 0.988, "X1": 0.556, "Y1": 0.68004, "X2": 0.589, "Y2": 0.67984, "X3": 0.589, "Y3": 0.70072, "X4": 0.556, "Y4": 0.70072, "page": 0, "Index": 115}, {"Word": "is", "Confidence": 0.998, "X1": 0.596, "Y1": 0.68004, "X2": 0.614, "Y2": 0.67984, "X3": 0.614, "Y3": 0.70072, "X4": 0.597, "Y4": 0.70072, "page": 0, "Index": 116}, {"Word": "to", "Confidence": 0.998, "X1": 0.622, "Y1": 0.68004, "X2": 0.638, "Y2": 0.67984, "X3": 0.639, "Y3": 0.6994, "X4": 0.623, "Y4": 0.70072, "page": 0, "Index": 117}, {"Word": "say,", "Confidence": 0.971, "X1": 0.645, "Y1": 0.68004, "X2": 0.68, "Y2": 0.67984, "X3": 0.681, "Y3": 0.6994, "X4": 0.646, "Y4": 0.6994, "page": 0, "Index": 118}, {"Word": "*", "Confidence": 0.929, "X1": 0.393, "Y1": 0.69849, "X2": 0.403, "Y2": 0.69829, "X3": 0.402, "Y3": 0.72312, "X4": 0.393, "Y4": 0.7218, "page": 0, "Index": 119}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.434, "Y1": 0.70112, "X2": 0.499, "Y2": 0.70092, "X3": 0.499, "Y3": 0.7218, "X4": 0.434, "Y4": 0.72312, "page": 0, "Index": 120}, {"Word": "reports,", "Confidence": 0.995, "X1": 0.506, "Y1": 0.70112, "X2": 0.575, "Y2": 0.70092, "X3": 0.576, "Y3": 0.7218, "X4": 0.506, "Y4": 0.7218, "page": 0, "Index": 121}, {"Word": "are", "Confidence": 0.998, "X1": 0.579, "Y1": 0.70112, "X2": 0.606, "Y2": 0.70092, "X3": 0.607, "Y3": 0.7218, "X4": 0.58, "Y4": 0.7218, "page": 0, "Index": 122}, {"Word": "lacking.", "Confidence": 0.991, "X1": 0.613, "Y1": 0.70112, "X2": 0.682, "Y2": 0.70092, "X3": 0.683, "Y3": 0.72312, "X4": 0.614, "Y4": 0.7218, "page": 0, "Index": 123}, {"Word": "on", "Confidence": 0.997, "X1": 0.149, "Y1": 0.75778, "X2": 0.167, "Y2": 0.75758, "X3": 0.167, "Y3": 0.77714, "X4": 0.149, "Y4": 0.77846, "page": 0, "Index": 124}, {"Word": "pain,", "Confidence": 0.997, "X1": 0.173, "Y1": 0.75778, "X2": 0.217, "Y2": 0.75758, "X3": 0.217, "Y3": 0.77714, "X4": 0.173, "Y4": 0.77714, "page": 0, "Index": 125}, {"Word": "temperature,", "Confidence": 0.991, "X1": 0.222, "Y1": 0.75646, "X2": 0.322, "Y2": 0.75626, "X3": 0.322, "Y3": 0.77714, "X4": 0.222, "Y4": 0.77714, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.328, "Y1": 0.75646, "X2": 0.354, "Y2": 0.75626, "X3": 0.354, "Y3": 0.77714, "X4": 0.328, "Y4": 0.77714, "page": 0, "Index": 127}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.433, "Y1": 0.75382, "X2": 0.497, "Y2": 0.75362, "X3": 0.497, "Y3": 0.77582, "X4": 0.432, "Y4": 0.7745, "page": 0, "Index": 128}, {"Word": "Effect", "Confidence": 0.996, "X1": 0.095, "Y1": 0.75778, "X2": 0.143, "Y2": 0.75758, "X3": 0.142, "Y3": 0.77846, "X4": 0.094, "Y4": 0.77846, "page": 0, "Index": 129}, {"Word": "processes.", "Confidence": 0.898, "X1": 0.19, "Y1": 0.78149, "X2": 0.272, "Y2": 0.78129, "X3": 0.272, "Y3": 0.79558, "X4": 0.19, "Y4": 0.79822, "page": 0, "Index": 130}, {"Word": "ohutury", "Confidence": 0.047, "X1": 0.118, "Y1": 0.78017, "X2": 0.182, "Y2": 0.77997, "X3": 0.182, "Y3": 0.79822, "X4": 0.118, "Y4": 0.80085, "page": 0, "Index": 131}, {"Word": "flammation", "Confidence": 0.247, "X1": 0.117, "Y1": 0.7973, "X2": 0.205, "Y2": 0.7971, "X3": 0.205, "Y3": 0.81666, "X4": 0.117, "Y4": 0.81535, "page": 0, "Index": 132}, {"Word": "however,", "Confidence": 0.993, "X1": 0.636, "Y1": 0.8276, "X2": 0.706, "Y2": 0.8274, "X3": 0.706, "Y3": 0.84697, "X4": 0.636, "Y4": 0.84828, "page": 0, "Index": 133}, {"Word": "There", "Confidence": 0.997, "X1": 0.745, "Y1": 0.82497, "X2": 0.786, "Y2": 0.82477, "X3": 0.786, "Y3": 0.84565, "X4": 0.745, "Y4": 0.84565, "page": 0, "Index": 134}, {"Word": "must", "Confidence": 0.988, "X1": 0.793, "Y1": 0.82497, "X2": 0.828, "Y2": 0.82477, "X3": 0.828, "Y3": 0.84433, "X4": 0.793, "Y4": 0.84565, "page": 0, "Index": 135}, {"Word": "be", "Confidence": 0.991, "X1": 0.834, "Y1": 0.82497, "X2": 0.851, "Y2": 0.82477, "X3": 0.851, "Y3": 0.84433, "X4": 0.834, "Y4": 0.84433, "page": 0, "Index": 136}, {"Word": "information", "Confidence": 0.994, "X1": 0.859, "Y1": 0.82497, "X2": 0.95, "Y2": 0.82477, "X3": 0.949, "Y3": 0.84301, "X4": 0.859, "Y4": 0.84433, "page": 0, "Index": 137}, {"Word": "on", "Confidence": 0.998, "X1": 0.957, "Y1": 0.82497, "X2": 0.973, "Y2": 0.82477, "X3": 0.973, "Y3": 0.84301, "X4": 0.957, "Y4": 0.84301, "page": 0, "Index": 138}, {"Word": "th", "Confidence": 0.442, "X1": 0.981, "Y1": 0.82629, "X2": 0.998, "Y2": 0.82609, "X3": 0.998, "Y3": 0.8417, "X4": 0.981, "Y4": 0.84301, "page": 0, "Index": 139}, {"Word": "Effect", "Confidence": 0.994, "X1": 0.094, "Y1": 0.83156, "X2": 0.143, "Y2": 0.83136, "X3": 0.142, "Y3": 0.85224, "X4": 0.094, "Y4": 0.85355, "page": 0, "Index": 140}, {"Word": "on", "Confidence": 0.998, "X1": 0.148, "Y1": 0.83156, "X2": 0.167, "Y2": 0.83136, "X3": 0.167, "Y3": 0.85224, "X4": 0.148, "Y4": 0.85224, "page": 0, "Index": 141}, {"Word": "heart,", "Confidence": 0.997, "X1": 0.173, "Y1": 0.83024, "X2": 0.226, "Y2": 0.83004, "X3": 0.226, "Y3": 0.85224, "X4": 0.172, "Y4": 0.85224, "page": 0, "Index": 142}, {"Word": "circulation,", "Confidence": 0.991, "X1": 0.23, "Y1": 0.82892, "X2": 0.331, "Y2": 0.82872, "X3": 0.331, "Y3": 0.85092, "X4": 0.229, "Y4": 0.85224, "page": 0, "Index": 143}, {"Word": "and", "Confidence": 0.998, "X1": 0.336, "Y1": 0.82892, "X2": 0.362, "Y2": 0.82872, "X3": 0.362, "Y3": 0.85092, "X4": 0.336, "Y4": 0.85092, "page": 0, "Index": 144}, {"Word": "Literature", "Confidence": 0.991, "X1": 0.432, "Y1": 0.8276, "X2": 0.516, "Y2": 0.8274, "X3": 0.516, "Y3": 0.8496, "X4": 0.432, "Y4": 0.84828, "page": 0, "Index": 145}, {"Word": "is", "Confidence": 0.998, "X1": 0.522, "Y1": 0.8276, "X2": 0.54, "Y2": 0.8274, "X3": 0.54, "Y3": 0.8496, "X4": 0.522, "Y4": 0.8496, "page": 0, "Index": 146}, {"Word": "available,", "Confidence": 0.991, "X1": 0.548, "Y1": 0.8276, "X2": 0.633, "Y2": 0.8274, "X3": 0.633, "Y3": 0.84828, "X4": 0.548, "Y4": 0.8496, "page": 0, "Index": 147}, {"Word": "detailed", "Confidence": 0.995, "X1": 0.605, "Y1": 0.84868, "X2": 0.672, "Y2": 0.84848, "X3": 0.672, "Y3": 0.86673, "X4": 0.604, "Y4": 0.86937, "page": 0, "Index": 148}, {"Word": "cardio-toxic", "Confidence": 0.991, "X1": 0.747, "Y1": 0.84737, "X2": 0.844, "Y2": 0.84717, "X3": 0.844, "Y3": 0.86673, "X4": 0.747, "Y4": 0.86937, "page": 0, "Index": 149}, {"Word": "effect", "Confidence": 0.952, "X1": 0.851, "Y1": 0.84737, "X2": 0.901, "Y2": 0.84717, "X3": 0.901, "Y3": 0.86541, "X4": 0.851, "Y4": 0.86673, "page": 0, "Index": 150}, {"Word": "of", "Confidence": 0.998, "X1": 0.908, "Y1": 0.84605, "X2": 0.925, "Y2": 0.84585, "X3": 0.925, "Y3": 0.86541, "X4": 0.908, "Y4": 0.86541, "page": 0, "Index": 151}, {"Word": "Freon", "Confidence": 0.997, "X1": 0.932, "Y1": 0.84605, "X2": 0.973, "Y2": 0.84585, "X3": 0.973, "Y3": 0.8641, "X4": 0.932, "Y4": 0.86541, "page": 0, "Index": 152}, {"Word": "11", "Confidence": 0.998, "X1": 0.982, "Y1": 0.84605, "X2": 0.999, "Y2": 0.84585, "X3": 0.999, "Y3": 0.8641, "X4": 0.982, "Y4": 0.8641, "page": 0, "Index": 153}, {"Word": "respiration.", "Confidence": 0.991, "X1": 0.096, "Y1": 0.85527, "X2": 0.191, "Y2": 0.85507, "X3": 0.19, "Y3": 0.872, "X4": 0.095, "Y4": 0.87595, "page": 0, "Index": 154}, {"Word": "it", "Confidence": 0.998, "X1": 0.434, "Y1": 0.85132, "X2": 0.45, "Y2": 0.85112, "X3": 0.45, "Y3": 0.86937, "X4": 0.433, "Y4": 0.86937, "page": 0, "Index": 155}, {"Word": "is", "Confidence": 0.998, "X1": 0.458, "Y1": 0.85132, "X2": 0.474, "Y2": 0.85112, "X3": 0.474, "Y3": 0.87068, "X4": 0.457, "Y4": 0.86937, "page": 0, "Index": 156}, {"Word": "incomplete", "Confidence": 0.796, "X1": 0.481, "Y1": 0.85, "X2": 0.565, "Y2": 0.8498, "X3": 0.564, "Y3": 0.87068, "X4": 0.481, "Y4": 0.87068, "page": 0, "Index": 157}, {"Word": "and", "Confidence": 0.998, "X1": 0.572, "Y1": 0.85, "X2": 0.597, "Y2": 0.8498, "X3": 0.597, "Y3": 0.86937, "X4": 0.571, "Y4": 0.87068, "page": 0, "Index": 158}, {"Word": "itself", "Confidence": 0.995, "X1": 0.77, "Y1": 0.86845, "X2": 0.82, "Y2": 0.86825, "X3": 0.819, "Y3": 0.88781, "X4": 0.77, "Y4": 0.89045, "page": 0, "Index": 159}, {"Word": "and", "Confidence": 0.998, "X1": 0.827, "Y1": 0.86845, "X2": 0.852, "Y2": 0.86825, "X3": 0.852, "Y3": 0.88781, "X4": 0.827, "Y4": 0.88781, "page": 0, "Index": 160}, {"Word": "in", "Confidence": 0.998, "X1": 0.86, "Y1": 0.86845, "X2": 0.877, "Y2": 0.86825, "X3": 0.876, "Y3": 0.88781, "X4": 0.86, "Y4": 0.88781, "page": 0, "Index": 161}, {"Word": "combination", "Confidence": 0.993, "X1": 0.884, "Y1": 0.86845, "X2": 0.973, "Y2": 0.86825, "X3": 0.973, "Y3": 0.88649, "X4": 0.884, "Y4": 0.88649, "page": 0, "Index": 162}, {"Word": "wi", "Confidence": 0.998, "X1": 0.98, "Y1": 0.86845, "X2": 0.997, "Y2": 0.86825, "X3": 0.997, "Y3": 0.88649, "X4": 0.98, "Y4": 0.88649, "page": 0, "Index": 163}, {"Word": "data", "Confidence": 0.987, "X1": 0.436, "Y1": 0.8724, "X2": 0.466, "Y2": 0.8722, "X3": 0.466, "Y3": 0.89176, "X4": 0.435, "Y4": 0.89176, "page": 0, "Index": 164}, {"Word": "are", "Confidence": 0.994, "X1": 0.473, "Y1": 0.87108, "X2": 0.499, "Y2": 0.87088, "X3": 0.499, "Y3": 0.89176, "X4": 0.473, "Y4": 0.89176, "page": 0, "Index": 165}, {"Word": "lacking.", "Confidence": 0.995, "X1": 0.506, "Y1": 0.8724, "X2": 0.57, "Y2": 0.8722, "X3": 0.571, "Y3": 0.89176, "X4": 0.506, "Y4": 0.89176, "page": 0, "Index": 166}, {"Word": "by", "Confidence": 0.998, "X1": 0.746, "Y1": 0.86977, "X2": 0.762, "Y2": 0.86957, "X3": 0.761, "Y3": 0.89045, "X4": 0.745, "Y4": 0.89045, "page": 0, "Index": 167}, {"Word": "adrenalin/noradrenalin", "Confidence": 0.937, "X1": 0.747, "Y1": 0.88953, "X2": 0.926, "Y2": 0.88933, "X3": 0.925, "Y3": 0.90757, "X4": 0.745, "Y4": 0.91153, "page": 0, "Index": 168}, {"Word": "and", "Confidence": 0.998, "X1": 0.933, "Y1": 0.88953, "X2": 0.959, "Y2": 0.88933, "X3": 0.958, "Y3": 0.90626, "X4": 0.933, "Y4": 0.90757, "page": 0, "Index": 169}, {"Word": "nicotine.", "Confidence": 0.991, "X1": 0.745, "Y1": 0.91193, "X2": 0.819, "Y2": 0.91173, "X3": 0.819, "Y3": 0.92997, "X4": 0.745, "Y4": 0.93129, "page": 0, "Index": 170}, {"Word": "0221", "Confidence": 0.991, "X1": 0.043, "Y1": 0.99361, "X2": 0.006, "Y2": 0.99341, "X3": 0.005, "Y3": 0.97345, "X4": 0.043, "Y4": 0.97477, "page": 0, "Index": 171}, {"Word": "50054", "Confidence": 0.995, "X1": 0.1, "Y1": 0.99493, "X2": 0.055, "Y2": 0.99473, "X3": 0.055, "Y3": 0.97477, "X4": 0.101, "Y4": 0.97477, "page": 0, "Index": 172}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAL3A+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKjilSZN8bhlyRkeo61JSAAcAAfSgBaayq4wwBAOefWnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXmneKaCNbeSRZGKs6YxHx1OT/KrFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAMjijiBEaKgYljtGMk9TT6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprEKpYnAAyTSggjI6UALRRRQAUU1wShCttJHB9KUdOeaAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIxEBM0u5ssoGM8DGe341JRRQAUUVFJcQxSxxySKrykhFJwWI9KAJaKKKACiis+zvbq41G+glsJIIIGURTsRibIySB7HigDQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBCAeDS0UUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTVLHO4Ac8YPanUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRtEjujuisyHKkjJX6elSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIenBxQAtFNUEIAzbiBycdadQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUwhiykNgDORjrQBXivRLqE1p9nuFMSq3mtGRG2eyt3NW6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopGYKpYnAAya4uH4p+F7nUDZQXFxJLl1RhA2yRlHIVuhPFAHa0VzMHjbTbiTRlSG726srtAxhIC7RyG9DxVOx+J3hq/vo7SOW6jaSf7Mry27Inm/3dx70AdlRXHxfEvw7JqC2byXULm5Np5k1uyoJf7pY96Q/EfQ115dMYXAjeUwR3vlnyHlHGwN65oA7GiuIk+KGhwalPaXUN7bLBci2lnlgIRHP3cn37VnXPxk0i1nZH0rUzGC2JVhypVW2lgfTNAHpFFcbqHxAhsddt9JTRdUuJblA8Dxw/LIuASQfbPNVdW+J1nprazBHpd5NeaU0YlgwFLq5wGUnqMkfmKAO8org9W+Jtvpc0kKaReXb2kKzaj5GCLQMM4J7n2FdpY3cd/YW95Dny54xIuRg4IzQBYorgNV+JkWj61qNheaLqIGnqJZJIkDq0R4D+wzUmr/E2ysLlUsNNu9Tijtlu7qW2AxbxMMhjnrxzgUAd3RXB6h8SkWQjQ9Gu9ZjjtFu55IGVViRhkA56nAPFQ2/xNkuzq4g8O3h/s60S7YM6qXVhkYz0OMn8KAPQqK89074qWk2qGw1PTLjTpjYfbk8xwwdMZwMd8VDH8UbmfS9JvIfDdzK2qySi2iEyglEGdxJ6ZwfyoA9Iorz2z+J/wBo1LSbG40K7tJNSEoj811G10OMH2Jxg+9Zdx8Xr61sp5ZvC8wkiLAn7QuziUxDnv8AMOaAPVqK4OL4iSWvg3U9b1vSnsbiwlMLW+7IkfjG09wc1Q1/4m6haabYajougtfWdxZfbJJZH2CMZxt+ue1AHpdFeeW3jnxNJoWoXk/hNkurF13w+fgNGV3blJ6kelP/AOFhaja+GNO1G/0FhqGqTLHY2MMoZpFYZDE9uOtAHoFFeVXPxX1C0hhS50VIb2HUBZ6hblyTCG+464+8COfwrrvCuu6pq9/rUGo2lvAtldCGLynLbl2g5P50AdPRXN+NNc1Pw5oL6npunxXvknMySS7Nq+o9ea5CL4p6taNfLq/h0IYYkaI2k/mrJI7AIhI6E5FAHqdFeZ3fxF1/T7PVYrzw9HHqmnwpdGASko8DcFg3qD2ra8IeML/XtZ1LS9R06G2ms4opQ8Eu9GEgyBnsRQB2VFY/ifUb3SPDt7qGn20dzcW8ZkEUj7QQOvNcJp/xL1m9E9s+m2kd5JpZ1G0KOzoQBkq/oaAPU6K8s8L+PfEt8YL7VrXTv7Kaze6nktpCXtwASocdicVas/Enjm9SwvYtN082GowyyxOCxNuApaPzD78dPWgD0mivLPBnjnxR4kvtMLw6XLbXCNJdRwswltlyyqxB6glauWHiDx1Pq+t201ppIi0xCcqzZdim5QPwIzQB6PRXmuieMNe1rVPDCRz2Hk39tJNeRxoSyFe3sM8VLZ6743l8ZXWizR6OsVugmd1LbjGxIBA9eOaAPRaK8ZsviH4p1T7LbrNZWd7DqaW1zG8JPnQu+1ZEz2yCK2ZfFvjW9gvdV0jS7OXTIb37PDGdxllRW2O4xxgEGgD02imoSyKSMEgEiuD1bxxc6f8AFPTPDoVRp80WJpCnSVuUG7txQB31FFeU+K/HHifR9f1m3sm0z7LpUEd2VmBDSxscbAf71AHq1FeaXvjzUk1m7s0ltrbz9LgnsY7hPmW4kyArevI/CoNe8U+LdH8Qy2jXemw2yaYL3M8RxuXhkBHUk9PrQB6lRXkEnxR1bTdWmfULZHsbjTVurSNYirpKRxGfUk0+bxV4zl+G+m+IotQsLa5mnKzRSW+eGfaqj3HP1oA9corzjxLe+OdLuIDBf2iWS/ZoHuGtwTNJJJsYgdsAg11/htdbTStmvyQyXqyyDzIVCq6bjtOO2RigDYorg/iVr+seHINKutO1C3tLee7W2uDLCHwG/iGfTFYlt4m8W3Nra20ep2Er6teeXp98Idv7hVyzbPXNAHq9FeO654u8TWWh6rDLqcUGpaJfQpJcJCNlxFIeCR296634f6xqmqf2vHfXa6hbW9zttb9ECrMpGSAB6HigDtaK5Xx3r15omk2sOm7Bf6jdJZW8kgysbNn5j9ADWTobeIvDOtagfFGvw3ejLAjR3Uu1NshPKkUAegUVz/8Ab2leIbe40/RdetvtrxHY8Dh2j/2gPasH4aS6neeENRhu9Vlu7yK+uIFuZeWXacD/ABoA76ivJvCV3q2j/Eo+HbzxBd6iDZtJcfbF2qZcgjyfUYNep3MTz2ssUczQu6lVkTqhPcUATUV4ZY+INflvhbxeKbqa/s7m4lmimhAha3hJByw7kVrJ4g8R6fp2ieLdR1rzLHUbpUksEjUKkbnC7T1JHFAHrtFeJN4n1638XS6bZ+ILq8vo9WFuLF4AVa3IBZs+2T+Ve2HkUALRXio8VXGi2XivTNV8R3ovorqWPTpHUAgovmDn3zjmob691qHWE0688Q6qxudIhl32o5WZ2C7sDovrQB7hRXjXieXX9OvrPTdU8Q6haWEVihh1O2j+SS47+aR0WoNf0zxAt1ot1e+KLidNWvoLVDZylI/KZPmwPcjOaAPbKKx/C+m3ukeHLOw1C8a8uYVKtM3Vhk4/IYFcb4rln8QfEKDw1NfXNlpNtp7Xt00Evls53YXkc4GM0AelUV49OZotA0Nl8UahqcTajJAZrKY75IiGZVOP4hgCpbvS9Sg0zw8F1rWIIrzUz9oE022WONwcIxHcY4oA9corxfUJdd0dvDl2NXuroQ3Vw0nlSeYZ7VctggdWwDUljrFzY6V45v5dQnmu57lILVnZgIxIo8tQv8JXeM/SgD2SivHoP7S134cx6Tb6q8Wv6JqKWslzuP3lfaGPqCCKqW2kXvis+JvsmpXltqYgi8yJZ2AWdc71K9gxB6eooA9sorzv4ape6pNf+JLmW7igutsMFpLKWVdg2s2PcivRKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACim7lLlMjcBkjPOKdQAUUUUAFFFFAEUxVYJCwJUKSdoycY7V4l4anjttR03T9Hu01XS7y6nCW1xDtudPJB3Scds+te5VVg02xtZ3nt7K3hmf78kcSqzfUgZNAHkvg+7uJbvwrpFlcSSzaVLdf2irqfkTLAFs+uRirvhHQo/Fa3s93fTNaWXiGa6ji2AGRlwFLH0BHGPSvU1ijV2dY1DtwzBRk/WiONIl2RoqL1wowKAPMtO8PWvjS61aaWeVbW016SZYtuBM6xoqkn0BBPFczaLeTeB7bwVJbP/bttqwzGASVjEhbzc/3cdxXuqqqj5VAHsKNq7t20bumcc0AeC6yw1DXPEF3cCS50vT9Xge7tohzLGqgB+eoDda6q4vLL/ha1gos5ZNKl00wrsti0IZ2DAHAwM16f5aDdhF+brx1pwAAwOlAHlvi/xbaeH/izoK3m9bOKylWRljYiMvjaeB/s4rnvE9lfa8fFN3pVncvfw3ahVkhbFxbMsYIU98MmRivcWijY5ZFJ9SKfQB5Cl1qPhWfxTZ/2NLdX2psLmxxbtJHPuUAoxHcc8GvUdJFwNHsxdoiXHkr5iou0K2OQB2xV2igDxXxZfeJP+Fi63a6PpYuIbuxjtWSeBisx5+644AAbJzxxVOyHizwX9q0bUvDrX39q2aWkFxYHcFKqUXdnp94Zr3aigDxjQrPUvhXDd2S6Dcai19bRNFPboXUzhNvlPjOBkE596t6s/iGDUr+6l0G8L6zo0dvsto/MWKfBBUkdAM9TXrlFAHmj+AnvdWsLzUIpc6fpcSRSxt8xlU/MmO4I4rndT0LU5NI8KebomptDbx3aXMNtEfMjD7tvHbqK9tooA8hm8P6p4zTTYrnRLvS7eLT5rVZJnAkgdWQxP65JTtVW60PXbP4OW+lXWj3d7rM12Wl8lNzKBMX3MR2P9a9oooA8y8ax634jj8MWWnWF3BbSz+bdvPalhFtGF3r9c1z0Ft4ns/hPrfhuTQ76a8juGhtXjiI8xGbO4ewr26igDir691Wb4Zt/xJ9QXUZbYW4twqtKGKhdx5xjvzXP3Fvq174Z8NalDod/He+Hp4hJZSx4eZQgRynr1JH0r1WigDx+PQfEF5r6eLpNFl8+61IFrR2VZIrVYzGpIP8AFyTiur+Hvh7VfD0etRarK87TXxkgndgzSR7QFJ9+MV2tFAHKfEeO+n8B6nbadYS31zOgjWGMZJyeuPSuZvPANxD4CxoccsGqG4h1EW7vgCVQuU5+h616jRQB5Tqen+Kda/t7WzpU9tLPpg022sHdSzFm+dyRwAP5CtTwZoOr+F/E19bmz36VfxJO1xuG6KcKFZTzkg4yPSvQqKAMzxDDcXPh3UYLWNpJ5bd0RFIBJIx34rzfQ/D3iXS9PRYdFCveaYbSeN5UzBIoIUg5+62eR6163RQB494f8L+KQqaJc6Nb6bZTWDW+oXscquZ22EIQM8YLVr6JaePLWxsdLaztYLTTLd4GYyg/bcJiPH93HGc+9elUUAeVeD/DvjDRBo1u2mafbLbkxXt2JQzzQhmKqAOnLVs6Bp/iew8aazeXOnQ/2Zqcqv8A8fKs0W1ducd8gDiu8ooA4DwR4IuPDfifXLycKbaSTbYHIO2NjuYY7c1StNN8aWfxB1XWV0u2lsL9VgCtcjdGq9G+ntXplFAHj1h8PPEVxNol5qMVpBdaXqO8mKXImt2kMhB91bpV7UvB3iwxy6Fp1xHDpLX/ANqhvI5zHJCjMWdCo+9yTj616nVa4s1uJoJGlmXyWJCo5UNn+960ASxp5MCRgltigZJ5OBXjepeAvFOtSa1qs8Cxa0b6OfT2+0/uxGp4BHTIFe0VGI2E7SGRipAATjA96AINNa9bTbc6ikaXnljzliOVDd8GuTn8M3d98RLnUNQ0yyuNIltY41ZmBYOhLAsvfk4rt6r3cc8tsyW84glOMSFN2OeeKAOC1vw14qfxfqms6QmlmOWzjtbdLkncCuTvHBAIJP5VDd/DvU9cuo5ddvLe48vSltlkQtv+0A7vM6Yxur0S6jmltXS3nEMpHyyFN20/TvUwBCgE5OOTQBxug6H4gW3mt/EK6Vcutuscd3EpMkjgHDNkcY9qw5/AfiWX4c2/hoXmni6huRKtySxBAffyMdc16fRQBwfjHw14n8UeFbGxS8sbXUIrlJ5pEZ9h2HK44z1wa7SzFyLKAXhjNyEHmmPO3djnGe2asUUAcb8QPDWqeJbfS4tONnttbxLmRbrOG29BwDxzTdf8Fy3Fvo1xoT21jf6TL5kCMCYiD95T3wa7SigDzPVfh9rV/wCH9TQX1m2sardRzXUjhvKCIflRRjOO341veFPDOo+HdRvD9rgOl3KiUWcakCCc437P9gnJxXXUUAc54z8NyeJdEWC1nW21C3mS4s52GRHKp4J9sZFYmieArhtcv9Y8SvZ3Ut1EsZtYgzQ5HVyG7n6cV31FAGBL4Zs9Ot5p/D2m6bZ6nsKwzGABQT645xXOeCvC3i3w5DqFvealpjQ3Ly3CGGJiyzP3OcfKPSvQqKAOB0jwj4guPGFtr3im/sbprCFo7NLSNlwzcFmz3xXdyBzE4jIVyDtJGQD2p9FAHFeDPBN14btdQtr+/iv4rp3dMQ7Wj353AE54OelUIfhrdLPpFrPrbXGi6XMZ4bV4QGZs5AZs8gdq9EooA87m+HF7Pbai7ayE1GfUVv7a5SLHkMONvqQRgGu9tEuEtIlupEluAoEjou1WPcgdqnooA4TxJ8MdN8RXOrXMlxIsuoLDuUjKI0ZHzAepAx9Kn1LwJPda0+pWWuz2DvZrZ7I4VYCMDsScjvXaUUAee3nw/wBYFv8AYtO8SypYSWS2k0VzH5hbHVwc8Mata58O11ay0S0ttaurCLSNrQCJFYl1GAxz36/nXcUUARW6PFbxRySGV1QBpCMFiByfxrA17wlFrGqWmq295JY6jbI0QmjQPvjbqjA9RXSUUAcBdfC20On6faaZq95p5srl7sSRhSXlbqT0q1pfw7hs3Sa+1jUNQuFvhfGSVgAzgYAK9Me1dmzKoyxAHqadQBxlv8PLO01+HU7bU7+JIZ5LhbYOPLDv97HHAIzx71BcfDS1l1Vr6LWNRjMl+t/LGSrK0i524yOAM13VFAHHf8IDF/ber6jHq95B/aTxu8cAVQjJ0I4OT+Fa2n+GbLTdW1DU4Hm+1X6Is5LDBKjAbGOtbdFAGD4X8MR+FrS4tLa9uJ7aSUyok5BMZPJAPoTW9RRQAUUUUAFFFFABRWVrj64ltH/YUNlLOXHmfa5GVQvfG0HmtGLzDEhlCrIVG4KcgHvg0ASUUUUAFFFFABRRRQAUUxAVGGYscnnFPoAKKKKACq91eW1jAZ7ueOCIEAvIwUA/U1Yqjq2kWGuWD2OpWyXNs5BaN+hIORQBcVldQykFSMgjvTqZGixRrGihUUAKB2Ap9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRXnA+NvhEozj+0iq/eIs2wPrSN8b/AAerYY6iCOxtGoA9IorztfjP4WkIWOLVXZl3KFsmJI9R7VCPjj4QwN39oqe4NoeP1oA9Korz2H4x+Gbhd0Fvq8q+qWLkfpUv/C2/D/8Az5a3/wCC56AO9orzlfjFo5k2nR9dC4J3fYW6g8D8ahl+M+mpOUTw/r0kf/PQWbD9KAPTKK8vPxrsQSB4a18gHg/ZDzSf8Lssf+hZ1/8A8BDQB6cI0EpkCjeQAWxyQOg/U0+vMIfjLb3FysMfhXXmLfd/0YjJ9OanvfiwbCNZJvCGvKrNjJg/wzQB6RRXmsfxczbwSS+EdeQzY2gQZBzSzfFS+aIPY+CdcnYOVYOgQDHWgD0mivMpfilrSqhi8Aay7EfMCQMH8uaY/wAU9eDYX4e6uV9S4H9KAPUKK8xX4m+I3mSIfDzVdz4xmZcc++KJvid4jglMb/DzVdw9JVI/PFAHp1FeZf8ACzPEm2Q/8K81TCYB/fL39OOasN468YMY2T4e3vlltr7rpM+2PxoA9Forz5/HPiyN41b4e3+XOBi7Q84zzxxSR+NvGLwbv+Fe3m8g4/0tAM/SgD0KivOI/GnjvMfm/D+Yjad+26X73bHtVZ/GfxJ3ny/AK7O264Gf50AeoUV5d/wmfxM/6EGP/wACB/jR/wAJn8TP+hBj/wDAgf40Aeo0V5d/wmfxM/6EGP8A8CB/jVmTxJ8TFcBfB1gVCbzi6Jz/ALI96APSKK84PiL4mRxI7eEdPcuwG1Ls5UH1+nelbXPigCuPC+lYV8N/pZ+YHpj6ZHPtQB6NRXnZ1j4obJAPDej7jnYftbfL6Z45qGfWPitLtFv4d0eEofnL3LMH+npQB6VRXnq638TGYf8AFLaUAvBzeH5vccdKf/bfxK/6FbSf/A1v8KAO/orz9ta+JZU7fC+khscH7a3+FVLrVPixIym20HRYQB8wa4ZsmgD0uivLn1H4wFiV0fQlXsPNY4pP7R+MX/QI0L/v61AHqVFeYNffF9Y0YaZoLM2cr5jfLTP7R+MX/QI0L/v61AHqVFeYx3XxeldFay0GEHktvY456VYeH4sN5e270BNud2I2O/656fhQB6NRXnc0XxWki2pc+H4mxjeqMTn154qCO0+LiKgfUtCcqcsTCRu56cD+VAHpdFeYSWHxgaRmXWdFRSSQogBAHpyKRdP+MCsCda0Vh6GAc/pQB6hRXl39nfGL/oOaL/4Dj/CnQ6T8W5Z4xceItJhjByzJahj+WOaAPT6K80bSviyJZAviLSCgPyN9kALfUY4q3HovxLaJTJ4t0xHI+ZRp4IB+tAHoFFcCdE+JABP/AAl+m8f9Q0f41l6AnxE8Q6JFqEfizT4hLuUr/ZwJUgkHnv8AWgD1KivLj4J+JBOf+Fgj/wABf/r0n/CEfEj/AKKCP/AX/wCvQB6lRXlv/CEfEj/ooI/8Bf8A69SweCPiDv8A3/xBcpj/AJZ2wBz+JoA9NorzBPBHxC+fzPiC3T5dtt39+albwT482x7fiBNuwN+bcde+KAPSqK4AeCfFe0Z8fahnHOIU/wAKX/hCfFX/AEP2o/8AflP8KAO+orz4+BfFLb/+K/1P5xg/uk/TjimzeA/E88Bifx/qYU8ErGin8wKAPQ6K8qufBPjL+2ba2j8Y6w9syl5LrKKqEcBduOSatp8N/EaIiD4g6xhCSMgE8+vrQB6VRXmEfwv8QRElfiFrRyMHLA/zoT4WayEcP8QNeLEfIRLjBz39aAPT6K8t/wCFVa9/0ULXP++6m/4VdrLbd/j/AF04XHyyYzQB6ZRXlx+FWu5OPiFrmO37yrg+F979j2Hxx4i+07f9Z9p+XPrigD0WivPR8MbjCZ8a+IyR9/8A0rrx+lOf4YzFcJ4z8SBvU3ef6UAegUV59F8MbhVxL408Rs2eouscflT/APhWUn/Q5eJf/Az/AOtQB31FcD/wrKT/AKHLxL/4Gf8A1qjk+FvmlDJ4v8RsUbcubvofXpQB6FRXmrfB20eRpG8Ta+XZdjMbrkr6dKdB8Iba1DCDxR4gj3LsO26xlfTpQB6RRXmKfBfT40dE8R68FkGHAueo/Km/8KR0v/oYNc/8Cf8A61AHqFFeXn4J6UVUDXtcBHU/aev6Uf8ACkdL/wChg1z/AMCf/rUAeoUV5d/wpHS/+hg1z/wJ/wDrVbuPg1oUsKLFqOsQupGXW8clvwPFAHo1ISFGSQB71wB+EHh0lcXOrDHX/T5Pm4+tK3wg8NMMGXVCPQ38n+NAHfEBhggEUAhhkEEe1cF/wqHw3/z21X/wPl/xrO1r4WeHdM0C/u4JdUDwQPIn+nyYyBn1oA9OJCjJIAHc0jOiY3Mq5OBk4zXlHhP4ZaFrXhDTNQvZtTae5t1eTF9IASfbNbL/AAd8MSYDyao2DkZv5OD+dAHci7tncotxCXAJKhxkUi31o2Nt1A2TgYkB59K4Ffgp4QR2dU1BXIILC9kyQevekX4I+DkIKx364ORi8k6+vWgD0L7RCIjL50fljgvuGB+NR/2jY/8AP7b/APf1f8a4U/BjwoYTCf7R8onJT7dJg/hmof8AhRngv/nhe/8AgZJ/jQB6At9aPnbdQNgZOJAcD1o/tGx/5/bf/v6v+NcHb/BTwdbyh1t7w9ipu5CGHoRnkVJJ8GPBclmlv9gmXac+Ytw4c/U5oA7j+0bH/n9t/wDv6v8AjR/aNj/z+2//AH9X/GuKT4N+C0t0h/s6RtjZ3tO5Y+xOeRSR/BrwXHA0f9nytk53NcOWH0OaAO2/tGx/5/bf/v6v+NH9o2P/AD+2/wD39X/GuQf4SeC3kjf+yANhzgSsAeO/PNOX4S+C1z/xJ1OTnmRuP1oA63+0bH/n9t/+/q/40f2jY/8AP7b/APf1f8a5T/hU/gv/AKAyf99t/jR/wqfwX/0Bk/77b/GgDq/7Rsf+f23/AO/q/wCNH9o2P/P7b/8Af1f8a5T/AIVP4L/6Ayf99t/jR/wqfwX/ANAZP++2/wAaAOml1nTINnm6jaJvYIu6ZRknoBz1qO68QaNZbftWrWMO77vmXCrn8zXOH4TeCj10WM455dv8aRvhJ4IfG7Q4mx6sx/rQB0J8S6EHZDrOnh0GWX7SmQPU81F/wl/hr/oP6Z/4FJ/jWF/wqPwPnP8AYUOT/tN/jSf8Kh8Df9AGD8z/AI0AXtY8Z6fDZb9JvtOvpA6iUC/jTy0JwWycjj0rQHi/w2SANf0wk8Afak/xrGj+FXgmMYXQLbBUpyCeDVyP4eeEItoXw7p/ChRmAHgUAat14g0ayCm61axhDfdMlwi5/M1X/wCEw8Nf9B/TP/ApP8az5fhx4QmufPk0CzL7CmNny4Pt0z71FN8MPBcwkDeHrIeYQTtTHT0x0oA1f+Ew8Nf9B/TP/ApP8aP+Ew8Nf9B/TP8AwKT/ABqqvw/8IqoUeHNNwBjm3WkHw+8IKzMPDmnZbr+4WgCyvjLwy+ceINM4OP8Aj6Qf1p3/AAmHhr/oP6Z/4FJ/jVb/AIQHwj/0Lmm/+A60f8ID4R/6FzTf/AdaALP/AAmHhr/oP6Z/4FJ/jUE/jrwpbyRJJ4h04NIdq4nVufcjp+NN/wCEB8I/9C5pv/gOtH/CA+Ef+hc03/wHWgCf/hMvDJcp/wAJBpmQM/8AH0n+NRS+OfCsGfM8QacMEDi4U9enSkXwH4TRw6+HdNDA5BFuvFJ/wgPhH/oXNN/8B1oAoXnxS8G2cvlf2zHPJkgrbI0pGP8AdB4qNPiz4MNz5EmrGA84aaB0U49CRXT2ei6Xp6qtpp9tAFXaBHEBgelSz6bY3IUT2cEm3pvjBxQBy8vxU8FxRlk1yGc/3IEZ2P4AVX/4W74Q/wCfu7/8Apf/AImuth0jTreQSQ2NtG4/iWIA1Z8iH/nlH/3yKAOKX4t+EnYKlzeMx6AWUvP/AI7RXa+RCOkSf98iigCMWNoFKi1gAPUeWOaQ2FmTk2kBPvGP8Ks0UAQra26MCsESkDAIQDA9KZ/Z9ketnb/9+l/wqzRQBFHBDENscUaD0VQKk2L/AHR+VLRQAmxf7o/KjYv90flS0UAJsX+6Pyo2L/dH5UtFACbVHQD8qCARyM0tFACYHoKWiigAooooAKKKKACiiigAooooAKKKKACiiigCNBIHcuRtz8gA6CpKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAa33D9K4n4TMW8BQAs5C3M6rv6gCRsCu2f7jfQ1w3wiLN8P4GYkk3Nxkn/ro1AHd0UUUAFFFFABRRUbTIkqREne+dvHpQBJRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU3LeYBgbccnPOadQAUUUUAFFFFABRRRQAVR1hJZNFvY4IVmmeB1SNujEg4FXqKAOR+Glhqml+AtOstXgMF3EGBjLZIXcSM+nXpXXUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRkUUAFFFFABRRRQAUUUUAFFFFABRRUG2dbstv3QsoGzaBsIzk575449qAJ6KKKACiiigAooooAKKKKACiiigAooooAKKKKAGPIkYy7qoPGScU2OeGVnWOVHZDhgrAlT71zfjfwza+I9PtTe3LQ2thN9qlUdJFVWypPYc1554T0290r4dP4v8KRRtqdzbAXEFyzOjiJmDMoHJZvc0Ae2UV5Lo3jLxhrGl63rNpNpclja2atDmNgPNChnHByccj61GnxJ8RaNb6mmuw2E88emLf2zWYYABuzgn3oA9eoryv4beMvEuuasYNUSS706eDzYr1rT7OEfugH8Q967/wAR6sdB8OahqoiMzWsDSiP+8QOBQBq1QXWtLfUjpy6jatejk24lXzP++c5rg/DPiLxXH4jstN1y5sL5NVs3u7eS0XH2bGMBh3XkYPrWT8LvC00uv6h4jv5NLupVu54/MijPmCQOQW3ZwAR2x0oA9hqhHrWly3htI9RtWuQ/lmISqXDYzjGc5xVi8ANjcAyeUDG2ZB/Dx1/CvCfDFomja1pO7T7G6uJhcf2drVtIXMrEE7pk4J+vtQB77RXlem+NNVvL3wnbvrVsH1W0uBKBAv8ArlBwevGDgbeO9UtG8U+LLbWtKTUdctNRjvb+exa0S2VHTYWAl45xlf1oA9horxmHxV4wsNatJrnWbbUo31eTTW06K2VHIDEb8g54AzzUN54v8TSzT6/BrEaR2mrfYBo6oP3ibsdepbvQB7ZTBIhkKB1LryRnkV41HJ4r1L4iapoNv47S2ht2jmVHiQyEtyYlHGcDr/KnWo0uD4neI7jUvF13Y3Fvc2zCLzRGky7R8pGPmGSRgetAHq9zrOnWep2mnXF3HHeXefIhJ+Z8DJwKv15Nqs2l6d8bNJur/XknaSGZUhmKBLQ4GAD2J+brWPrutazpuq6zqK+L55k0rU4U+xDYEMT4znHOBkj8KAPcaK8P8Q63rk/xCe0tvEUtpMs0LQKJY0t0tXGWLhur+nU17bH/AKpPn3/KPm/ve9AHMz/EXwlbai9hPrltHdJJ5TRsSCrZxg8V1AIIBB4NeJ+JNb8OjxX44tL5LYzyWMNtbxom6SaYq3QDndllH4CsPxXr2r6Vb6ZpUusX1rdafpEMtxGtyIQZccHJyznoCuO1AH0I9xDHNHC8qLLJnYhYAtjrgd6lrwnxVdaTqfjLQNV1fXbux06bTGlt760lZBnj5RwcMec+vtV/4jeIvn02HS9av1SPTzdKIrlbcSj+F2duWP8Asgc0Aez0VzHw+15vEngjTNRlnSa5eILOy/3x1z79K6egAooooAKKKpXFxeR39pDDZiW3kLedN5m3ysDj5cc56UAXaYyhipJI2nPBp9FABRRRQAUUUUAFMdwi5bOOnAzT6KACiiigAooooAKKKKACiiigBG+6fpXDfCg7/BzSlwWkvbhmVRhVPmHgDsPau5b7pHtXCfCS2W28GvhTl724JdgQz/vCMkHofagDvKKKKACiiigAooooAK4XxJ4v8R6LrU1ra+HrW4tFh86O5kv1iDDIGCCODkgAd67qvMvGmlapqvjSJ5/DU2p6Pb2ZEZhnRGMxdWB5YYA2D86AOr0rxbp93p8UmoT2+n34gE1zZzTrvgHfcOw5HJ9aty+KNCh05dRk1iyFmxKrP567WI6gHPJ9q878ReHfEt3/AGXqVtplpDqWq27WGrhEBESNyHz3IAIz9Kl8Z6Pcaf8A2TpdjoCy6TawMUuLa0SaRJcYI2NhRkc7iDQB0njHxde6X4M/4SHw5Ba6lAoEjyNLhRH6jHX6VuW+vWQs7Br27t4Lm7t1mWJ5AC3ygtgHkgZryXT7LxT/AMKfufDlt4WuWnmkkizJMibUJ3BsdD6YFbj2fiS4i8OavL4UUXWkk20to86PJJGY9u9W6DnnBNAHdyeKtCi0NNafVLYac5wlxv8AlY5xgep4PFZutfELQNG8MR+IDcm6spZBFEYBuLNnBHtjB6+lcVbaR4tj8F2NidAEHl6pLLLBC0TSJCxZlMZbKqQWx9Kig8NeL5vhzf6cdMEd3FqovLeG4lRmnj37yrFeAc/SgD0WbxjoyeGpddW8j+xqCBI4Kgv2U5HrxVPwl4rl1XwVH4h1tbexibc+5ZMoIweDmoLfVPEl14RurjUfCcf9oK2yHT1nRg47MSeBXKWei+LNT+Gk2gXmhLY3VmyywB51ZLnD7thAzgdqAO3T4heE5NMl1JNctTaROI3k3dGPQY61d0HxVonicXB0fUIrv7OQJNmeMjjrXmGoeF9d1q01nV7fwtFp91PBDBHYGVf3rKwLOcfLkAYGa6jwlo2t2Hj3W9Ru9Jgs7DULaAr5UoO2RRgrgAep/SgD0GioLS3a2txE08s5BJ3ykFjk57enSpCxDgbflx97Pf0oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1huUjJGRjI7V45p9xr9l49TTrPXtTv5k1Ix3MFyi+V9l2qzMDjqNwHBz7V7IelcKPh3Jm7lfXbo3cl79tguQih4HPBUeqlQAQfSgChefFu2tvEktktlHJp8F0LSW4F0nmeZnGVi+8y5PX61DN8WL6HV7i0/4RS7eGDzQzpOhbMfL8dMAEHrWofhw0OtTXthrk9nBNcC5e3jgjI3dWwxGRk1XvfhebhrpoNduLZrmaeRmSJc4lADL/AOO9aAJfEXxLGim0aDSZJYZoEuXmmmSFAjdlJPzP/sik1zx9rNjrkWnaV4Wm1L7RZi6gdZwu4cZ3D+HGR+NZl58HFu53kbX7ht9mlqxmgSRlC90LD5fwrdXwLfJrGkakniW7EunWwttvlIVlXvkY7jA/CgDmL3Xr3w942lvvJu5tS1PT4Gh0aS7GwTM+1gvYYC5z9a2/FHxEvvD09pZJo0T38lqLiZJ7xYY1J4KK7cO2fSrniP4dWniXxA+p3WoXSBrUW4iTA2EHcrqeoIbBqlqXwxm1KCOGbxNfzILX7NILpEmD8/eAYcN7jngUAdvpd3LfaXa3c9u1tLNErvCxBKEjpkdauVm6FpEWg6JaaXDLNLHbRiNXmbcxx6mtKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKeq6bBq+lXWnXJcQXMbRvsba2CMHB7VykfhW58E+FLmy8Fw+fcySApFfTMyKDwSM9PWu3ooA4O38D3Nj8Krnw1aSxrqFxA/mSZwplc5bn061d8NeBtN03RnivLFGu7u3WC8LSmUOoGNoJ/h9q6+igDlNB+Hnh7w7ex3ljbymeLcImlmZ/LU9lBOAK6eaGO4gkhmQPHIpV1YZBB6ipKrl7gXqRiEG3KEtLu5DZGBj6Z59qAMHw/4E0Lw088mn2ziWZDGZJJC7Kn9xSei+wpfDngfRPCtzNPpUU0TTDDq0zMpPc4J6+9dLRQAyRFljaN1DIwIYHoQe1cho3hLwn4b8UY07TjDqM0TyK2GKKuQCB2Xr0rsqTAznvQBz1t4G8NWepHUYNHtUvDIZRLsyVc9x6fhWD4C8DW+h32pahey2Woao93Iwuo0IePdyynJ4PPb1r0CmLGiFiqKu45bAxk+poA47wt4Eh0PXdY1e9W2uby9u3nimEZDRK38PP8ASts+F9BXWW1k6Zai/wA7jOUGc+v1962aQgMMHBBoAxYvCXh+HV/7Xi0i0XUCxf7SIxvye+aluvDOiXupLqVzpdpNeqMCd4gWH41qjGOKWgDEvfCHh3Ur77beaNZz3JYOZXiBbIxg5/AVMfDeiNLdSnS7UvdlTOxjGZCvTPrirtubgGb7Q8ZBkPlbOyds+/Wp8j1FAHnHiD4WnWdSvniv4IrTUGDXO+1V5lA6Kj9VFeg2drHY2UFrESY4Y1jXccnAGBmq2q2H9p2ggW9uLQh1fzLd9rcHpn0NUYvDUSS6i8mpX8oviu4NOQI8f3PSgDQbRtMa8+1tYWxud27zTGN2fXNF3pGm38olu7G3nkAwGkjDHHpzWXL4Wjm0K40o6tqISaYy+cJ/3iZOdob0qDRfBkWiJdrHrWqTm4ULumuNxTBzlfQ0AbkukadPbxW8thbvDF/q42jBVfoO1RX/AIf0fU/I+3aba3H2f/VeZGDs+lc5c/Du1uLqWYa9rUayHLRreHGaQ/DewNvFGNZ1oOhy0n21sv7GgDr7a1t7OEQ20McMQ6JGoAH4Cp64IfC+xFw0n9v65sZtzR/bDg+1TP8ADrSzbi1j1nV45RyHW+bdtz6enagDtS6KcFlB9zQXVerAfU15lqXwl0i8v7W6/tm/aMOPP829bLIq9AQfXk1evfht4VvkAk1G9DEABhqLZIHQdaAPQMjpkc0ZGcZGa4d/hvoB2ytqOpARKUV/t7YQYwR1qs/w30Q3ENxBrerB0VY3Md+TvXPegD0LNFcFL4C0NrvzRr+pR4G0oNQP5dfX+VQj4d6RiNpPE+rOqvu5v+Gxjj/PrQB6EWA6kD60m9Mgbl56c155N8NvD13GY5tf1KVmJGTqByVP8PXpmmQfC7wrBs87Vb+WWIYR31Agr6d+1AHpFFefP4A0V4mRvEuqcptJ/tDvnr/Sp7DwTo1gs2zxDqDySxGPe9/krkEZHvg/pQB3IIPQilrg7DwJ4d06HA1q/kYuZGd9RPzHOcnmuyS/sti7byArjg+aP8aALVFV/t9n/wA/cH/fwVB/bWl+Z5Y1G134zt85c/z9qAL9FURq+mnkaha8ts/1q/e9OtNn1zSbZts2pWkZ44aZR16d/agDQorP/tzSfKaX+0rTy1zlvOXAx171D/wlOg/9Bix/7/r/AI0Aa1FZP/CU6D/0GLH/AL/r/jQfE2hKATq9kAwyP368/rQBqngZrhPhVcC68P6hN5MkLNqdwWR2zg7z27V1o1rS2gWYajamJuA/nLg/rXG/DvUbHT/D12txeWUEB1K4+z/vVBZfMOM8+tAHoNFZJ8T6CrEHWLIEdR56/wCNc5r0HhfXr2O6k8UPbOmAVtr8IrAdiM0AduXQE5ZRjrzUb3MEZAeaNS2cAuBnHWvN5/Cnw7laWafWnZnGXY6o3OPx9qiXwT8MyyudSD4Bxu1Jj1H1oA9JOo2Ij8w3luExu3eauMeuc0x9X0yMAyajaKCNw3TKMj161wdv4Y+F6WywBtOlRBszJdbj16HmhvDnwqeISNHpLIBgEz5wPzoA7U+I9EVA51exCltoPnr19OtVpPGfhmIIz67p6hxlczryM4rmU8OfC5J0nWDRt6kFT5oxx7ZplpH8KEaU2/8AYRIcI+SDhiTgc+5NAHSL478Ktuxr9h8pwf3w61XvPiJ4OtYwLjXrIq+RhG35+uM1kS6j8LYRLayTaCojbc6YXg9M0WniT4XWLM1re6FEW4JVV5/SgDUj+I/g1ZFtotbtywXIRFY4GPYVDJ8VPBiKxXWUkZRkokTlj+GKbH4z+HkIMseq6Mm4kFlCjJ/KgeOfh4G3DWNHDeuFz/KgBs3xW8NRMR/xMH5xlLKQ/j0oT4p+HJpdlsuoXHIAaKzcqc+hxVo/EPwQE3/2/pu0kgHeOtUdH+JPhb7Cpv8AWNHtbgOw8uCYMu3Jwc47jmgDVu/GtlaCMtp+quZIhIojtGPBGQD6H2qnb+P0ukkMPh3XC0cfmFTa7fw5PWrH/Cy/BX/Qy6f/AN/KP+Fl+Cv+hl0//v5QA618W3N0SP8AhGdXizE0iGWNQGwMhevBPSqFn4z8RXV5DBJ4E1KCORwrSvcR7UHqau/8LL8Ff9DLp/8A38qKX4oeCYU3nxHZNyBhXyeTQAk+v+LheYg8Io1sDgs96oY89enpVS8uPFGr6la2t14VgSwjuFk843x3Lg8NhQM/Sra/FLwS0bv/AMJFZgKxBBfk49Kiufiz4ItmCtr9s+cf6slutAHRwS6u2rTx3FrbLp4H7qVJCZGPuuMCtKuEn+MXgaCZozrcble6KWB/Go/+F0eBf+gwP+/bUAd/RXAf8Lo8C/8AQY/8htR/wujwL/0GP/IbUAd/RXBL8ZfAzkgawBgZ5jalk+MXgaIqDrKNuUN8qE4z6+9AHeUVwH/C5/A3/QX/APIbU1fjT4GLMP7WIx3MTc0Aeg0VwH/C5/A3/QX/APIbUf8AC5/A3/QX/wDIbUAd/RXASfGfwPHKI/7X3Z/iWMkCj/hc/gb/AKC//kNqAO/orzwfGzwMR/yE3HBP+qbt2ok+NfgdIDINUdiBnYsTZoA9DqK4DG2lCNsYocMOxx1rg/8AhdPgbco/tU/MM58puKkf4t+DZ4pI01GU5UqdsD5GR9KALnwykuJfBcMl3ezXlw082+WYknIcjAz24rrlLEHcoXnjnPFeR+A/iJ4T0LwpDZzXsyyCaVmJhdiSXOCTjqRit66+MnhK2A2y3s2Rn93auf6UAegHOKRCxQFhtbHIznFefJ8aPCDySIJrwMgzg2rZPGf/AK1VR8c/CjDKw6ow9RaNQB6bRXmf/C8fC3/Pvqv/AIBtR/wvHwt/z76r/wCAbUAemUV5n/wvHwt/z76r/wCAbUf8Lx8Lf8++q/8AgG1AHplFeZ/8Lx8Lf8++q/8AgG1Nb45eFxjFrqpycH/RG4HrQB6dRXl3/C9PDf2gJ9h1XysZ8z7K3X0xUv8AwvHwt/z76r/4BtQB6ZRXmlr8adGvBH5Okay//PXZaMfL9PrVdPjdp00Z8jw9rUswY/ulg52j+LP9KAPU6K8rb42W8csaS+FdcQyNtXMPX6VZf4xWyugTwxrrqSQx+zEbR6+9AHpdFeXv8ZYw7BfCWusoJAPk4yPWg/GWMKpHhLXST1Hk9KAPUKK8u/4XMn/Qoa7/AN+aP+FzJ/0KGu/9+aAPUaK8u/4XMn/Qoa7/AN+aP+FzJ/0KGu/9+aAPUD044rO0vTbuwedrnVbm+8xsqJlUCP2G0CuA/wCFzJ/0KGu/9+aP+FzJ/wBChrv/AH5oA9Ju4JLiDZHcPA24HegGcA9OfWrFeYJ8YTIjsvg7XisYyx8ocCpovixPcbTF4L15txAH7oc5/wD1UAek1G6OzRlZCgVssAAdwx0rzFvjKFJH/CH67uHGPK70/wD4WvqU0INp4G1qSRkDKGUAEkn9ODQB6fUTJIZdwlITaRswOvrmvMbP4v3lzCyv4J1r7QiszIkeQAPc0QfFDxLc2qzQ/D7VXDcqcjBFAHo1pbXVtYmKW8NxcZYiaRQOp4GB2FW13BFDEFscketeWr8TPFrFgvw81IlTg/MOtD/E7xSjxRf8K91TzHBO0kc49KAPVKhWKQXEkhmZkYACMgYUjuO/NebL488d3oK2XgCeN1ILG6l2gr7e9KPGvxBs43lvvAhkTICC1n3N+INAHp1FecW3jjxreQu8XgG5jI4AmnVefp6VU/4Sv4p/9CTZf+BJoA9Sorzu11r4oXMIkbwxpEJJxsluyDRQBS/4Q/4nf9D5B/4D/wD1qavg34moCB48h5JPNv6/hXqdFAHksfgT4lRqVXx6hBBHMRPX8Khg+HPxGt87PHx5wfmUnoc9xXsFFAHk6+BfiWk5mHj1NxUrgw8Yznpiq0Pw4+I0EvmJ4/O7BHzKxH5Yr2Gmo4cEr0BI/EUAeQD4aeP5bjfP4/kCsSW8tTn8BjFSw/C/xr5zef8AEG7EeRtKKS2O+c165RQB46/ww8e5fy/iBMRu+XcG+77+9Sw/C/xr9nYzfEG7E+75Qikrj3J5z1r12igDyeb4VeJ5iI2+IWpGAg7/AJMNnIxjBp//AAq7xSJgB8Q9S8rbyfLG7P59K9VooA8rf4XeKNvyfETU8+8Yx/Onf8Ku8S/9FF1X/v0P8a9SooA8sb4W+JGUqfiJqhBGD+6H+NKPhb4kVQB8RNVAHH+qH+NepUUAeUy/CfxDMGEnxC1Uhl2HEYHH51DF8Hdagtvs8fj/AFURZJxtz1992a9cooA8mtPhDrtjEY7f4g6qiE5I2Z5/Fqlb4U6+1u0R+IOrEOTu+Qcg/jXqlFAHjb/A2/Lkp461cLngEsf/AGanW/wXuUnNvc+NdblTYWUIWUA9M53fpXsVFAHjjfA6+MmV8dauE9CzZ/8AQqn/AOFIy7Jx/wAJprW5v9UfNb5Pr83NeuUUAeRn4IubZVHjPWxMB8z+a2Cc+m70pIPgjKshM/jTWnTdkBZGU49PvV67RQB5d/wpW2/6GrX/APwKP+NH/Clbb/oatf8A/Ao/416jRQB5d/wpW2/6GrX/APwKP+NR/wDCkLHzvO/4SbXfMxt3/aDnHpn0r1WigDyg/AzTmQKfEetlRnAM5xz1/Omj4CaF5RVtX1YuCNj+b9z6CvWaydD1afVVvPtFhNZvbXLwAS/8tAp4cexoA4Kb4H6XJH5S6/raxsPnT7SSHPckVGnwJ0mOPamvaypzyVnxx2Fer0UAeSy/APQpNpGr6qHx87GbJc5608fAfQfIjifVdWYIWP8Ar+Ocdu3SvV6KAPLbr4E+G5PLNrfarbOpyWFwWJ/wqRPgZ4X+czXWqSu38TXRyDj9a9OooA80X4G+EQoBbUyQOT9rPP6UD4G+EgzEvqZB6D7WeP0r0uigDzX/AIUd4Q9dT/8AAs/4Uf8ACjfCAGAdTA/6+z/hXpVFAHm3/CjvCHrqf/gWf8KZ/wAKJ8Gbt23UN3r9qOf5V6ZRQB5tJ8DvBkjAiG+jxjhLkgZAxnp1pJfgZ4LmjRXgvSVzlzcks31yK9KooA80j+BfgtGB8q+ZQclGuTtP1GKdH8C/A8bSMbK4ff2ac4X6V6TRQB5xD8DvA0Tux0+aTcAMPMSF+lLJ8D/A0lyZv7PmUYA8tZjsH4V6NRQBwp+EHgcJg6MNg52+c+PyzXLeAfh74K8R+G3vZdK8wi7nRQ0jjaoc7RjPpivYX+430Nee/BqEw+CHBjVGN7PuwDkneeue9AFn/hTfgT/oBR/9/H/xpjfBrwIxU/2Iowc8SNz9ea76igDhP+FN+A/+gFH/AN/H/wAaP+FN+A/+gFH/AN/H/wAa7uigDhP+FN+A/wDoBR/9/H/xo/4U34D/AOgFH/38f/Gu7ooA4VPg94FR1YaFESDnl2I/nVofC3wUJjL/AMI/a7iu3GDjHPbPvXYUUAcWPhR4IEkb/wDCP22Uzj72OTnnmpB8LvBSs7Dw/a5dQp4PQenNdc6b125I9wcGnUAedP8ADvw0niuK2/s3T/sL2pP2Q2x3ZB+8Hz+lb3/CuvB//QvWP/fuul2jduwN3rjmnUAcx/wrrwf/ANC9Y/8Afuj/AIV14P8A+hesf+/ddPRQBzH/AArrwf8A9C9Y/wDfuj/hXXg//oXrH/v3XT0UAcx/wrrwf/0L1j/37o/4V14P/wChesf+/ddPRQBzH/CuvB//AEL1j/37o/4V14P/AOhesf8Av3XT0UAYNv4J8MWsZSHQrBVPUeSD/Om23gjwvZzmaDQbFZDkE+SD19jXQUUAZTeGtCYgnRtPO05H+jJ1/KmT+FPD9xsEui2DbGDri3UYI+grYooAzP8AhHND/wCgPp//AIDJ/hUY8L6CJjMNFsPMK7Sfs6dPyrXooAzP+Ec0P/oD6f8A+Ayf4Uf8I5of/QH0/wD8Bk/wrTooAzP+Ec0P/oD6f/4DJ/hR/wAI5of/AEB9P/8AAZP8K06KAMz/AIRzQ/8AoD6f/wCAyf4Uf8I5of8A0B9P/wDAZP8ACtOigDM/4RzQ/wDoD6f/AOAyf4Uf8I5of/QH0/8A8Bk/wrTooAzP+Ec0T/oD6f8A+Ayf4U+exsrS1uZobK2VgjOcRKNxA78VoVWvm26fcsMEiJjzz2NAHI/DKOC/+H9hcTW0JaV5XIKA8mRjXY/ZLb/n3i/74Fcn8LGD/DvTH3A7vMY4XAyXbtXZUAVV06xWVpVs7cSMAGcRLkgdMnFKlhZxLtS0gVc5wIwBVmigCH7Jbf8APvF/3wKPslt/z7xf98CpqKAIfslt/wA+8X/fAo+yW3/PvF/3wKmooAh+yW3/AD7xf98Cj7Jbf8+8X/fAqaigCH7Jbf8APvF/3wKPslt/z7xf98CpqKAI0hiiz5caJnrtUDNCwxocpGin1AAqSigBpRWIJUEryCR0p1FFABRRWHbWniEeKbq6udRtW0YxhYLRIjvDd2LfnQBuUUUUAFFFV2e4F3EiwqbcqxeQvgq3GABjnPP5UAWKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApnmx/31/OuW+JVxd2vw91eWz3iURDcyHDKuRuI9wM1weo+DPCel+FLi6tLyb7VLpPn+XLcMTJ0PmHngg+lAHtFFeXWfjfV9G028S+gsblbXRUv7Y2u75hwMNnnnP6VkzfEPxnZ6Df6lJa20kCWkV1FcPDsQMzKGjADHdw3X2oA9nqOOaKVnEciOUO1grA7T6H0NeZeFPGHibWtdmsLq401o5Y7lYJLeMkLJGVwx55Hzj8qr/D6+bw/4V8XaneRrPeWuoXDTtEDiVl6YHYUAes0hIAyTgVwHhnXvEV3bDWdS1DR30u6tWuIo4ztaFgMhc9WA7msXwj8QtX1fxjbaTqctq9td2ssx2QGNUx02s33gR3oA9Qs9RstQ837Hdw3AibZIYnDBWxnBxU000VvE0s0iRxqMs7sAB9Sa4X4eNo9vqnia00lreO3XUcRxRsO0a7iB3Gc10XjKOGXwXrSzKrJ9ilPz9MhSR+tAGna39nfBjaXcFwF+95UgfH1xVmvCfCKWehaj4evtK2wq2gvcamYyShYD5WkA75/Gtrwx4z1vUPFEelXF9LJb3mnSXSSyQojK3bywvO0e/NAHrlFeX/DvVPJ8PSX+oeK5b14IZmltJNpMQVz8xAG7PHf1qPwj4u1K88ZWNpdapJcWmoWUk6pPHGmGDDaECnOMHoeaAPVKKKKACiiigAooooAKKKKACiiigCvaJcR26rdSrLLk5ZV2jGeOPpip84paayKxBYA7TkexoAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWxsP0rhPhFs/4QceW0jR/bLjYXxkjzD2HSu7f7jfQ15/8HLSW08EP5rNmS9nbYRgp85GP0oA9CooooA4uT4gwWniTVtFv9NuYJbK1N1CQQ5uowOdgHf2rR8PeMNP1zSLa9mkhspp4PtH2aWddyRk4DHpgGrS6HBHrN/qogR7meNEQtyRtDDg9s5x+Fecy+CdZ09LGUaRBfyHRpNMmjWUAKxbKsSRgjp+VAHpl/4h0bSoYpr/AFO0t45RmNpJQA49R6is3WPHfh/Qr3TrW9vkRr8bonHKhf7xPYV5/eeDfEN7p+jb7CS2u7TTTab4J1cFhxtdWGNh9RzW/qvh7xDa2fha8tLGyv7vTEMdzaZEaNuXGVOO1AHoME8V1BHPBIskUihkdTkMD3Fcvqvja30Txpb6NqRt7azuLUzR3MkhBLhgNuMYHXrmuj09rlrCE3lvHb3G354o23Kp9Ae9cf4s0HXr7xJDqGmW1hcwfYJbQrcPtKM5Hz9DnAHSgDo9W8S6PodrFc6hfRxRS8xlQXLjGcgKCSMd+lXrG+tdSsoryynSe3lUMkiHIYV55N4G1nTJNDk06SHUVs9OawuIriUxFgxzuVhnHp9K6zwboh8PeHIdPNrDbbGZvKhdnAyc8sep96AJtY8V6FoFzFb6rqcFpLKpdFkOMgd6jXxp4cfSJtWXV7Y2MLmN5g3G4dh3J+lYfjjw1qmt6zp81hBaywiCaC4M5+6GHBHHXNYT+BfEi+ZBELWO1kvY5pDFIBIyrGF+UlflOR1HrQB2c/jXRH8N/wBsWep2rQy7o7Z5CwDy9lxjd17AZrO8K+Okv/BMWu660Nq/nvA3kqzKzKxUbV5Y5x0rmdN+H3iLTbKxnjWxe902/nuYYpXLJOko53nHDjs1TR/DTVX8LWltdXkMmoWV5NdxojukcnmclWIOcgk4IoA9F0nWdP1y0Nzp1ys0SsUbgqVYdQQcEH6iq2u+KNH8MpC+r3n2ZZyVjJjZtxHb5QaoeCvD8+gWN1HNa2ts1xN5xSGR5GJI5LOx+Y07xh4evPEMemx2s8MaW10JplkXO9QCMD060ALD498M3FnPdxarG0MAQuQj5+bhcDGTk+lPPjjw6NIm1U6hizgk8qVzE+Y2xnDLjI+pFck/wyu7QJeWVzbyX9qYGgEiYR/LZjtb2O78MVpP4Nv7vTfEdzL9lh1XXIliaE5eGEKu0fU4JOfpQBrWXj/w3qEN9Pbahvt7JVeWby2CYbgbTj5ueOKuaD4o0zxE11HZNKs9qwWaGeMxumehKnsa5uTwbqes/D5NC1H7FYXcDx+U9oC0bCMjbuB55xyK0vC3hi60nU7nUbyPTUnnjWNvskTBmx0LMxJP0oA6a8u4LCzmu7qVYoIVLyO3RQOprndJ+IHh/WHvRDcSxCzhE8jXERjHlno4J6itTxFoyeIPD97pUkrxC4jKB16qex/OuXHhPxBqeh3Wla1e6d5Uln9mWS2gKu5H3WYk9vQUAXLb4m+GLjzN11Pbsm0qk8Dq0iscKyjGSCe/vVi18faJdG4Ef2xWgt3uGElsykqhw4GepB6iueuPh5qmt3MF5rN9aR3NnbxwW32WI7Th1Ys+Tkk7QPxq/Z+BdRg1dru41hJo3F0rp5ODtnIJAOcDBAxQBpaL4+0bXr2C0thdwy3MRltzc25jWVR1Kk9ap+Etb1i48ReJdP1q6t5U0+VfKeKMIFRlzzyT+dLofhFYbvTZ7q/a7fRYmtrZTDsAYjBY+vA7cVHpPg3WLPxBqeo3OrW0kOpt/pUCW+3coGAA2eDigC1Y/EPR77Ube0SK7RbqVorW4eLEc7DOdpz7cZ61W8JePpvE2q3dk2g39tHBPLGLplHlEIccnPDewzUfh34fP4dvIRb3tu1jbuWhU2qmYAnO0ufyz1qzo3hDVtF1mWSHxC76TLcy3D2bQKWZn6gv1wDQBHH8TNHfWI7FobiOGa5a1hu2KeXJIDjj5t2MgjOMcV21cFpvw4XSr4C2u7f7BHOZ4ke0R5kJbcV8w9s59+a3P+Efvj42/t061c/Y/s/lDT/+WYP96gDoaKKKACiiigChrV5NYaJe3dtA088MLPHEo5YgcCsLwdZ39v8AD+3S/Eh1CaB5ZllYswdsnHP16V1lZg0+20+HUp1EjfaS00oZyecdB6UAc98KopIfh7YJLkSB5dw4+U+Y2QMV2lcT8KJ0uPAFm0URjjEswQFsnbvJH867agCpc6lY2lxBb3N3BFNcNthjdwGc+gHerdZWpeHtL1e/sb69tElubGTzLeQ9UNatABXP6/4w0vw5PDBerdtJNyBBbPJgepIGBXQU0qrdVB+ooA5R/iFo8djZXZttTMd2zLGBZOWG04O4Y4rb0TWbfXtNS/tY7iOJyQBcRGNjg4zg84rQ2L/dH5UoAAwOBQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVHK0i7PLj35YBucYHc1JQBFcQRXVvJbzxrJFKpV0YZDA9RXO2vw/8MWdpc20elo0VxH5Ugdi2U/ujPQe1dPRQBiWvhPRLKaGaCwjV4rY2qk5P7r+6c9RVeDwL4bt7ae2TS4jBMCrxsSy4PUAE8CujooA5mw8A+GtLnE9jpiW8iq6ho2IwGADd+4AqTSvA/h7RbqS4sbARSSBg/wA5Ibd1yCcHNdFRQBzlj4E8NabNLJa6VChkVlYclcN1AHQZptl4C8M6feJdW2lRLMilUYknapGCBk8DB6V0tFAGLYeFdA0q9F7Y6XbW1wAVEka4PPWtWeCK6gkgnjWSGRSrowyGB6g09lVxhgCOvNOoAqQabZWsRigtIY4yuwqiAAr6fSq9r4f0iyuIri20+3imiUojqmCoPUA+ladFAFGDSNNtZZ5bewto5JyTKyxgF89c+tR2eg6TYSmW0022hkLbt6RjOfY9q0qKACiiigAooooAKKKKACiiigBruERnbooyajtriO8tYriEkxyKGUkYOD7VNRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcX8N4ZItJ1R3ZSsmqXLIB1A3kc12ZzjiuD+FSMmiar5twJbg6pcedtUhVbeeBnt3oA72muCyEK20kcH0p1FACDpS0UUAFFFFABRRRQAUUUUARvEjypIR8yZ2nPr1qSiigAooooAKKKZvw4XDcjOccUAKXUMFLAMegzyadTDGjSK5UF16HHIp9ABRRRQAUUUUAFFFFABRVea2E1xBN5simEkhVbAbI6Ed6sUAFFFFABRRRQAUUhpEDBQGbce5xigB1FFFABUVwu+2lXbu3IRt9eOlS0jfcb6UAcd8MDF/wg1tHEqp5U0yMinOwiRvl/DiuyrivhdNDL4SlEMXllL+5V/wDabzDk/qK7WgAopjSIjKjOoZvugnk/Sn0AFFFFABRRRQAVnabrlhq813DZTGR7STy5vlI2t6c9a0aaqKpJVQCxycDqaAHUVg2N34ik8QalFe6fbx6VEo+xzJLl5W9x271uigBaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiub8c6pdaP4WuLiymSGd3jhWZxkR72ClvwzWRpcH9ha/dH/AIS6bUdlnufTrqcM+8DO8E/dBoA7ujrXB+E/HMvizVLvSLq1toHFp5+60vPNKgnbtYgDDDPY1V8IXkfhrRvFsk9zPc2ml3spUyTmZtqxqcbj+PHagD0aivLdP+KOrX8F7cR6HDJBBp5vVkSWQKpHJR2ZAN2OmM9OtbvhzxXrOoa1eaXqlnYwXP2NLy0SCVm3K2eGJHXI7DvQB2tFeeeAbzURP4sutamZ7mC9bfFHOZIo1C52pnpxV/wv4j8Sa5ew3VxpVmuhXiNJb3EMxaRAOgcdMnHbpQB2lNLAAkkADqc1Q16ITaBqEbM6g278o5Vh8p6EcivKdM0a6uPCUmqwtepp0nh+T7Wl1ctIJ59uQygk4xgnPHXpQB7MDkZFLXB+GvEVxbz6Zpdw1mbN9IW7SZGI2BePmYnBHvgVj6H478Ran4rj06RbNoL2OZrZ44XCJt+6wc4EgPfFAHqlFeT6RrnxEvdHvtWF7oU8dlLLEYTEwEpTqdwPFWdI8eeJZbvTzqVjp4s7m4hiaSIOpVZIjICMk5x0/A0AemKwLMORtODkU+vJtH+I2s3fjawtJmtJ9L1B5o4hbwuAgQEhhI3Dk45A6ZrS0PxJ4j1aOPXPt2mHTHM+6w2bZV2A7QDkksccigD0eivJNG8UeNLqEaiZreaC4tpX8iWJEaF1yV2AMS49a09H8Z6rd6z4Qtri6svL1WylluEVfm8xQcY9BnjFAHpFRCeIzmASoZgoYx7huA9celea/DtNRfVdRuJ/Fv2iMahcxvprouQwYgEEncBjBwOKt+H0+z/FXXzqF5Z3F99lhETBTHJsO47QucHoORzQB6JRXlnh7xH4h1jUoNZl17Tbewa7lgn0qYKjRIpIBz94vx9KqaH4u1278d6fFfaw0dreSSLHarbRtBKFJA2SKxOfrigD16iiigAooooAKKKKACiio5Zo4Iy8siIg4LMwA/M0ARTXE0d3bwpbPJFJu3yhgBHjGMjqc+3pVmkznkUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXC/DHy/wCzdZ2HLf2tc7+CMHef6V3VcP8ADQQjT9a8l92dWuN3GCDu7+tAHcUUUUAFFct4g0HxHqWoCbSvFcmmW4QKYFtEkBPrk81BL4b8Uva2caeMpkliRlnk+xxnzSWJDY/hIHH4UAdhRWdotle6fpkdvqGovqNypJe4eNULc+i8CtGgAooooAKKKKACo5TKIyYkV37BmwPzwakooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigApG+6fpS0jfcb6UAcZ8MViTwpKsasP8AT7ncxHDN5h5Ht/hXaVwvwpff4SufndtupXI+bt854HtXdUAZ95o1lf6lYahcRF7iwLtbtuIClhgnHfitCsy717TbHV7LSrm6VL293GCIg5fAyfatOgArI1fxPoegyRx6rqtrZvICUWaQKWA9M1r1SvdK07UWRr6xtrkpwpmiV8fTIoAyj478Krbx3B1+w8mRiqP5wwxGMgfTIrV0zVbDWbMXem3cV1bklRJE25SR15psejaXEsSx6daKsWTGFhUbM9cccZqzbWsFnCsFtDHDEvRI1CqPwFAE1FFFABRRRQAUUUUAFFFFADJFLxsgYoWGNy9R7ikijMUKRl2faoG5up9zUlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADfn39V2Y/HNOoooAp6lplnq9hLY38Cz20owyN+lcVdaBo9hrMWjaitxe/wBtwvB9quJ/nRUGRGO+K76RxFG8jZ2qCxwOwrI0q90fxVbW2sWsYmEMjiGSWMq0bDhsA9KAMrSfAGmaJem+ivL0zrAYA7TYCxnoMDjjsaXS/h/pOmvMyXF7cQXSv9ogmnLxzs4wzsO5Irq5I1liaNgCrAgg9DSQxiGGONQAEUKAOgwKAOUh+HWjR2M9k82oS2ssZh8l7t9ixn+EDPar1n4N0iy1OPUYRci7jtfsiyNOxPl9geeo9a6Gm7l37cjdjOO+KAOc0fwPo+hXtxd2ZvN9ySZ1luXdZCepZScE03TvAmj6VqMN3aNeIICzRW/2lzEhOc4TOB1NdPRQBXvbSO+sp7Sbd5UyGN9rFTgjBwR0qjpnh3TtK8PjQ7aJjp4Ro/Lkcv8AK2cjJ5xya1qKAMWLwnocNxbzpp0Ikt7b7JEcfdi/ufSqVr4A8OWV3FdQ2R82AnyC0jEQA9kGflHsK6eigDAsPBmgaZa3lva6ekcV4pW4XJ/eA9c/WmxeB/DsLwtHpkQMLIydflKghfyBIroaKAOdi8DeG4Ly2uotLhSW1cyQbcgRsTklR0GauJ4a0WLU/wC0U0y2W7zu80IAc9z9eeta1FAGDd6TYadc215ZaFbzXDThGkRArRq33nqPTdA8NLq1xeWWlwJeQy4aXycFW6/KT9e1dFSAg8igDNi8PaPBqb6nFptsl85y04jAYnGM5/Gqq+DvD66lHqI0q3F5HKZVm2/MGPU5rdooAxm8K6E2rtqraVam+bGZjGM8d/rU1n4e0fT7o3NppttDMSTvSMAjPXHpWnRQAUUUUAFFFFABXJ3fi66tPG7aJ/ZbzWa26TPcxHLRliRyvcZxyOldZXI+IpYtB8U6Xr8xCWsqmwuHx90OQUP03AD8aAN++1nTtMnt4b29hgluXEcKSNgu3oBXn/j64fxR4o07wjbyEWNsRf6vKh+5GvKqceuP5VxPxMt7nxF8Wl0aNDLO9pHFZEEjyGZtzSHHooPP0rV02CDwX4f8ftGsr3aSJZxyTuWeZmjULz15LEgUAe1WskEtpC9s6vAyAxspyCuOMVNWT4atPsHhjTLQqVMVtGhU9iFFa1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXC/DJ0bTdZVVIZdWuQxJ6nca7quJ+G8qyWmuBbZYCurXAIXPJ3dTmgDtqKKjk83KeVs+8N27P3e+PegCSmLv3NnG3+HHX8adkHpTZN4jYxgFwDtB6E9qAH0VDbNO1tG1yipMVG9UOQD3wamoAKKKKACiiigAooooAKKKKACiq9xdJbvCrJIxlfYuxc4OM5PoOOtWKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKZLIsUTyOcKilj9BQA+kblT9KZFIk0SSIcowBB9qeehx6UAcX8MYxF4ZuowoG3UrkbgMb/nzn/PpXa1xnw0Mp8NXTSrGjNqNydsfQDf39DXZ0AVLjTrO6vLa7ntopLi2JMMjLlkJGDg9uKt03coYLkZPQZp1ABRRRQAUUUUAFFFFABRRRQAUUVXtEuI4Nt1Mssu4ncq7RjPAxQBYooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikJCjJIAHc0ALRSAhhkEEHuKWgAooooAKKKKACiuW+Ht1e3vgmxn1G6e5uSZFeVwAx2uwGccdq3Lma+S+tY7e1SS2ct58rSYMfHGB3zQBdooooAKKKKACszQ9Fg0Gxe0t5ZpI2leXMrZILHJA9q06KACiiigApnlp5vm7Rvxt3Y5x6U+sXxZqVzpHhPVNQs1DXNvbtJGCMjIHpQBs5B4B6Utec+G9OsbK30rX/wDhIbyS5urd7maCS53rdHZk7VJwNvtUN/4/8SwafaXkeiWKQahHI9o73LMV2qWHmALxkA9CaAPTKK8otfijrbXlvFdaPZIs+UTy7hmJkMAlXOVGBggHrUunfFHVPs1le6posKWmoWc11bG1mLsvlrkq4KjGfUetAHqVFea6X448R/brH+1rLTPsuq2sk9h9kmZmUqu4K5PHI7jiq/hD4g67rXiK203UobK28+GRvLaGSN1degBbhx6kUAeoBlLFQwJHUZ6U6vP/AAbBcQ+NvFbX9zDLqB8kt5LNsAKnACknGMD86b8Pr3xBdteT6lrVlc20l9cIISp81GViAoOcYwAcY6UAegblLlQw3DkjPNOrzvwxJdD4neKf7ReCS6htrcL5G8DYQxAAJIz6+9Z1h8QPEVxb2Oqyw2AsNRvJLWG2RWaaEjIDNyARxk0Aeq01VVF2qMAdq8s8P+OtfuNa0M6hcabPY6y8sSx26FWhZM9yTnOOlen3U32a0mnCFvLRn2jvgZxQBNVR9SsYr1LKS7hW6kGUhLgO30HWvN9M8XeJpdU8OX81zY3Oma5O8f2OCM+ZbjaSMseu3B3cVJ4R0Ca88ca7q9/dWVzc2upMisbfc6r5a4VX3fKAGxjHrQB6fRUNys0lrKlvIIpmQhHK5Ctjg4715VpHiXxbqXiO30Ce8VL/AE+WV9SWK2AWSJeY9pJ43dKAPWWYKpYkAAZJNRWt5bX0AntZ454iSA8bBhke4rybQvF3iDU9Qtb651C3itri8ktruwuHiVYVBwoQZ3l/qOc07wnrjaPYeHIbe8tIba61O5s57YgAZ3OwbPBDcKMdORQB6v8Aa7f7X9k8+P7SU3+VuG7b649KldQ6lT0Iwa840ia1tfjBqkV5qVpdXLWamGRlVJIwzn91kHBxx71W0rxHqOp+JLya98SQ6V9j1M239lTBBvi6Lyfm3E9COKAPQE1zSjq/9jrfwHUAm77OHBfA74qXVNMtdZ0y40+9iElvOhR1Poa4S61bw9F8XLTyrnTUnSykWVlZQ3mFuAx9T+dcxD4v8VXHjHM+p21h5WotBJY3UyKvkjGAExvZj2IOKAO68CQiIX9hepFNqOkzm0F0VBkeHAaPLdehx+FRa34a0A+OdO1LUdUeGa4kDxaezgR3E6LgPjuQMflVzQZlf4g+Kljw2xLUMQRw21+D74Irgr7XDf8AirSW1PW2W8i15oRpbxKqxRqGVWBI3cjac5wd1AHtG4b9mD0znHH51mQeJNHutbk0aC/ifUYlLPAD8ygdc15MfEXiO68WXaT6sNOvrbURCkEk4ETwbvurFtLMSOd1dDfa3pMPxrsme8tU8rTpIZX8wDEhbhD6H260Ad/cazp1pqdtptxeRR3t0CYIWbDSAdcCr9eX6vq+kWHxa01rzXonKxTB4p/LC2pKjADYyCTjgmqV0viWDxP/AMIlBqupyR3t0t7DqAK4S25MiE47YGMetAHrtFeG63rmuL4yvLW81uXSbmG6H2VDI7K8KgFcRqhD7hnOWGCfappraS8+Kl7o174y1e2tGSOWBEm2h5W+ZowcYGPTrzQB7ZRXj/iXTte03xXHotnrOqTQ606Nbv8AaMG12HL59iK9chj8mCOLcz7FC7nOScDqT60ASUUUUAFFFFABRRRQAVw3w1JaDxATIZD/AGxcfMTnPzV3NcF8L2jNr4gCEkDWLjg9R81AHe0UUUActq3jDSvDutLpc1vePczxNdDyIGkDAfe6emK1NF1+w13S4NQtXZI5s7UlGxwQSCCDz1BrivHQnl8b6N5lvqp063tp2ll0+B2fc4ChQyg9s1z3i7SL3xdBpc2n+H9Q03VispS4JZVigXcAr8YDvnpjIzmgD2fz4vL8zzU2f3twx+dK0saJvZ1VP7xOBXit/C8nhXRNOsfC2qRWcKSCeOeKR8SEYIZFwXyeQ2QBVj+zNYHhTw2dX0nU73T7ASR3+mqu6Rj/AANjI3AfU0Aeq32tabpzWou7yKL7XKIoNzffY9hV5WV1DKQQehB4NeUXPh23m8P+H3tPCmoz2VjfM72N4UM3lsp5ALdMkcE9q9J0UodItxFYSWEYXattKAGjAPTgkfrQBV8S+JLXwzpy3VxHLPJLIIoLeEZeVz2H5Gqo8Wxw+EpNf1HTruxVFZ/ssoBlIHTAB71i/FGwe+07S2h0WTVJLe9Wd4kj3fugDvHUckEYHfFReKbC31X4ewxWHhi6kneEiztmiCvasR1YMw20Adna6taz2NncyutsbpA8cczBW5GcfWpYdSsbiPzIbyB0yV3LICMjqK8t8V2Oq+JPBGlwzeE7uXUbeaJJQ4RXCADeUIbgHGKseIvClpPpmhvpXg11And5rXailAVI+f5scnB4NAHqEU8M+7yZUkCnDbWBwfSi4nitYHnmkWONBlnc4AHua4H4beH9Q0C81Vbmweytp4rZo494K7wm2TAGedw698itP4haPqOraVZGwiNyltdpNc2W7b9piHDJ6HrnB4OKALnhfxbB4lj1N1t2thYXTW7+Y6kEgA5BBxjmr9z4j0i00m51SS/hNlbZ82VG3BcduO9ecQ6Hr0PhfxRHB4eVBqV+s0Vo+wYgIH8KsBuGOmRVDw94V8Qy2fiywn0b7Pa3sCG282NIlaRe2xWYAnHWgD1yw1jT9TsRe2d5DNb7QxkVhgDGefSpLLU7HUlZrK7guAhwxicNj64rhri01rUvAF9Y2vhW30yeRVT7O8iDzh0Y/IRzgcZPNVPhx4d1PQ/E2r3EumXFvp15DEIWmESMhTIKlEPHXjr70AemSSJDE0kjqiKMszHAAqjBrulXNvPcQajbSQwHEsiyAqh9z2rM8dWWp6h4SvLTSbaC5uZNuYp+jKCCccgZ44ya4zw74a1rTZdfN5obTWN7aKIUkMAcsq4AKIAoPP6daAPQrbxJot5PLDbapaSyRR+a6pKDtX1PtTtK8QaTrglOmahBdeUcP5bZ215x4a8C3jfDy+0WTSIdH1Uo0S3pCO0wbk8jJA7Vu+EvD+p2eupe6hpggeGzFr9oN2rF8Y+6iKBjj+LmgDtL6/tNNtWub24jt4FxmSRsAfjWdZeLfD+pXi2llq9pPcMrOI45QSQpwT+FHizSH17wtqOlxCIy3MLInmj5Q3YmuT0vwBc6V4pTV4LewSMXTzFIxtIVoVTaML/eB/PNAHRaJ4tttd17WLC1CNb6dsBuFkBDlhkjHbFT2PjLw9qeorp9lqtvPdNuwkbZ+71rldN03xLbeLta1E+H4I4dVjjjDG6UiHYpXLAdQevHPNQeF/BfiHSdUtpi0NrbQxSLJbtN50bs2cGMFQyD15zQB2Fl4y8PajqZ0601a3lu97IIlbkleoHriqWl+LW1jxrqGkWi28ljZW4aScSfOJS2Nu304PNct4d8IeJdK16x8mCKysoZ3luybgTRS7ic+UpG5Cc9zW3b6X4si8fXOsNb6V/Z88S22wTP5iorE7vu4J5PH60Aa1t478MXmoR2NvrNrJcyOUVFfqw/h+vtRP468NW2rnS5tVhS6D+XtOcb84256bvbrXLHwd4kOnQ27QaQ0lvrR1BH3sBJGWY4b5fvDdx9BWHCNTi8T3tzHpMFzHBqrvDpzTsHVy2GlClOcgk/exQB7RRXOyWniV/GVvdR31umgCAiS1K/vDJ9f/r10VABRRRQBHLEs0RjYsAf7pwacRhCPanUh5B+lAHB/CT/AJFS9/7Cl1/6HXe1wnwrJTQNTt3QJNFqtyHQD7uWyP0ru6AOa1Tw7eXvjbR9bh1Aw21lFJHNbjP73d09v/1V0tFFABXM6zq9/Y+K9Lsop7VLK6hnaUSD59yLkFeeR6101c/qXhkah4t0vXWuihsIpY1hCZ3bxgknPb6UAY2j+OCvhqxvtS828ur+eSO2itLVg0gUnkLycYXOferln8QtIvryzt4Euf8ASEd2kePYsOxtrByehDYGPcVBb+B7u2XT5V12R7zT7iaSCV4Bjy5PvRsoPP1zTbr4a6ZqOlQWmoXNxLKssss00Z8vz2kOW3Ads4IH+yKANzw74ktPEtvcT2cNzHHBM0LGaMpuYdcZ61X8Q+LrTw3cW8NxZX87ThihtrdnHHJ5HtVzw3oUHhrQLXSbd2kSBcGR/vOSckn3NV/EHhs67c2Mwv5rY2pk+VORIHXaQaAMyw+I2lX09rB9kv4ZLm4FuqywEbWYZXd6ZHSnx/EDTZNF1DUTbXa/Yr02JgKfvJJcgAKO+SRUEfw8gjUOupXH2qN4ZoZiudksa7QxGfmBHY1HD8OIk0G/0+bWL2Wa7ulvftOFUxTg53IB0GQODmgCG+8WaneHS57OyvbJ4tSNrdWUsY3TZjYgBumOOucV03hzxFbeI7OeeCKSGS3ne3nikxlHU4IyOD+FZcfhC/nFq+q+I7u8mtblLiIpEkagqCMYweoJzz+VX/DXhmPw0l8kV7cXIu7hrlvO2/KzdcYAoAseIta/4R7QrnVDaTXSW673jhxu29zz6Vzf/Cx1Tw1Prtzot3aWhCC0+0Mqtcs5wABngdOTXUa7pX9uaJd6Ybh7dbmMxtJGAWAPXGaxo/BFvP4PHhzVb2bUIYyPJmkUK8YH3MY4JXHU0AZcHxNiXTNSkvdNkjvbFo1MEMgkSQyEBQH6ZyefShPiU8Wl6jd33h+8hOnTxwT7HRkLMeqtnBAyM/UVb1HwrexeHL20S5l1p59itBeeWitGGGQu0ABsZwTVXS/Bc8tvfaXfoY9AuIFVLNxGHjlByXBjGOwOSSc0AbVv4hi1rXdV8OJHdWtxawRyG4UryrjIK9efqKz/AAVd3Nr4KuLi5mub+SCefBkYF3CscDNP0zwEum6nfakuu6nLfXdutuZ3KZRV+7gBcEgetTR+AtMTw/daK11fyWdySzh5uQxOSwIHr26UAUNJ8dajq39pQR6Ki31rbrcRw/alYOpOMFh91h3FWPB3izWvFDpcz+HmsNMeIsk8kwZmYHGAo7deaZpvw6tNNvWvY9W1FrhrVrQkMiDYeh2qoGR6+ta/hbwxF4V05rGC/vbqHIKi6kDbB6LgDA70AaGr3U1lo95d26RvNDC0iiRtq5AzyewrhfDfjLxFF4KuPEfia0tBYpaieGS2ky8uTwCvbqK9EnhjuIJIJkDxyKUdT0IIwRXNad4D0rTra5tBLeXFnNEYBbXExeOOM/wqvQY7UAcdrninWNS0HUbHVrA6XefYhqFi9rd8uoYYBI7889q6LQPGF8L6fSNd0+O0uoLIXcTpOHWSIDHLdj9avWnw/wBDtYLiKRbm78+H7OXupy7JF/dU/wAI+lTWHgjRbC1vIPLnuftkXkTSXMzSO0eMbcnoPpQBzvh/4i3d/qN3HqVtapbx2D30f2WQyNtVsbScYJx6E1Y0rxnrlxZrrF7o8A0Oaze7jmgn3SIACQrL3YjHStXSvAWiaReQXUIu5JoIzDGZrhmCxkY2Y6bR6YqbTvA/h7SrlJ7OxZGTcFQzyMi7uuELbe57UAYeieLPEc8S6xqdjYjQp7R7pXt5syQgDIVgfvE+1N0nx3qk+p6It/p1stlrgY2jwSlnjAGRvBGOnpWxpvw+8O6VqTXtrayqx3bIjO5ij3DDbUzgZqfR/BWi6He/arOGUOm7yUklZ0gDfeCA9M0AbyzRPI8aSKzpjcoPK59azvEkNvP4a1JLoN5H2d2faxU4Ck8Ec1iaD4Qn0zxtrfiKW52rf4RbVHLLgY+die/sOBXV3NvFdW8lvOgkhkUq6N0YHqDQB5X4d8V65pWm29rc29u8R0A39rFHuLoUwArk8nPB/Or9x4s8RWc2k2aXNhf3WqWzuvkRH/R3Vc7iATle3au4tdA0myeJ7bT4I2ihNuhC/djJyUHtntTNN8NaLpFw9xp+l2ttM4wXjjAOPTNAHDeHPiNNr17o2jx3UR1Zyz34FswTao+YKexB4r06qVvpOnWlx59vY28U2CPMSMBuTk8+5q7QAUUUUAcj4L8DDwWk1vb6xfXVm3+rtpypWMk5JGBnJrrqKKACiiigAopjOqAFmCgkDk45PSn0AFVIEvReXLTzRNbkr5CIhDKMc7jnnmrdFABRRRQAVHLEk0TxSoHjdSrKwyCD1BqSobiYW9tLMQCI0LYJxnA9aAMLTPA+gaRffa7OyKuFZEV5GdIlbqEUnCg+1U7f4b+HoZbhnhuJ4pVZEhmnZo4FYfMI1zhc57ViaT8UrnUtQurY6GFMdm91Ekd0rs2zqrYGAT2qfSPiVPeajbw6lorWFvdWD31u4mEjFU5bIAGOOlAG7D4H0OyAlsrGNbuNR5M0hLlWVNink9hxUPhLwbb6HoVvbX8UNxfLA0E0oyVdSSSAD0Bz0rE0XVr7WPiHpmpTQTWtpeaVK8ELXAdWUOhDbQMA4PvXfX95Hp+nXN7LnyreJpXx1woJP8qAMfSvBWgaNJM9lYhTNGYiHdnCIeqqCflXnoMU/S/B+h6Pei8srPbOqlY2aRm8pT1VAT8o9hXPaP4+1C8v9KF/o6W1lrSM2nOk29iwGcPxxkY5rH8Cadq+q+NNU1nWoZfNtrqWJZBesUUg4CCMfLgDvQB3Nt4N8P2ertq1vpkKX7MXM4zuJPc0tv4P8P2urf2rDpVul7vMnmhedx6t9TW1Jv8AKby8b8HbnpmvOfA114q1i11FtfvdPuNLMtxE4Td5qYYrtyDwoxx3xQB1lr4O0Cy1c6rb6bEl+WLGcZ3Enrk59zTofCeg2+qS6lHpdut5KWLy7cklvvfnXE+D/E1zplp4YsJjHPYamtwsLjJkQxlmySTyCP5UukfEjV9X1e1e20uKbS7uV40Chw8IUkB3Y/LgkdB0oA7uDw5olr5HkaTZxmBi0RWFcoT1I44NatRs7JAzlfmC525746ZryGw+Jfie/wBTeHyNOt/mmC29zHIhIUHbtf7rk47UAel2fhjRbDU5NStdNt4ryTO6VV55649M02w8MaHpV9Jf2enQQXDbi8qjBOTkk15zpXxK8RNrGmQ6jHpr2lzJDHIIQyyZliLrgEngY59avWXjnXtQg0bUpbOxl0fWLtrT7Kit50afMNzHODwpJGKAPTo5UlQPG6up6FTkVElnbR3Ul2lvEtxKAskoQBmA6Anqa8l+HXiC7uLmHR9NmgsdKt5pZc3KZe5UyP8ALGScDHGe9WNF+IPiPWfEkckMEX9lm9a2kgaIL5aA43eYT8x9sUAemLo2lpfNerp1qLtuswhXefxxmlOlaeTk2Nsf3vnf6off/vfXgc02HWdNuNTm02G9ge9hGZIA43qPcVfoAzf+Ef0fzhN/Zdn5ok84P5C53/3s46+9Om0TS7i+W9m060ku0IKzNCpcEehxmtCigDLbw7oskjyPpNizu4kZjApLN/ePHX3q69rbM/mvBEzjncUBNT0yRS8TqpwxUgH0oA4X4cM1/d+KNbaIr9t1Ro0Y8bkiAQcfXNds1rbvL5rQRGTruKDP51keHdPTwv4Wgtry4UeTveaaRgASzliSfxrdBBGQcg0ARm3gMvmmGMyD+PaM/nTTaW5kLmCIuTktsGSanooAgeztZHLvbRM56sUBNS7VyDgZHQ46U6igCNoYnkEjRoXXoxUZH40hgiLhzEhcHOdozn1qWigDFtPDVnaeIbnWzLcT3c42r5z7lhXuEH8INbVFFABRRRQAUUUUAFFFFABXBfDOWF28TLAjiNdYmw7KBuyeeB6V3teffDW5M2q+MIw7lI9Xk25GAMgZxQB6DRRRQAUUUUAFFFFABRRRQAUUUUAFFNUtltygAHjnqKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTdi79+BuxjPtQA6iiigAooooAKTAznApaKACiiigAooooAKQnCkilpDyKAOD+Fdx9q0fV7h0RZ31a48zaechsDI7cCu9rhvhlbR2um61H5oluRq0/nP3JyCM/ga7mgAooooAK57VvGug6Jq8OlX96Y7yYbljETtx6kgV0Nc1rWgX194gt9Vsp7WN4LWSACaIvksQc9e2KAGW3j/wAO3d3Baw3chmnaVEQwODujGWByOCBzin/8J54eOhwawt472lxMYItsLl3kBI2hMZzwe1YUvgTU49SGsw3Vo+ow6hJeQoyMIyrxhGRufRQc1Db/AA61S30axA1WBtU0+/lvbVzEfKHmZyhXPTk80AXL3xyGmsNV024WbRi8kF1b/Zn+0mRegReufbFdN4d8Q2HifSU1LTmkMDMyESIVZWBwQR6isSHw5r811Y3V/qdl5ttdNcFLe22KwYYweeT15q/4Q8Oz+GtPubOa7W5Et1JcK4XaRvOcH1oAqeLde1Oz1TR9D0UQrf6lI37+dSyRRoMscDqfSptJ1S/0y2vP+Et1DT4WS52QThliWRCoIOCxwc7uPapvEugXWrvY3enXws9QsZTJDIyb0YEEFWHoQapeHvA9tp9hfx6x5GpXGoTma43Rfu/QKqnOAAT+ZoAn13UJ9Y8N3cvhXXrOO5gBczxhZwAATtxnAzxzTNNl17Vvh5ZTQ6hDHq9xbRubowgqpOCTt6Zxmp9Y8Nu3h+503w8bPTHuR5csnkZGwjBwBjnHSs/w/wCHPE+h+F20o69bSzQ7VtJja8Ig/hYZ5z60AVvh5rmpajd65p97fNfxafcCOG5li8qRgRkhl46HocV1HiHU5dG8P32owWzXMtvC0ixL/EQKyfDPha80vVr/AFnVdRF7qd6qo5jj8uNEXoFX+pre1WxGqaTd2BkaMXETRl16rkYyKAOU0Tx883hSTW/EGlXGlJEkbEsNwmL9PLAJJ7fnWbr3jqa90LUTpzXujavp6rcm2uYELTQlsdDkYP5g1pHwJdXvhh9A1fXJbu1WONLdlhRHhKEFWyByeB1qvJ8N21eO7k8RatJe3ssAtoriGMRGKNX3Dp1OQM5oA1NE8cWup2t99osby0vbCMSz2kke6QoRlWULnOfSqWlfE3S79NUN1aXWntp8H2l1uAMtEejcZwc9jzUkXgANY6sLvVrqXUtSjSGW9QBGVE+6oA4+vrWfo3wrtdPu9Rlu70XEV/Z/ZJYUt0iUr6/KOvvQBqad46Fws8mo6Ne6ZbRWf20XE2GjaP6r0OOcdaj0z4gC5iuLrUtFvdOso7UXcdzIA6SxnGMbejHPTrT9K8E3VraSWOp+ILzUtPMBtltpVUL5ZBAzgZJA7+1Fn4CSHSptJu9a1G9014DbpbTMMIvGMEDORjigC3pPi5b/AFkaTfadcabeSQ+fbpOVbzY84JBXoRxkGumrnNE8Lf2ZqBv7zUJtQu0i+zwSSqAYoh/CMdSccnvVLwtoviDTPE2u3Go6nNdaZcSA2kcz7mX1I/ujtj2oAveOllbwVqphvZbKRIC6zxEhkxz25rM0DxfPta01a18oW+mperciXf5seBlm4G1j1xk/Wuo1XTbfWNKudOuw5t7mMxyBGKnB9COlZtv4S063uIp8zSNHZ/YiHkJV4uwZehxQByN38U9QttOTUP8AhFbgWt1EZbF2uF/fADc2QM7flBP4VqaX4/k1bxPYaPaWNvMJYGkupobreLdlA3KRt55IGc81Ppvw50qx2xy3N3d20SSx21vPJlIEkBDBcexx7CrvhzwLoHhS5efSLPyJZIVhdtxO4Ak5Oe/PJoA2NXvZNN0i7vYoPPe3iaQRbtu7AzjPauC0n4m6pqV1tfwy0duVXEq3QY7nUsoI28A469q9BvrOHUbCeyuATDPG0bgHBwRg81jaJ4L0fQYGhtUmdW2f66UuRsGFxn0BoAy9P8fSXV7okM+mGGLU7OW5Mgl3eU0edy4xz061W0rxJrfiqJZH0ZE8O6jHIsN3b3RE0aruG5hxjOOMHIrQ0/4c6Jp2sw6nG968tvvECSXLMkat1ULnGOTxT7P4faNYXKSW8t+kccjyJbi7fylLZzhM47mgDG8EeINXjn0fRtRWCa1urBprW6WRmlcIQP3meMkEGvRaxLTwno1jd2V1b2YWaxiMNu24ny0J5A/OtugAqlp41AJN/aBgLea3leSCB5fbOe9XaKACionuIYpY4pJo0kkyERmALfQd6KAJaKaFw5bceQBjsKdQBXkuDHdwwCGVhIGJkUfKmPU9s1YoooAY6JIAHUMAQRn1HIp9FFABRRRQAUxSxZgVwAeDnrT6KAG5beRt+XAwc96ranp0GraZc6fdBjBcRmN9rYOD6Glh1Czuby4s4bmOS5ttvnRK2Wj3DIyO2RVqgDh7D4aWFjMkv9o3zPFA1vHsYRhY2GMYA5PualsPhvpOn3Gmyx3N6/8AZ8LwRLJLuBjf7yt6g12dFAHIaX8O9I0jWLTUbae+L2YZbeN5yUiRs5UD05rq5Yo54nilQPG6lWUjIIPUGpKKAOX0vwNpek3qXMEt0/koyWscsu5LYN18sdqd4d8GWvhq7mntNQ1CRZnaSSKabcjO3VsetdNRQAVxth8PtJ0fxTe6/bz3SJcqzSWgc+TubO5sd85Ndg2dh243Y4z61znhDUPEV9DqCeIrGK2mgumjhaLIWWPHDDNAGXceFLGx1/w/BaaEZNPtnleKeOUj7I7ZJyvdT0qx/wAIh4TsNctAqGC6kkaeC2SZghYclgo4712NQGK3e7EpjQ3CJgPj5gp96AJXRXRkYZVhgj1Fcxa/D/w7aXQnW0Z2UMESWRmVN3XaD06mupooAwE8F+HI5opk0i2EsRRo3wcqUBC4+gJosfB2h6dqsmpWtkEnkZmxuO1Gb7xVegJ9q36KAOcbwf4Ys7ZXOlWyRW0hnXAPyN3YVKnhLw7LerqSaXbm4ZhKJAD971x0zW91qvbWsNojrApUO5kbLE/MevWgChB4a0i38QT67FZRrqU6BJJx1IrXoooAQkAZJwKQuoZVJGW6e9QXtlBqFnLaXKloZRhwGKkj6jkU9sW9uPLiZ9gAVV646d6AJqKKKAI5Yo54mjlRZEYYKsMg08AAYFLRQBXuoJLiIJHcPAwYNuTqQO341YoooAKKKKACmhFDlwPmIwTTqKACiiigAooooAKaVy6ncRjt606igBrrvQrkjIxkHBp1FFABXA/D/wCXxP43QcIurHA7DKjNd9XCeAb5brXfGMcflmOLVmw69Wyozk0Ad3RRRQAUUUUAFFFFABRRRQAUUUUAFFFQu8q3EaLDuiYHdJuHy+nHfNAE1FFFABRRRQAUUUUAFFFFABRRUaI6ySM0hYMcqpH3aAJKKKKACiiigAooooAKKKKACiiigAooooAKQ9KWigDz/wCFiTx2viGK4k82RNXmy+OucH/CvQK4f4aPM9jrfm2YtgNWn285Lcjr/nvXcUAFFFFABXHeNPEWr+H7nT2tJdJis7mTynkvpGUocZyMdRXY1h654XsPEF9plxfr5gsJjKkRAKuSpGGB+tAGFD47fSNDiv8AxPGiLcT7bWXT0aWOWMhdr+oznp7Vfbx7pUOkQ6jcQ3sKTzNDDC8B82QjuF64x3pfFfhm71jR7Gw0e6h08WlxHMuUJXCchcDtnFReJvCd54hg0yf7ZFFf2W7IIbypNy4boQw6cc0APf4heHxpMN/HPLKJpHijgjiJlZ1+8NvXio5PiT4ej0u11DzLl47lzFGiQMX8wdUI7N7Vn/8ACDajatYanp0+m2+sWnmKcQN5Lo55yM53cdadH4BvbW2sHtdRhW/j1E6hdStEdsrHqAM8DHSgDpPDfiaw8U6c15YeaojkMUkcyFHRh1BBrZrjNG8Oap4a0/xE51P7Q97NJdW+yEs0RIPbqx6ce1XvAsuuzeFLV/EQP9oZYFmXazJn5Sw7EjtQBNrXiux0LV9N027iuN9+WEciR5Rdoydx7cc1xvjjx9c21u0miSXER0/UIIbr9yGWdZOcIe/H867LxX4WtfFulJYXUjxBJVkEiD5gBwwH1BIP1rAtvhZp1n4aTRoL2YIuoJfGVlDMSpyq9emMCgDZsPG2m3thqVy0V1byaaM3NvNERIgxkfL3zWTcfEuzk8Oaxf2NjdG806ATNazxlGIb7pPtVm98CyTXGv3FprE9rLq+wlkQZjK9s55B71n6f8NHij1n7bqu99WtVt5lhh2rHt4DKSST+NAHR+FNdv8AXtM+0ahotzpcy7QUmIxJkZLLjtVX4hXF9Z+DLy7069ktbiAo4aNcs43AFR9c1e8P6RqOkxSJf6y+ogqiRhoVjEYUY4APOePyqbxFoqeIdEn0yS4lt1l2nzIj8wIYEfqKAMjSvG0N2+qW11p95a3WmRLLLG67mdGGQy49fSqun/EvTbu21KW5s7uzawgFxIkgDExk8EY7+1SXvw/hvbrV7g6tfRvqdvHBJsbGzZ0K46VR074ZjT0vgmrkNeQrFJ5dqqg7ehIJOff1oA3PDHiv/hJXuAunTWyRKrpK0iukgbpgr0PHSp/F4b/hFr5l1KXTnVNy3MRwyEHj8zx+NUvCfgq28LXF3cpcebPdBQ4SMRRgDphASAfetjXdHg1/RbrS7iSSOK4XazRnDDnORQBj2njG0tjqNrqsc1nNpkAnkMxBMsPQSDHqQePWsnSPilZ391dR3VhLBFDbPdpOjCRWiXscdGx2rXsvA2nwx3/22e51G4vYPs0txdMC/lY4UYGAO/1qtpXw8sNMtHs2v7y4smiaH7O5VVwRg52gEnHrQBj6f8Vmu/NI0V5QbVruH7PMGzGOoc9FbHOK1/DXji51vWl0+90WfTxcWou7R5HDeZHxnOOh5FVV8EaX4d0yZZNW1AWZhaBYUCDhhjGFXLHsM1e0LwbbWM+kahFfakTY2hto45yAShOcOMden5UAdPfXcWn2FxeTEiK3jaV8eijJ/lXDeFfiK3ijVYtPew8pLq2M8csDlvLHHDnHynBFd7PDHc28kEyB4pFKOp6MCMEVnw6DY20NnDaK9tFZoUhSFtoAIxz647ZoA5zwXZS6Zq/ii0S7ursQ3SeV9plLkZjVsZPTk1Q0TV9Xg1Dxhe3scsl3ZBSll54aIDbkBT2rd0bwRZ6NqMuoJqOpT3UzFpXlnyJCRjJXGOB0+lV7L4eWFneXl3/aWpyT3pb7SXn4lDDGCMY4HSgDM8N/ETUtX16302/0NbRJztWRZg2G8vzACPcVc8NXd8/iLxfJNdG4ktpUSK383McY2bgAP4c96s2nw40Ky1S31GFr3z7dlaPNwSuQu0HH04qbSfAekaNrFxqltLetc3OTMZLgsshIxkjvgUAYXh7x/qmpzWV1f2Fta6fqFrNLb/vOUaI87z6EfliqnhX4ga1qvi20sbpbOWzvY5GQwIyiPZjkO3Dg57V1Fh8PvDlhDbRrZNMLYSLD58hbYr/eA7YOasw+C9Agm0+WOwCvp+77KfMf91k5OOfegDA8Jan4lu9X1e41PUrGTTYbmaGO2RMSqU6YPpVHQvGniPVr6wvBBE2n3NzJDLAItphRc4beT8x4HHvXYw+EdCt9cbWYrBUv2cuZQ7feIwTjOM/hUkfhfRYtSbUU0+IXTSCUvk4Dj+IDOAfcCgDhY9RXxP4i8Pa3c6haW8CX8sVtZlP36kK64Y9RnGcfSiu7bwxobaj/AGgdLtftgcSed5Y3bh3+tFAGvRRRQAUUUUAFFFFABRRRQAUVGsKo7uu7L8nLEj8B2qrq+nDVtJurA3E1uLiMx+bC211z3BoAmFnbrJPLHEkc04AkljUB2wMAk98dqdFCY44086R9gwSxGW9zxWfBY3ulaRYWNhItwYNkbyXbHcYxwTkDlq1qACiiigAooooAKKKKACq8trHNcQTOX3wElMOQMkY5A4PXvViigAqjbWM0GpXd299NMk+3ZA2NsWBj5cevvV6igAooqG4t47u2kt5l3RSKVYZxkGgCaimRosUaxqMKoAA9hT6ACk6c0tIeeDQAAhhkHIPelpFAUAAAAdAKWgAooooAKKKKACiiigAooooAKKKKACkPSlooAagIUBm3EdTjGadRRQAUUUUAFFFFABRRRQAVwPgEIPE/jYLkN/axyMcfcFd9XCeBPK/4Sjxr5Yfd/anz7iMZ2DpQB3dFFNdgqMxzgDJwKAHUVFBMlxAkybtjqGG5SpwfUHkVLQAUUUUAFFFFABRRRQAUUUUAFFFFABUcvl7C0pCqvzEk4AxUlRzQx3ELwyoHjdSrKw4IPUUAEUsc8SyxOrxsMqynII9jUlQWlpBY2sVraxLFBEoVI0GAoHYVPQAUUUUAFFFFABRWfeW+oy6jYy2t6kNrGzG5hMQYzAj5QG/hwea0KACiiigAooooAKKKKACiiigAooooAKQ9KWigDhfhlLKLPXbSUtI1vq0485v484P6dK7quJ+HYuceIjLnyTq0vk/TAzXbUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcr4A1a/1bwjb3mrXUM900skZkQBQ21yo49eK6WdZJLeRIZPLlZSEcjO044OKAJaK4r4c6vq2qWWqx6xdpdXFnfPbiVIwgIX2rtaACiiigAooooAKKKKAM+PVBJrU2mfZrgGKJZfPKfu2yegPrWhRVa/Rn0+4VJmhcxtiReqnHUUAWaK8k+Hl94g1K+tpr/VdVfyY5HeO5QCG5BYhdjdzxWj4PPiDWPFGoatqn2yAW88kH2dLlfKAXG1dg69c59aAPSqbuXft3DdjOO+K848J3mr32t6rrmqm/ihtpZ4/J89TCqqAQuwd8EnPrVnw98QX1jWLXzdHMNrfW7S29wj72WNckeYB93ODigD0CiuL0jxnqOuXVvNY6DI+kXTSLDemUcbejMvUAmqPgLW/GWrzzvq9rYNp32iVBPHJ+8QqcBdvp70AehUU12CIzHooJNed2fxJvLi5sb6XSEj8PX939it7rzcyiTcVBZewJFAHo1FeZaAmo65491i4vvN22N95YEd4QsShFK/ux1znNem0AFICD3HNee+DL7xLrl5rC6nf2U+lrcTW+2EFZYyDgAH0xWT4J1i90TT9Ls5IIptPuNSuLZJWnZ5lILbev05oA9XdQ6FSTgjHBwaUcV5XpHxK1vWNa8y101JtN+0m3e3jRvNiUPtMhY/L+Feq9qACivJIviL4iuvExtxHp9pa/aJII4LkNmTaCdwkHy9ugpLD4g+KjfWQvYdKa1meJ3aBmY+W7FQB2yMUAeuVHHLHKCY3VwCVJU5wR1FeaW/xA1iW5stSntrM6Bf3xsEjQt58bbiu4+vTp2qt4S1hrHxFceHdL+z2kA1O4lme4JbzFBXKITxu5z7DFAHq+RnGefSlrzsS3ifGlLe8mil3aVJJa7SVCL5mNrDox96pWnizxO11YX13d6YLOTVZNOktY1O44ZgG3H02/rQB6jRXmQ8YeJ5/GMmm2i2Lot+1s1q8bb44gM+azDsa9M5x70ALRXl83irxhZ32p3Ep0ySzsNSjtDbIpEkiPtI2n+8A449jU93rPiq7+IFz4bs9W0+2jhiS7WV4csVJI8vHr70Aek0V5FqnjPxWk2qarbzWkNnpN8LRtOaPMl0MgFgeoznIxWhf614k1DxNqcVlrtjpMVikLpbXcXEoYZYlj27cUAem0V5Hqfi/xVd+IL+1sHjtEsniRd5QRyZAJZi3O09iKPF3jXXtO8TXMUF4trYWohzJHEsyKTgt5n8Q6jGKAPT106JdWbURJMJXiETJvOwgHIO3pnnrV2vG9b8da3ZeLJla+ePS0uoIke3hSRApC7g/8QY56D1r1u4gN1DGEnliwyvujOCQOx9jQBZorzHxH4h16HW9dMOuWmnW+lwpJDbSQgtcZGTyecduK5y/8W+KFsdV1KXX0tbixit7pLBIlwRIOUYnkgcfnQB7jUc0fnQyR7mTepXchwRkdQexqOxn+1afbXGQfNiV8jocgGrFAEUMXkwJFvd9igbnOWPuT3qWiigAoqvJ9p+1Q+V5X2fB83dndntjtUzoHADdiD+VADq4fwLMX8QeMYyUwmrNjA55UdT3ruK4DwCR/wAJZ44Gef7Vzj/gAoA7+iiigDC1fxfoOg30VlqeoLBcyrvjjKMxYe2AanhutO8V6A72V20tldIyCaBih64ODwQcg1y/jkW7+IdJE07WgW3uQ94se4wBlGDnHsRXK+JNQF5YaY/hddSsdWkklS3t2BjhkRd252HQZzkHrmgD2SGJYYUiUkhFCgscnipK8T+3tc+D9NsdMu9aeaQSS3kk03lfOowyM56c4IA60+x1u71Pwz4bk1e71RtNQTJfT26sriVeFDY5I9+9AHsc9xDbKrTypErMFBdgASeAKlBB6V5LrVtp1/8AD3S3a71W90y11KN5biVWWTy93J9SADwfau+8JDTF0GNdINwbQO2Dcbt5JOTndz3oA2J5lt7eSZgzLGpYhRknHoO5rO8PeILPxLpCalZeYsLMy4lXawKnByPwrm/H7yC+0dLs340VjJ9qazJDCQAGPcRzj7344rio7lh8NdJ04WOoos15JDNJueJVAYkGRh8xU57UAe0XN5bWds1zczxwwL96R2AUfjUiSJIgdHVlIyCDkV8+Obib4T69p0lrdFbbUkZI5N5BiLD7hblh9a66fUdNk+Hl1DoOjarawedHHKCkkRXOMt/eKjHOKAPVwwYZBBHtQSAMk15n8InuYxrtrcQTQp9qEsCFX2CMqB8pbnGRXRePYL680a3srGwkuzcXKLJtlKKi9SXK87exx60AdTvXbu3DHrmk82PLDevy8tz0+teM2Wnaha+BfFmnajYXz7LhprBY43C/MOPL5zgNmpIPC6XXw1u5/DUN9/al0kaXi3Ur7ztOXCg96APYIbiG5TzIJo5UzjcjBhn6ipCwUZJAHvXmvwy0mfSr2+zb3ttbzRqfIe2MMKsO4BJJY9zW38RtNbVPDsEKW1zcOL2BttuTkLvG8nHbbuoA6wyxhWYuuFGSc9KyfDniS18TWM15aQ3EUMczQ5nTbuKnBI9q8s8M6NqGk6rfQapoOoPpMtlJHNGoaTznWdtmOf7hH4CtPRDfH4b6poCaBq9nPiZol2bDsZyRtb1APSgD1OC7trnf9nuIpdhw3luG2n3x0psd9aSiQx3UDiL/AFm2QHZ9fSvJPCmhaxbaXryPptztnsRGtwkZt5XcfwhCeTj+KpfAWg6jpuoXl1d6ZLLYCxMUjTW5imkPULszhz1+agD0PRfE9lra6hJCrxQWU5geaUqEcjqVOenTn3rSg1CyupDHb3lvM4GSscqscfQGvNfDulXU3hXxRp03hy5tINRlmmtIHAAwUAUEA/Kcrn8araP4Vn0fV9AvU0WTTraDSZY9QmifkSEc7vXGCc+4oA9UivrSeVoYrqF5F+8iyAsPqKs14x4R0WHT9a0DV9Sg3NNF5Ns9opKFmJYNKe7Yx+dejaRqmvXfiPVLTUdIW102DH2S5D5M3PcdqAOhooooAKKKa7bFLBS2Ow60AOooooAKKKKACiiigDhPhxvW68Uo7E7dXkwM5Ayoru64L4bBftHinBOf7Xkz+QrvaAEBB6HNLUFraQ2VusFumyJSSFznqcn9TU9ABUUk8UTKskqIWzgMwBNS1h634S0bxFdW9xqdp50luCE+cqMHqDg80AaDanp6xrK19bCNiQrGZcHHXBzU8FxBdR+ZbzRypnG6Ngw/MVz0vgDwtNpcGmyaPbtaQOZI4znCsep61q6NoWm+H7L7HpVoltbli+xM4yep5oA0aKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8+8KeANS0TSbvRdR1WC702RvNg8qIpLHKW3Fs57HoK2dA0HXdG8N3VlNrn27UXd2hubhMhM9AR3rqKKAOM8F+EtX8M3N493rEN3FeSGeWNLfZ+9bqQc9PauzoooAKKKKACiiigAoopiKVBBYsck5NAD6gu4GurOaBZWiaRCvmKMlcjqKitLBbS5u5xPcSG5kEhWV9ypwBhR2HHSrMjMsbsib3Ckqucbj6ZoA4/Tvh9BYXmnStrGpT2+nEtbW0kg2Kx7nA569DVvw74Pbw5e3s0Gr3c0V5K80kMoXAdv4getYHhXxT4o8R2F+NV0cWdp+/CahbzplNuQF2cnI9ab4O8Y3lvZ6Bpes2tyWvoZjDeyyKzSlCSMqOmVoA6Hw94PGgz6g51W6vIb92kmhnA2726kY6cDFLpXgfTtGuI3s7rUEgjJ2WpnzEAc/Ltx056ZrnvD3xYh1/wAQWmnxaaRBePIkUsc290255kTHyg4Pc16MxIUlRlscDOM0Ac1ZeB9O0/URdWl1fwwrN5yWcc+IFY9flx0yScZp+m+C9N0jVpNQs7i+jLyvM1v5/wC53N1O3Fc74E8W+JNYs7q/1aztRpsEtwJLhJfnXYxwoTHIAHXNPg+IH9qW1qLzSbiz0/WFkjsLqOYMzkA4BUcqTjjrQB6Fww7EGuZsvAmjWN4s0S3DRJcNdR20km6GOVurKuOPb61ynw88WXlppuhaRqtnOI77zktLySbe7lWY4kU8qcD3q9b/ABPaTxbFo0ulxJFLeNapKt4jucA/NsHbj1oA6PTPB9hpOv3ms21xefaLxy86NLmNie+3HbtXQ1wuleMdc1vVUnsNESTQTdvaNP52JQVJBk2nouRjHWo7HxpreqXU19ZaRBJodvdyW0z+fidVTO6TaeMcdM5oA3LXwVotlrc+rW0M0VxOxd0WdhGWPVtucZNNtvAvh+1jto4bIqttdG7iHmt8sp6t1rm7H4j6hNdaVe3WlQw6Hq1wba0lWYtKDk4ZlxjBxXoQuYDcm2E0ZnC7zFuG4D1x1xQBgR+BNBi1R9QjtpUleXzmRJ3EZfOS2wHGc10hAIxS0UAc9Z+C9DsWPk2rFA7yJG8jMkbMMMVB6d/zpE8EeH47WK2TT1WOLbswzAja25ec9jXRUUAc9beC9BtNZOqwWQW43FwN5KK56sF6Bj60yXwJ4dn80y6eGMlz9rY724l7sOeM98V0GJfPzuXytvTHzZ/wqSgDAn8G6FcawmrSWhN/G+9ZhK4IPp16cdOlOfwf4fkiMbaXBtM32g9c+Z/eznrW7RQBwcPw5Q3uqvcXshS8lE0c8UjpMh3ZwcHBA6V3SKEQKMkAY5p1FAGFaeGre11q+vmWOZLuZbnbIuTHKqhQR26D65qV/C2iPrS6w2nxHUFO4XHO7PT1rYooAwL/AMI6XqHiWy16WLF3ahhx0kz03DvjtVrU/Dmja1LHLqWm29zJGMK0i5IHpWrRQBk3nhrRdQuobi80y2mmhAWNnQHAHQe4FMuvCug3t/8Ab7nSraW6+XMjLydvTPritmigDHk8L6HLqn9pvpds15uDeaU5yBgH0z71sUUUAZ19oWl6ldwXV7YQTzwHMbyJkrT5NH0yaSSSXTrR3lG2RmhUlx6E45q9RQBCbdRAkURMKJjaI8DAHb6dqmoooAKKKKACiiigArgfBUsknjvxqHCgLeRgFYyvAQDr3Nd9XEeEZlXxx4ytWufOmF1FLjH3FMYAX8MY/CgDt6KKKAGlQ6lWAIPUGgopYEqCR0OOlOooAjMMRBBjQgnJG0cn1oVVUlFiCr1yAMGpKrwSXEjzCaARKr4jO8NvX19vpQBMVTZtKjbjGMcYqCyvbfULYXFrIJIizLuHqpII/MGrNMRFjXaiqo64AwKAH0hAIwRmlooAp6lYJqVmbaVUKFgTuGehzx71coooAKKKKACiiigAooooAKKKKACiiigAprKHUqwBUjBB7inUUAVbawtLIMLa3jiDNvIUYGfX2q1RRQAUUUUAFFNTdsG8gtjnHTNOoAKKKKACiiigAooooA4L4au5k8TxM24R6vLgkDPIHX1rva4L4aqRceKWyPm1eTvz0Fd7QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFRzLI0ZETKr9iRkVJRQACiiq4hmF60xuGMJTaIdowDn72etAFiiiigAooooAKKKKACiiigAooooAKKKKACiiigApmG3g5GzHTHOafRQAUUUUAFFFFABRRRQAUUVWhs0hvLi5V5C0+3crMSowMcDtQBzel+BYdIubo2ur6gLO4eV3syyGPdIPmP3c/Tmq1n8N7GzOhbdTv2TRi/kKxTDB+ob5enJH412j7gh2AFu2elOHTmgDldF8D22g3KGy1PUFsopGkjsjIPLUt15xuI5PBOK6qmsWGNq5555xgetOoA5LSPAVjo2qXVza6hqH2O48wtp7TZtwX+8Qv59aZpnw903Tru1c3d5c21kWaytZ3Bjty3dcDOfTJOK7CigDm9J8E6TpF8LuI3U0iq6xC4uGkEQY5bYCflzmsSD4U6Xa3kEltqWoQ28F4byO3jZAqyH/a27j17mu/ooA5RfAWmR6nLdxXepRRyz/aHtY7t1haTduJKg9z2qZvBGknU3vYzdQiSXzpLaG4ZIZH9WQHBz39a6WigDlbLwFpVjq8d7HJctDBI0ttZNJmC3durIv+cVdg8J6Xb+K5/Ekccg1GeIROxkJUr9OgrdqGZp1MfkxowLgPuOML3I96AJqKKKACiobhJnQCCURtuBJK5yO4qagAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuF8MSlviZ4xT7OFUG3PmleWOzpn07/jXdVwvhot/wtLxivmfKFtTsz0OzrQB3VFFFABRRTXDMhCttJHBxnFADqKQUtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVD5H+lef5kn3Nmzd8vXOcetTUUAMIJZSGIAPI9afRUKXMElxLAkyNLFjzEDAlc9MjtQBNRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHA/DT/j68V/9heT+Qrvq4T4biMTeKCrkudXk3AjgcDH1ruSW3qAuQepz0oAdRRRQAUUUUAFFFFABRRRQAUUUUANcMcbSBzzkZ4p1FFABRRRQAUx1LAYYrznj+VPooAKKKbvXzNmfmxnpQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiuB8Ga14pn8U6ro2ttaXkNnGjG7tl2hJGGTHjvjP6V31ABRRSUALRTUbeobBGexGDTqACiiigAoopCQBk9qAFpqIEQIM4AxzVWOf+0LWC5sbhPKdg27bkOvce31qh4ubUY/Cmoy6TOYb6OEvE4UMcjnGDxQBt0V5DofjDxTrmteG9PuS1gCrrqJ8obmmUbguD0BXniukk+JdtD4kGkzaRfRK7vHFcOFCyuoJwoznnHFAHdUVwWl/E+01EWUjaTfQQX0MstvI20hzHnevB4PHerNh8Q7TUNS8P2sWn3Qi1uB5YJ227V2gkqec54/WgDtKK8x8NXHiXX/H+pXN/LqFpY2F20KW6NH5JUDgMM7iTnORxWhF8S0bxTbaVLpE8Ntc3TWkVy8i5aRe+zOdvvQB31FcLZePrzUteSGx8P3M+jtdNZnUEcHEi9Tt67Qe9VfDvizxZqfiTVbSXRbeTTrW9eDz0uFVolUZAK9STwfxoA9Eorzyx+KC3lx4fR9Le3i1aee3LySD93JGcY465P86XTvHXiTUfE91o8fhPAs51juZ/tS7UU8gj1OOcUAehUV57Y6vrE3xX1OxuxLFFbWAltbaOUGOXJxubjINJovxB1bUJ9Pe70KKCzvLx7MSR3QdkkXPVceooA9DorzK2+J2p3uv22mWuhQyGe7ktyv2oCWJUPzM6Y+XgZFemc4460ALRXm6fEbWYbz/T/DqQ2Sal/Z0syXIdlfOAduOmali8VeNL7xZf6Na6DYxxWToZJ5LkkbG9OOpHOKAPQ6K83uviXeQNd6jHoyyaDaXwsZbjzsSltwUsE9ATVm28XeIta1e7/sTTrKTTrHUBZziaYrKQMb3AxjAzwO9AHf01nRMbnVcnAycZry+z+JGuap4ilt9P0lJrKK/NqVCSb9inDPuxtGDzjNY/jTxBeeIpIZorWOCx0zXYrMSeewlZ9/J2jjbgd6APaqK81uPiFrEdheXC6fZbrPWBYSo0+PkJwG9j9aafEHjjUvHGo6HpraPFBYNG7yShiWRu31xQB6ZRXk7+P/FFz4k1OLT7GGa2028W2ktBE+90/ik8z7q9c4pNf+IHiOx8UyW6JZ2WlwXUcXnSxPKJVJUHLrwh5PBoA9Zoqg+sadFqMGny3sCXs6744C43OPUCr9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXA+Gf+SteMv+udr/AOgV31cD4Z/5K14y/wCudr/6BQB31FFFAGZP4i0i21VNLm1GCO+kICQM3zNnpgVp15r4pv8AT9P+Lnh+4vpIYYYrK4eSSRQACQNuT68HFQ+I/HC6rpOjtYy31lHfzS8xlImZEJXO9zhcnBx1IoA9QrLm1/TINdg0WS5C6hOhkjhwcso6nNeYxeKru48I+HH1LVrm3s5JpYdQ1CBgHjZfuBzjAz3rP8RaleF/D40G7OuaitvcJHqH3XC98DoWx096APZ9R1Gz0mxkvb+4S3toxl5HOAKnhlSeGOaJg0cihlYdwRkGvKNVuNJ1L4XNJZavqRNmjAJdH55pRglXVl+bB9Ksa/eWWv6r4ditvEF7b6beRywzJaSeWpZFyvOODuwKAPU6K8CufEWoX/gzw/Fe6reZae6gnjgm8maXYfkYuewGM+uRXe+HvEll4e+HK6hd6vNrf2VtlxNADI4cn7uB6e9AHoFFU9L1GHVtLttQgWRYrhA6iRSrAH1B6VcoAKKKKACiiigAooooAjhd5IwzxmNsn5Sc96koooAKKKKACs+8uNM0SOfUbuSC0SQqJZ3wu49Bk1oVT1HTLLVrQ2t/bJcQFg3luMjIOR+tAFpHWRFdSCrDII7inU1VCqFAwAMAU6gAopkkscQBkdUBOAWOOafQAUUUUAFFFFABRRRQAUUUUAcF8Ngv2jxSQSSdXkyMdOBXe1w/w/8AM/tHxX5uzd/arfcxjG0Y6V3FABRRRQAUx5Y4gDI6oD03HFPrC8Q+EtJ8UeQNUjlkEOdgSZkHP0PNAGwbiEKGM0YU9DuGDT0dJF3I6sPUHNclL8NvDcumwae9vcm3gdpI1+0vkFsZ5z7CtvQtA0/w5YfYtNjdICxfDyM5yfc0AalFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAGfY6vbaheXtpCJRLZuEk3xlQSRn5SeorQoooAKKKKAOK8GeGfEPh2ZoL7UrK4ssM7GKFhLPKxyXdievXpXa0UUAFFFFABRRRQAUUUUAFFFFACYAGBVLWNPOq6Pd6eJ2g+0RNH5qjJXIxkVeooA5E+CA0+hztq1wJdKUDMaKvntjBL9+Rx1rAb4SA6lDdR6skTW9y1xFMLRWmYsTkO7HnGcDivTarO92L9FWKI2hQl5C53huwAx0980AcZo/wzg0ldHB1e5m/sx5igZFCyJL95CP6+5p+n/DW1sNX069Gq3jJpbv8AYYAqKsSNnKE4yw59q7migDnNN8N3Wna9f36as72t7IZZbUwqPmIAGGzkYArnLf4T29pqdrd2+rOiWt4byJTbIX3E8hn6sK9GooA4yHwB9i1Uz6fr2pWdg9wbmSwiKiNnJycHGQCeo71bt/BVtZ+JLrWLTUr+3+1TLNcWsbr5UjAYyQRn8jXUVl2mipaa7e6ot3dO92qq0DykxJt7qvY0Ac1/wq/SP7Ws70XuoCKyuWura18xfLidjlscZxntmtTT/B8Om+Kb7XYdSvjJetungYp5bYGBxtzwPeulooA5NPA8aeK38Q/21qRu3XYyFo9hj/uY25x+OaZB8O9ItookSe+JgvGvYSZz+7kbrjHbnpXX0UAeX23w/wBat9be9hvPs95LerdXOoJOcXCAn935W3jjA64716hRRQBw9j4O+1+Ibu91qzXyY71rqzSOcmNmJ+8yf3vrxWlD4JsLbxZJ4igvNQS5mOZohOfKlPbcvt2rpqKAOTl+HujS6xJfF7pYZZhcS2Sy4gklHRyvr+lWZ/BGhz6wdU+zyxTu4klWCZo0lYdC6g4JFdHRQBz7eDNCN7PdCzdJJ3DyCOeRFZgc52qQM561FdeA/D17qs2oz2bNNMySSKJWVGdfuuVBxuHrXS0UAczqPgbw9qFxPdXdg0xmKvJEsrKruvRioIBb3qRPBOhx6/HrkNvLFfKQWdJ3AfAwNwzg4FdFRQBgXfgvw9f6lLqFzpyPcykGVt7gSY4G5QcH8RSyeDfD81814+nIZXkWVhvbYzr0JTO0n8K3qKAMufw/pVzrdvrE1jE+o2yFIpyPmRT2FalFFABUcYkDSeYykFvk2jGBgdffOakooAKKKbvXfsyN2M49qAHUUUUAFFFFABRRRQAUUUUAFcD4cjlX4t+MGPCNDakAr1+TqDXfVwWitJF8YfEkUokAls7d4+cqVAIP0Oe1AHe0UUUAQXFnbXahbm3inUHIEiBgD+NJPZWtyqLPbQyqhyokjDBT7Z6VYooArtZWrQNA1tCYWOWjMY2k+pHSpUijjVVRFUKMAAYxT6KAGlFPVR+VGxf7o/KnUUAZeo6FaalcW9zIZYri3V1jlhbawDY3D8cD8qdo+hafoVo9vYw7FkcySs7Fmkc9WYnqa0qKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAz9W0Ww1y2jt9QgE0UcqyqpJGGU5B4rQ7UySMSxtGxIDDBIOD+YqCxWdIDHPGiCNike2QvlBwpJPf1oAtUUUUAFFFFABRRRQBnazpbavYfZVv7uyO4N5tq4V+O2SDxV6NSkaqWLEAAk9T70+igDhPh0yPfeKzHHsX+1nG3Oedo5ru64P4cRvFe+K1kVlb+13OCMcFRXeUAFFFFABRRRQAUUUUANZgilmIAHUmlBBGQeKCARg0tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTEbeM4I5I5FPoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACivMvCfivXW+IF14a1rUbK8lWzNwVgj2eVLuwYwe4A7123h6fWrjTmk121gtboyttihfcAmflyfXFAGjcecbaX7OVE20+WX6bscZptkLoWUIvWja62DzTECFLd8Z7VYooAKKKKACiiigAooooAKaiKiBFACjgAU6mSbhGxQAvg7Qe5oAZDcRzmTyyT5bFGypHI+tJb3UVyZRExbynMb8EYYdv1rynwxr3iOfxhFb6xr32e6M8gl0m4g2K6fw+U/8AFW74N8Z6/r2q3sN1oHl2KXckC3Mcg/d7Ou8dcnjpQB6BTXZY42djhVBJ+lcO3jhtS8QSeHV068s1uGmt4b8OvDouSwXqPYms7wD4uuU07SNL1q1vjJemRbe/ncOtwysxIOPu8DjNAHoNhf2+p2MV5aOXglXcjFSMj6GrVcB4Y1PV734j6/Z6g8tvbWkMRgshtKKrfxZHc46U7SbbUtP+Kd/bT6xeXlnNY/aY4JT8sbF8YHtQB3tFcNoV/rN38StWiv8Azra0jskMNoZFdfvkb+OhNN8KeIfE+r65rUV3aWRsLO9kgQpJiRQq5UY75yOfegDu6K8zh+JOsy6paaSdBiTU5b97WW2a4+aONVVvM9xgn8q9KZgqFm4AGTQA6ivOrf4lXj3ljdT6IYtBvro2sN2JQzh84BKjoCRWbp1trGv/ABV1Nr83KQ6ZNG0Sw3uEjQg4BQfeJxkg0Aer0UV5/oeu+KNT+IOuaexsf7IsbhY2U58xVKArt9c9fzoA78EHoc0teN+Ftc17w55StbwT6Pe63NbK7zlpuWIGAewxWrN8StWl8S3drp2kx3NlZXgtZkBbzjk43jsAKAPT6a6Bxg5xkHr6UPuEbFAC+OAema8uh8eeKn1H+xpLLTY9ZXUhbtAWbBgKF94P0BoA9Tpqur52srYODg5wa8ysPiPqmp+IvItNNElit81m6iNtwAJBff8Ad98VnWesaj4Tk1ObTBZT6Ode+zMjyM0gLnBwegwe1AHr+QDjIyaWvPNctdTk+K/hyW4u4xp+2byYYWZWJC5+cdCKs3/iXxFda3qdpoFpZOmmPGksd25R5i3JKnoAB3NAHaNcwLcLbtNGJn5WMsNxx6DrU1ecalYafZ/GTQL6MlLu7t7gz5lypwgA47VT1fxv4mk1rWE0S2iePSrhIDayR/64EZZy5Py9Rj6UAep1WhtltFmMZkdpHaQh3J5PYZ6D2qS3kaW3jd1CsyglQc4OPWvNdW8f65b3PiG6so9POn6LcLDJFKWE0vTdt/PigDu7XVSNMW71eKPTHLEGOaZcDBwOeBzWkrK6hlIKkZBB4IryzxFp174l+IWmpIdOl099NM6Wt6jHGWXOQP4uRj8a9RhiS3gjhjUKkahVUdAAMAUAR3N7a2ZjFzcwwmVtieY4XcfQZ6mp+OteHeMtbn8Qaikt9Pa21npniCC1jtCo8/IbmQt2U8fhWxrPjLxVJ4s1Kw0fyI1sZFjjimCBJQQCWZ2PHtigD02bV9Ot72OymvrdLqQgJC0gDsT0461NcXdta7PtFxFD5jbU8xwu5vQZ6mvNfHUem2/ivwbqUsdnHqT36LPLuG4Lt7n0z3p/xBjsLjxP4Un1LU7V7A3y7LZsDnB+fcDyM4oA9OoryjxprXiTQNYuVttZZ7TVoNulhYQ5S43KAgI7EEn86q67rfi+21efRLfVQl1p9hDMkrhI1upCfmLFv4RjGBQB7DRXk+pa/rV14r0rTLfxXbWH9p6eJnURK6xsMD5GPcnPWk8WXPi/w/qltbprk88GowrbWskcK5W59/YjnNAHrNFc7L4gsfDMej6ZrepF9QvCIY3ZeZX7njoMmuioAK4XSmdPjDr0aSB45LC3eQFgSjDIAA7DHNd1XA6dHar8a9ZZV2ztpsJYgdeTz/KgDvqKKKAMi/8AE2i6ZqEdhe6jDDdS42RMTubPTFa9ebePbzTbLx/4OlvGhUJNM8jPxtGwgEn61n+IPHw1/T9PTSbi6sIbm+lieZSE8yKMcsHPCgkj3NAHrNZc+v6bba9baLLPtv7mNpIo9p+ZR156V5Omv6tdeEPDEt7rs6WEl3JDqN7bnEiD/lmGbt7mna9f3sVroKaHq41nUIprmNLyRdrKpXAG7GCw7epoA9hv7+00yykvL24SC2iGXkkOAop1pdQX1pFdW0qywSqHR16MD3ryHXLzStU+D9wra3qMtxbxsGF0xWSSfGdjjHzYweKu6rerfy+Cxba1fw2dyn2a4WwJRd4jGN2B8vzYH40AesUV4VLr9zf+FtEtr/VL8Qf2lPbXcYYpdOoLGJt2OijBP1Fdn4Z1pfD/AMN59YutWuNeELM7lDvdfmxsH0oA9CorP0XVYtc0a11OCKSKK5jEipKuGAPqK0KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmSOscbOxwqjJ4zxT6KAIba4S6to5492yRQy7lIOPoamoooAKKKKAOI8AFTqXisrnH9qt1x/dHpXb1wvw7R4rzxVHIgVhqzn3IKjFd1QAUUUUAFc74r13U9A083tjpK6hDGpab/SBGy/QEc10VYni2wudT8KalZWcEc1zNAyxxyNtBbtzQAkfiGOz0yC5182+lzyhmELTB+Bzwcc8VLH4m0SaSyji1O3dr5S1sFbPmgdcfka5y60nWtVTwxdS6VbRy6fIxuYZ5Qxx5ZT5SODnOfwFUbfwTqkfgyG2SC0ttbsLx7qylRsqCXJwT2GGIx7UAdVN4y8PwaXLqTalEbSKTymdQT8/wDdAxkmpG8VaKujJq32+NrOQ7UdQSWb+6B1z7VzOqeCb0WOgS2KwTXumsWlhdykczMPmY475/nVe+8H6k+h20MWlWaMt4bqSK3uWWRWP8SOeN2fwoA3b34haDaeE5vESXDz2cT+UQqEOX/u4I4PNJf+O9Og8I3Ov2yTukanYksLoWfbkA8ZA9+lZA8Ha1L8OtT0aWeNr65maWEzENtUkEKzAcnjrWhcQ+Mbzwvf2k9lpYup18mFFkOxEK4Zie5z0FAGnaeJoYfCmn6zrTRWjXUSNsTLDcy5Cr3JxSweM/D9zpFxqkWpRNZ22BM+D+7PoRjOfauXfS9bj8IaLpep2ULX9rdwx200Ex2ptU/vGP0BGPepbvRNdvNC1LS7LTbPTZftaTb42+W6U/M/JHBz39qANr/hPdDk0DUtXt53mh09czp5ZVxxkfKRnmn23jTTr3w5PrECXKxxIGZJLdwwJGQMYyfqK5Wx8Ca9LaeJ7e6ngtRrESeWySGQxsoxgk9RXVaJa+I4vDz2mqf2f9qRBFCId2zaBjLe9AFPwz4w+1eBI/EmuzWsEbs53Q527QxVRzyTxirkXjrQJdIudSN1JHDa7fPSSJlkjzjGUxnHPWuV07wD4gi8JL4euruxCWFylzYzIGIkYOXIkU9Rk1buvBGsaxHrWoXtxaW+rahClqiRgmKOJGBye5Y8/SgDqNC8V6T4inuILCWQzW4BkjliaNgD0OCOhrQ1LUrPSNPmvr6dYbaIZd2/z1rB0bQtZtPFNxqt9eWskM1nFB5MSEFWTqQT2JJq94s8PJ4o8O3GlvMYWkKskgGdrKcg47jIoAoQ/ELQpLS7uJmubYWqCSSOeAq/lk4DhepX3q5oPi/S/EN7c2dp9ojubdVdoriIoxRujD1Brnp/Amq6jDq1zqOoWh1S7sPsEMkMZEccfUkg8kk1s6P4YurDXo9Xur9Z5v7OjspEWPAJU5LA9eaAN6/vbfTbC4vbuTy7eBDJI+Oigc1z+neOLPV4Ll7Gw1FmhtzOnmQ4Eo7BSCRk+lbmq2kuoaVc2kMwhkmjKLIUDbc98HrXI+G/Ad1pGq3l5cX0SQz2/wBnFrZKyRnj75B/i+lAC+EfiBPrujz6jqui3GmW9vE0r3EhHlsAf4e+atab8RdJ1KXyFtdQhne3a5gimg2m4jXnKc88dqp6b4BvoNDudAv9ca40d7d7eKFIQrKGOdxbuRS6F4G1O01S3vtX1lL17C1a008JDs8tGGNzerYGKALPh74hWniW5iWx0nUxbOHD3UkIEaMvVTzzU+m+PdM1DVG0+SC7s5TE88X2iPb5ka9SBnI+hqHwv4Pv/D2hXWjvrJmtpVk8p0hCPEzkksD35NYmnfD3UtC1GPWo7uC9vLS1eBIvKw1xkcFnY8MSBk/WgDd0zx/aahrY0yTTdQtWkiM8M00YCPEOrdcgVW0b4l6dq+uQ6atrJEtyzLazeYriTb1yAcr+NQaNpOuWA0WI2sdxDPbGLUXuFxJEDknDdTyTx0qfw/8AD9/D+opJDq7tZxOWigECBsE/dZ8ZIoA7iiiigAooooAKKKKACiiigDh9K8J6vP40j8Ta/LYLcW9t9nhislOGz95mZgCfYV3FFFABRRRQAUUUUAFFFFABRRRQAU113oy5IyCMjrTqKAON07wK0Go2E+o6pLqEWmu0lkJEAdGbrub+IDtRYeA30rxDcahY69ew2VxO082nhVMbsw55612VQXdx9ltJZ/Kkl8tS2yJdzNjsB3NAHEad8NP7K1S1u7TXbpI7WZ5I4vKUkq5+ZXbq2RxntWno/gSx0i9tbgXt9crabzawzyApCW6lQAOeSOa6aCUT28cwV0EihtrjDDIzgjsaloA4yy8D3tn4qn19fEl009yQJ4mhXY6L91cZ4x61L/wgUI8Ttr41vVhdkbSPNXbsznZjb0rrqKAOUt/BKQeJpde/trUjdTFRIgdQjIDkJjHSkg8BWNp4nn1y11DUYZLiYTzWyTYikYDHK4rrKKAOR0bw9cy+LbvxNq9nBb3piFrbpE4fEYJO4n1OQPwrrSoYEEAg9QaWigDjrT4c6RZ6tFepPeNDDcNcw2TS/uI5D/EFAqfQ/A1roOv3mr22pahJLeOXnjllDI55xnjPGeOa6qigArmpfBGlSeJm15Xu4rp2V5UinKxyMowCy9+OK6PeocJkbiCQPanUAcjJ8N/DssKwtDcbEuzeoPPb5ZT1I9OlT3fgTRbu/mvD9rieZxJKkNwyI7DuQOprp6KAEUBVAHQCsv8A4R7Sx4i/t4WiDUvJ8gzdyua1aKAOZl8B6BNrL6m1tKszuHdI5mSNmH8RUEDNTTeCfDtxbzwPpkflz3H2mQBmGZf7/XrXQUUAczfeBdH1HVU1O4N39rjwI3W4YbAOy+gPepNV8E6HrOoR313bSGdVVWaOZk8xV6BsHnFdFRQBzl14F8NXt4Ly40xZLhVCiQyuCAABgYbjgCpr/wAHeH9Tu/tV5pkUs2ArMSw3AdNwBw345rdooAYiLHGqIoVFGAB0ArBu/BPh++1xNYn09GvFIYkEhXI6Fl6MR710NFAGHdeENCvdV/tO4sA96MYm8xwRjoODjHtW5RRQBhXfg/w7f6qdUutHtZr0gAyumScdMjpn3qW+8L6Fqd3HdXulWs9xGMLI8YJx/X8a2KKAMS78JeH7+/N9eaTbT3JQR75E3fKOgweKL3wj4e1FUW80i0mEcflJuj+6noPStuigCkuk6esVpELSHZaEG3UrnyiBgFfSm32jaZqckcl9YW1y8f3GljDFfzq/RQBlXHhrRLudJ7jSrOSWMAI7RDKgdAPTFUZvCguvFkOt3WoTzQ2y/wCjWLKPKifGN47k10dFAFW506zu5oJrm1hmlgbdE7oCUPqD2q1RRQAVw1rCD8ZtRlEqZGlRApn5vvGu5rgbT/kt+o/9gmL/ANCNAHfUUUUAV7ixtLohrm1hmK8AyRhsfnTW0+yeFYWs7cxLyqGJSo+gxVqigCsthZrbtAtpAIWOWjEY2n6jGKfHawRRrHHBGiKcqqoAAfYVNRQBXls7Wdds1tDIobdh0BGfXnvT4reGBdsMUca5JwigDJ78VLRQBh674ZtdcktLhp7i0urUsYbi2YK6hhhhyCMHj8qm0Tw7p+gWk9vZxnFxKZpmkOTI56k9q1qKAEACgAAADoBS0Ux92PkxnPf0oAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUhOBmlooAjilWaJJUztcBhkYODUlFFAFLTpr6aGRr+2jt5BKwRUk3gpn5T9T6VdoooAKKKKACiiigDhPhxJum8UJsVSury/MOrcDrXd1w/w8iSG58Tqsm+Q6tIXxggfKMYIruKACiiigAqhqmsafo1us+oXUdvG7bFLn7x9B61frjvGfhS81y/0vU7Cc/aNPZsW7TtEkgYYOWUEgj6UAaTeNPDaW9ncPrNosV4dsDGQDec4wPfPamP468LR2kV0+uWQglcpG/mDDMOoFcxceA7278PQaMdN0i3t57tprpkkkeSEHHzRuwyXznk4qpqWlX+jaP4Tsbix0yS7s9TEcO35Y5EEbgMx2/KTlc9ecUAd5N4o0SDTbbUX1GD7JdMEglDZEhPYY60yfxboNtpseoy6pbrZyS+Ss275d/oT2riH+Gmpx6bpc0N4g1G0vZbp4I5mjhYSHJVWAyuB04q7f+Cb9/BN/pVhp2nQXN7cCV43uJJE65JZmBJJx6CgDbfx9ok2h32p2N0J47V/KyVYKZD0GcdPfpT7PxlY2/hvTNT1+6tNOlvY9yr5wZCevyt345qZ7fWf+ERe3hsNNi1Mx+WsKyN5C9uu3PTtiuYtfC3id/D2i6be2+k+Zpr7VlSZ2G3y2TdtK9Ru6Hg0AdRb+NPD93Y3V7BqUUkFsQsjLk8t90Ad89sdaT/hN/Do00X8upxQ2/meSTLlCH/ukHkH2rlYvhtfovmve27XCC1ddqkB3hVl+b0BDdR0IBpLrwHrF7o9xti020vpdRivSFmklD7OzO3c+oFAHRS/EHQR4Yv8AXrad7m1sTtlREIcN6YNT2XjXRrvQZdZeWW1tIlUym5iZCpPQcjn8KwpfAmo3cXilLi+gjGtqpQQgjyWUd/UVo/2BrV94Qk0jV20ueQLGkaxrIqFVx945znjqOlAGxofiTTPESznTpncwMFkV42RlJGRwRVzUr1dN0y6vmiklW3iaQpGMs2BnAFc/4N8PahoS3zX1xlLh1MVqJ3mWADOQHbk5zXSXcLXFnPAr7GkjZA2M4JGM0Acv4d+IGma7oM2rSw3NhBBGJJWuYyqgH0bo34Vo6D4u0rxHcXEFi8omgAZkmiaMlT0YAjkGsGz8Ha4/hmXQNU1Gxkskt0ithDAwIZDkM2Tz0GRWnoXh7VLfXptZ1m9tprhrZbWKK1iKIqA5J5JOSaANvVtVtNE0yfUb+Qx2sC7pHClto9cCsPT/AIgaHqttfTWb3Dmzh894jAwd4+zKpGWB9q1vEWmnWfDmo6aOt1bvEPqRisDQ/CmqacZLq4vbdrpNMjsLVUjIVAo6vzknd6dqAHWHxL8O6ikssEtyLWKBp3uXt3WMBeo3EYz7U21+Jvh+4t7mWT7ZbtBD9oMc1s6s0X99RjkVXsPBOpTeCbnwtrl9ay2rxbIZraNldTuLbjk4ODj8qs6P4OvRqUV94g1CO+ltrY2lusUZRfLIwxfn5mP5UAWP+FgaH9reEyTBI7EX7zGIhFiI4JPrUXh74h6V4g1VNNSC7tLqWMzQJcxFfOjH8S1HpHw9s7HTNXsb24kvE1AGLc3BjhH3UH0qbw/4QutFvoJZdSguYoEMcYFgkchGMDdIDk4H0zQBs+INdtPDeiXGrXwlNtAAX8tdxAJA6fjXP6n44tJ449P02WdL+9snuLeVYd6R7VJO7sCOAR7iuo1XTbfWNKutOul3QXMTRuPYjFcb4Y+Fem+GPtZivbqd7m0NuzSH7pYYdl9CePyoAf4T8btc2ml2WtxzQ3lzZfaBdSIEjm2/e2jqMdeak0f4m6RrOsRafDBcJ9oDm1lfG2fb1wAcjPbPWpLT4e20cmkPe6ldXZ060e0CNhUlRuu4euOOvaovD/w7j8P3MawX0bWMJYxRfY4xKAf4TL1IGfY+9ACaB4u1bxHo1/M+jzaeEE6w3e9WTKEgfLnOePTFZ/gvx/cyadoll4ks7q3u763eSK9kC+XPtyx6HI+Xnmtbw/4GudAW6tY/EF1LpknmeVZtEgEe/OfmxknJqd/AOmPe6LcNNO0ek2zW0UDEFHVl2ndx1x3FAFTRviVp+uatFY2ljcFZ0ke3l3IRIE9gcrntkCq2hfEHV9dvmt4fCF6qQXDW93KZU2xkHHGT83vV/Q/h/beH7wvY6lcxWisWitUSNVXg/eYLucDJ6mrPhnwefDN1dyw6xeXMV1K00kMwTb5jHJYEAH9aAOoooooAKKKKACiiigApiyIzsiupZcbgDyM+tPpgCCQ42hyMn1NAD6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopiggHLFsknkdPan0AM+beBgbMdc85p9FFABRRRQAUUUUAFMw288jZjgY5zT6KACiiigAooooAKKKKACioWuIkuUgZj5rgsoweQOvNTUAFFFFABRRRQAUUUUAFcFaKx+NupMFOBpUQJ/4Ea72uBtD/xe7UR/1CYv/QjQB31N2DzC/OSMdadRQAUUUUANZtqliCcDPFKDkA+tLRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUU1AyqAzFj6kU6gAoopCQOpxQAtFFFAHBfDYKLjxSQ2SdXkyMdOBXe1wPw0B+1eK+P8AmLyfyFd9QAUUUUAFUNV1jT9EtPtWpXcdtBuCB5D1J6AetX65PxpoOo6qdLv9MEE1zptx54trjhJuCME9jzwaAMnXfiCLW/0G+0u9srjQLq5e3upVR3kDhSQFA57enpXRDxj4fl0SDVlvVktJ22xbUZmZx/CFAzu46YrlYvCmvXeqaDqZ07SdL+x3Us9xawElW3rtLe7daoD4a67HocMSXlmb+y1Ke7h+8scqSjkNg5U80Adi3xD8KR20Nw+sQrHNnblWzwcHIxkYPXNQ6n4901PB13r2lTpdJFlUyj7Q4/vADIHvXPD4cakVtDHLp1sAtwtxHFG5DeaOeSckggVeuvA+pQeHdX0zTZbMtqjBZHkVgI49gU4x1PFAHQr4nt7Lwhba9rckNtG8KSSeUS65boF4yc5Ham2fjfw/faRcanFfgW1u4jl3oysjHoCpGcnPHHNc4fB3iDUfBFvo+pT2KXumyxSWUkIYpII/uiQH1xziptR0DxZq+g3MMzaZZ3UlzHIY7TcomReqs/UEnoR0xQBpaj4iutY8LXd94RubU3VszCRbyNhs2gllK8EN061seG7+fVfDWm39yFE9xbpJJsGBuI5xXIeFPA2q6NpniCynmtYotVlZ1WIs5iDJtPJ6846+9dF4O0bU/D+hQ6XqF5BdLbqI4XjRlO0D+LJOTQBq6rqlno2mz6hfzCG2hXc7kZ/TvXCa98SgNJgvNHEsLx3sMVzDeWjh/Lc4BUD16jGa63xV4dh8U+H59LlleHeVdJF6q6nKn3Ge1YNz4T8QavawxarrNrut5oZoTa2+z5oznLEkk5xQBuaZ4q0zU9Nvb6Mzwx2TMtws8LI8eBnlevQg/jVCL4ieHpIr6RprmL7FGs0yzWzo3lk4DAEZIzUU3hPVjbeJo7fWhby6tMJYJo4sND8oUg+vAHI5rmLb4T6ismrGfVLRV1DT/sjeVE+QwYENlmPfrQB1dp8RtBurTULkm8t0sUEsguLZoy6McKyg9QTwKdp/xA0W+tdSnZbu1OnIHuY7mAqyKeh7g5+tc9rPgzXIob++W7hvGbSY7EWqRkZZSCX68kckCjRfCs+teHNS0u9wtldKo+0PG63BkXGC+4ncKAN2x+IuiXsWoOy3Vs1hb/apY54wGMf95QCc1f8AD3iu18Rs629lfW+2NZA1xEFDKfQgkZ9jzVOy8HtZ6fdWqzWiGe3MReKzRck/xN6/TpR4Y8Fx+HdXvNQSWNftESxfZ7ePy4hg/ex/ePFAHTXMy2tpNcMrssSM5VBliAM4A7muT0X4iWOs397Yrp99Bd28JuEgkVd8sfqADwfY10etacdX0a708XMtsbiMp5sJwy57iuR8NfDuTw5rb6pDqUbObX7P5aWqRq3cM2BknNAD9N+J1lqcL3cejapFp8SOZ7yaNVSNk6qeeal8PfEW113WLXTm026s3vYGuLR5GVhKg6n5Sdv41a0jwjcW2iX2katqX9oWd0GBQwqm3ccnkdfxqLw54KudCntjJrlxcwWieVBEY0XCdgxAyaAOpu5mt7SaZIzK8aMyxg43EDOMnpXIeEPG97rmgtq+raP/AGdZpFJKbkTK0ZVWIxjOc4B/Ku0dFkRkYZVgQR7Vxui+Af7JgutNfV7m50SaJ4o9PkVdsavknnGe5xQA7R/iBDqesWVhPpV5YjUI2lspZtpWZV9gcjjnmuk1dGfR7xUmlgfyWxJF99TjqPeub0PwJ/Zmo2V1e6nNfjTYjBYJIoXyVPXJH3jjAya7B13oy5IyMZHUUAcL4R8W3Mdrp+k+ILW7gvntWmjuZ2Ui5VeSeDkHGOCKp6J8W7PV9ftrE6eyWl9IUs7iOdZGbBxmSMcoCema6PT/AAdBbakdQvdQvNRnWJoYjcsCIkb7wUADr0zVDR/h3Z6HdW72Wp3qW0Em9LYFQuM52kgbiMn1oA7SiiigAooooAKKKKACiiigApnlJ5vm7R5mNu7vj0p9UDq1qutrpB8wXTQmcfIdpUHB+bpnnpQBfooooAKKKKACiikJA60ALRRRQAUUVFNKIIHlYEhFLYHU/SgCWiq9ldfbLKG58mWHzFDeXKu119iOxqYsq8sQM8cmgB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAESXEMk0kKSK0keN6g8rnkZqWokt4knkmWJVlkwHcDlsdM1LQAUUUUAFFFFACYFLRRQAUUUUAFFFFABRRRQAVwNp/yW/Uf+wTF/wChGu+rgbT/AJLfqP8A2CYv/QjQB31FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACZGcZ5pajaFGmWUrl1BCnPTNSUAFFFFABRRRQAU1lV/lIBxzinVRGl241g6oPN+0mHySPMOwrnP3emfegC9RRRQBwXw1Zjc+KgTwNXkwPwFd7XA/DT/j68V/9heT+QrvqACiiigArP1XW9N0SBZtSvI7ZHbapc8sfQDvWhXI+LvDV3qmpaZrGn+VLdaeXAtp2KpIrjB5HRh2NAGhJ4z8OxW1pcvq1usN3IYoHLcOwOCvsfrVef4geFrewa9bWbdoBIYgUySzjqoHc1zOreDNVutBTRbLSdMtra8vmkvHSUu8aHH7xC3R+O1UdS06+0LTtBsbq20qOSz1ULYO/C3CeWwG/ap2tyM+pAoA7u48Z6BbaBHrb6jG1hIdsbpli7f3QByT7Utv4z8P3OhNrSalEtgjbHkfK7G/ukdQfauFn+Fd9JpMEkd3Gl+t/JfPbRyskGW4wjYyuB3x61aHw71KXw+9vmxtLuO9W9hSNnkSR1/56sw+bPsOKANu9+Jnh+28M32u28sl3b2cwhkSNCG3E8DBrQtPG+iXPh1tdaeS3sVIUvPGUOTjgA8nk4rFvPDWu634b1mzu7fSdOub3aU+zguGZT1ckDrgdOlSaj4c8QeI/DLWOrvp0FzFcxTW4tixQhCDhiRkZIPSgDXs/G/h690qfUk1FI7eB/Lm80FGjY9AVPOTWR4G8Xal4l1DV4pktZrS0ujFHcQZAK7QRweT1rMu/AWqalZXMzw6ZY6iLq3uoTFJJIsjRAgeYWHI5xwK0/D3hbX9Lh8QXU15Zx6lqredH5CkxwybcDr1HAoA7misjw1a6xZ6Dbwa7ex3moKP3s0a4BrXoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKTAznAz60tFABRRRQAUUUUAFNZVcYYAjIPPqKdRQAwqSVIYjBzgd6fRRQAUhAYYIBHvS0UAFVL/AE211OKOO7i81I5VmQZIwynIPFW6KACiiigAoppcBwuDkjPTinUAFFFFABRRRQAUUUUAQ3ECXMDQybtjYztYqeDnqOalAwMClooAKaGBYjIyOop1MWNFlaQIA7ABmxyQOn8zQA+iiigBisWBypXnoaF35bcQRnjA6Cn0hOBnrQAtFNUllBwVJGcHqKdQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcLbwSJ8ar2VkISTSY9jeuHINd1Xn8VxHF8cLqJ5Tuk0hCqkHAwxzz070AegUUgYMoIIIPQiloAKKKKACiiigAooooAKKKKACiiigAooqvbTSTo7SW7wFXZQrkEsAcBuOx60AWKKKr213DdxNJEW2qxQllK8jr1/nQBYopqsGUMpBB5BFOoAKKKKACiiigAooooAKKKKACiiq0l9aw3sNnJcRrczhjFEW+ZwvUge1AFmiiigAooooAKKKKACiiigDgfhp/x9eK/wDsLyfyFd9XC/Dli8/ihmILHV5ATk56Dr/9au6oAKKKKACiiigApjRo+N6q2DkZGcGn0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFUdY+0/2NeGzn8i5ELNHLt3bSBkcd68w+HvjTX9U8RfYtRvxexPYGcKbfySZQeVQ/wAQ96APXaK4HwX4p1PVNQ8U3Osv9ms9PuAkdvIo3QqFydxHWrVj8QdO1W9s9Oa2v7NtUV/sM7x/LMoB+ZT29QDQB2lFefeEtTuNKvfFltq2vXGpw6S6N5kyjcieXuPT3yMe1WdM+JFtf3+m28+kX9nHqaNJZzSqCsoUZ7dOOaAO2AfzCSRsxwMc5p1ee6R8TjqmuW2m/wBgXqC8ZzbTblKsi5BZh1Xkd6h8G63rmo+PvEiaxJPaw2kaGKwYqyop/iyO/H60AekUVwmkfEC71rVLY2nh66bRbmeSGLUNwx8oOWK9lyCPwqvo3xMbVfFsGiTaRJaLdGVYJWlVmJTrlR070Aeh0V5v4PgvtN+J3iPS7nVru/iS2hmU3DfdZyScDtXoVzGZraWNZHjLKQHQ4ZfcUATUV4R4XvvF17r1pc6dd6tesmoTQXwujiDyUPyjPTd9K6zRfHfi3V9dm05fC8AjtL37PeTrc5WNcZyPU4NAHpdFeY3PxP1GJv7Sg0FZ9Ba++wRzicCR5N23O3+7kU61+JmqjUoDqfh77Hpsl6dPaTzg8izjpwP4aAPTKK8n0f4uXmreIo7SPR1eykuntsxbmkiwcBm/hwTV208ZeNdS8Raho9poOneZp1wq3EjXJ2+W3Ix/tYoA9I2neG3HgEY7U+vN/DuqeL7/AMba0r32nNpNrfiBoHz5iLtBG365zz3zS2F7rM/xmktNU2wwx6a0ltDBMSjL5hUMw/vEflQB6MCD0pa8oj+Jeqy+IvJsNLWXTUvjYtCiMZcg4Mm77oA9KF+Kmq/8JQthNpVta2jX4tFaZ23svdgR8v4UAer0mR60tefXK6nL8ZdOW5kiFnHYzPBGkzDPKjLL0J5/KgD0GivMJPHHiS21JLq6j0qPSk1X+zJYldvMLFsBgT+eK9OznmgBaK8z8X+PdT0fW5o9PmsWsrMxidWRndixAYEjhcZqrfePPENpq2qTm40kaVp17DA453ukhGOexAJoA9TaRI2UO6qXOFBOMn0FPrzrXZX/AOFr+Hk1C6tvsjJNJaIGKshCcs3Y5JxWPd+NfGdrNqhD6S0VtNcxp8pyohUPz/vA4+tAHrtV2vbVLpbVrmEXDdIi43H8OteZ+JvH2t2zGfSHs2t7W2hnuUWMyNufqrEcIMHrWj4gl0xPGPhHUClut3cSsZXDgMFMeQT7CgD0OimqyuoZSCpGQR3FeXeJvF/iRfE+q2OkGKAaYsJSOZVCXO/lmZj0AHHHegD1OivH/F3i3xHpGuiCx12za2u4Ud9sQYacpK/vHPdTkgVJrvinxNpM+oRxeItKkj0+zguV3xfPc7uo46bu2PagD1yivFtY8deKbnxFPZWcq6ay2cM0McwQJuYZbezc4+lamv654nj1Tw7FbeJNPs01eLYwMIdEkC5LKT1BPFAHptxe21oYhc3EUJlcRx72A3MegHqasV5R41ilstb8F/2zrMVyFvozIjxqi7gGJkz1A6Cq2u+LNeh8RanDZeI7ZbVJFECLCrYVoGkGD3OVx+NAHsFFfP8AdePvE+pparLqqaYX02Ke3kWRY0mlb7xYnqB/dFbep67r73d9CfGEdsbPS49Q2wQL87dwCeStAHsmRnGeaWvINZ1O31PXPCOsX3iCfTLWbTnkM8Em1GlIUFR78mjx54m1CDU1TT9bkjsItOEv+jSBJi56Phh84wBwPWgD1+uMZSnxdUu+4S6R8iYHy4kOfzrc8MXUl74X0y5llllkltkZpJU2OxKjJI7GudmiuP8AhdFrK08Xk/2Q22Mr8w+fsfrQB3HSloooAKK5vxHF4ukuYT4cuNNigCnzBdozMW7Yx2rMlg+I32G3EV5oguQW84mJ9pHG3H60AdvRWT4fj1yPT8a/NaS3hc82qlUC9uvetagAooooAKKKKACiiigAooooAKTApaKAEAx0paKKACiiigAooooAKKKa7rGhd2CqOST2oAdRSDkUtABVd7O2kvIrt4Ea4iVljkK/MoPUA++KsUUAFFFFABRRRQAUUUUANZiGUBScnk+lOoprEhSVGTjgetAHEfDkuW8SgzB1Gry7Uz9zgV3Nef8AwvkeRvExlhEUv9rSb1DZ5wO9egUAFFFFABSFlXqwH1NLWF4i8J6V4pjhTUo5iYiSjRTNGRnryKANvemM7lx9aRXR87WVsHBwc4rkD8MvDZ0pdOMd4YVkMob7U+8EgA/Nnpx0rf0XQdO8P2jWumwGKJm3NlixY4AySfpQBp0UUUAFQm4jW5W3LHzWUuBg9BjPPTuKmpMUALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBT1WyfUdKurKO4e2aeMoJUGWTPcZrh7X4eXmiQRXtnq09/qWnWkkGmpOqqibvX1r0MkKpJ6CuLtvidodxqU1n5V9HsiklSR7chZVj+9t7nH0oAyvDXw51ewnubvVfELz/2mhbU7NYhskcqRw3UYz+lWdG+GcumXlrNc+ILq8j06N00yKSMAWxYY3cfeIHrV3QfiboHiC/gs4FvLeS4iaaA3MBRZVXqVPfoaxoPiB/avjzRotNvrg6RevNAYpLMqsjIuQ6SHqM/yoAvaZ8M/sF5fTy+IL24TUgf7QhZFC3BIIJ4+71PSk0v4czaTcQ3b6zcag+mxSJpMEyhUt8rgZI+92GTXeySJDE8kjBUQFmY9AB1NcJB8U9Pur9beDS9RkjnSRrOZIwy3RTqFAOR+IFAHLeC/CPiTStYiljS7s7mSVm1KS5RGiYHP+qYc/TtXWaT8Nv7K8RtrS+I9TnuJWHnrIVKzKP4W46VFp3xWsNQg02VdI1JPttzJbkFATCU+8XweAKkh+KOnTalZQDT7z7Nfu8dndDYVnK+i53AE8AkAUATW3w2s7S/lkg1fVIrF5GlFhHNtiVmOTjjpnPHvVKx+EmladqNhe2+o3qS2LkwFdgIU5ypIGW69TVnw98SoNd1CztpNG1CwjvWkS3nuQoSR0+8owc54P5UvhvxvqutarqUE/h+WOytrqWBLlJUKjYOd4zkE+wxzQAlp8M7Sx8QDW7fWtWF60m6ZnmDCVB0RhjoK7hl3Iy5IyMZHauO0/4iWWo/2F5en3irq8skUbso2xsmchjnvjtUVz8S7G08VLok+nXqhrgWyXOF2s/sudxHuBigC3ZaTp3w80bUb1bm/ntMtPLG37whiSWKgDPOf0pvhrwzpsN9/wAJJpd7qAj1IG4lglf5JC4GCVIyMCq1reXsHxZu9Jk1C4nsptO+0i3lClUbcBxgAgY7c0mlxy2PxR1G1XU7q6hfTVmFtI42QnzMAKAAAMUAWrX4c6LaaubxDctb+cblLF5MwJKc5cL681naF4AaLxPqOsawzyB797q0txNuiQt/EVx96om+Jt0dVi0uPw3dC+a/+xvDJMisq43eZgZyMc+nvXog6UAchB8NvD9rrUmp24vIXkkMrQxXLLEX652ip9L8B6XpHiG51u2udQ+13Ll5g9xlHPbIx27Vj6dq2qXHxb1GyvVngit9PDW9ukweOUFvvHphqr2fxO1CW4tHvPDT2thc6idPWdrkFg+cZ2Y6fjQBvyfD7QJfEMmtNDcC6lkWVlW4ZUMi9G2g9eKin+HGhXGttrEjX/25pvOMoumHGc7P9zPaurmZ44XeNN7hSVTONx9M15ZbfF7UpZYDL4UeO3kch5BdqSgWURMcY5wzCgDs5fA2gS373n2WRJZJBK6xzuiM3XJUHFRx/D/w9HepcfZHcRzG4jgeVmiSQ9WCnjNYupfEp9M8TxadNp8P2OS8W0WUXSmVmb+LYAcAHjkg1CvxI1L7XJLLoca6dBqP9nzvHc+ZLvJwpCYHFAHpFc5d+CNCvdcGsz28rX6tuWUTuNvTgAHAHHSt03MC3C25mjE7Asse4biB1OOtTUAcrP8ADrwxcrOs2nlhPci6fMr8y8/N16811CqERVHQDAp1FAHP3ngrQL+/nvLmy3yXH+uXzGCSH1Kg4J96JfBPhueKaOXSYHWbb5mc5Yr90nnqMda3JIlkkjclgUORhiAfr61JQBgan4M8P6xPDPqGnJPJCFEbOzZUL0A5/P1qWbwloNxJI8ul27tIWLkg/MWABz9QB+VbVFAHOT+BfDdxIrPpiABQjIjsqOAMDcoOGwPWn3Xgnw1fTrNc6PbSyqAqswOQB0A5roKKAGRxpFEkUahURQqqOgA6Cs+/0DSNTu4rq+0+3uJohhHkQHA9PcfWtOigDHk8L6HNJcO+l2xa4iWCX5PvxjGFPsMD8qpL4M0xdbivvs1s0EUCwx27wBtm37pDGulooApXWk6bfSLJd6fazugwrSwqxA9siq+peHNG1jyf7Q023uPJ/wBVvT7n09K1aKAKNzo2mXhU3Wn2s5RQqmWJXIHpyKYND0kHI0yzB4/5YL2GB27CtGigCi2kaa8UUbafaskJzGphUhD7DHFOk0uwmlMstjbPIU8su0Sklf7ucdParlFAFNtM094IoWsbYxRHMaGJdqH2GOKW40ywu2ja5sbaZo/uGSJW2/TI4q3RQAgAAwBgCuGv5WT41aTGMbX0iXPHPEld1XF3VqZfjBYXHGINIcdf70h/woA7SiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa6LIhR1DKeCCMg06igBMY4FLRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHC/Dzyft/iv7OXKf2s/wB/rnaM/rXdVwPw0/4+vFf/AGF5P5Cu+oAKKKKACiiigAooooAKKKKACiiigAoqtHewyXs1opbzoVVnBUgYbOMHoeh6VZoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAgu4GurOeBZnhaRGQSRnDISMZHuK8z074WajbazaahPq1qzQQyWzslufMnRwQWdmY5bn6V6nRQB55YfDaeyl8O51nzItFWSNV+zgGRHGCCc8HBPNJpnw5v7HVtKkk1wSado8zPY2/2cbgrAgq7Z568GvRKKAIbq2ivbSa1nQPDMhjdT3BGCK5Lwz4DHhmaJLfUmeztyfJiNvGHCn+Fnxkj8q7OigDkdM8AabpnizUtdjeRvtqFfsx/wBXGW++QP8AaqnpHw3TRNQjaz1m6XT4md4rQxRnYWOSA5XcF9hXdUUAcZYfD2DTf7G8jVb1hpc8k0YlCNv8w/MD8vucHrzUul+CH0fWbq6s9bvo7K5uWupLHahRnb72SVzg8cZrrqKAPP7X4V2NpqVrcw6vqK29ndvdW1qrIEjZ/vDO3JB+tRr8JdMTVkvobyWAw3P2mBookEqtnJDSEFmHtXolFAHJnwSx8Utr41/UluGURmMeXs8vOdn3c4z+NM/4QV/+ErHiH/hIdUN0BsEeY9nl7t2zG3p+vvXX0UAcdpOhXN142u/E2p6bBaSrALW2VZPMYgElnJAA54A+ldjRRQBxc3w+E3iv/hIf+Eh1aO74XbG6KhQHOwgLyv1qQfDnRAqIJL0Rx3xv0j+0NtWbOcgf0rsKKADGRiuUt/h7oNvuCxTMp3/K0pIBaQSE/wDfSj8q6uigDh5Phfo8t5LK13qAtnuxerarNhEmHO4YGfwzirEvw18Pyi8yt0rXd2t5I6zsCJV6EEdK7CigDno/BukJ4sHiUJMdSEXlb2mYrjGOmcZroaKKACiiigAooooAKKKKACmuu9SNxX3HWnUUAFFFFABRRRQAUUUUAFFFFADWJCnaMnHAoXJUbhg9xmnUUAFFNdBIhRhkEYNOoAK4m8dV+MenKZnQtpEmIwOHxJ3+n9a7auD1BQfjZo53AY0ebg9T89AHeUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwvw8aFr/wAVmBGSP+1nGGOedoya7quF+HZDX3isrF5Q/tZ/l5/ujnmu6oAKKKKACiiigAooooAKKKKACiiigBMCloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKK5XwZreq6u+sw6sLTzbG+NurWpJQgKp7855rqqACiiigAooooAKKKKACiiigAoopkqs0TqjbHKkK2M4PrQA+ivHvAviPxDrHiRbS78QNLJFczCW3e02o0KNtyHH8Wa1bDW/EOtfEm9szJfWmn6fcqgijtg0cibSf3jHkEnpQB6ZRXnOka5q2r/ABI1W3kuL+3stPlEYtxbr5W3Zuy79QSelWNP+Kml6jrlnYx2dyttezPBb3Z27XdeD8udwGQRkjtQB31FcRb/ABEW91dLey0PUbmwa6Np/aEagxhwcE9c4B71U8P+MvEmreMtW01tCR9Ms737O1ysyhoRjuv8X4UAehUUVw118S7O2luZ/wCzLx9Jtrv7HNqCbSiy5xjbncQCQM470AdzRXA2PxJkub+FJ/D19b2U98bBLp2QgSgkHK5zjI6131ABRXAeG/FXiTWPF+uabPplv/Z9jd+R5yyhXjXGRx/Ee9Zul+MNV0J/st7by31pLrb2CXcsw3ruI2gKOoGaAPUaK8vu/i8kOsy20GlGW1gv/sMjCT96WBwzKgHKivTwcgH1oAWiuBu/GutzeIL610PQ1vrLTLhbe7bzMSMxxnYvoM1l3HxTvW8UzWOn6XHc2tvci1liDn7QW7uFxjaKAPUqK8zPxF1pdXkV9Et10611JdPuXW53SBmI2sBjpyKtWmt+MLn4kanp0centpNo0IdWch0jbJ3Djknnj2oA9Corzq58XeMZfFl3oGm+H7JpLcLM00l18ojbOM8dTiovGHxJvfDOqC3WwtHhiaITFrkb3LYyEUdxnvQB6NIw4TzAjHp0yakrzXxfbxL8QPBWpxvMkt1dFHHmnaV2ZA29K9KoAKK80uvG/iawvtWuLjTrBtL0y9S2k8uU+ayttwVGMZAcHFR+IfiFrEXiq50vQ7RJjYGMywtC7vcbhkqpAwnHc+lAHp9Fed614g8aN4nh0bSLfS4vtVqbmOS4Zt0QHVWXuc8cVS1Dxz4o0S5vNO1O20tdQEEclkFdttyzNgqMjqKAPUaK86u/Ffil7nVYrKDTE/seCN7oTs4MjlSxCcdOMZrLuPiPr8dhreoJa2Yt7bT7a9tkcMG/edQf1/IetAHrNFeUeK/Hev6Zep9meC2shYRz/aDatMrSNyQxU/IvvXpunztdadbTuULSRK5KH5SSO3tQBaory7x3461zRNfmstOMUVpBbiR5/sxnw57OAcqMd6o67468W6ELO8Z7C607UrLNpLDA3Fxt+VTnrk9KAPX6K8r8SeLPF2gQabHcy2scpszNeSw2rTBJM8AqDlVA6n2qLU7zW9b8R+Gjb+J4dKNxpRuMxpujkfK7sAkZ4PGemKAPWaK8q8YeKvEkPiqDw9pdwYAlos/2pIA5nY/UgKueprOvfG/jTz0hW70u2d0gyiRedtLkqTuB5xjPFAHs1FcZ4Z8bWs3hOw1DXdQtYZridrZZM7FldWIGAemcZxXZ0AFcHqSt/wALs0V8Hb/ZEwz2zvFd5XD6lMT8ZNEgycDS539uWA/pQB3FFFFAGbc69pNnqK6fc6jbQ3bLvELyAMR64NXZ7iG2t3nnlSOJBuZ2OAB6k14/8Z3srPxP4PvGtYJpkvN0qkAF0BXhj6detavivxdpviPwHrd3p2oSQW1gzwSK0IZblsDCjPUZI5FAHpaXEMsCTJKjROAUcHhgemDUteTeNJLPWvh9oMun639itI7u3SSW1YbI8jv6Yx096m17W7m08M6JFo+uzXmny3Zt77Vdy71A77/urzxmgD1OivEtQ1PXrfw1Zs3jJYJo9VFus6srqYmIwZDjkqM9K6bXb278N+DLO2tfEF1e3V9chYb9lUkqeSN33RwCAT3NAHokkqQrukdUXOMscCn14Bql5f618Nwuqandy/YdfSGaVXXcsHHLlcg4z16V02s61HaaT4f1HQvEt5dabDqQhvJmcOCjcnecdBQB6zRXiEviTULnwb41mt/EV0Tp955lhcjALRnoo45UmrEtxqtt8MrvW9I8S3ms3N2YUuH4Atxx5m3A+UgHr2oA9nprMEVmbgAZNee/Cy4upLfUrd9R+12sUiGBWlaZosg5BkIAbJGcdq6rxVBbz+Hrr7Xf3FjAi72mgfYwx2zg8GgC1o+tafr1gL7TLlbi3LFQ6+oOCK0K8X0TXo2+DcdnpmoNp+o2wVZmVPmQFyMtxxux1xxmt/4Y3d897q1pcXN5cW8ITy3kmE8eSOdsmASfUdqAPSaKxPF2pSaT4U1K9iWcyRQsV8hQXB9QD6da8Z8NXGs6xqGqaHb6/fI02ni5tpBceZm5Byfmx8uR1XtQB9A0V474Zl1v7Nrvi7Uk1lVgtFtorLcS5dVAkdVOB97p9DVLwNqbS+LBbvf6jJp99p7tKHmaY+ZnJ3EAeWwB6CgD1uz8QabqH2/7LP5hsHMdwAp+VgMke9VvDXi3S/FkFzNpjTEW0nlSCWIoQ30NcV8OdUttHk8Q6fdfbE8u6kuYjNE5zD2bcRz/ADqPwHr0S6j4onS01Blv7prq0ItXHmoE7EjAPHGaAPTNRv4dM0+4vZw5it42kcIu5toGTgd6j0nVLXW9KttSsmZre5jEkZYYO09MjtXg2mvqt1rUFxHLqbi6tbuK5gcySkSMG2K/G1TkjgdK3vhxpOo2+r6C+nx6lbwQWBTV0u96xmTjaEDd+O3GKAPSNN8X6dqniK60OGO5S7t4/MbzYiqsMkZBPUcVvebH5nl+Yu/+7kZ/KvME1mMfFy6v0tr4W8litpHMbSQp5oY+3T36ViaDoeqHxBBJqzahDrNvqDSySQW8h86MnjL527MUAe20hOBmuY1HxtY6X4ysPDd1bXSzXqgwzhMxls/dzXUUAYHhrxXZ+Jo7treGeBra4a3ZLhdrEr1IFbjSIrKrOoZugJ5NePy6DrMLT63BpN4uqjxJ5h2Bsm1JIJAzgqRTPE2kajJq+tpdWmp3OrXUyPotzbF/LhXjAOOF287s9aAPYfPhwx81MLwfmHFNe8to5I43uIleT7is4Bb6eteJ3/gzxhbJf6PbW4nsb2SNri73t5jF8ZKnPRDmp9b8EXsfiK9W9ttRu7UwxR6dc2URke3CjBGdw2nPOfegD2czwjOZUG3r8w4pk99aWwQz3MMQkOE3uBu+meteUa14D1U6lHbabDM1nrUEKX080rFrV4yGZjg9WHHHemeL/Bt3Jr92JbG9vdLls4obEWsXmtbFBgjkjaScHdzQB6zNf2du4Sa6gjYruAeQA49alhniuYllgkSSNuVdGBB/EV5B4g8LpJeeEku/DOq6hFaW228lX5nIwAqOQecEEnFdrrOr6d8O/CtvNaaRN9hWRU8i36x7j1wT+lAFD4bEtd+KySSf7Xk/kK72uA+Gs9tPdeKHtTIY21MviRcMNyg4xXcrcRNcvbq4MqKGZe4Bzg/oaAJqKKKACiisDxH4UtfEwg+0X2o2phzg2dwYt2fXHWgDdDBuQQe3FCurjKsGHTg5rik+GWmR6V9gj1bW0TzjMZBetvLEYxnHStzwz4Zs/CunPZWU11NG8hkZ7mUyMWPXk0AbdFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAed+B/Cvijw5r+q3V/Ppstrqk5uZlhZ90bnPCgjBHI/KvRKKKACiiigAooooAKKKKACiiigApkil42UMVJBAI6j3p9FAHn+n/AA4vbFLW3bxRdSWUF0bkRCBUZju3bS4OSue1amg+Er3RPEup6r/bPnw6lIZZ7c24X5gMLhs9AK6yigDldH8I3GleKNW1ltV89NTIM9sbcAfKMLg57D86pad8ObbSdUSfT9RkgsUmM62ggjJDE5IEhG7bz06+9dvRQBxVv4DudP1eafS/Ed7Y6dNcfaHsI40K7icsAxHAJ7Yq1beCRZeJbvV7PWb+3ivJRPcWibNkkg4ySQTjHYV1DMQygKSD1I7U+gAriV+HNouo3JF/OdIubpbyXTCoMZmBzncecEgEj2rtqKAOMv8A4dWV6uwapqMEa351CNInUBJScnHy9MknB9a7FRtUAknAxk96dRQBykngW0/4SSXWrTU9Ss5J5VmuILeYCKZl4ywIJ/WnnwFozIUY3TL9uF+N0xO2Ydx/hXUUUAclP4A06TUp7y1vtRsRcOZZYLS42I0h/jxjr+hrrAMKBknHrS0UAclqngDTtS1mTU477UrCWcg3KWdyY1nwMAsB39xT5fAOkPqLXkM1/bPJgzJb3TIszD+JgOp4rqqKAOSvPhz4fvheiVLkC8uUupds7D94owGHpU934G0i71b+02e9juSsaSGK5ZRKEPy7wOtdNRQBz/8AwiGmjxQ/iFZLtL5wqvtnYIyqMAFehHtVTUfh/oupy6i0xuUj1F1kuYo5cK7r0bpkHgdDXV0UAchqnw50XWHs2vJ9SdrNVWAi7cbCBjcPf3rqbeAW1tHAru6xqFDSNuY49T3NTUUAc7c+CdBvZr6S5tHlW+ZJLiNpX2u6nKtjPBHHT0qTUPB+hapd/arqy3T7AhkjleMso6A7SM4963qKAOeufBmi3eu22syQS/brZQkUqzuMKBwvB6VoX2iaZqN7aXl5ZRT3FmxaCRxkxk+laNFAGDqvhDRtav1vby2ZpduyQJIUWZeoVwPvDPrTtT8IaBrE8U1/pkMrxoI15KgqOikAgMB6HIrcooA5688EeHL+dJrjS42ZY1iAV2VSi/dUqCAQPcVvIixoqIoVFGAAMACn0UAYOqeDvD+s3/22/wBNjmuSoRn3Mu9R0DAEBh9c1Fe+HrjUNZsHmmtho9gyyw2iQ/N5ijCktnGB2AHaujooAx9U8L6NrN5Hd39iks8a7Q+5lJXOdpwRuHscin6j4b0XVkt01DS7W4S3/wBSrxghB6D29q1aKAMu98OaLqUUMV7pdpcJAu2JZIgdg9B6Cmjw1oizGZdJs1kKqm4QqDheg/CtaigDLPhzRTAkB0qzMSTGdE8lcLIerAetalFFABXBal/yXDRv+wPN/wCh13tcFqX/ACW/Rv8AsDzf+h0Ad7RRRQBRv9N029jd7+0tpVCFWeaNThe/J6CobOz0S906MWltYz2WSU8uNWTPQkds8VzXjbXL231vTNDiuLWxtNQjlMt5dxCRMqOI8EgZOfXtXnej+Ib7SfBPhnT9I1Fo4Xubtbm6h8tVAV2KqS4KoTkEZoA9yXTbBLZrZbK2WBjlohEoUn3GMU8WNoLX7KLWAW+MeV5Y2f8AfPSvHtY1fWLnwFpdzqniJYNmrLFPdWUiOdhJ272UbQR3A4NdH4k8Ry2HhXTo9I8Sfa7m7uRAt8kUcrP6gYwgOPWgDuLuz0wWoN5bWn2eEZHmxrtQfjwKr393oVnoqz30thHpgA2tKU8rHbGeK8ts9evvEPw119dY8QJDcWNzNGzMkTebGB8quuCCD7V1/wDanh64+Fcc9zcac9mliqtkoUWXyx8oHQNntQB1Wnw6XLYCTT4bQ2lwu4GFF2SAjrxwanFpax2ptxbwrb4wYwgCY+nSvFn8Uap/wrHwpDo+qwxpIVtr+6ilVGtwF+VSxBCfU+nvVpPFPiLTPDEcEuuQXYbUUgk1O3InNtARnLttClvfB96APSoptG8S6fLbabe280EMipILcI4Uj+EggiteC1t7WLyreCKGP+5GgUfkK83+FFzavqni2CG/W+cajv8AtAx+9Urw3ygL+VdL8QNU1PR/Cc93pQImDoryqm4xRlgGcD2GTQBqaVr+k6zcXttpt3HNLZSeVcKgI2N6foa0227TuxjvmvFbTxFFpGjeKLjT9euLqSS8txFqK26uzKVUFjwq46jJ6HrVe11S88QeCfGGmTa5eXD2YSSI+ekkhUgFhuQYZSSaAPcQiY4VcH260qIkaBUVVUdABgV5rp+uaNp3gTVLvQ/EOoX4toVVnyZjbtgAbQ4Aql8O/Ed3P4svbC61x7u2ayS4SKW4Fw4f+I7lGF/3aAPWCM8U3CIC2FUAcnpWL4d8XaN4q+1/2RcmY2knlzAoVKnn1+hqTxZbyXXhHWIIjKJHs5QvlH5idpwBQBJq/iDTNE0ZtWvbgLYrjMqAuDnoeM8VoQSRTwpNDgpIoZSB1BrxTQJdPj+Fep2Frc6vd3/9lJ51rKkjpG5GNqAjGcnoPStvw/eXei+LdVg83VJLOXSI71YJgXYS7fmC54B6fLQB6mcDJOOnJqOCeC5iElvLHJGeA0bAjj6V4b4O8Q6rqHjC1tm1S+uLW+tJ1lEkruRJg7AQUCow9AT9a6D4U2mk6WFtXl1FNbJlWW2neVkTDHJwRtGRg0AergAdBis611zTr3V7zSre433lmFM8YQ/JuGRzjFX5EEkbIScMCDg4P515T4O1W00vxz4t0iN9QEUjqbPzI5JCSqYfDNnnI4ycUAesZFLXhHg3+118aaa7yalfJ50rXDuZo5I85x50bEpgdtpr3egDIjXRL7XZJ0e2n1OzHlt84Z4Qe2P4c1rZFeP6Hotho/xO1y71DRtSkvZb5XsLmOOR49rLgktnHB9aoR22tTak0Al1dfFZ1cyAs7iBbUN1/ubdnHTOaAPcKaXUNtLKCexNKM4rwvxFp2o3nj26votNv72Zb6MRRSxSxlEUj/VyqdgXvzQB7mWVcbmAz0yaQyIM5dRjrz0rw34nRavqWvXrRaZqAktYY/sbIJpFLdSybMKrDod2at634Nlv9U06O1VseIYYv7QE7sJICm1mkUHkZwQfc0Ae0ggjIpa5TxD4ptPA6aPayWF3LZzutqJohuWHGAu7uc11QORmgBar3NnbXgjFzBHMI3EiCRQQrDoR71YooA4P4exqmr+LjE7+UdUOEcDKnaMnI7Gu7wM5xXn3w6KJ4l8aQb2Mi6kGYeWEABXjHc16FQAm4btuRu64papLpVkurPqggAvXiELS5OSgOcVdoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiql2ks0kMUUksWG3tIgBBA/hP1z+lAEk4kSOWSBA8+w7FZsAnsPanW5ma3ja4RUmKguqnIB7gGpaKACiiigAooooAKKKKACiiigAooooAKr20k8iyG4hWIiRlQB925QeG9s+lWKKACiiigAooooAKKKqXP237Zai38n7Pk/aC+d2McbfxoAt0UUUAFFFFABRRRQAUUU1nVFLOQqgZJJ4FAAyhlKnOCMcUkcYiiWMEkKMAscn86cCGAIIIPQikdwilm6CgB1FAORmigAooooAKKKKACsbXtdGg/ZJp7Z3s5ZhFNcBgFtweAze2a2a808Z+B4dW8RS32o65KkF3EtvZWDSFY2nGSAR0IOOn1oA9Bs9Qs78ObS5jmCMUbYc4IrjtdkmHxc8NIB+6NncZ8sjdnIzu/2en41qeGfCkWh3ct84LX1zbwpcyh/ld1GDheg7Vlawzx/GTw+y2zOH06dGkB+6NwPPt/jQB3lFFFAFLUtP0/UbQxanbQT26neVnUFRjvzVOxg8P6vo7Q2UNjdacxKFI1VoyV4xjpxiuf8c+I7zStZ0XTVuIbCwvjILq+nQMqhV4QZ4BPvXnmn+JdQ0fwvaWejGNbWbVbpbi9t9qlAGJQEn5VLA/kBQB7adH0v+zjp5sbb7GRgweWNh/CkOh6WdOGnnT7b7GOkHljYPwryLUtV1PVvAWnnV9ZkgKawsMt1aEH5ASVZ2HAI49q6DXvER0bwlpdvpOvXF9Nd3RgW72h3kxywDH5VPuaAOzn8P+HoNPkjn02wjswfMkDxqEyO57VWvP8AhE9I0ENdJp0GkzSBh8gMTsec8cE8da8807XLzxJ8NddOr6yYpLK4mRshWMsYXhW7MDzyK6G+1bQR8HwZGtJYf7N2LCOhl8rJQehyaAO1s7TS5bBWtLa2a0uAJRsjG188hqsLaWsVu0S28SwnlkCDafwryXUvEkq/D/wrb6XfGG1KwxahdwybTAFjB2E/w5PGfaoI/E2sxeEFhk19ZQdUW3mv7fMjW8BHdscnPegD1LQ9R0TURcnRpLdxDJ5U3kpt2t6HitVlV1KsAVIwQRwa8v8AhDLai/8AFlvb3zXoGoBlnYYMq7cbuOK6b4kTS2vgLVbqC+nsp4IvMilgOG3DoPoTxQB0gsrVYDCLeIRHqgQYP4UQ2Npb7vItoY93DbEAz9a8duJNf0/4aJrmmeJL7U7i7eD7WWIP2dT98IAMgjcAajstQ16bwZ4kvLfxJI8cBimtvKkMkkeD8yl2AyD6UAezR2VrFE8UdtEkb/eVUADfUUkFhaWzl4LaGJiMEogBxXkaeIdes7DxLDpF3e6lYW0cRjvJlLPEzH96EOPm2jpVjR7iY3OqQad4j1C90RtO864vJHO+3nxwFbHU9x2oA9F0Xw7pnh0XktnEEe7lM9xKx5dvUn0FacE8NzCs0EiSxOMq6MCrD2IryLwVYT694Gu76fxLquo3UlrLHNaGXG0nIXjqDgVQ8OT6Vo3gfUbXQrnWP7Y/s1TMrLIyQtxuKAjAwSc4oA9uWNFztRRnrgUu1d27aM+uK8q+FBuI9Y1KIC6ktTBGfOe5eWMyZOQN3IPtXa6F4z0nxDq+paZYvJ9p059kyyIVz7jPbNAG6lvDFzHEi5OeFA5p4RA24KoY98c1X1Gc2unXM4jkkMcTMEjGWbA6D3rw7wpq89x4shjvP7VFtqtrLHPK9y7mMnO1SMYRhjtQB73UaiIytt2Fx97GMj61438P9Ot7xLy9t9Z1e51ez8/7FbXUrBFjGQhYHhs5B5qj4Gstah8T6Ze382oW96zst8hglb7QTkYcn5QB1yKAPdAqgkgAE9TjrXP6R4z0vWtdu9Htku0u7ZSzefAUVhnGVJ6jNdFXnUXiFE+KF1NJp1/9la0S1S4FsxXeHyefT3oA9EJA70wtGsgBK7yDgdyK8I1++vrjxdcy29lqkWoQarE20NI+IFIywA+UKRWzcWir4q1S41+21yS/jv1k0+eyVyvkHbhRjgDqDQB6PoXia018X3kQXNv9juPs8guI9hLYB4/OpL7xDY2GuWGkTeabq+3eUETKjaMnce1eV6nHrt14w1K+v9OvbjQbHUBILK2VkeQ7AFlz/GAU5HvWtqWpWdt8SdL1WDRtWx5Li7lEDlVLKoUY/DnFAHqDTwo4RpUDE4ALDOapLp+mQa1JqAjhXUJkEZct8xX0FeQ+I/DP2i78XXUWm6oL5GiutOlQvt7Z2jPr1FJ4h0mbUPEkt3fJdvZrbW1xcXkQIltigy0YUHjd1JoA9lu9Ms76e2murdJXtX8yEuM7GxjI96uVyF5rmq2ureHbDRdKN1pV4oMl6zEiOMLke+cY5NdfQAUUUUAcb4MW3TXfFi2+3/kIgtjnnYO/512JIHUgdq4b4eIqX/isIrqP7Wc4fr90V3DKGwCAcHP40AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKajrIgZTkHoadRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTJI0ljaORQyMMFSMgj0p9FADVVUUKoAUDAA7ChnVSASATwPenUmAevagBaKKKACimKWJbKgAHjnqKfQAUUUxQ4zuIPPGBjAoAfXMeMLbWbhtGbR4reRo9Qjafz4922PnLD0I9a6eigAri9Tmi/wCFt6HCAPOGnXDE452llA5+oNdpXHanDGPiroU+4eYbC4Qrx0BU59e9AHY0UUUAY/iG60C3skTxBJZLbSOFVbvbtZu2M1bisdOa1MUNram3fkoka7G/DoaTU9H07WbVrbUrKC6iZSuJUDYB4OD2/CodD0HT/DunrY6ZE0VuvIUuW5x7mgC4LG0W2NsLWAQHrEIxt/LpUNzo2mXlmtpc6fbSW6nKxNENoPsO1Ptbw3eni6it5kZlJEUq7Gz6EHpVlSSoLDBI5HpQBTj0bTIYRDHp1qsYx8ghXH8qf/Zmn+T5P2G28rdu2eUu3PrjHWrdFAFaPT7OKF4Y7SBIn++ixqFb6jHNEVtZrbtBFBCIckNGqAL75HSrNIAB0FAENvZWtpn7NbQw7uvloFz+VPlhjnjMc0aSRnqrqCD+BqSmEsGUAAgnk56UAMhtoLaPy4II4o852xoFGfoKR7S3e1a2MMYhYYKBRj8qnooAhggS3gWJeQBgnA59zikjtbeGNo4reKNGOWVUABPuKnooAghtLa23GC3iiLnLeWgXd9cdamCqOgH5UtFACAADgAVlaV4d0zRrq8urODFzeSGSeZjudz6Z9PataigApu1R0UflTqKAECqOigfQUtFFAEb+bvj8spsz8+7rj2qSiigBMDOcc0tFFABRRRQAVl3Hh7SrrURqE1mjXWNpfJG4e4BwfxrUooAaqqihVAVQMAAYAFVbq5uoryzigszNDKzCaXeB5IAyDjqcnirlFABRRRQBxPgW6Fzrfi0hoyF1PGIwePkHXP0rtq4fwO9uviTxhbxSb5E1FXc4xwyDHTjsa7igAooooAKKKKACiiigAoqKeFLmCSGTOyRSrAMQcH3HIpYo1hiSJM7UAUZJJwPc0ASUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADDv3LtI298jmn0UUAFFITgE9aRW3KGwRkZweooAdRRRQAU11LKQGKk9x1FOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiimuSoyq7jkDFADqKKKACiiigAooooAKKKKACiiigAqKKVZlLKGwGK8gjkHFS0UAFRtLGsiRs6h3ztUnk49KkqOaSKGMyzOiIvJdyAB+JoAkopqsHUMpBBGQR3p1ABRRRQAUUUUAFcTqhtX+LmgxmMG6XTrh9xH8OQB+ua7auK10xf8LQ8MZYLJ9nuf4Mlh8vGe3egDtaKKKACisy98Q6Ppt2lpeajbwXDkBYncBjnpxWnQAUUVTudTsbS8t7S4uo47i5JEMbHBkPtQBDDrVtPrtxpCx3AuIIhKztERGQTjhuhNaVRXE8NrBJcTyJFFGpZ5HOAoHcmm215b3tvFcW0ySxSrujdTkMPUUAT0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVBbRzxiXz5/O3SFk+ULtXsvHXHrU9ABRRRQBxPg6SRvGPjOMqfLW9iKnjqY+feu2rivB5k/4TDxkGmUxi9i2xjqp8vkn6/0rtaACiiigApqIqLtVQAOwp1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwPhTXPFUvjC40bXvsUqJYrcubVceRIzYEZPc4Brvq878B+GvGGg6nO+sXOmS21yzzXEkIYyzSsRgknoAOMV6JQAUUUUAFFFFABRRRQAUUUUAFMkVmjZVYqxBAbGcH1p9NYEqQpwccH0oA8b8I+I/FWs66LUa20ksV5IskU1niJoFbBIcfxe1b1jrmu618RNSsGbULKwspUREjtlKOMEku56ZxxVyy+H19ZeXbjxNcnT1vDdmBYArEk5K785257Yra0jw3NpPiHVtTGoGWPUnWSSBovuMowMNn07YoA5bTtT1rxF8QL6I3eq2Njp10ESJLcCJgFBIkY8/Nnj2xWhY/FHSb/AF2306KGQw3Nw9tDchwQzrnOV6gcHBrR0bwpfaT4j1HVX1ozx6hJ5k1ubcKDhdq4O7jAx25rN0f4axaLqxubbVZFtBcNPHbC2jypY5K+YQWIoAtQ+P4brVUgtNJvrmwa5NqL+JQY/MHB464ByM+1V7Hxb4iufFmq6b/wj/m2dpOkSzRzKCqkZLNnrxzxVq28ETabqM0ml69eWVhNcG5ks40UjeTkgMein0xSf8INLB4tuNc0/Xr2zS6ZXurVAGWVh05PT8KAOwJABJPArgm+KFnvmuI9Lu30iG9FlJqIZRGHJAzjrgEgZrvSARgjiuLi+HGnQ3twFup/7JuLgXcmmYHlGUHOc9cZAOPagCp/ws7y7wLc6Be29iL/AOwSXjMrKshOBwOcZrvwcjIriLv4Z6fd21xbnUb+OKbUv7S2q4wsuc4HHTPNdsq7UVc5wMZPegDg5viX9l1GWK60K8hs4bwWMl0XUgSscLgDkiovFXxMfw3rYshpJmt0kjjknaZVJLED5F6nHepbTwFJdeI9TvtUubj7I+oi8htFdTFIQPlYjqDml1P4UaNqeo3d291dx/a5RPKilT84OQQSMj6A0AFxf6jP8XbHT5pJ7WzitJZoo0lBS56DLDqMbj+VV9Q+I+o6fqVyk3h9lsLXUEsZrjzwSC+MEL3+8PzrU1H4f2+peIYtbk1jU47yIgRmOUALH3TGOhPJqO4+GumXs+oveX2oSxX10t28XmhVWRehHHpj8hQB2YYEDnr0p1cL4r8J6prfivw/c2N3Pa2lgd08qz4DgHhdncn16V3VAHnH9ueNLj4k6lp+nxabLptqkW6KWXDKrH73H8XB4+lRap8UpYfE91p2mael3Bp8qx3Y3HznJ6+Wo6475rpr/wADaTf6/wD21uure7ZQsxt5igmAOQGA602+8BaNfavPqebu3uLkKJ/s05jWXHTcB+VAHLXPxR1iCa82+HUeK1M7N/pA3lIWUMcevzA/nVnU/H2v2s97Lb6FbHT7AxSXEklyN5icAgqB3wa20+Hfh9YLyIxXDrd+aJC0xJxIVLAHtyoqpb+ArZvEs93d2wNmIoo48XDMZvLGB5qYwcduaAM/WviTdwajeW+kaetyLDyjMrhi8u8A4QD0B6mpdZ8ZeKIfFdroelaNZyteWpuIHnnK4AwW3DtjOK39Q8EaRqGrSakxuoJ5UEcwtpzGsqjoGA60l14I0q61my1UveRXNnEIYTHOQAg7HPXPegDB8Y/EC/8AC4RUtLGeSOBJLlWuMMG/iVVHPToTRdav4ju/iPFaaVeWSWi6Yk8ltOWx8z9Tj+Lrj2rW1n4e6NrWpXN9K1zA93GI7tYJNonUdN3H8qXVPAOi39tYh7e5aSyRYo3juWjd0BHyuw5Yd+aAMnXfHmraNZeJJDp1s0ulTwrHmQ4kjcD5j789Kj8ReJPGSa/ZaVoEOlSPfWpnj85iGjAAyW7H2rf1XwD4f1q8+0X1rJITEsUkYmYJIF+7uAPJHY0++8DaDf3ttey20iXVsixxTRzOrKq9F69KAOP1vxv4rg1V9N0+0tWvNPtopbuLYz/aJHONiEfdHua9Is70S6faT3QS3lnjVjGzDhiASo9cGs/VPCOiaxefbLyzLXGzYZEleMsPQ7SM/jWZ4p8DW/iHT9JsIZfskOn3CSq6s29VX+Ffr6mgDr682+IvjnVvDt6bfSHs/wBxb/aZ/MRpH68LtH3QR/Ea9IAwMViaj4S0TVb6W9vLIPcTRCGVw7L5iDorAHkUAcLqXjnxRdRzvpQ0q3it9Ni1BjcFizBhyoHT8ag8ZeIrrxFYTaJ/xL7WAaSmoXM92TySAdsYHXHrXcnwJ4bKlTpqlTa/ZCC7cxf3evSkufAXhi8t7GC50mKaOyG2DezEqPTOckexoAs+DnEngvRGD7s2MPOc5+QVuVXsrK2060S1s4Uht4+EjQYC/SrFABRRRQAUUUUAFcHrl7Jb/F3w3EyM0U1lcIpHRWJGSfwArvK4vxBcvb/EvwqqxbxLFcox/ujCnP6UAdpRRRQB5v45uNGtviF4Qk1BLYsskxZpMDYNnysfbI496m1/xxFqGiWz6Dfy27z6ibRZRBuMm3O7Znj05PHWu3udMsL2QSXVjbTuBgNLErHHpkij+zbH7Otv9itvIQ5WPyl2g+oGMCgDx4eM9ZvvCttBcawbQyas9pdajHjfbRgnaGxxluOelWfEl7d2mmaHNZajB4i1aC+ljtrhkAAJXjJHG4dvU16uulackDwJYWqwyHLxiFQrH3GMGnR6dYwwiGKzt0iDbgixKFB9cY60AeVaheQ33wnvTdeKruWaBW+2iWMb2kI5hKntkdu1S6lq0baT4Mh0vXDYJcBbWdrVVwg8oFhn+Eg4/OvT5dNsZ1ZJrK3kVm3sHiUgt6nI6+9VpdEs8QJb21pBEku90FspDjGMex6c+1AHlM3jDVF8ALMmr3DJZ6y9ld3Ix9olh3HaUz3wVrqfB2uXOn+EdQ1jX9Z+2wwMzKq4d4ox90Nt6sRiul1fwtp2rLb7okhe3mM6FI12lyMEspGGyD3p2ieGrDQ7e4jhjV3uW3TuyKPMPTkAAYxx0oAt6PqttrmkWup2ZY21zGJIywwcH1FX6jihjgiWKGNI41GFVFAAHsBRNCs8RR920+hINAElFFFABRUN1dQWVtJc3UyQwRjc8jnCqPUmoNO1XT9XgafTryG6iVtheJwwB9OKALtFFFABRRRQAUUUx5EjKh2C7jtGT1PpQA+iiigAooooAKKKKACiiigAooooAQMD0INLTVUKMKABnPFOoAKKKKAOO8Hxwt4l8XXMZDNJfqjMP9lBx+tdjXGeDzIvinxhEFjWBb5GTb1yUGcj8q7OgAooooAKwvEegXWuRwi012/0p4yctaEfOD6g1u0UAcpb+DZ4tPS2k8TazJIrl2nE4VnJ9eOnHStXQ9DXQ4Zoxf3t2ZZC5a7l3kE+npWtRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWXrXiLSPDsCT6tfwWiOdqea2Nx9q1Kx9e8L6L4nhhi1nT4rxIWLRh8/KT1wRQB5OfjfHb+Org3pkh0KOAKkUflyMzk/fyDyPYVowftDeF5b7ypLO+it9pPnsgPPpgHNNPw18JeHPEEJudVso5r2UJHZz20Tqy9lVWBIP8AtVvWfw00a0ktLP8AtAM1retfQw+VEGCn+EjbkrzQBzY/aK0V1UQ6JqMkpzuQbeAO/WgftDacwjI8OaoRIcJjb8x9B616DaeBtFsfFVx4gghK3M8PlNGMCNRxkhcdSABXCeGY7G88aajYGWWbw74XJmt5JAu2KY53gsBlgozge1AHMwfGS9sPHV1d3Vnrcti8JH9nyoqtE2eoA7AevNdLH+0P4fMUTzaVqUe+Qq3yqQoHfOefpVXwHKfGHjPW/Fs2o3sNhZyeRbTu6KjRZyUb5cY7/jXaH4c6RdXEN1DqF19jW5+2RW0ZjMIYnPHykkH60AcjD+0LpUt7GraHqK2Tkr54AJLdgF7/AJ1nw/Hu+bxJdRR+HLq605nVYERCsycc5HIJJxgcV6bL4F0wwwx28txbLDfm/j8or8rkYIGQfl9qdP4Rs49eudbGpX1sszJLcQpMEhYoOGPGRwOecHHNAHmmq/GrxPFIotfB5tQZRGq3shV3JICgLwc8jpnrV218c/FLUru60+28KWMV3BGruJJcbAwyp5bn6V0158OLXUtX1N5HX+zb8x3Sujfv4rhWzuRiOFIxxn6VuW/heOHxVPrsOp6gssqrHLAWXynCjA4Iz+OaAOI0b4i+Lor6LRtb8PWz6p9rW2fyrgLww3bscjGPevWq4uC0Sz1u98V+KLbT7CS3XyLedH3fus/eYkdT0+lR+FPHQ8V+MNasrKW1l0qxRBDKjfPI56n3X8KAKdz8TLiz1fUUudCkj0nTbhbe7vBcKzIWxsIQckHI+lSan4y8Ux+J5tC0zwzDczBFnjma7ATySxXc2QMHjpUP9l+GNR8R65a6hJZBFuY7uaMXpG9lUAeYhxjGM+nIrStf+EW1PxBca/YeIFNzAFjuGiux5YQZwhB4C554xzQBR1D4j3Vn9ovItHWbSLS8WzuLgXADhycMVTHIBOOoqe78a6xda7d2Wg6Il5Bp80Ud28k2x/nGcouOcA+tal34J0jUb97yRpjbzyLcTWqSYhmkHR2Hc/jg1PfeDtLvtQe+3XdtPJt837LcvEJcdNwUgHigDk7v4lakdduY9L0lb3TrO7FpP5YkaZiergBSAB7nmrGpfEW8tfGMujQ2FosMMscRe7uDC8pYclMjacZ7nmujPg3Rhe3N1DFNby3QXz/IndBJtxgkA4J4xn0pl34J0e9vZLmZbjEtwlzJEJ2EbyLjBK5x2H5UAc9qvxKuLDxTd6PHptuq28kaCW7uvJ80tjJTKkHHuRmo9R+I9++oX6aJpqXdvptwsFwuHaSVjjd5YUEDGepPNb198PtB1Ke6e6juXjup1uJoPtD+W7r0JXOPwqS78A6Bd6lJf+RNBLMAswt53iWYD++qkA0Acv4k+JGraXrM1nb2NnaxQrGwa/dl8/djIVgNoxnua9ETULYNbRS3ECXFwgZI/MGX452+orAuPh9oFxdSSvDceXKVMtuLhxFIR0LJnB/GtG68L6Pe61p+rT2itd6epW2bJwgPt07cUAbNFFFABRRRQAUU1nVMbjjJwPrTqACiiigAoopnz+Z22Y/HNAD6KKYxcFdoBGecnGBQA+iiigAooooAK4XX5ov+Fr+GIZHmU/Zrhown3WY44P5fyruq4TxOZB8TvB/l9CtyG6dNooA7uiiigAooooAKKKKACiiigAooooAKKKKAGIW2/OAG9jkU+iigDzr4u22vXvh+Cy0vTvt9lcyeXdwxbvNx1BUg47Hrx0rmvhNjwv4nv/DE9wbZpv38djMSXXjgZxgnHJxXtVcjqniC3a/1eDSbKO717S4VkEDqAZAw4w3WgDrqiSIJJI4ZiXIJBbIGPQdq5DxBrfjGzg0q50Xw/FfrPDuvIGk2PExAOASfqK2fDfiFfENnLKdPvLCeCTy5YLqPayn2PQj3FAG3RRRQAU1kVsblBwcjI6GnUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHDeD4DH468ayF0PmXMGFByQPL6mu5ri/B4/4q/xkfPVs3sX7rHKfuxyfr/Su0oAKKKKAIn8wyII3QDOXBGSR7elS00hQ284B6Z9qjlWdniMUiKobMgZcll9B6UATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVQt9Xs7rVLnTYnc3VsAZVMTAAHphiMH8DQBfooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKa7hFLEEgegzTqACqWrm/Gk3R0sRm+8s+QJfu7+2au01VK5yxbJJ57e1AHhHij4c+IoF0DUbeV9T8TTXoe6vJjuSLAyq47KDWlrPwy8R202n6zpOrTzeJ57oG8vWkwkcZByAvTaOOK9nooA8Tm1rVfh3ovi+21fWLq8lAi/s+4l5Z5ZEbJU9sEZx7VheH/h945uvAUgj1aKzsLqF7wxW4Jmuy65CuffgY967342abd6t4RsrGzjLPc6jDE5C5wCSBn8cV6DpljHpmlWljF/q7eFYl+igD+lAHjXiA6W3gDRdP0qOd9GgLHUYLFDueRVBCMeoyc5PtU/hTxXqkHgew0TRDZya1JvkjUymWO0twc5c9iBxivY0toI0ZEhjVXzuCqADnrmqthoml6V5n2DT7a28w5fyowN31oA8j/4uT440O11i0vbawFnLmKJMqt5tbl2HYccCuh1Dxb4i1DT4LrSrBDa2VuJ9UeZPkmO354Yx1yOefUYr0lI0jQIiKqjgKowBTRDEIjEI1EbA5UDg568UAeXt4x8dawIbrQNCto9M1BvKsZbgnegAz5rjoFIBwPpW9pkvi+z8Ma5DqkkV1qtsGNpPDHtEuU3DA9icfhXYwQRW0EcEEaxxRqFRFGAoHQCpaAPAPDN54nTSb3RtQ0+51RtdfdaS3cR2p2dnB+6B1A9q6jw98H7TSNN1KzuY45LgsWtNQhkaOY5XkNjoAegr1Xao7AYp1AHilj8G5bnwdYi+VP7eN6Jr2aRzuli3YZC3cbQCKd4r+FD3/iTVLuO4g0zQ/sKeXGjbEeVVIUOPQHn8a9nbdsO3G7HGfWvC9Ss5PE3hfXdc8Wa3PJJp8ksQ0q2YxpC4JVAw6kkkGgDv/h34n06+8JaPZyapaPqK2yo8SyjdkDHSu3rkvDHgnQtM0fTCNJtBdwwoTMsfzbsdc9a62gAooooAKKKKACiiigAooooAKKKKACiiigAooqjcXN5FqlrBFZGS1lVjLcBwPKI6DHfNAF6iiigAooooAKKKKACiiigArz/xHFM3xc8KO08aWwt7jYjDJZ+M49OMflXoFcD4s/5Kh4K+tz/6CKAO+ooooAKKKKACiiigAooooAKKKKAGsCyEAlSRgEdqSNSkaqzFiAAWPU+9PooAKKjEsbTPEGy6AFh6A9P5VJQAVny6NYSXF1ci3SO6uYvJluEGHK9hn2rQooApaXYnTNMt7I3M1z5K7fNmOXYe5qRb21N81ks8ZulTzGiDfMFzjOPTNWariytVvmvlgjF0yCNpdvzFQc4z6ZoAsUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBw3g2G2i8beNTC7ea13D5iEcL8nUH3rua4XwdCyeO/G0jAgPdQ4yOOI/Wu6oAKKKKAI5YknjaORQyN1B70/I9aWoJbSGa4gnkTMsBJjOTxkYP6UAT0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRUNzbx3dtLbzLuikUqy5xkGnQwpBCkMa4RFCqPQCgCSk2gMTgZPelooAKTINLWRoOgxaBBdRRXVzcC4uGuGM77ipbqB6CgDXooooAKKKKACiiigAooooAKKKKACmNv42BevOfSuC8O+KfEUnjiTw/rcemMXt2uQtlLua2AbAWTPUkHtXoFABRRRQAUUUUAFFFFABRRRQAUUU1gSpCnDY4J9aAHU0OC7LzlcZryfTPGniO78VyaIuraZNdx37xPamzdT5S8lg+4gHHY1pp4k1/V/iZNpVpJcWenWEiCVPsW9ZlIyS0hPyZxgcUAeiPGkoAdFYAhhkZwR0NPrzi11nxNrPxCurSG4ubHSbKcIUbT8rKoUMcyE8ZOQOOlaqfEfR5b62jSOc2VzctaR3pC+W0oONoGd2CQRnGKAOyorj28f20muJYWmlahd2xufsr38EYaFJO4znOB3PSq+heL9b1TxFqVhJ4el+yW18bYXSSIFRQOSwJyT9BQB3FFISAMk4Arih8SbB76MJp1+2mvd/YxqQQeT5ucY65xnjdjGaAO2pK4e2+IyzX8MM2g6jBbS37aeLpihTzQSOzZxkHnFdu6K+NwBwcj2NAEV5bC8s5rdmZRIhXcpwR7iksopILKGGaXzpI0CtJjG7HeuA8O+KrvTntrfUvtF3DfanPapeSSL+7YH5V2gA496d/wALXszr62a6fI9g939iW7WVS3mg4JMf3goPegD0WuI134dWeseKLbWFuZIIzIj31qv3LopyhI9Qfzqvq/xNj0jxXHpEuky/ZzcJbPctMinc/wB0rHncy88mnv4319vFFzo1t4PuJvIZC0/2pAojY/eP8wOtAHdgADAGAKWuHsPFHiC78eaxpEemW8un2TRL5nnbHQMuScc7v0ruKACiiuNufGeoN4hvNP0vQJb+1sZoobq4SUKVZ+TtUj5toIJ5oA7KiuIN9rEnxStrK4821sRZyyRRxyq6ThWA3MMZU/MO/amap421q28UXXh/TvDn2y7jiWeN/tSqrRk4y2RwfbmgDuqK4/UfFuqwajNY6d4fa+ntYI5btVuFUoX/AIUGPmP5VmXHxLnhg1Kb+xG2adfRWtxvuApVXAO7p2JAxQB6HRXCeJ1Nr478LXcd7fr9ruGheBJsQsojY8r65/lUHjH4lN4W1o2SWdtLDDGsk8ktyEY7jjai4JJHB57UAehUV5+/iHxFdfEo6Xps2nHTlsYrjyp2IYhjywwM59unSqfjibWx4/8AClv572+kT3fl5trgq8jYzhxjp+NAHplFcH4h8b6rba7eaVoWkxXb6dbi5vJLifywEPZRgkmsf/hZ2tXGn3uq22j2SWNnaQ3jrNckSOj54GFxng/5NAHqlFV7a6Se0t52wnnIrBSfUZxVigApD04rz/x9441Dw5eLaaYtkzrbm4lMxd2AB+6EQE8/3jwKybz4heJ7mBr3TLHTYrOHTE1OQ3DsWdO6ADoc9DQB6n5gSHzJSsYAy2TwPxp4YMoIIIPIIrybxl4nu/Efh6fTbSCxhjfRV1K6a7kYYVhwqbepB7njp616N4cMZ8NaWYmDR/ZY9pDZyNo70AalFFFABRRRQAVwPiz/AJKf4L+tx/6CK76uD8Ubv+FneDtrAcXOecZG0ce9AHeUUUUAV5b21glEUtzFHI3RWcAn8KlkljhjaSR1RF5LMcAV5r49i0SL4h+ELjUEsULSymWScAZAT5ck9gemeM1Y8d6tb6/8P9SvNG1e1NrbMyTiRA0c+0jKZPvjkUAd4olluknjuUNoY8eWFzubPDBs9Mdqs15r4ruoD8P9F/srWRp1qLq3ia5s5BtjXByM+gIHBP1p3iLxTdaJoWmRWWvRXzXNwYZdSAjOzAyFGDsDHoNxxQB6RRXjd94q8UnwPFf/ANr29tfx6itsmwRTCZGYbTJsJCnrnHpXSaxqWt+HvCsVvdeIYbnWby5CW80NnksuQWVUBIJAB5PFAHf5xS14bqfiPV9a+H0ovNcmsriDXUs5ZUREk8ssMb9pwuOTkHHFdFqOtXXhnT/D8kPi9L+wbUPIvbuREclWGQCynC46UAeoUV5KnjW8Ph/xfNJ4ngaXS7n/AEa4hgUrsI+VcchgTxmm3GvazpvgJvEh8Sf2nNdeRHKtsiCO03EbivXBAPO6gD1yk6Vwnw71PVLp9RtNR1K2vUjKvbmO5Wd0U5yHZVAPPTium8Ro8mhXKx6kdOYrj7ThTtzxj5uOelAF60vLa/h860njniyV3xsGGRwRkVYrxXw54gGj/A4Ppd/ZQalGxVySNylpCNzAA4J9SMVu/C/X77U9S1W0vry8meFI28uZ45lQnqVlj4OfTGRQB6bRWfreoJpWiXt/IXVIIWcsibyMDqB3rxnQNe1vxJqlzplr4mvobi40s3EMkxhO6bcCNgTO0Y6qeQKAPdqK8k8K63ql7ZX3iC51fUhZ6bp4hnhljU5ulX52C4BOOPqSazvBfivVLrxbBp+o65cSWl/p0kxllkiysgPVQmQmB2YnpQB63ba5pt4b0W15HKbFylyEOTGwGcGmaL4h0rxDDNLpd2lwkL7JCuflb0Oa4H4V6xp0beILRtSjmmF9LKrvtDyxD+MkAZ+tJ4I8R6RFq/jGW2uWmMl0bmGNRl5VVOSg70AelX9/baXYzXt5KIreFd0jnoBRYX1tqdhBe2colt50DxyL0ZT0NeH6Xr2qX3iG2a91K7ks9VtLpZbdpVkIAVio8pR+7I6YyScVv+CL+c+IdHs9C1e91LSBYH7dHdRqBbMMBAMAbSefl56UAegab4r0bV9WudMsbxZru2XdKig/KM461s5HSvL9G8XaVcfF3WokeI+baww20w4Errklc+uTj8K57TNQ1STxFbT3eqT2mtLqLLcW0rTOXhzwqxBNu3H8VAHuVFYF14w0iz8W2vhqeV11C5j8yMFDtI9M+vFb9AGPoXibTfEZvRp0kjmznMEweMptcdRz1rYrxLUIryDUfFGt2Y1S1uItYhWCK237JE+UO+zo+QGznjipPFt7djXNdGoahq9rdvFF/Ya2hkEchwOMDgtu65oA9hgjuEnnaWdZI2YGNQmNgx0J71OWAxkgZ6V4BeQ+PNKsbrRFttTu5Lx4zJqAuXLQ78bQMHAwc5xxWj4t0/XU8SCxu7i+j06KziSzvFE8myUD5nAjzufP96gD20sACSQMdeaDIigEsoB6ZPWvG9b0PV4LiHT7Yard2niG2hgkuHlcNayqwLuVJ+UFcnHrxUfivw7qI8WwadNHfDQo9OFvYzRiWbZJjlm2EEPnucjgUAe0F1BwWAPXrSghhkEEeorxbxPpyyf8Ia9++vF9ht7+aOOVHaJR1dUzglvxr0DUdT0z4feEYJ0t7yXT4SqAJukdQx+8xbnA96AKfg2G5Hi/xlPNIDE97GsaBicYTn6dRXbVwXge7e58Y+MCrMbZ57eaEEY4aPOfx4rvaACiiigArmPEXjW18PX62bWF9dzeQ1w/2aLcERTgkk10qFigLLtPcZ6Vzfjr7afCt5FplnPc306eVEIDtIJ7lsjAoAqWXxBtby4tIDpOqQvc3QtR5sGAjFdwJPpjn8K6x7iFITM8qLEP4ywx+dcjqo168sfC0thayqFuonv45AodYwpDZ3H19Oa5XU/DniCTw9bxPZziztdXmlewRFl8y3YnYQm75gpIO0n+VAHqzXdsiI73ESrIcIxcYb6UgvrQxPKLmExocM+8YU+5ryPX/Ds118NJLaDQNUkkN+ksEEiqJYwT8zIqk7FwDx2zV3XfBYl8DWy+F9Ilst1xHcXlnIv7yYL1BVzgn2PWgD1KG4huY98EqSpnG5GBGabPd29qAbieOLPTewGfzrifhhps2m6dfiTTtRsxcT+dtvEjjGSMELGhO0cVf8c6GNZXSS2kLqS290WkjIXhCjKT8xHcigDpY760lTfHdQugYLlXBGT0FOF3bFZGFxFtiOHO8fKff0rx+PwFqR8IXOn22grZXqLaXAdZgBNLGTuAAOA2OM96YvhXWNdvvEDtoN/pmn6o1vIE86NG3rw7FckHJ5wcZoA9efVLGOymvDdw/Z4FLSSBwQoHqag0fxBpWv2yz6ZexXCMgfCNyFJwCR1HSuM8M+FLy00bxDYtY28aXalIJJbdYzKduPnjU7cZ6EYrR+HunS6TpcdnceGF0q4ihVJrhDGRcMOM/Kcn15oA2/FWvP4a0C41VbCW8W3G6SOIgEL3bn0q9Z6ja3tmtzDPGybAzYcHbkZ5rO8Y6Zdax4U1DT7JVa4nj2KrPsDcjIJ9MZrjIvAeozDxGLOCDRLfUbBbWO2iYENIucyHbwARx6460Aeg2Gs6ZqrSLYX9vdNEcOIpA2364q1PPFbQPNPIscSDLOxwAPU15l8PPC+paPr/ANpvtGvLUx2YtvPlu4nRsHoqIoOPc816VeZ+xzbbYXJ2nEJxh/bnigDF0fxZbatpN7qRVLe0tpWjEskylHC/xbgcAVoafr2k6t5n9nalbXXlDL+TKG2j1OK828L6F4og0bxPpV/4dt401B5p4XedPLLMMKhUZx9a1/DnhLUtJ1/R77+z7W2hh0g2d2kLj55ARgnHDDjr70AafhzxpceJdbkjtLKBdJAk2XDzjzXKNtP7vqBkHmt5PEOjSzXEMeqWjSWwLTIsoJjA6k+lYfh/w/eWehanZS28dncXT3LRTRkExiR2KjI54yDXM6F4FvvtGgNd6VDaS6IHSe4DqTf5GB06gnk7vWgDtW8ceFlZFbX9OBcFl/0heR+dT2fivw/qF7HZ2esWU9zICVjjmDMcfSvPNJ8B3keieI7OfwrpcV9O0r2d07JIGL9F6ZUAVLYfD3VNN1DStSjsLB7qK4WSQCXb5YEOzqF+bnnFAHoMPiXRLm/ksINUtZLuMEtCkgLDHXj2xWZ4e8f+H/EzSpYXZ3x7yVkUqSqnBYe1c5ovgnVIfF2m6tf2sINsJjKYpEWMO+RmNFUEjHXcc1seEdK8QaDcSaVc2WnnSYjK0N1HIRI+5ywBXHHUjr2oAl8M+N08UeJNWsbKCN9PsAgW7WTl2IyRt7Y9a008XaBJqTaeuqW5ulB+QN1x1APQkelcvoGh+IbXxjrl/d6VaQWOrhFYxXeWiCrtyAF5J/Cq9h4C1dbfTdHuGs47HSrlriC7jJaSbOcKRgbevJyc0AdbpXjPw9rd+LLTdThuLgqWCIeoHXH0rfrz/TfBWq2N74bmzpsaaXJOZxECDIJM8j5euDyD6Cu+ddyMuSMjGR2oAyIPFWiXOrTaZDqMLXcIZpEB6bfvc9OO9MtPGHh6/wBRTT7TV7Sa5cZREkB3ew9T7VyWieDNdsXs9OufsTWWmXMtzBebiZbkuGwrjHA+c55OcCiw8C6zYWfhxIV0hJtMunlmcBv3it6fL15PWgD0muc03xrpGp61caTE8qXkMrRBJIyA5AySp6EV0dcxp+n+JbHxBeM11ZXGk3FwZl8wv50QIAKgdMZHr3oA0Trlta6la6Xfyxw391vMMa5KuAT0JHXHOPrRVXWdFvdQutHnhuYs2N99pfzFI3KQy7RjuA36UUAc5pvhzXdX8bWfiLWLOz0n7CsiCO0k3tdFuMu2B8uO1eh0UUAFFFFABRRRQAUU3LbwAvy45OadQAUUUUAFNYEqQpwccH0p1NZgqlj0AzQB55Z/DjU7ZbvPiR1e8vftlxLFbhZCf7obPAxWro3hnWtO8Z6prU+pW0ttf7VMCwsCqqPlwd2M+pxVW3+K2h3WrHS4bPVWvBN5TRC0OV/2j6L71b/4WP4fHiH+yHknR/N8gXDR4hMn90Nnr26UALo/h7XtP8WX+qT6vBNYX53S2ghI2FRhNhJOOMZ9ap2Pw8bSr4HTdTS3sBc/aFga0jeRctuZRIeQCc/gatWXxH0TUNdGk20d47mWSITCHMe5PvDIORj3FO074keHNU1OKxt7icNM5jjlkhZY3kB5QMf4vagBlr4JudLvpzo+uT2NhcXRuprVYUY7ieQrEfKp9MVJY+DbnTfFV7q1prdxFZ3s4uJ7JY1Id8Y5Y5OPYYpul+JL/UvHOpacYzBY2VurCKaErLIST8wOcFeDVOz+KujX2qtpsGn6u10k3kyL9kP7s5wC3PA96AO6KhlIIyDwa4qy+Hy2cr2h1OWXQjdfa005o1wj7twAbrt3c4q1P8QdHttej0p47zdJci0W48r90ZT/AA5Jz+lQaV46l1PxZqGjDQdQSC1mEP2vaNu7GTuGeB3B5oAWT4fwOsKHV74JDqTakqjYP3hJJH3fu5J/OuxIyuM/jXGWPia/v/ibdaIA1tY21kJDFNDh5W3kb1bP3elSn4jaJ/asVkqXjxyXJtRdiA+R5v8Ad3fp0oArRfDWzit7KEatqBWyv2v4clMh2OSD8vIqzZeAodMvp5rDWNRtrWe4Ny9mjJs3E5OCV3AE+9RWfxJ0m91aCyW0v4457lrWO5lh2xtKvVQc5rtKAPO774S6de6jcXf9qXsXnXgvcKsZZZQcjDlS20ema3bfwctr4vn8Qx6tfedOiRywHZ5bqowAflz79a6eigDlbnwRBL4rk1+31TULOWcxm4gt5Qsc2zpu4z+tVvEmh67qHjfw/f6bezW9haljdgS/Iw9Nncn1rs6ayK+Mjocj60AOrmZ/Bls+s3mo22oX9k17tNzFbS7FkZRgN0yDj0IzXTUUAcbqngCLVNd/tk67q1teKojjaCULsjzkp05BPJzmrbeDLceKR4hj1K/S9IVHAkBR4wPuEEdM8/WunooA5rVvBdlqesjVo7y/sbxlVJpLO4aPzkXorY7VV1b4c6JrNxLNcSXyecUeZIblkWVk+6zAdW966+igDl9Y8Dadreo2t9cXmpJNaAeR5V26iM4xkc9SOpqnqXwz0LVXuGnlvx9pVBcBLpgJioADN6ngV2lFAHJ3/wAPtH1Ce2nkmv454LdbbzYrp0aSNTkBiDzUuteB9O129tLu6u9RSS0wYPJumQRsBjcAOh966eigDmb7wPpN/cxXMj3aXKQ+RJPHcMrzx/3ZCPvD60XHgLw7cyXDyWJAuYFt5kWV1V41xtUgHGBgV01FAHC+LPAR1ux0Gw0+4ktY9NnVxcGdjIiAdB/eJwOSeK7hV2oFyTgYye9OooAxNT8KaRq000tzA4knQRzNFK0ZlQdm2kZH1qgPhz4XEZjGnMEMH2Yr58mDH/d+905rqqKAOYvfh/4Y1C1tba50xXjtYTBEPNcER/3SQckexrd07T7XSdPgsLKERW0CBI4wSdoHbmrVFABRRRQAUUUUAFcL4riT/hY3g2XzQHD3AEeOSNg5zXdVwPiz/kqHgr63P/oIoA76iiigDL1Tw9o2tc6pplpdkDbmaIMQM5xzUbeFdBayt7NtIszbW7b4ovJG1D6gVzXxYm1SDwZetafZxZlAtwWZlkGXUDaQeOvNQfEO/wBa0fwxoMOgXi2s097b2plfLHBHAJ7jjmgDsLfw7o1pp02nwaZax2cxLSQLENjE9SR0p50TSRph046faixPWDyl2fl0o0VdRTS4U1ae3mvlyJXt12oT9K5/4mPdJ4Jv2iW2a2EZ+0iZ3Q7f9kqeDQBvP4f0aXT/ALA2l2bWZ58nyV29MZxikl8O6PPp8NhLpts9rBzFEYxtT6elcvreuaj4c8I6PHo1gz+fCieewMotxtByV+834VqeAtcvfEHhhb2/ltpbgTSRM9upVTtOOQeh9qANaPQ9Ht7N7ZNNs47ZgA6eUoUgdM+tKui6Q2nGzTT7Q2b8mIRLsb3x0rD+JMdy/gPVTb3UNuqwM0plUncoH3RjoScc1ga14h1LQ/DvhVNAmsEhunjs38wbwhZRgjnt6UAds2iafZ6fJBZaTZ7GwDD5SqrAevHarFvo+m2kE0FvY28UM7bpY0jAVz05HQ150PHuu6d4X8SPeLa3Oo6RerZrMilUfdj52HbGasX/AIs8S+GdIvrrVbjS74HyUtJLc7SrOQCXX+6M0Aeh2tna2Ufl2lvFAhOdsSBRn8KfPbw3ULQzxJLE3VHUEH8DXkmreN/FOmeKovDkmp6aJCokN39mO1wysQuM4B+Q/gamsfHniSTwjrGovJZz3NnDa3CFI/l2yKGZSM9s9aAPR20vRrG2mZ7KxggcYlJjRVI/2u1T6dFp0dtnTEtlgY5zbBdpP/AeK4nRNauta1TWtB8QNYahZQW8cwuo0Cx/OPuNzjIrC8Ka7J4b+DV1d6eIri5t5pikStu2AyEAkDsKAPXWRXUq4DKRggjg1Wt9MsbQqbazt4SudpjjC4z16V5Np3ibxTdaD4iW71BHCaY09rMrR+cHxyQqfw+netLQfEF3pvw1n1C117+3dRi05Jltn2M0LY5zt+YgE9/SgD1DYgBG0YPUY61Uj0rToSpisLZCucbYlGM9e3euC+H/AIo1rVdalg1G7iuLaS2EqEyxF0kzyAEGduCOvpXoGo3SWOm3V3JIESGJpC5GQuBnOKAHxWtvDjyoI0wu0bVAwPSpBFGpyEUH2FeD2PxG8QG7vkuteQJNp0tzaO9qiqrA/LtAJJGPWtvw/wCJtcsddtPtesyawmoaK1+ISqgCRRnbGB+tAHqC32lR6r/Zqz2q37KZfIBG8ju2OtXlRF+6oXPoK8X8M6xFrHxA8M6xd65FdXl5ZXAe2Eap9nJxhOOTzxzzxXs0zOkEjRpvkVSVXONxxwKAKVzqek2N/b2dzdW0N1cf6mJ2AZ/oO9X9i7t20bvXHNeDW2uPf614av8AVNUe91E6jKZtNkQAWjAEADjI7AdjWlpHiPXb/UrW+fW2tbsag0V3p9zNhRHnAVYtuc470AeqS6Bp9zr8OszxtLeW6bIS7krFnqVXoCfWtWvHvDtzY6d8Rdfh1TxHqFve/wBoL5FtJK224QrkfLjkZ4rI8UeP9XtvFV5d2WsXKWVjfxwfZ2CIgXID7k+8w7g0Ae2S6lYQ6jDp8t1Cl5MpeOBmAZwOpA79DWdd+K/D9nr8GiXWoQpqcuPLgYHJz05xgfnXEX9xptp8ZNJvJdZLCSylci5YGOLeRsVD/CTycen1p3jvxFoFn4/8MG4uLZZbO4d7qUg5hUp8u7A79qAPUqy9e12x8OaVJqWos620ZAYpGXPJx0FeQ+LNb8Q33i68jXUZNOtohG+mTLM6Iyn+Paqnfn0NO8Za3e3P9s2mr3+oW0SWEZ0+GCNgl6SBuZsDuf4T0oA9phnW4tobiD545VV1J4+UjOfy7VPVPS51uNJsp0DKskCOAwwQCoPIq5QAYB7VT1DTbTVIUhvYRNErhwhJwSOmR3+hq5RQBxXg9YR4v8YlAfN+2RBuOMCPjH612tcR4PuWl8ceNICkYEV1CQyrgnKdz3rt6ACiiigAoori/iPcajb6RZm1e6isWu0XUJbQ/vUhPUjAz9cdqAO0oryOW+tdK8MXUWlavrWoWtxqAAlIZRCpGSvmFdwTAwT1rBvtR1NvBV8iXepw3NjrAWykiMhbyGOcgnlwFBPNAHvBYBSeoHXHNY2k+J7DWbXULi3S4RbGVoplliKtlRk4HWvP7zTV0rwZpU2i3OrXek3l8s+oPvc3BjYc4HUDPXFP8Lw29x4Y8WRtaahbw/ankhMhlEkg2/IQT8xoA9H0XWbXXtLi1GzEoglzt82Mo3Hsa0a8itr/AFXU/hLbWdqNRjvrXy/t48tkmMe/LBCep2+lWvD+k6/cS6unh3V7zTtHdojZyX0ZlcMAfMAV+QOlAHptzdQWVtJc3MyQwRrueR2wqj1Jot7mC7t47i3lSWGRQyOhyGB6EVwWueHvET/D/X7HVdRGuzzQ5gRIBEwx1HHX1H0rFeHzPh9PbeE9I1HTSrwm7PlGJ5YxxIE5znA9qAPXNy4zkY9c0hdRn5hwM9a8ktNLtYNO1+axstTn8Ny2a/6FIHErXH/TMHke/vSeAdCu9OGqW/iPSb2aWe0UJMfmQw4z5OM/eHc96APTdH1i31u0kubZJlSOZ4SJU2nKnBI9vQ1cjmilLCORHKHDBWBwfQ15x4Wt9VHgDVdEs9NvdM1BRcNbyTKFDbmbZg5POMD2qbwJYaZbaw01hoGq6dc/ZxDdNcDERcYJPU7mJ70AejVWW+tZIpZI7iKRYc+YY3Dbcdc46VR8UWl3f+F9TtLAkXUtu6xYbb82PXtXnngXRLjSp5bptM1KFjp5iu7cwJHFK4HbklmPqTQB23hzxfF4lRp7bTb2Gy2syXcoQJIAccYYnt3FLoHi1PEV0/2PTLxbAbvLvpAojkKtg4Gd3bjIrL+Hfhm20zwkhl0s2d1dLIJ4n+9tLMQp/Ais/wAK6DJZ+Fde0C102fTr1zcKk7LhHDM3llWB7AigDvY723uWkitbm3lljOHVZAxXnuB0oGo2RaVBeW5aEZlAlXKD354/GvMPBvhTU7OWOZ7W7stRt9Nks2mbYsTy9nO0ZftyfSneE9AFveWVtqPhC5XUoIWgutRMg8qXcOWP9/J9RxQB32j+KdE18AaZqUE7ncfLVhvwpwTt64zWzXnXw70680Y/2ddeFo7N4DIjaihXEq7iVx3ORXdalbzXemXVvbzGGaWJkSQfwMRwaAFi1CynleKG7gkkjzvRJAWXHqAeKwPDnjKPxRfXC6faA2MDMhuWuF3FlOP9WOcHnBJrmvDPhm+t9S0YS6Cmntpsci3d4sgb7YSpXHHJyTu59K3PAely6YmpC40UafJJdyyRsAvzRMxKjI9AelAHWzyNFbySRxmV1UlUBwWIHSuK0Xx9qWrPaSyeFbu2sbiV4muWmVvK29SwwMDjrXdVzHhTwlb+GrW6CNNJJcSO7rJMXXBJOADwKANGDxNod1dQ2tvq9lLcTgmKNJlLPj0ANT2+taZdX0tjb6hbS3UPEkKSAuv1Fcb4Q8NpbXWqifwrBpU7TSPBeIwfIbgY7g9T6VU0TwJfWGp6a1zAzfYEkijuReddwbMhTHLEnoTQB3Nv4g0e6uri2t9TtJJ7cEzIsoJQDqT6YqKx8VaBqd4LSx1iyuLg5IijmBY464FcXpfhPWII9Ksn060hbS0lDXwcE3W5WCqRjocgtnuKXTPBGoaTbeFJYtNsWvtOZ/tUiSBOG64OPm6k0Ael1y2meKby78c6j4cu9OW3FtbrcQzLLv8AMQtjkY4rqa4izt9ej+J1zqL6YE0q5thbGTzQWVkJIfGOhzjFAG3YaxfXPibUdKudO8mG3jSWG4Em4SqxI5GODx0orLtLfxJb/Ei/upbdJNEurdI42E/MZTJztx1JY0UAdhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHEaP4Z17S/G+papJdWM1hqTlpVCFZIwBhQD396yrT4XT6brUtxaXdk1q9ybhHubcyzRknJAJOOvevTKKAPM/D3wwu9I8UQ6xNqEG6OaWZ2t0ZHnLk8P2wM9vSl8P+DL67VWv7hoLW31u5v44NmGb52CDPZep465r0uigDibfw14mh8dXOvnVbI29wiQtbeU3yxqSRg+vJpdE8Ka5pHjLVtWbVreaw1KTe8BiIdMDC4b2rtaKAPNIPhjdjWI7241dJTBf/bopWiLSE5+42eMAccVu2/hPUtP8SXuo6drZhtL6dZ7i2eAOSwABAY9AQK66igDhD4S8RL46k8TRaxZkun2b7O0BwLfduAz/e680y28AXcF8bY6mv8AYQvjfpbBP3nmE5wW/u7iTXfUUAeer8N7v/QRJ4gkdLPUW1CPNuuSzHlSfSukOh358ZDWTrM/2EW/lf2eB8m7+9/n0reooAKKKKACiiigAoopqFto3gBu+DxQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKajFlyy7T6Zp1FABRRRQAVwniuMn4keDZdrYD3A3dvuCu7rj/FAh/wCEy8JEked9om28842c8UAdhSAg9DmlpqoqZ2gDJyfrQBj6/wCGNN8TQJb6okksCnJiEhVX/wB4DrVWLwZoUnh2PRXie7sYpfMTzpi7K4OQQ3XjNUvGXiC8t7+y8O6XaRTX2pJI264lMcaxqPm+Yc554xXL+HNdk8K/DeyMTWYvLjUZrcm4uTsU+Y4JyclsAAYHNAHpWk6PZaJZ/ZbCIxxbixBYsST1OTVbXfDOleJIUh1W3M8S5wm8gH6gda8zv/H+ta14G+32d3Bp9xFrKWLzRqWV1zwcHBAPeut1zXtY0TQbGH+0tLn1e6m8pZXVljI7kKMkkUAbMXg/RYdOisY7Zlgil82P962UbGMg59K0NK0mx0WxWz0+3WCAMW2r3Y9SfUmuc+HXii88UaHcy6gIftdpdPbO8SlVfb0YKeRmrPjjxDN4e0RJbS4tIryeVYoftIY5J67VUZYjrgUAamt+H9N8RWi2uqW/nwK27YWIBPvjrWdF4D8Mw6d9gXSovswm89UJJ2vxyOeOgrgIviP4jl+Ht3riT6eb7T9QNrLGYSomUsoXgnKdT19Kv+KPE/jHw14Ztpb+609ru/u0iils4WbyUI54PBbNAHdN4W0wC6WC3SFbsg3ChARLj+9nrmq8XhHwxpFncf8AEutYreRSsrSnIKk9CSelZngDVtcvBe2esv5/kbWhuHVUkdWHRkBO3FdLrljY6jo11a6lFHLauh3pIcKfrQBUj8NeHbmKOVNPtJ0yrLJjdkgbQc/TipY/DWkR209qmn26200SwvGqY3ICflPqOa4HwtrcPhz4Lw3Fpe2/2hDIkHmncBI0jBVwOT9KS18f63BoHiWW88qW+04RGJWgMJVXAy7JknaM5+goA7yfTdA0jRJrae3tLXTWwJFYBUOTxk/Wnab4a0LTA76fptrAJU2sY14ZT/SvO/EL3X/CIa5b69rlnqtg8EE1uUCibcWGRgHp2BrR8Fa3daxY6jDe+II7a62FI7DygGslA4OT9/jv0oA7LSNK8PwpNJpNpZBXZklaFVOT3BP9Kk03w3oujyTSadplravMMSGKMDcPQ15Fo2sy6V8JtVu9L1S0s7+LUpczBQfNAkA3Fc8Zz1Fbdl4m1rTYfFWmtrkGsX1np63trKAFIyp3DHTA4P4igD0iy0bTNOkaSy0+2t3Yks0cYUknryKtyxpNE8Uih43BVlYZBB6ivPfhtquuarJNdXmqm80lreMwNPEEldyAXIx/CDkdOa67QfE2k+JobibSboXCW8phkIBGGHbmgCO38HeHLWVZIdFs0dTlT5Y4rSj06yiaNo7SBGiBVCsYBUHqB6VappdVYAkAnoPWgCpHpGmwziaLT7WOUHIdYlDA+ucVdoooAqDTbEXDTizt/OY5aTyxuJ+tOOn2RuvtRtIDcf8APXyxu/PrVmigCs9hZyXIuXtYGnXgStGCw/HrUcmkabNK0sthavI/3naJST9TirtJkZxnn0oAqyabYTHMtlbueOWiU9OnbtSS6ZYTszzWVvIz43F4lJOOmeKuUUARG3hbbmJDtGFyo4HtSvDFLjzI0fHTcoOKkooAQAAYAwKWiigAooooA4jwdEg8aeNJQrh2vIgzH7pAj4xXb1xHg2RH8Z+MwsRRheRbix5J2fliu3oAKKKazhccE5OOBmgB1ZOp69Y6ZqWn6fdiXzNQcxQkRlkLehPQVrVxXxDgt7iHSFvEvfsqXolle0jdmUKpx93kZPGaAOyEUYj8sIoT+6Bx+VHlpgDYvHTivKf7M1a++H82oR3mo2jabeS3lhHO7LJLApyEl7kHDYz2xXYeA7KaHw+L+5af7RqLm7aOaQt5Sscqgz0wCKAOgu7q30ywmupyI7eBC7kDoB7CqVv4j0qfQYtaN0sFhKoZZZxsxnpnPSs34gQwzeDNQSUXRYxt5S227eZMHaMLyRn8K4m7hn8R/BWytW0m9ury08lZ7eVGR8ofmIB+9xQB6zFcQzxebFKkkf8AfVgR+dKssbIXWRSo6kMMCvM70WmoeAnh0PR9Y0u2N0pKLA27H8TMpO5k45ANYNvoniG68Ba3Bp1jLC8l5E6NH5iC5iGN22NzuXjgjPNAHsV9qMVjps99tknjhUsVgXezY7ADrVLSPEllq3hiPX1DwWjxNMfNGGVRnOfyri/CMV54Y0nW7uWDU23qskVu1m6Kj42hUUkk5OCecUnhe6E/w1vtH1jSL+O4s7ZhcQPCy+YWyQEI680AdX4Z8YWnip5msbS8S2RQ0dxNFtSUH+7XR1xHwst7K28G2sdtZXFpOqhblJkdTv8Ao3t6Vu+K5LyLwxfGxspr2cxlRDDJsdgeDtPY4oA1fPhKlhKm0cE7hgUqTRSZCSI2Ou1ga8IstEvZrPxFawaNqxtJ9NRLdRHIv+kpz1JyWBPXgHBrYt/DGqx6newaJpt9p0N7oQjSaV2AScNyGyeGIoA9Cs/FKXfjC68PiylUwW6zi4LAo4Jxxj6VvswVSzEADkk9BXmngXS72x8Wy3Efh+502xk09IZXuGyzTISSRyeDnr7V6PdBGtJleIyoUIaMDJYY6UAZej+I7bWJL8xRSRwWcnl/aJMBJfUqe4FaNvqFndyNHbXcEzp95Y5AxH1xXlOg2uoR6B4p0aLwle2kd20stjDIhWLG3AXOeCSP1qTwb4evdH8Y6HdweH7iwtpNJa2vWxx56nO5+eckcH3oA9bqpDqVjcytDBeQSyrksiSAkfgKXUYZrjTLuC3k8ueSF0jf+6xBAP4GvJNG8H6gml/2aPDU2m61FZvbHWI512SFuSxwctn6ZGaAPWl1SwYSlb23Ii/1mJR8n19Kq3+twW+lXl3ZeXfSW0ZfyYZVy2BnFeWDwdql/o8sEPhhNOlg06S1mUzD/TJTjaQf4h33GpdN8Ea3ZXNpJaaSlorzn7QolGNpg2Z4PPzZ9aAPS/DniG18RaLbX8BRGmiWVofMDNHnscVDpfie31PU9WtliMdvp5UG6Zx5cmRk4PbFch4M8Kahp+tadevoselpaacbS52yKTdvxhsKcY4JyeeaboOk6vaaz4oEvhYQ2Grcwp5kewbYyMMoP8R9PWgD0G21fTbycwWt/bTSqMlI5Qx/IVHBr+kXOpy6ZBqNtJfRZ3wLIC6465FeaaH4Q1fTr7wlexaBDaz2UU0V95bIuSR8rEg/MM/jVa28K+Jx410zW30GOJ4btmufJeNUZW4LA53N+NAHo+jeMtC16W5hsL1Xmt3dJI2GGG08nHp70zw/4stfEeqana2cRaCxKKLkMCkhYE8emMVgeCdL1/Q9TvdOvNDtBYtczTJqCSLuZXOQu0DJ/Gn2eia5YeL9fS2sI4dM1ZB5d3FKo8hlQqDsxnJJ/SgDqrfxDo91dT20GpW0k0AJlRZBlAOpP0pbXxBo97fvYWup2s92i7mijlDMB64FcNoHg/UhBYaZqOl2dvHp8EsEt6rBmuw6lcjHPU5O7viqul+BtQ0i58KXFho1vC2mtIl63mKJJVPAbI6jvg0AeoXV1BZWslzdTJDBGu55HOAo9TVH/hI9GxZH+0rbF7/x7fOP3v8Au+tW76zh1CxntLiNZIpkKMrDIIIrznwz4C1y01uwfW57O407T2Z7SFFH7kgFUA46YOT7igDtNO8QR6n4g1HTYIg0dkq7p1cEFznK46gjFFY1poer6d8StQ1eC2t20y/gijkbzNrIy5y23HOc0UAdpRRRQAUUUUAFFFFABUYmjMxhEimQDcUzyB64qSohBEJzOIlEpXaX2/MR6Z9KAJaKYd+5cEbe4I60+gAooooAKKKKACiiigAooooAKKKKACiiigAopuG353fLjG3H606gAooooAKKKKAG7l3Fdw3AZxnmnUmBnOOaWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4LxjbpL8QfBbpdNFcLPNhAudy7Rmu9rg/GJQ+PfBiRYW78+YhmGR5ez5h9elAHeUUUUAZWs+HNK8QLANTtBOYGLRNvZGQkYOCpBrLPw+8OLpcen29m9rDFP9oiaCZw8chGCysSSMiupooA5W1+Hfhq20m70s2DT2l3KJpknlZyzj+LOcg1YTwP4cisIbOPTQkMLtJFtlcMjN1IbO7n610VFAGTofhrSPDaTppNmLcTuHlw7MXb1JYmpNX0PTddt0g1K1WdI3DoSSrI3qGBBH4GtKigDll+HfhRdPnsRpCfZriUTSoZHJdxnDE5znk1qp4d0lNHGktZRy2I/5YzZkB787sk1qUUAUNN0bTNHjaPTbC3tEY5YQxhc/XFS3+n2mp2jWt9bx3EDY3RyLlT+FWqKAMNPB/hyKzltI9Fskt5SGeNYQASOh+ozUtv4Y0O0ed4dKtVeePy5m8sEyL6MT1H1rXooAw7Pwf4bsI3S20SxjWRQrjyQdw64OauS6HpU2/zNNtWMkflOTEuSn908dPatCigDAj8E+F44JYU0HT1jlADqIFw2DkZ/GmXngvQrmxvLa3sILN7qA27zW0aq4T0zj2roqKAOR0HwLaaNqsWpNJC80Fv9nhEFuIFVScsSAfmJPr0ro7HTLHTEkSws4bZZHMjrEgUMx6k471booAKY0aO6uyKWQ5ViOR9KfRQAh6UiAqgBYsQMEnvUFsbwy3H2kQhBJ+4MeclMD72e+c/pVmgAooooAKbtXfu2jdjGcc0gXDlsnnHGeKfQAUUUUAFFFFABRRRQAUUUUAcP4Nlmbxt41iZwYVvIiq5HBMfPv6V3FcJ4NRB478buJAXN3CCmOg8vg5ruiQBknAoAWio4pY54llidZI2GVZTkEeoNSUAFFFcN8TbmSPR7O2ja+j+0XKq0ltIY1A9JHAJVT04FAHW3+n2uo2/k3aM8Q5Kh2UN7HB5Hsao+HfEuneJIbptO80C0na2kWWMoVdQMjB+teS2Grarc+F7i08y+gsY9ZVb54mld4rNlGCjuNxGRyRzzUEmmfZfAurSaZ/bMTtrpa2uo3kDyRNt+fplhsHfuKAPed64J3DA6nNKGUrkEEeua8f1fRY7fwVpx8MwX93pV5erNqQkMrSOgGCdpIbBPJA61Sk0yW18NPaWX9t3lhJqsRS3EEtuYYmPzqvO4rj14oA9tDBhkEEeoNZ2savHpGmS3zW9zdLH1jtYzI5/AV5attPo/hvxXo+nWetNbG9SOzSPepjVsAsjnJK564Bqz4Siu/CNv4ttriwuhsEbQJDHNIsrlDkqTkk5IyRj8KAPRtI1y21jw7b61FHJHbzw+cEcfMBjOCB3p+ia1ba7piahapMkLsygTxmNuDjoa4rw15Oo/B82Gpadexvb2jRTQSwOrlwMjaOp5xjFcpJJd3Xwg06xNnrY1DT5oRNEkMqtIhY7lzxuG360Ae4qysMqQR7GsCz8RyXvi/UdGSxdbaxhRpLwsNpduiY+mTXJeBFuNF1/xTbjTru10pQt1aRsGMYG3kKW/i9RUV3o1xN8JtXupbSeXUdUZrt0j3CT5j8o45OFxxQB6growO1lIHXBpjTxJG0jSoEQZZiwwB7mvIG8N6pp134ksfDtlc21tqGkQvbAlgjSDhxk/dYqcduTUmi6HFdavM2maRe2mhjSGhvra4R0E1x1GFb7xAHX9aAPWEvbWSYQpcwtKV3hA4JK+uPSphIjZCspx1wa8d8AaBbWHgm8vY/Dl4niO2gljJnVkeXcOAhJ6Yx9KwdM0DxBK8g0iyu9Pkm07yn2QvEjyBssrs5LFiMgNwM0Ae0WviKC51++0hreWGS0iWYyuV2SIe4IP88VpLfWj3At0uoWn27vLDgtt9celeY+G9KVNf1WNPCN5YaZc6WsLLKFxJIvUHDHOfXvVbwh4LMPgW7+y6Q2n+KhFKi3F0vzAuWCgMO23jjpQB6tBqFncySRwXcErxf6xUkBKfUDpSwXtrcSSRwXMMrxnDqjglT7gdK8i0XwrdTw3Us2jajb3Y0mW1aMpDFCX28Y2/M5LDOT0qTwr4e1XRda0O8s/DQtFbSpEveQC9x2DnJ644PPWgD1RtStWaeKCaO4uYVLNbxSKX+mM8fjWJ4U8Wy+I7jVLa60mfTbjT5VSRJXVs5GRyvGcdq828KaRr9n430zUZ/Dt1awxxzCdYIkQKzEkAvvLSD64rpPA02uxeL/EKajoV7Dp+oz+fBNKiALhcFWAPegDqtL8XWmq67qunwQuINOVTJel1MTEjOAQewrYtNTsL5mW0vbe4ZRlhFKGI/KvNPD9nc/8Jh4ktn8Hz2mlarGqRyMqKg2oQQyg4AJpvhbw1q2iXnhWUaClsbaGa21BoCgJJI2uxz8w4z9TQB6xWdDruk3Goy6fDqNrJeRDMkCyqWUe4q7Lv8l/KAMm07Q3TPbNeJ6b4L8RjxLpd/JpCxGGeY3axrFHGN4IBUjLOOecn8KAPZo9QsppViiu4HkK7wiyAkj1x6VgL41s5vHFv4bthFcebA8puIp1YIy9VKjoelcZF4G1lf8AhGxBZrZva2t3b3EqOuYzJkI3HUc59qm8KeF9W0rxB4eMnhm3tE0+2lt7q9hmQ+eWHDYwCckZ555oA9WooooAKKKKACiiigAooooAKKKKACiimhwZCncAE0AOooooAKKKKACiiigAooooAKKKhgklcyeZD5YVyF+YHcPX2oAmooooAKKKKACiiigAooooAKKKazBFLHooyaAEVSCxLE5PA9KfSA5AI71DaSzTW6vPbmCQk5jLBsc+ooAnooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoprMFUsegGTSqQygjoeaAFooooAK888eRXX/AAnfgieDy/LF3KrbsZ5XtmvQ68+8facbzxl4Jmjb95FfOdmcArtyTQB6DRRRQAUUUUAFFV4BdB5vtDRFd/7rYDkL7571YoAKKKKACiimsNykZIyMcUAOopkUflRKm5m2jGWOSafQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTVQKzNk/N70AOooooAKKKKACiiigAooooAKKKKACiiigDgvBf/ACUHx1/19Qf+izXeEAgg9DXBeCjn4g+Ov+vqD/0Wa76gCpp9kun2MdqkjyLHkKX64z0/DpVuiigAprKrDDAEehFOrgPiK8y6n4biXUb+0t7m8MFybVyoKEdyBx9aAO3uZbeys5ribakESF5DjgKBkn8qi0vUrLWNMgvrCRZbSZd0bhcAj6GvNtN824+H3inS7nUtQkawubiGB2LCTYq/IucfMDg/Wn3+s3N/8LtHuNNacW6PBHqvkRlZY4gP3mB1BzjpQB6kAFGAAAOwqOe4htomlnlSKNeruwAH4mvJry4S18LiPw/q2rzaU+pot1P83mW8TDlUJGSuTye1U77T5Lnwz4msEfUtU8PWpja0LOxldwcuqk8sooA9kmuIYLZ7mRwIUUuzdRjGc1X0nVrPW9Oiv7CUy20udrlSucHHQ1xFg3haf4e3stt9ui05wA/2gyBw4HAGecZ444rlNN1k6l8NtE0+V9WS6sb6FL7yo3RhGXbOSByNv9KAPcKarBhlWBHqDXjdzZ64nh3xRp2iHUPIh1KN4xOGLNb4G8RnqfmB6c4+tbPgGSWwt9b1EfaZkMaypZR28iKCF/g38knHNAHphAIwRkGgAAAAYA6CsbwxrsniLRkv5dNudPcsym3uRhhjv9K2qACiiigAooooAKKKKACiiigAoqOZ3SItHGZGHRc4zUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADW3bG243Y4z0zSjOBnrS0UAFFFVkkujfyRtAgtQgKS7+WbuNvb60AWahuJJI41aKLzTuAKg44J5P4damooAa7KilmIA9TTqQgEYIzTBGRMZPMfBXGzjaPf60ADShd2Vc7cZwpPX09akoooAKKKKACiiigApjSIjBWYAnOAT1xT6jkhjl/wBZGj8EfMoPB60APByMilpqqqKFUAADAAHAp1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFMKkurbiAOw6Gn0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXB+NYJ28a+DJ7ZF3rdyq0jN0QpyMV3lef8Aj+7MHirwVGIS2/UW+YrlR8nr60AegUUUUAFFFUYDqX9q3InW3GnhV8goT5hb+LcOmOmMUAXqKKQjKkZIz3FAC0U1RtUDJOBjJ706gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAarK6hlIKnoRTqQAAYAwKWgDz7wFbx2/jTxssLGSJr2JvMOSdxQ5XPfFeg1wPgWdpfGfjVNqxIl7FiJQRg7OW+p/pXfUAFFFFABSFQ3UA/WlooATaPQUBVAwAAPpS0UAN2gDGBj0xSgADAAApaKAE2jGMDHpigADoAKWigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopAQRkHNLQAUUUUAFFMdtoztLcgcU+gAooooAKKKKAEY4BOCcDoO9IpyoJBBPY9qdRQAUUUxiwK7VB555xgUAPooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK4Lx+ok8SeC496of7SLfNnBwh4+tdrK1yLmARJGYDu85mJ3DjjHrzXEfET/kP+C/+wr/AOyGgDvF3kHeADnsc8U+iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAaUBcNk8ds8U6iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACikJCgknAHU0AgjIORQBwngaUDxj41tvKwUvo23tjc25Oh9hjiu8rz7wJvHjrxykiKGF5Ecg5yChxzXoNABRRRQAUUUUAFQS3UENxDBJIFlmz5an+LHJqemlQSCQCR0NADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAhubiO0tZrmU4iiQyOfQAZNZmkeJ9N1rw2uvWsjfYWRn3OuCAuc8fhTPGDXK+DdZNpG8k/2OQIqDJJKnpXnXw31jVrD4S3Fvb6DffbbGCR4jNHhJnLE4UdTjNAHV6V8U/Deta+mj2El1JcMhfcYGCqAM856VJZfE/wALX+sRaVBeS/bJX8tI2gZcnOO4rifhp4isHa5+zaXqN54kuYXmvbuaDagkA4jz2HYAU74c+J9Lv/EbPqlpev4sunaOfNs3l2qg8KpxhR70Aej634z0Lw9fQ2ep3whmlXfjaTsXONzY6DPc1uRSJNEksbBkcBlYdCD0NeH+MNVm8OeM/FcN5aS3lxrdjHDpgWIyKeCuz25Oa9c8L2l1YeFdKtL5911DaxpKcY+YKM0Aac88VtBJPNIscUalndjgKB1JqK1vrW+s47y2nSW3kXesingj1rB+IcMU/gDWkmWZk+zMdsJwxPb9cV5X8LLRX8R6rbWtxfw6RDpKRzJeSN8sjL8xAPAA60AevQ+MvDlxqqaXDrFrJeudqRK+Sx9BWjPqlha3UVrPeQR3EpwkbOAzH2FeMeCfEf8AZvjbTfCEVpomp2Ko32fULMKXUDJ3Mf73rWB4p1OGax8S20oZfFLa7H9nUg+cYwRs8vjIAA7etAH0Tc39pZyRR3NzDC8pxGJHALH0GallmjhjMksiIg5LMcAfjXzv8RtSsJb/AMVW2szu2pQRWaaUmfnQlQX2j69T1rvfFtvqUng/w5qN7bxXNtYqs2pWJl2mVdgzg5wcdcHrQB6VBcwXKb4Jo5U/vIwYfpUtcB8Ktb0HXdGv7rQdJbTYvtREkZbO5scEc8cdq7+gBr7gh2AFscZ6U6ovtMG5l86PK9RuHFNF3bmQoJ4i6gEjeMgGgCVVVFCqMAdBTqhFzASQJoyR1+YcUfaYN23z492M43CgCaiq0+oWdsm6a6gjBOAXkABNRpqVssW64ubeNwAWHmggZPHPvQBdoqk2racjSK19bhoxlwZR8v1pr61pce3fqNqu4bhmVeR69aAL9FZ39vaR/wBBO0/7/L/jR/b2kf8AQTtP+/y/40AaNFZ39vaR/wBBO0/7/L/jTD4j0VSwOq2Y2jc375eB69fagDUorOGv6OQCNUsyD/02X/Gj+3tI/wCgnaf9/l/xoA0aKzG8Q6MgBbVLMZIA/fL1P407+3tI/wCgnaf9/l/xoA0aKyY/E2hSuyR6vZMykggTLwR1709PEOjOu5dUsyPUTL/jQBoq6uoZTkHoadWU3iTQ4kctq1kqxjLfvl+X9aF8S6G0qxjV7Iuy7wvnLkr69aANWistvEeiI6o2rWQZug85ef1p/wDb2kf9BO0/7/L/AI0AaNFZMPibQrgZh1eycf7My/400eK/D5CkazYkMSF/fryR170AbFFYNv418MXbOsGvafIUUswWdeAO/WoP+Fg+EP8AoZdM/wDAhaAOlormv+Fg+EP+hl0z/wACFqwvjPw0xIXXdPJEfmn9+v3fXr0oA3aK5r/hYPhD/oZdM/8AAhaP+Fg+EP8AoZdM/wDAhaAOlorm/wDhYPg//oZNM/8AAhaP+Fg+D/8AoZNM/wDAhaAOkormv+Fg+EP+hl0z/wACFo/4WD4Q/wChl0z/AMCFoA6WiuYX4h+D2LAeJNN+U4OZ1psvxG8HQhS3iPTjuYKNswPP4UAdTXF/EHcreHJI4TLMurxbV7chs89uKkT4o+CneFB4hs8y525fgfX0/GuU8feMvC2pDRJbbxBC7WWqxM628wzt5Bb3A459zQB63RXHn4peChe/ZP8AhILPzM43bvk/766Ur/E/wWl0tufENmWZsAh8r+fSgDr6K4+T4o+C4iQfENmcOE4bPJz+nHWo2+K3glbkQHX7bcSBkE7fz6UAdpRXDt8XfAysVOvQ5Bxwrf4VND8VPBM6bl8QWoGSPmbaePrQB2VFcT/wtvwOS4/t6D5OvB/Tjmmf8Lf8Df8AQeh/75b/AAoA7miuG/4W/wCBv+g9D/3y3+FPi+LXgeaVI116AMxwNwIH4kigDtqK4yf4reCYJVjfX7Yk9CpLD8xTW+LPghZzCdft9wO3IBI/PGKAO1orlW+I/g5YhIfEWnkFguBMCeuOlO/4WN4O8sv/AMJHp2Acf68Z646UAdRRXMt8Q/B6qWPiTTcAZ4uFqGL4l+DJYhIviKwAK7sNKAcfQ96AOsorjj8UvBQkKf8ACQ2eQu773GP8fakuPip4Jtj8/iC1PzFfkbdyMenbmgDsqK42P4qeCZZYY18QWgMoyuWwB16nt0702b4r+CIHkRtftiUbadmWGfbHWgDtKK4uP4seCJYZJF1+2AjGSDkE/Qd6a3xa8ELEkp163wxIAAORj1GOKAO2ori1+K/ghrd5xr9tsUgEHO7n0HU0D4seCDbG4/t+22BtuOd2fp1x70AdpRXGf8LW8Em3Wb+37baW2gc7s/Trj3pj/FvwOgydegPJHAJ/pQB21FcRcfFzwRbfe12FjgHCAt1+gp8vxY8ExRRyHX7YiQEgLkkY9R2oA7SiuFT4w+BmUN/bca57FGH9KX/hb/gb/oPQ/wDfLf4UAdzRXDf8Lf8AA3/Qeh/75b/Ckb4weB12n+24yGOAQjf4UAd1RXDN8X/AyAk65FkdtjZ/lTY/i74HEY/4n0Zzz8ytn+VAHdEAjBGRQABwK4f/AIW/4G/6D0P/AHy3+FKPi74HY4XXIifQI3+FAC+E3D/EDxntjRNstuDsP3jsPJ967evG/DHxD8JWPi7xRevfNDb3s0TRO6MfMKqQxHHTpXWn4ueCQP8AkNJn08ts/wAqAO3orhV+MHgZlB/tyIZGcFGz/Kmp8Y/AzySJ/bSLsOMtGwB+nHNAHeUVwc/xi8EQRl/7X3gAkbImOfYcdafF8XfBMsauusqMjODG2R9eKAO5orzy6+NPgu1mEYvbiXIzuitnZfzxVs/FzwVuA/tccgnPlPx+lAHcUV59P8aPBcEQcX88mTjalu5I/Son+NvgtIhJ9rumycbVtXJH6UAejUV5r/wvTwZ/z2vv/AR/8KP+F6eDP+e19/4CP/hQB6VRXm4+OHgshP8ASLv5jj/j1fj68USfHDwXHIyfaLxsHG5bRyD9OKAPSKK82f44+C0Yj7ReNjuLR8fypP8Ahengz/ntff8AgI/+FAHpVFea/wDC9PBn/Pa+/wDAR/8ACj/hengz/ntff+Aj/wCFAHpVFecf8Lv8F+YE+03fIzn7K+P5Uz/hefgz/ntff+Aj/wCFAHpVNKkurbiAM8eteb/8L08Gf89r7/wEf/ClHxx8GtnbLfHAzxZv/hQB6TRXm4+N/g3ftae9U4z81o47Z9KVPjd4QkDFH1Bgv3iLOQ4/SgD0eivOX+NnhGPG86guV3DNlJ09elLF8Z/DFwm62i1OZd2CUsnIH6UAei0V583xi8Mq5VotUDBdxBsJOnr0qM/GXw28Jlt7bVZ8HGEspPXnkjHFAHotFedj40eFTMsO3UvNYZCfYZMkfTFPj+MXhmZd8UWqOucZWwkIz+VAHoNZ+n3GoSz3cV9aJCsUmIJEfIlQ9DjsR0NcafjB4fAYiy1ckHAH2GTn36VDb/GXRZXcS6VrUIXOC1mx3flmgD0iivPIvjBoDqC9jrEZ2gkGxc4PpwKdH8YvDMoYxxao4U7TtsJDg+nSgD0GiuB/4W74d/59tW/8F8v+FTWvxW8MXUXmCS9Qbtvz2kg5/KgDuKK4KL4v+FHmaOWS9twv3nntJFVfTJI70UAd7RRRQAxI0jzsRVycnAxk0iwxJIzpEiu33mCgE/U0UUAK0UbsrOisyHKkjJB9qfRRQAhAIwRkGoVtLZPOK28S+ccy4QfPxj5vWiigCpZ6Bo+n3Hn2WlWVtMBjzIYFRsfUCkl0DSJtYj1aTTrZtQiGEuDGN4/GiigCG/8ACug6pqcWpX2lWtxeRYCTSJkjHT6/jUfiPwjoviy2it9YtTPFCxKASMmM/wC6RmiigB/hzwto/hOxez0a0+zwO+9huLEn6k1skZGKKKAPOLv4K+Gby+uLuS61YSzyNI+y6wMk54496hHwL8Khi4utX3EYJ+18n9KKKAHf8KN8K7cC51cHOSwu+T9eKT/hRnhbOftesZ6Z+1//AFqKKAFPwM8IuY/OfU5lQ52yXRIb68fyxT5Pgh4OktzEyX+48GT7UxY85Htx06UUUATp8FfBADb9OmkZvvM9y+T9eeaU/BXwI+N2kOcDAzcScD86KKAI4vgx4AmTemjtt6f6+T/Glb4JeAzj/iUOuDni4fn260UUAO/4Ul4C/wCgMf8AwIk/xo/4Ul4C/wCgMf8AwIk/xoooAP8AhSXgL/oDH/wIk/xo/wCFJeAv+gMf/AiT/GiigBx+CvgMoq/2NwvpO+f503/hSXgL/oDH/wACJP8AGiigA/4Ul4C/6Ax/8CJP8aP+FJeAv+gMf/AiT/GiigA/4Ul4C/6Ax/8AAiT/ABp3/ClfAezb/Y3Gc5898/zoooAb/wAKS8Bf9AY/+BEn+NH/AApLwF/0Bj/4ESf40UUAS/8ACmvAn2byP7EXbu3bvNfdn65zipV+EfgZblJ/7BhLIm0KXbaR6kZ5NFFACS/CHwLNcGY6FErHHCuwXj2zVz/hWPgr/oXLL/vk/wCNFFAEc3ws8EzwvG3h60UMMEpkEfQ5qpH8HPAkUDxDREIZgxLSuSMehzRRQBdT4X+CUQKPDtmQOMkEn+dO/wCFY+Cv+hcsv++T/jRRQAp+Gngsqq/8I7Y4HT5D/jR/wrTwWUC/8I5Y7Qcj5D/jRRQAn/CsfBX/AELll/3yf8aP+FY+Cv8AoXLL/vk/40UUAH/CsfBX/QuWX/fJ/wAaP+FY+Cv+hcsv++T/AI0UUAW7bwJ4Us4Xih8P6eEfk7oAx/M5NNi8A+E4JN8fh7Tw24vzCDz+NFFAD5/A3hW5cNL4f04sFKjECrwevSpIPBnhi3hSKPQNNCKMAG2Qn8yM0UUAOTwf4aQbV0DTOpP/AB6oev4U1vBnhgwNCdA03YwII+zJnB98ZoooAVfB3hoFSNA035Rgf6KnT8qavgvwutw1wNA03zGUKx+zLjA9sYoooAl/4RLw5/0AdM/8BE/wo/4RLw5/0AdM/wDARP8ACiigA/4RLw5/0AdM/wDARP8ACm/8Ih4a8zd/YGmbsY/49U6flRRQA7/hEvDn/QB0z/wET/Cg+EfDZGP7B0z/AMBU/wAKKKAK8PgXwrbyeZH4f04Nt2cwKePxquPhx4OXzMeHbH97w37v3z+H4UUUAR/8Kx8Ff9C5Zf8AfJ/xpx+GvgwspPh2xyoAHyHt+NFFAEs3w+8I3G/zPD1gd5BbEQHI6dOlS/8ACDeFcKP+Ef07ATyx+4X7v+e/WiigCvF8OfB0BYx+HbEFhg5jz3z3+lXl8H+GlZmGgaZk4z/oqf4UUUAMbwV4YaRZDoGm7g24f6OvX8ql/wCES8Of9AHTP/ARP8KKKAD/AIRLw5/0AdM/8BE/wo/4RLw5/wBAHTP/AAET/CiigA/4RLw5/wBAHTP/AAET/Cmjwh4aEhb+wNM3EY/49U/woooAd/wiXhz/AKAOmf8AgIn+FH/CJeHP+gDpn/gIn+FFFACnwr4eKhToWmlR0H2VOP0pP+ES8Of9AHTP/ARP8KKKAD/hEvDn/QB0z/wET/CpD4a0JoUibRtPMcZyiG2TCn1AxxRRQA2Twt4fmkaSTQ9Od26s1qhJ/SkPhXw8UCnQtNKjoPsqcfpRRQAn/CJeHP8AoA6Z/wCAif4VJB4a0K2lEsGjafFIOjpbICPxxRRQBc/s+z/59IP+/a/4VCdF0syCQ6baFwThvIXIz17e5oooAq/8In4czn+wdMz/ANeqf4U4+FfD5fedD03fnO77Kmc/lRRQBK+g6PJEkL6VZNHGcoht1IU+oGKfb6LpdopFvptnECckJAoz+QoooAm/s+z/AOfSD/v2v+FH9n2f/PpB/wB+1/woooAP7Ps/+fSD/v2v+FH9n2f/AD6Qf9+1/wAKKKAD+z7P/n0g/wC/a/4Uf2fZ/wDPpB/37X/CiigA/s+z/wCfSD/v2v8AhR/Z9n/z6Qf9+1/woooAP7Ps/wDn0g/79r/hR/Z9n/z6Qf8Aftf8KKKAD+z7P/n0g/79r/hR/Z9n/wA+kH/ftf8ACiigA/s+z/59IP8Av2v+FH9n2f8Az6Qf9+1/woooAP7Ps/8An0g/79r/AIUosbRc4tYBxziMUUUABsLQ8m1gP1jFKtpbIGC28ShuoCAZoooAVrW2fG6CJuMcoDx6U6KGKFSsUaRqeyKB/KiigBTGhYkqpJGMkdvShI0jXaiKq9cAYFFFADfIhEgk8pN4GA20ZH405I0jXCIqjOcKMUUUAPooooAKYkaR52Iq5OTgYyaKKAH0wRoowFUDOcAd6KKAGvBDICHiRt3XcoOcUUUUAf/Z"
ffkf0099
1
{"lines_data": [{"Word": "SUPPORTING DOCUMENTATION FOR RECEIVING A PERMIT FOR G-13 FOR WEST GERMANY", "Confidence": 0.95291, "X1": 0.136, "Y1": 0.08057, "X2": 0.746, "Y2": 0.08037, "X3": 0.746, "Y3": 0.10652, "X4": 0.136, "Y4": 0.11179, "page": 0}, {"Word": "Remarks", "Confidence": 0.995, "X1": 0.791, "Y1": 0.15699, "X2": 0.853, "Y2": 0.15679, "X3": 0.853, "Y3": 0.17635, "X4": 0.791, "Y4": 0.17767, "page": 0}, {"Word": "Type of Supporting Data", "Confidence": 0.99375, "X1": 0.036, "Y1": 0.16226, "X2": 0.234, "Y2": 0.16206, "X3": 0.234, "Y3": 0.18425, "X4": 0.036, "Y4": 0.18952, "page": 0}, {"Word": "Evaluation", "Confidence": 0.992, "X1": 0.478, "Y1": 0.15962, "X2": 0.565, "Y2": 0.15942, "X3": 0.565, "Y3": 0.18162, "X4": 0.478, "Y4": 0.1803, "page": 0}, {"Word": "-", "Confidence": 0.994, "X1": 0.75, "Y1": 0.2255, "X2": 0.769, "Y2": 0.2253, "X3": 0.769, "Y3": 0.23564, "X4": 0.75, "Y4": 0.23695, "page": 0}, {"Word": "Effect on the vegative nervous system", "Confidence": 0.926, "X1": 0.093, "Y1": 0.22681, "X2": 0.406, "Y2": 0.22661, "X3": 0.406, "Y3": 0.24749, "X4": 0.093, "Y4": 0.24881, "page": 0}, {"Word": "Lacking.", "Confidence": 0.66, "X1": 0.439, "Y1": 0.2255, "X2": 0.508, "Y2": 0.2253, "X3": 0.507, "Y3": 0.24749, "X4": 0.439, "Y4": 0.24486, "page": 0}, {"Word": "4", "Confidence": 0.994, "X1": 0.0, "Y1": 0.23208, "X2": 0.01, "Y2": 0.23188, "X3": 0.01, "Y3": 0.24881, "X4": 0.0, "Y4": 0.24881, "page": 0}, {"Word": "and the smooth muscles.", "Confidence": 0.98675, "X1": 0.095, "Y1": 0.24921, "X2": 0.285, "Y2": 0.24901, "X3": 0.286, "Y3": 0.26857, "X4": 0.095, "Y4": 0.27121, "page": 0}, {"Word": "Effect on the kidney and electrolyte", "Confidence": 0.98367, "X1": 0.099, "Y1": 0.28874, "X2": 0.397, "Y2": 0.28854, "X3": 0.398, "Y3": 0.31074, "X4": 0.099, "Y4": 0.31205, "page": 0}, {"Word": ". Lacking.", "Confidence": 0.7475, "X1": 0.433, "Y1": 0.28874, "X2": 0.507, "Y2": 0.28854, "X3": 0.506, "Y3": 0.31074, "X4": 0.433, "Y4": 0.30942, "page": 0}, {"Word": "regime.", "Confidence": 0.991, "X1": 0.1, "Y1": 0.31509, "X2": 0.156, "Y2": 0.31489, "X3": 0.156, "Y3": 0.33313, "X4": 0.1, "Y4": 0.33445, "page": 0}, {"Word": "Biochemical investigations", "Confidence": 0.8925, "X1": 0.057, "Y1": 0.36252, "X2": 0.271, "Y2": 0.36232, "X3": 0.271, "Y3": 0.38583, "X4": 0.057, "Y4": 0.38847, "page": 0}, {"Word": "--", "Confidence": 0.765, "X1": 0.443, "Y1": 0.36779, "X2": 0.462, "Y2": 0.36759, "X3": 0.462, "Y3": 0.37925, "X4": 0.442, "Y4": 0.37793, "page": 0}, {"Word": "Lacking,", "Confidence": 0.609, "X1": 0.442, "Y1": 0.406, "X2": 0.507, "Y2": 0.4058, "X3": 0.507, "Y3": 0.42668, "X4": 0.442, "Y4": 0.42536, "page": 0}, {"Word": "1", "Confidence": 0.991, "X1": 0.002, "Y1": 0.41258, "X2": 0.011, "Y2": 0.41238, "X3": 0.01, "Y3": 0.42931, "X4": 0.002, "Y4": 0.42931, "page": 0}, {"Word": "Detection in biological material.", "Confidence": 0.9945, "X1": 0.096, "Y1": 0.40336, "X2": 0.371, "Y2": 0.40316, "X3": 0.371, "Y3": 0.42931, "X4": 0.096, "Y4": 0.43327, "page": 0}, {"Word": "Literature is available, however", "Confidence": 0.87375, "X1": 0.441, "Y1": 0.44552, "X2": 0.707, "Y2": 0.44532, "X3": 0.707, "Y3": 0.46752, "X4": 0.441, "Y4": 0.46884, "page": 0}, {"Word": "--", "Confidence": 0.676, "X1": 0.75, "Y1": 0.45079, "X2": 0.769, "Y2": 0.45059, "X3": 0.77, "Y3": 0.46093, "X4": 0.75, "Y4": 0.45962, "page": 0}, {"Word": "2", "Confidence": 0.996, "X1": 0.0, "Y1": 0.45343, "X2": 0.011, "Y2": 0.45323, "X3": 0.01, "Y3": 0.47147, "X4": 0.0, "Y4": 0.47279, "page": 0}, {"Word": "Behavior. in the organism", "Confidence": 0.96575, "X1": 0.095, "Y1": 0.44948, "X2": 0.299, "Y2": 0.44928, "X3": 0.299, "Y3": 0.47147, "X4": 0.095, "Y4": 0.47411, "page": 0}, {"Word": "detailed data are lacking.", "Confidence": 0.9935, "X1": 0.442, "Y1": 0.46792, "X2": 0.656, "Y2": 0.46772, "X3": 0.656, "Y3": 0.4886, "X4": 0.442, "Y4": 0.48992, "page": 0}, {"Word": "--", "Confidence": 0.325, "X1": 0.752, "Y1": 0.51535, "X2": 0.769, "Y2": 0.51515, "X3": 0.769, "Y3": 0.52417, "X4": 0.752, "Y4": 0.52417, "page": 0}, {"Word": "2.1", "Confidence": 0.998, "X1": 0.0, "Y1": 0.51272, "X2": 0.028, "Y2": 0.51252, "X3": 0.028, "Y3": 0.53735, "X4": 0.0, "Y4": 0.53735, "page": 0}, {"Word": "Resorption by the organism", "Confidence": 0.981, "X1": 0.097, "Y1": 0.51403, "X2": 0.317, "Y2": 0.51383, "X3": 0.317, "Y3": 0.53471, "X4": 0.097, "Y4": 0.53735, "page": 0}, {"Word": "Lacking.", "Confidence": 0.931, "X1": 0.439, "Y1": 0.5114, "X2": 0.508, "Y2": 0.5112, "X3": 0.508, "Y3": 0.53471, "X4": 0.439, "Y4": 0.53208, "page": 0}, {"Word": "Distribution within the organism", "Confidence": 0.958, "X1": 0.097, "Y1": 0.55356, "X2": 0.365, "Y2": 0.55336, "X3": 0.365, "Y3": 0.57688, "X4": 0.097, "Y4": 0.58083, "page": 0}, {"Word": "Lacking:", "Confidence": 0.857, "X1": 0.441, "Y1": 0.55488, "X2": 0.509, "Y2": 0.55468, "X3": 0.508, "Y3": 0.57688, "X4": 0.44, "Y4": 0.57292, "page": 0}, {"Word": "2.2.", "Confidence": 0.593, "X1": 0.0, "Y1": 0.55751, "X2": 0.035, "Y2": 0.55731, "X3": 0.034, "Y3": 0.58083, "X4": 0.0, "Y4": 0.57951, "page": 0}, {"Word": "--", "Confidence": 0.17, "X1": 0.751, "Y1": 0.59836, "X2": 0.769, "Y2": 0.59816, "X3": 0.769, "Y3": 0.60981, "X4": 0.751, "Y4": 0.60981, "page": 0}, {"Word": "2.3.", "Confidence": 0.997, "X1": 0.0, "Y1": 0.60099, "X2": 0.035, "Y2": 0.60079, "X3": 0.035, "Y3": 0.62431, "X4": 0.0, "Y4": 0.62431, "page": 0}, {"Word": "Metabolism", "Confidence": 0.993, "X1": 0.096, "Y1": 0.59967, "X2": 0.186, "Y2": 0.59947, "X3": 0.186, "Y3": 0.62167, "X4": 0.096, "Y4": 0.62299, "page": 0}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.44, "Y1": 0.59572, "X2": 0.508, "Y2": 0.59552, "X3": 0.508, "Y3": 0.61904, "X4": 0.44, "Y4": 0.61904, "page": 0}, {"Word": "-", "Confidence": 0.941, "X1": 0.751, "Y1": 0.64052, "X2": 0.768, "Y2": 0.64032, "X3": 0.768, "Y3": 0.65197, "X4": 0.751, "Y4": 0.65329, "page": 0}, {"Word": "2.4.", "Confidence": 0.985, "X1": 0.001, "Y1": 0.64447, "X2": 0.036, "Y2": 0.64427, "X3": 0.036, "Y3": 0.66515, "X4": 0.0, "Y4": 0.66515, "page": 0}, {"Word": "Excretion", "Confidence": 0.994, "X1": 0.098, "Y1": 0.64183, "X2": 0.178, "Y2": 0.64163, "X3": 0.178, "Y3": 0.66515, "X4": 0.098, "Y4": 0.66515, "page": 0}, {"Word": "Lacking.", "Confidence": 0.931, "X1": 0.44, "Y1": 0.64052, "X2": 0.507, "Y2": 0.64032, "X3": 0.507, "Y3": 0.6612, "X4": 0.44, "Y4": 0.65988, "page": 0}, {"Word": "--", "Confidence": 0.288, "X1": 0.752, "Y1": 0.68399, "X2": 0.769, "Y2": 0.68379, "X3": 0.768, "Y3": 0.69413, "X4": 0.752, "Y4": 0.69413, "page": 0}, {"Word": "2.5.", "Confidence": 0.993, "X1": 0.0, "Y1": 0.68531, "X2": 0.036, "Y2": 0.68511, "X3": 0.037, "Y3": 0.70731, "X4": 0.0, "Y4": 0.70731, "page": 0}, {"Word": "Effect on intermediary metabolism.", "Confidence": 0.99375, "X1": 0.096, "Y1": 0.68136, "X2": 0.376, "Y2": 0.68116, "X3": 0.377, "Y3": 0.70467, "X4": 0.096, "Y4": 0.70863, "page": 0}, {"Word": "Lacking.", "Confidence": 0.953, "X1": 0.44, "Y1": 0.68136, "X2": 0.506, "Y2": 0.68116, "X3": 0.506, "Y3": 0.70336, "X4": 0.44, "Y4": 0.70204, "page": 0}, {"Word": "-", "Confidence": 0.886, "X1": 0.751, "Y1": 0.7367, "X2": 0.768, "Y2": 0.7365, "X3": 0.768, "Y3": 0.74815, "X4": 0.751, "Y4": 0.74815, "page": 0}, {"Word": "Microbiology", "Confidence": 0.992, "X1": 0.056, "Y1": 0.73801, "X2": 0.161, "Y2": 0.73781, "X3": 0.161, "Y3": 0.76133, "X4": 0.056, "Y4": 0.76001, "page": 0}, {"Word": "Literature is available;", "Confidence": 0.67433, "X1": 0.442, "Y1": 0.77622, "X2": 0.639, "Y2": 0.77602, "X3": 0.639, "Y3": 0.7969, "X4": 0.442, "Y4": 0.7969, "page": 0}, {"Word": "--", "Confidence": 0.884, "X1": 0.752, "Y1": 0.77886, "X2": 0.768, "Y2": 0.77866, "X3": 0.767, "Y3": 0.789, "X4": 0.752, "Y4": 0.789, "page": 0}, {"Word": "1.", "Confidence": 0.991, "X1": 0.002, "Y1": 0.78413, "X2": 0.016, "Y2": 0.78393, "X3": 0.015, "Y3": 0.79954, "X4": 0.002, "Y4": 0.80085, "page": 0}, {"Word": "In vitro.", "Confidence": 0.9955, "X1": 0.1, "Y1": 0.78017, "X2": 0.176, "Y2": 0.77997, "X3": 0.176, "Y3": 0.79954, "X4": 0.1, "Y4": 0.80085, "page": 0}, {"Word": "detailed data are lacking.", "Confidence": 0.953, "X1": 0.442, "Y1": 0.79598, "X2": 0.655, "Y2": 0.79578, "X3": 0.655, "Y3": 0.8193, "X4": 0.442, "Y4": 0.8193, "page": 0}, {"Word": "2.", "Confidence": 0.996, "X1": 0.002, "Y1": 0.84868, "X2": 0.016, "Y2": 0.84848, "X3": 0.016, "Y3": 0.8641, "X4": 0.002, "Y4": 0.86278, "page": 0}, {"Word": "Effect on the microorganism content", "Confidence": 0.9934, "X1": 0.1, "Y1": 0.84341, "X2": 0.387, "Y2": 0.84321, "X3": 0.387, "Y3": 0.86278, "X4": 0.1, "Y4": 0.8641, "page": 0}, {"Word": "Literature available;", "Confidence": 0.991, "X1": 0.44, "Y1": 0.83946, "X2": 0.616, "Y2": 0.83926, "X3": 0.616, "Y3": 0.85883, "X4": 0.44, "Y4": 0.86014, "page": 0}, {"Word": "of the upper respiratory tract.", "Confidence": 0.9182, "X1": 0.1, "Y1": 0.8645, "X2": 0.355, "Y2": 0.8643, "X3": 0.355, "Y3": 0.88518, "X4": 0.1, "Y4": 0.88649, "page": 0}, {"Word": "detailed data are lacking.", "Confidence": 0.983, "X1": 0.441, "Y1": 0.86186, "X2": 0.655, "Y2": 0.86166, "X3": 0.655, "Y3": 0.88386, "X4": 0.441, "Y4": 0.88386, "page": 0}, {"Word": "--", "Confidence": 0.801, "X1": 0.751, "Y1": 0.89743, "X2": 0.768, "Y2": 0.89723, "X3": 0.769, "Y3": 0.90626, "X4": 0.752, "Y4": 0.90626, "page": 0}, {"Word": "Toxicological Investigations.", "Confidence": 0.9035, "X1": 0.057, "Y1": 0.90666, "X2": 0.299, "Y2": 0.90646, "X3": 0.3, "Y3": 0.92997, "X4": 0.057, "Y4": 0.93261, "page": 0}, {"Word": "50054 0222", "Confidence": 0.9925, "X1": 0.1, "Y1": 0.99361, "X2": 0.0, "Y2": 0.99341, "X3": 0.0, "Y3": 0.97345, "X4": 0.1, "Y4": 0.97345, "page": 0}], "words_data": [{"Word": "A", "Confidence": 0.958, "X1": 0.46, "Y1": 0.08584, "X2": 0.471, "Y2": 0.08564, "X3": 0.471, "Y3": 0.10784, "X4": 0.46, "Y4": 0.10915, "page": 0, "Index": 0}, {"Word": "PERMIT", "Confidence": 0.991, "X1": 0.476, "Y1": 0.08452, "X2": 0.53, "Y2": 0.08432, "X3": 0.529, "Y3": 0.10784, "X4": 0.476, "Y4": 0.10784, "page": 0, "Index": 1}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.535, "Y1": 0.08452, "X2": 0.563, "Y2": 0.08432, "X3": 0.563, "Y3": 0.10784, "X4": 0.535, "Y4": 0.10784, "page": 0, "Index": 2}, {"Word": "G-13", "Confidence": 0.983, "X1": 0.567, "Y1": 0.0832, "X2": 0.605, "Y2": 0.083, "X3": 0.605, "Y3": 0.10784, "X4": 0.567, "Y4": 0.10784, "page": 0, "Index": 3}, {"Word": "FOR", "Confidence": 0.991, "X1": 0.61, "Y1": 0.0832, "X2": 0.637, "Y2": 0.083, "X3": 0.637, "Y3": 0.10784, "X4": 0.61, "Y4": 0.10784, "page": 0, "Index": 4}, {"Word": "WEST", "Confidence": 0.988, "X1": 0.642, "Y1": 0.0832, "X2": 0.679, "Y2": 0.083, "X3": 0.679, "Y3": 0.10784, "X4": 0.642, "Y4": 0.10784, "page": 0, "Index": 5}, {"Word": "GERMANY", "Confidence": 0.939, "X1": 0.683, "Y1": 0.08189, "X2": 0.746, "Y2": 0.08169, "X3": 0.746, "Y3": 0.10784, "X4": 0.683, "Y4": 0.10784, "page": 0, "Index": 6}, {"Word": "SUPPORTING", "Confidence": 0.977, "X1": 0.138, "Y1": 0.08847, "X2": 0.222, "Y2": 0.08827, "X3": 0.221, "Y3": 0.11047, "X4": 0.137, "Y4": 0.11179, "page": 0, "Index": 7}, {"Word": "DOCUMENTATION", "Confidence": 0.667, "X1": 0.227, "Y1": 0.08716, "X2": 0.338, "Y2": 0.08696, "X3": 0.338, "Y3": 0.10915, "X4": 0.226, "Y4": 0.11047, "page": 0, "Index": 8}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.343, "Y1": 0.08584, "X2": 0.372, "Y2": 0.08564, "X3": 0.371, "Y3": 0.10915, "X4": 0.343, "Y4": 0.10915, "page": 0, "Index": 9}, {"Word": "RECEIVING", "Confidence": 0.992, "X1": 0.377, "Y1": 0.08584, "X2": 0.457, "Y2": 0.08564, "X3": 0.456, "Y3": 0.10915, "X4": 0.376, "Y4": 0.10915, "page": 0, "Index": 10}, {"Word": "Remarks", "Confidence": 0.995, "X1": 0.792, "Y1": 0.15699, "X2": 0.851, "Y2": 0.15679, "X3": 0.851, "Y3": 0.17767, "X4": 0.792, "Y4": 0.17767, "page": 0, "Index": 11}, {"Word": "Supporting", "Confidence": 0.995, "X1": 0.104, "Y1": 0.16357, "X2": 0.191, "Y2": 0.16337, "X3": 0.19, "Y3": 0.18557, "X4": 0.103, "Y4": 0.18821, "page": 0, "Index": 12}, {"Word": "Data", "Confidence": 0.991, "X1": 0.195, "Y1": 0.16357, "X2": 0.232, "Y2": 0.16337, "X3": 0.231, "Y3": 0.18425, "X4": 0.195, "Y4": 0.18557, "page": 0, "Index": 13}, {"Word": "Evaluation", "Confidence": 0.992, "X1": 0.478, "Y1": 0.16094, "X2": 0.563, "Y2": 0.16074, "X3": 0.563, "Y3": 0.18162, "X4": 0.479, "Y4": 0.1803, "page": 0, "Index": 14}, {"Word": "Type", "Confidence": 0.991, "X1": 0.037, "Y1": 0.16489, "X2": 0.073, "Y2": 0.16469, "X3": 0.073, "Y3": 0.18952, "X4": 0.036, "Y4": 0.18952, "page": 0, "Index": 15}, {"Word": "of", "Confidence": 0.998, "X1": 0.078, "Y1": 0.16489, "X2": 0.098, "Y2": 0.16469, "X3": 0.097, "Y3": 0.18821, "X4": 0.078, "Y4": 0.18821, "page": 0, "Index": 16}, {"Word": "-", "Confidence": 0.994, "X1": 0.75, "Y1": 0.22681, "X2": 0.755, "Y2": 0.22661, "X3": 0.756, "Y3": 0.23695, "X4": 0.751, "Y4": 0.23695, "page": 0, "Index": 17}, {"Word": "nervous", "Confidence": 0.995, "X1": 0.285, "Y1": 0.22813, "X2": 0.344, "Y2": 0.22793, "X3": 0.344, "Y3": 0.24749, "X4": 0.285, "Y4": 0.24881, "page": 0, "Index": 18}, {"Word": "system", "Confidence": 0.995, "X1": 0.352, "Y1": 0.22813, "X2": 0.401, "Y2": 0.22793, "X3": 0.401, "Y3": 0.24618, "X4": 0.351, "Y4": 0.24749, "page": 0, "Index": 19}, {"Word": "Lacking.", "Confidence": 0.66, "X1": 0.44, "Y1": 0.22681, "X2": 0.508, "Y2": 0.22661, "X3": 0.508, "Y3": 0.24749, "X4": 0.44, "Y4": 0.24618, "page": 0, "Index": 20}, {"Word": "4", "Confidence": 0.994, "X1": 0.001, "Y1": 0.23208, "X2": 0.008, "Y2": 0.23188, "X3": 0.009, "Y3": 0.24881, "X4": 0.002, "Y4": 0.24881, "page": 0, "Index": 21}, {"Word": "Effect", "Confidence": 0.848, "X1": 0.098, "Y1": 0.22813, "X2": 0.148, "Y2": 0.22793, "X3": 0.148, "Y3": 0.25013, "X4": 0.097, "Y4": 0.25013, "page": 0, "Index": 22}, {"Word": "on", "Confidence": 0.726, "X1": 0.155, "Y1": 0.22813, "X2": 0.173, "Y2": 0.22793, "X3": 0.173, "Y3": 0.25013, "X4": 0.154, "Y4": 0.25013, "page": 0, "Index": 23}, {"Word": "the", "Confidence": 0.998, "X1": 0.18, "Y1": 0.22813, "X2": 0.205, "Y2": 0.22793, "X3": 0.205, "Y3": 0.24881, "X4": 0.179, "Y4": 0.25013, "page": 0, "Index": 24}, {"Word": "vegative", "Confidence": 0.994, "X1": 0.212, "Y1": 0.22813, "X2": 0.279, "Y2": 0.22793, "X3": 0.278, "Y3": 0.24881, "X4": 0.211, "Y4": 0.24881, "page": 0, "Index": 25}, {"Word": "and", "Confidence": 0.998, "X1": 0.099, "Y1": 0.25053, "X2": 0.124, "Y2": 0.25033, "X3": 0.123, "Y3": 0.27121, "X4": 0.098, "Y4": 0.27253, "page": 0, "Index": 26}, {"Word": "the", "Confidence": 0.998, "X1": 0.132, "Y1": 0.25053, "X2": 0.157, "Y2": 0.25033, "X3": 0.156, "Y3": 0.26989, "X4": 0.131, "Y4": 0.27121, "page": 0, "Index": 27}, {"Word": "smooth", "Confidence": 0.995, "X1": 0.164, "Y1": 0.24921, "X2": 0.213, "Y2": 0.24901, "X3": 0.212, "Y3": 0.26857, "X4": 0.164, "Y4": 0.26989, "page": 0, "Index": 28}, {"Word": "muscles.", "Confidence": 0.956, "X1": 0.22, "Y1": 0.24921, "X2": 0.285, "Y2": 0.24901, "X3": 0.286, "Y3": 0.26857, "X4": 0.22, "Y4": 0.26857, "page": 0, "Index": 29}, {"Word": "Effect", "Confidence": 0.994, "X1": 0.099, "Y1": 0.29137, "X2": 0.148, "Y2": 0.29117, "X3": 0.148, "Y3": 0.31205, "X4": 0.099, "Y4": 0.31074, "page": 0, "Index": 30}, {"Word": "on", "Confidence": 0.998, "X1": 0.155, "Y1": 0.29137, "X2": 0.173, "Y2": 0.29117, "X3": 0.173, "Y3": 0.31205, "X4": 0.155, "Y4": 0.31205, "page": 0, "Index": 31}, {"Word": "the", "Confidence": 0.998, "X1": 0.18, "Y1": 0.29137, "X2": 0.207, "Y2": 0.29117, "X3": 0.206, "Y3": 0.31205, "X4": 0.18, "Y4": 0.31205, "page": 0, "Index": 32}, {"Word": "kidney", "Confidence": 0.92, "X1": 0.212, "Y1": 0.29006, "X2": 0.263, "Y2": 0.28986, "X3": 0.262, "Y3": 0.31205, "X4": 0.212, "Y4": 0.31205, "page": 0, "Index": 33}, {"Word": "and", "Confidence": 0.998, "X1": 0.27, "Y1": 0.29006, "X2": 0.296, "Y2": 0.28986, "X3": 0.296, "Y3": 0.31205, "X4": 0.27, "Y4": 0.31205, "page": 0, "Index": 34}, {"Word": "electrolyte", "Confidence": 0.994, "X1": 0.303, "Y1": 0.28874, "X2": 0.394, "Y2": 0.28854, "X3": 0.394, "Y3": 0.31205, "X4": 0.303, "Y4": 0.31205, "page": 0, "Index": 35}, {"Word": ".", "Confidence": 0.615, "X1": 0.434, "Y1": 0.28874, "X2": 0.437, "Y2": 0.28854, "X3": 0.436, "Y3": 0.3081, "X4": 0.433, "Y4": 0.3081, "page": 0, "Index": 36}, {"Word": "Lacking.", "Confidence": 0.88, "X1": 0.44, "Y1": 0.29006, "X2": 0.507, "Y2": 0.28986, "X3": 0.506, "Y3": 0.31205, "X4": 0.439, "Y4": 0.30942, "page": 0, "Index": 37}, {"Word": "regime.", "Confidence": 0.991, "X1": 0.1, "Y1": 0.31641, "X2": 0.157, "Y2": 0.31621, "X3": 0.157, "Y3": 0.33445, "X4": 0.1, "Y4": 0.33577, "page": 0, "Index": 38}, {"Word": "Biochemical", "Confidence": 0.794, "X1": 0.058, "Y1": 0.36384, "X2": 0.15, "Y2": 0.36364, "X3": 0.15, "Y3": 0.38715, "X4": 0.058, "Y4": 0.38979, "page": 0, "Index": 39}, {"Word": "investigations", "Confidence": 0.991, "X1": 0.156, "Y1": 0.36384, "X2": 0.272, "Y2": 0.36364, "X3": 0.272, "Y3": 0.38583, "X4": 0.156, "Y4": 0.38715, "page": 0, "Index": 40}, {"Word": "--", "Confidence": 0.765, "X1": 0.442, "Y1": 0.36779, "X2": 0.457, "Y2": 0.36759, "X3": 0.456, "Y3": 0.37925, "X4": 0.442, "Y4": 0.37793, "page": 0, "Index": 41}, {"Word": "Lacking,", "Confidence": 0.609, "X1": 0.443, "Y1": 0.40731, "X2": 0.507, "Y2": 0.40711, "X3": 0.507, "Y3": 0.42799, "X4": 0.443, "Y4": 0.42668, "page": 0, "Index": 42}, {"Word": "1", "Confidence": 0.991, "X1": 0.002, "Y1": 0.41258, "X2": 0.01, "Y2": 0.41238, "X3": 0.01, "Y3": 0.42931, "X4": 0.002, "Y4": 0.42931, "page": 0, "Index": 43}, {"Word": "Detection", "Confidence": 0.993, "X1": 0.097, "Y1": 0.40863, "X2": 0.174, "Y2": 0.40843, "X3": 0.174, "Y3": 0.43063, "X4": 0.097, "Y4": 0.43327, "page": 0, "Index": 44}, {"Word": "in", "Confidence": 0.998, "X1": 0.18, "Y1": 0.40863, "X2": 0.198, "Y2": 0.40843, "X3": 0.198, "Y3": 0.43063, "X4": 0.18, "Y4": 0.43063, "page": 0, "Index": 45}, {"Word": "biological", "Confidence": 0.993, "X1": 0.204, "Y1": 0.40731, "X2": 0.289, "Y2": 0.40711, "X3": 0.289, "Y3": 0.42931, "X4": 0.204, "Y4": 0.43063, "page": 0, "Index": 46}, {"Word": "material.", "Confidence": 0.994, "X1": 0.293, "Y1": 0.40468, "X2": 0.371, "Y2": 0.40448, "X3": 0.372, "Y3": 0.42931, "X4": 0.294, "Y4": 0.42931, "page": 0, "Index": 47}, {"Word": "available,", "Confidence": 0.886, "X1": 0.556, "Y1": 0.44684, "X2": 0.64, "Y2": 0.44664, "X3": 0.641, "Y3": 0.46752, "X4": 0.556, "Y4": 0.46884, "page": 0, "Index": 48}, {"Word": "however", "Confidence": 0.995, "X1": 0.644, "Y1": 0.44552, "X2": 0.704, "Y2": 0.44532, "X3": 0.704, "Y3": 0.46752, "X4": 0.644, "Y4": 0.46752, "page": 0, "Index": 49}, {"Word": "--", "Confidence": 0.676, "X1": 0.751, "Y1": 0.45079, "X2": 0.765, "Y2": 0.45059, "X3": 0.765, "Y3": 0.46093, "X4": 0.751, "Y4": 0.45962, "page": 0, "Index": 50}, {"Word": "2", "Confidence": 0.996, "X1": 0.0, "Y1": 0.45343, "X2": 0.008, "Y2": 0.45323, "X3": 0.009, "Y3": 0.47016, "X4": 0.001, "Y4": 0.47147, "page": 0, "Index": 51}, {"Word": "Behavior.", "Confidence": 0.873, "X1": 0.096, "Y1": 0.45079, "X2": 0.169, "Y2": 0.45059, "X3": 0.169, "Y3": 0.47411, "X4": 0.097, "Y4": 0.47543, "page": 0, "Index": 52}, {"Word": "in", "Confidence": 0.998, "X1": 0.172, "Y1": 0.45079, "X2": 0.19, "Y2": 0.45059, "X3": 0.19, "Y3": 0.47411, "X4": 0.172, "Y4": 0.47411, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.197, "Y1": 0.45079, "X2": 0.223, "Y2": 0.45059, "X3": 0.223, "Y3": 0.47279, "X4": 0.196, "Y4": 0.47279, "page": 0, "Index": 54}, {"Word": "organism", "Confidence": 0.994, "X1": 0.229, "Y1": 0.45079, "X2": 0.297, "Y2": 0.45059, "X3": 0.296, "Y3": 0.47016, "X4": 0.229, "Y4": 0.47279, "page": 0, "Index": 55}, {"Word": "Literature", "Confidence": 0.616, "X1": 0.442, "Y1": 0.44816, "X2": 0.525, "Y2": 0.44796, "X3": 0.525, "Y3": 0.46884, "X4": 0.441, "Y4": 0.46884, "page": 0, "Index": 56}, {"Word": "is", "Confidence": 0.998, "X1": 0.531, "Y1": 0.44684, "X2": 0.548, "Y2": 0.44664, "X3": 0.548, "Y3": 0.46884, "X4": 0.531, "Y4": 0.46884, "page": 0, "Index": 57}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.444, "Y1": 0.46924, "X2": 0.509, "Y2": 0.46904, "X3": 0.508, "Y3": 0.48992, "X4": 0.443, "Y4": 0.49124, "page": 0, "Index": 58}, {"Word": "data", "Confidence": 0.988, "X1": 0.514, "Y1": 0.46924, "X2": 0.549, "Y2": 0.46904, "X3": 0.548, "Y3": 0.48992, "X4": 0.513, "Y4": 0.48992, "page": 0, "Index": 59}, {"Word": "are", "Confidence": 0.998, "X1": 0.557, "Y1": 0.46924, "X2": 0.582, "Y2": 0.46904, "X3": 0.581, "Y3": 0.48992, "X4": 0.556, "Y4": 0.48992, "page": 0, "Index": 60}, {"Word": "lacking.", "Confidence": 0.994, "X1": 0.588, "Y1": 0.46924, "X2": 0.656, "Y2": 0.46904, "X3": 0.656, "Y3": 0.48992, "X4": 0.588, "Y4": 0.48992, "page": 0, "Index": 61}, {"Word": "--", "Confidence": 0.325, "X1": 0.752, "Y1": 0.51535, "X2": 0.765, "Y2": 0.51515, "X3": 0.765, "Y3": 0.52417, "X4": 0.752, "Y4": 0.52417, "page": 0, "Index": 62}, {"Word": "2.1", "Confidence": 0.998, "X1": 0.0, "Y1": 0.51272, "X2": 0.027, "Y2": 0.51252, "X3": 0.027, "Y3": 0.53735, "X4": 0.0, "Y4": 0.53735, "page": 0, "Index": 63}, {"Word": "Resorption", "Confidence": 0.937, "X1": 0.098, "Y1": 0.51535, "X2": 0.182, "Y2": 0.51515, "X3": 0.181, "Y3": 0.53603, "X4": 0.098, "Y4": 0.53867, "page": 0, "Index": 64}, {"Word": "by", "Confidence": 0.995, "X1": 0.186, "Y1": 0.51535, "X2": 0.207, "Y2": 0.51515, "X3": 0.206, "Y3": 0.53603, "X4": 0.186, "Y4": 0.53603, "page": 0, "Index": 65}, {"Word": "the", "Confidence": 0.998, "X1": 0.214, "Y1": 0.51403, "X2": 0.24, "Y2": 0.51383, "X3": 0.239, "Y3": 0.53603, "X4": 0.213, "Y4": 0.53603, "page": 0, "Index": 66}, {"Word": "organism", "Confidence": 0.994, "X1": 0.245, "Y1": 0.51403, "X2": 0.313, "Y2": 0.51383, "X3": 0.312, "Y3": 0.53603, "X4": 0.245, "Y4": 0.53603, "page": 0, "Index": 67}, {"Word": "Lacking.", "Confidence": 0.931, "X1": 0.441, "Y1": 0.51403, "X2": 0.509, "Y2": 0.51383, "X3": 0.508, "Y3": 0.53471, "X4": 0.44, "Y4": 0.5334, "page": 0, "Index": 68}, {"Word": "organism", "Confidence": 0.902, "X1": 0.294, "Y1": 0.55488, "X2": 0.362, "Y2": 0.55468, "X3": 0.362, "Y3": 0.57688, "X4": 0.294, "Y4": 0.57819, "page": 0, "Index": 69}, {"Word": "Lacking:", "Confidence": 0.857, "X1": 0.442, "Y1": 0.55488, "X2": 0.509, "Y2": 0.55468, "X3": 0.509, "Y3": 0.57688, "X4": 0.441, "Y4": 0.57424, "page": 0, "Index": 70}, {"Word": "2.2.", "Confidence": 0.593, "X1": 0.001, "Y1": 0.55751, "X2": 0.035, "Y2": 0.55731, "X3": 0.035, "Y3": 0.58083, "X4": 0.001, "Y4": 0.57951, "page": 0, "Index": 71}, {"Word": "Distribution", "Confidence": 0.938, "X1": 0.098, "Y1": 0.55619, "X2": 0.199, "Y2": 0.55599, "X3": 0.198, "Y3": 0.57951, "X4": 0.097, "Y4": 0.58083, "page": 0, "Index": 72}, {"Word": "within", "Confidence": 0.994, "X1": 0.204, "Y1": 0.55619, "X2": 0.255, "Y2": 0.55599, "X3": 0.255, "Y3": 0.57819, "X4": 0.203, "Y4": 0.57951, "page": 0, "Index": 73}, {"Word": "the", "Confidence": 0.998, "X1": 0.261, "Y1": 0.55619, "X2": 0.289, "Y2": 0.55599, "X3": 0.289, "Y3": 0.57819, "X4": 0.261, "Y4": 0.57819, "page": 0, "Index": 74}, {"Word": "--", "Confidence": 0.17, "X1": 0.751, "Y1": 0.59836, "X2": 0.766, "Y2": 0.59816, "X3": 0.766, "Y3": 0.60981, "X4": 0.751, "Y4": 0.60981, "page": 0, "Index": 75}, {"Word": "2.3.", "Confidence": 0.997, "X1": 0.0, "Y1": 0.60099, "X2": 0.035, "Y2": 0.60079, "X3": 0.035, "Y3": 0.62299, "X4": 0.0, "Y4": 0.62431, "page": 0, "Index": 76}, {"Word": "Metabolism", "Confidence": 0.993, "X1": 0.097, "Y1": 0.60099, "X2": 0.183, "Y2": 0.60079, "X3": 0.182, "Y3": 0.62167, "X4": 0.097, "Y4": 0.62431, "page": 0, "Index": 77}, {"Word": "Lacking.", "Confidence": 0.994, "X1": 0.441, "Y1": 0.59704, "X2": 0.508, "Y2": 0.59684, "X3": 0.507, "Y3": 0.61904, "X4": 0.44, "Y4": 0.62035, "page": 0, "Index": 78}, {"Word": "-", "Confidence": 0.941, "X1": 0.751, "Y1": 0.64183, "X2": 0.756, "Y2": 0.64163, "X3": 0.757, "Y3": 0.65329, "X4": 0.751, "Y4": 0.65329, "page": 0, "Index": 79}, {"Word": "2.4.", "Confidence": 0.985, "X1": 0.001, "Y1": 0.64315, "X2": 0.035, "Y2": 0.64295, "X3": 0.035, "Y3": 0.66515, "X4": 0.001, "Y4": 0.66383, "page": 0, "Index": 80}, {"Word": "Excretion", "Confidence": 0.994, "X1": 0.099, "Y1": 0.64447, "X2": 0.175, "Y2": 0.64427, "X3": 0.174, "Y3": 0.66515, "X4": 0.099, "Y4": 0.66647, "page": 0, "Index": 81}, {"Word": "Lacking.", "Confidence": 0.931, "X1": 0.442, "Y1": 0.64183, "X2": 0.508, "Y2": 0.64163, "X3": 0.508, "Y3": 0.66251, "X4": 0.441, "Y4": 0.6612, "page": 0, "Index": 82}, {"Word": "--", "Confidence": 0.288, "X1": 0.752, "Y1": 0.68399, "X2": 0.766, "Y2": 0.68379, "X3": 0.766, "Y3": 0.69413, "X4": 0.752, "Y4": 0.69413, "page": 0, "Index": 83}, {"Word": "2.5.", "Confidence": 0.993, "X1": 0.001, "Y1": 0.68531, "X2": 0.036, "Y2": 0.68511, "X3": 0.036, "Y3": 0.70731, "X4": 0.001, "Y4": 0.70731, "page": 0, "Index": 84}, {"Word": "Effect", "Confidence": 0.995, "X1": 0.098, "Y1": 0.68531, "X2": 0.151, "Y2": 0.68511, "X3": 0.15, "Y3": 0.70731, "X4": 0.097, "Y4": 0.70863, "page": 0, "Index": 85}, {"Word": "on", "Confidence": 0.997, "X1": 0.157, "Y1": 0.68531, "X2": 0.175, "Y2": 0.68511, "X3": 0.174, "Y3": 0.70731, "X4": 0.156, "Y4": 0.70731, "page": 0, "Index": 86}, {"Word": "intermediary", "Confidence": 0.992, "X1": 0.181, "Y1": 0.68268, "X2": 0.282, "Y2": 0.68248, "X3": 0.282, "Y3": 0.70599, "X4": 0.18, "Y4": 0.70731, "page": 0, "Index": 87}, {"Word": "metabolism.", "Confidence": 0.991, "X1": 0.285, "Y1": 0.68136, "X2": 0.377, "Y2": 0.68116, "X3": 0.377, "Y3": 0.70467, "X4": 0.285, "Y4": 0.70599, "page": 0, "Index": 88}, {"Word": "Lacking.", "Confidence": 0.953, "X1": 0.442, "Y1": 0.68268, "X2": 0.506, "Y2": 0.68248, "X3": 0.506, "Y3": 0.70336, "X4": 0.441, "Y4": 0.70336, "page": 0, "Index": 89}, {"Word": "-", "Confidence": 0.886, "X1": 0.751, "Y1": 0.7367, "X2": 0.757, "Y2": 0.7365, "X3": 0.757, "Y3": 0.74815, "X4": 0.751, "Y4": 0.74815, "page": 0, "Index": 90}, {"Word": "Microbiology", "Confidence": 0.992, "X1": 0.057, "Y1": 0.73801, "X2": 0.158, "Y2": 0.73781, "X3": 0.159, "Y3": 0.76265, "X4": 0.057, "Y4": 0.76001, "page": 0, "Index": 91}, {"Word": "Literature", "Confidence": 0.992, "X1": 0.443, "Y1": 0.77754, "X2": 0.524, "Y2": 0.77734, "X3": 0.524, "Y3": 0.7969, "X4": 0.442, "Y4": 0.79822, "page": 0, "Index": 92}, {"Word": "is", "Confidence": 0.039, "X1": 0.532, "Y1": 0.77754, "X2": 0.55, "Y2": 0.77734, "X3": 0.55, "Y3": 0.7969, "X4": 0.532, "Y4": 0.7969, "page": 0, "Index": 93}, {"Word": "available;", "Confidence": 0.992, "X1": 0.556, "Y1": 0.77754, "X2": 0.638, "Y2": 0.77734, "X3": 0.639, "Y3": 0.7969, "X4": 0.556, "Y4": 0.7969, "page": 0, "Index": 94}, {"Word": "--", "Confidence": 0.884, "X1": 0.755, "Y1": 0.77886, "X2": 0.768, "Y2": 0.77866, "X3": 0.768, "Y3": 0.789, "X4": 0.755, "Y4": 0.789, "page": 0, "Index": 95}, {"Word": "1.", "Confidence": 0.991, "X1": 0.002, "Y1": 0.78413, "X2": 0.015, "Y2": 0.78393, "X3": 0.016, "Y3": 0.79954, "X4": 0.003, "Y4": 0.80085, "page": 0, "Index": 96}, {"Word": "In", "Confidence": 0.997, "X1": 0.101, "Y1": 0.78281, "X2": 0.117, "Y2": 0.78261, "X3": 0.117, "Y3": 0.80085, "X4": 0.101, "Y4": 0.80085, "page": 0, "Index": 97}, {"Word": "vitro.", "Confidence": 0.994, "X1": 0.123, "Y1": 0.78149, "X2": 0.175, "Y2": 0.78129, "X3": 0.175, "Y3": 0.80085, "X4": 0.123, "Y4": 0.80085, "page": 0, "Index": 98}, {"Word": "detailed", "Confidence": 0.993, "X1": 0.442, "Y1": 0.79862, "X2": 0.508, "Y2": 0.79842, "X3": 0.509, "Y3": 0.82062, "X4": 0.442, "Y4": 0.8193, "page": 0, "Index": 99}, {"Word": "data", "Confidence": 0.857, "X1": 0.514, "Y1": 0.7973, "X2": 0.548, "Y2": 0.7971, "X3": 0.549, "Y3": 0.82062, "X4": 0.515, "Y4": 0.82062, "page": 0, "Index": 100}, {"Word": "are", "Confidence": 0.968, "X1": 0.556, "Y1": 0.7973, "X2": 0.582, "Y2": 0.7971, "X3": 0.583, "Y3": 0.8193, "X4": 0.557, "Y4": 0.82062, "page": 0, "Index": 101}, {"Word": "lacking.", "Confidence": 0.994, "X1": 0.588, "Y1": 0.7973, "X2": 0.654, "Y2": 0.7971, "X3": 0.655, "Y3": 0.8193, "X4": 0.588, "Y4": 0.8193, "page": 0, "Index": 102}, {"Word": "2.", "Confidence": 0.996, "X1": 0.003, "Y1": 0.84868, "X2": 0.016, "Y2": 0.84848, "X3": 0.015, "Y3": 0.8641, "X4": 0.002, "Y4": 0.86278, "page": 0, "Index": 103}, {"Word": "Effect", "Confidence": 0.994, "X1": 0.101, "Y1": 0.84473, "X2": 0.151, "Y2": 0.84453, "X3": 0.151, "Y3": 0.8641, "X4": 0.101, "Y4": 0.86541, "page": 0, "Index": 104}, {"Word": "on", "Confidence": 0.998, "X1": 0.157, "Y1": 0.84473, "X2": 0.175, "Y2": 0.84453, "X3": 0.175, "Y3": 0.8641, "X4": 0.157, "Y4": 0.8641, "page": 0, "Index": 105}, {"Word": "the", "Confidence": 0.998, "X1": 0.182, "Y1": 0.84473, "X2": 0.208, "Y2": 0.84453, "X3": 0.208, "Y3": 0.8641, "X4": 0.182, "Y4": 0.8641, "page": 0, "Index": 106}, {"Word": "microorganism", "Confidence": 0.981, "X1": 0.213, "Y1": 0.84341, "X2": 0.321, "Y2": 0.84321, "X3": 0.321, "Y3": 0.86278, "X4": 0.213, "Y4": 0.8641, "page": 0, "Index": 107}, {"Word": "content", "Confidence": 0.996, "X1": 0.328, "Y1": 0.84341, "X2": 0.386, "Y2": 0.84321, "X3": 0.387, "Y3": 0.86278, "X4": 0.329, "Y4": 0.86278, "page": 0, "Index": 108}, {"Word": "Literature", "Confidence": 0.991, "X1": 0.442, "Y1": 0.84078, "X2": 0.524, "Y2": 0.84058, "X3": 0.523, "Y3": 0.86146, "X4": 0.441, "Y4": 0.86014, "page": 0, "Index": 109}, {"Word": "available;", "Confidence": 0.991, "X1": 0.531, "Y1": 0.84078, "X2": 0.616, "Y2": 0.84058, "X3": 0.616, "Y3": 0.85883, "X4": 0.531, "Y4": 0.86146, "page": 0, "Index": 110}, {"Word": "of", "Confidence": 0.995, "X1": 0.101, "Y1": 0.86713, "X2": 0.117, "Y2": 0.86693, "X3": 0.117, "Y3": 0.88649, "X4": 0.101, "Y4": 0.88649, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.124, "Y1": 0.86713, "X2": 0.15, "Y2": 0.86693, "X3": 0.15, "Y3": 0.88649, "X4": 0.124, "Y4": 0.88649, "page": 0, "Index": 112}, {"Word": "upper", "Confidence": 0.613, "X1": 0.157, "Y1": 0.86713, "X2": 0.199, "Y2": 0.86693, "X3": 0.199, "Y3": 0.88649, "X4": 0.156, "Y4": 0.88649, "page": 0, "Index": 113}, {"Word": "respiratory", "Confidence": 0.994, "X1": 0.207, "Y1": 0.86581, "X2": 0.297, "Y2": 0.86561, "X3": 0.296, "Y3": 0.88649, "X4": 0.206, "Y4": 0.88649, "page": 0, "Index": 114}, {"Word": "tract.", "Confidence": 0.991, "X1": 0.305, "Y1": 0.8645, "X2": 0.356, "Y2": 0.8643, "X3": 0.354, "Y3": 0.88649, "X4": 0.304, "Y4": 0.88649, "page": 0, "Index": 115}, {"Word": "detailed", "Confidence": 0.952, "X1": 0.441, "Y1": 0.86186, "X2": 0.508, "Y2": 0.86166, "X3": 0.508, "Y3": 0.88386, "X4": 0.441, "Y4": 0.88518, "page": 0, "Index": 116}, {"Word": "data", "Confidence": 0.988, "X1": 0.514, "Y1": 0.86186, "X2": 0.549, "Y2": 0.86166, "X3": 0.549, "Y3": 0.88386, "X4": 0.514, "Y4": 0.88386, "page": 0, "Index": 117}, {"Word": "are", "Confidence": 0.998, "X1": 0.556, "Y1": 0.86186, "X2": 0.581, "Y2": 0.86166, "X3": 0.581, "Y3": 0.88386, "X4": 0.556, "Y4": 0.88386, "page": 0, "Index": 118}, {"Word": "lacking.", "Confidence": 0.994, "X1": 0.588, "Y1": 0.86318, "X2": 0.655, "Y2": 0.86298, "X3": 0.654, "Y3": 0.88386, "X4": 0.588, "Y4": 0.88386, "page": 0, "Index": 119}, {"Word": "--", "Confidence": 0.801, "X1": 0.752, "Y1": 0.89743, "X2": 0.765, "Y2": 0.89723, "X3": 0.765, "Y3": 0.90626, "X4": 0.752, "Y4": 0.90626, "page": 0, "Index": 120}, {"Word": "Toxicological", "Confidence": 0.907, "X1": 0.058, "Y1": 0.90797, "X2": 0.169, "Y2": 0.90777, "X3": 0.168, "Y3": 0.93129, "X4": 0.058, "Y4": 0.93392, "page": 0, "Index": 121}, {"Word": "Investigations.", "Confidence": 0.9, "X1": 0.174, "Y1": 0.90797, "X2": 0.3, "Y2": 0.90777, "X3": 0.299, "Y3": 0.92865, "X4": 0.173, "Y4": 0.93129, "page": 0, "Index": 122}, {"Word": "0222", "Confidence": 0.991, "X1": 0.044, "Y1": 0.99493, "X2": 0.004, "Y2": 0.99473, "X3": 0.004, "Y3": 0.97477, "X4": 0.044, "Y4": 0.97477, "page": 0, "Index": 123}, {"Word": "50054", "Confidence": 0.994, "X1": 0.101, "Y1": 0.99493, "X2": 0.055, "Y2": 0.99473, "X3": 0.055, "Y3": 0.97477, "X4": 0.101, "Y4": 0.97477, "page": 0, "Index": 124}]}
"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"
ffkf0099
3
{"lines_data": [{"Word": "SUPPORTING DOCUMENTATION FOR RECEIVING A PERMIT FOR G-13 FOR WEST GERMANY", "Confidence": 0.905, "X1": 0.142, "Y1": 0.07266, "X2": 0.751, "Y2": 0.07246, "X3": 0.751, "Y3": 0.09861, "X4": 0.142, "Y4": 0.0973, "page": 0}, {"Word": "Type of Supporting Data", "Confidence": 0.99125, "X1": 0.041, "Y1": 0.14908, "X2": 0.238, "Y2": 0.14888, "X3": 0.238, "Y3": 0.17371, "X4": 0.041, "Y4": 0.17503, "page": 0}, {"Word": "Evaluation", "Confidence": 0.994, "X1": 0.481, "Y1": 0.1504, "X2": 0.568, "Y2": 0.1502, "X3": 0.568, "Y3": 0.1724, "X4": 0.481, "Y4": 0.17108, "page": 0}, {"Word": "Remarks", "Confidence": 0.947, "X1": 0.795, "Y1": 0.15303, "X2": 0.857, "Y2": 0.15283, "X3": 0.856, "Y3": 0.1724, "X4": 0.795, "Y4": 0.17108, "page": 0}, {"Word": "Experimental investigation in human test", "Confidence": 0.9934, "X1": 0.06, "Y1": 0.22023, "X2": 0.39, "Y2": 0.22003, "X3": 0.39, "Y3": 0.24091, "X4": 0.06, "Y4": 0.24222, "page": 0}, {"Word": "Lacking.", "Confidence": 0.987, "X1": 0.441, "Y1": 0.22154, "X2": 0.508, "Y2": 0.22134, "X3": 0.508, "Y3": 0.24222, "X4": 0.441, "Y4": 0.24091, "page": 0}, {"Word": "Especially with reference to", "Confidence": 0.90475, "X1": 0.752, "Y1": 0.21891, "X2": 0.985, "Y2": 0.21871, "X3": 0.985, "Y3": 0.24091, "X4": 0.752, "Y4": 0.24091, "page": 0}, {"Word": "personnel (control study).", "Confidence": 0.96867, "X1": 0.061, "Y1": 0.24262, "X2": 0.278, "Y2": 0.24242, "X3": 0.278, "Y3": 0.26462, "X4": 0.061, "Y4": 0.26594, "page": 0}, {"Word": "pharmaco-kenetic studies.", "Confidence": 0.9925, "X1": 0.751, "Y1": 0.24394, "X2": 0.962, "Y2": 0.24374, "X3": 0.962, "Y3": 0.26462, "X4": 0.751, "Y4": 0.26462, "page": 0}, {"Word": "Biochemical investigations on", "Confidence": 0.994, "X1": 0.1, "Y1": 0.28478, "X2": 0.341, "Y2": 0.28458, "X3": 0.341, "Y3": 0.30678, "X4": 0.1, "Y4": 0.30678, "page": 0}, {"Word": "This refers to resorption,", "Confidence": 0.995, "X1": 0.751, "Y1": 0.2861, "X2": 0.966, "Y2": 0.2859, "X3": 0.966, "Y3": 0.30678, "X4": 0.751, "Y4": 0.30547, "page": 0}, {"Word": "Lacking.", "Confidence": 0.644, "X1": 0.441, "Y1": 0.28742, "X2": 0.508, "Y2": 0.28722, "X3": 0.508, "Y3": 0.30942, "X4": 0.441, "Y4": 0.30547, "page": 0}, {"Word": "pharmaco-kinetic problems.", "Confidence": 0.991, "X1": 0.101, "Y1": 0.30587, "X2": 0.316, "Y2": 0.30567, "X3": 0.316, "Y3": 0.32786, "X4": 0.101, "Y4": 0.32918, "page": 0}, {"Word": "distribution, metabolism, excr", "Confidence": 0.757, "X1": 0.75, "Y1": 0.30587, "X2": 0.996, "Y2": 0.30567, "X3": 0.996, "Y3": 0.32655, "X4": 0.75, "Y4": 0.32655, "page": 0}, {"Word": "of Freon 11 (during inhalation", "Confidence": 0.9944, "X1": 0.751, "Y1": 0.32826, "X2": 0.997, "Y2": 0.32806, "X3": 0.997, "Y3": 0.34763, "X4": 0.751, "Y4": 0.34894, "page": 0}, {"Word": "tobacco smoke).", "Confidence": 0.9925, "X1": 0.751, "Y1": 0.35066, "X2": 0.873, "Y2": 0.35046, "X3": 0.873, "Y3": 0.37134, "X4": 0.751, "Y4": 0.37134, "page": 0}, {"Word": "Detailed discussion and evaluation of", "Confidence": 0.9782, "X1": 0.058, "Y1": 0.39019, "X2": 0.366, "Y2": 0.38999, "X3": 0.366, "Y3": 0.41614, "X4": 0.058, "Y4": 0.41482, "page": 0}, {"Word": "Lacking:", "Confidence": 0.772, "X1": 0.442, "Y1": 0.39546, "X2": 0.508, "Y2": 0.39526, "X3": 0.508, "Y3": 0.41614, "X4": 0.442, "Y4": 0.4135, "page": 0}, {"Word": "-", "Confidence": 0.928, "X1": 0.751, "Y1": 0.40073, "X2": 0.769, "Y2": 0.40053, "X3": 0.768, "Y3": 0.40823, "X4": 0.751, "Y4": 0.40691, "page": 0}, {"Word": "all findings.", "Confidence": 0.902, "X1": 0.061, "Y1": 0.4139, "X2": 0.166, "Y2": 0.4137, "X3": 0.166, "Y3": 0.4359, "X4": 0.06, "Y4": 0.4359, "page": 0}, {"Word": "-", "Confidence": 0.991, "X1": 0.75, "Y1": 0.46133, "X2": 0.769, "Y2": 0.46113, "X3": 0.769, "Y3": 0.47279, "X4": 0.75, "Y4": 0.47147, "page": 0}, {"Word": "Literature compilation.", "Confidence": 0.9255, "X1": 0.059, "Y1": 0.45475, "X2": 0.25, "Y2": 0.45455, "X3": 0.25, "Y3": 0.47806, "X4": 0.059, "Y4": 0.47806, "page": 0}, {"Word": "Lacking.", "Confidence": 0.638, "X1": 0.441, "Y1": 0.45606, "X2": 0.509, "Y2": 0.45586, "X3": 0.509, "Y3": 0.4807, "X4": 0.44, "Y4": 0.47938, "page": 0}, {"Word": "C/ogg", "Confidence": 0.818, "X1": 0.0, "Y1": 0.94355, "X2": 0.046, "Y2": 0.94335, "X3": 0.044, "Y3": 0.96291, "X4": 0.0, "Y4": 0.95632, "page": 0}, {"Word": "16/73", "Confidence": 0.994, "X1": 0.001, "Y1": 0.96463, "X2": 0.046, "Y2": 0.96443, "X3": 0.046, "Y3": 0.98531, "X4": 0.001, "Y4": 0.98399, "page": 0}], "words_data": [{"Word": "SUPPORTING", "Confidence": 0.991, "X1": 0.143, "Y1": 0.07266, "X2": 0.228, "Y2": 0.07246, "X3": 0.228, "Y3": 0.0973, "X4": 0.143, "Y4": 0.09598, "page": 0, "Index": 0}, {"Word": "DOCUMENTATION", "Confidence": 0.297, "X1": 0.232, "Y1": 0.07266, "X2": 0.343, "Y2": 0.07246, "X3": 0.343, "Y3": 0.09861, "X4": 0.232, "Y4": 0.0973, "page": 0, "Index": 1}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.349, "Y1": 0.07266, "X2": 0.377, "Y2": 0.07246, "X3": 0.377, "Y3": 0.09861, "X4": 0.349, "Y4": 0.09861, "page": 0, "Index": 2}, {"Word": "RECEIVING", "Confidence": 0.992, "X1": 0.381, "Y1": 0.07266, "X2": 0.46, "Y2": 0.07246, "X3": 0.46, "Y3": 0.09861, "X4": 0.381, "Y4": 0.09861, "page": 0, "Index": 3}, {"Word": "A", "Confidence": 0.886, "X1": 0.464, "Y1": 0.07266, "X2": 0.475, "Y2": 0.07246, "X3": 0.475, "Y3": 0.09861, "X4": 0.464, "Y4": 0.09861, "page": 0, "Index": 4}, {"Word": "PERMIT", "Confidence": 0.992, "X1": 0.48, "Y1": 0.07266, "X2": 0.534, "Y2": 0.07246, "X3": 0.534, "Y3": 0.09861, "X4": 0.48, "Y4": 0.09861, "page": 0, "Index": 5}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.538, "Y1": 0.07266, "X2": 0.567, "Y2": 0.07246, "X3": 0.567, "Y3": 0.09861, "X4": 0.538, "Y4": 0.09861, "page": 0, "Index": 6}, {"Word": "G-13", "Confidence": 0.966, "X1": 0.571, "Y1": 0.07398, "X2": 0.608, "Y2": 0.07378, "X3": 0.608, "Y3": 0.09861, "X4": 0.571, "Y4": 0.09861, "page": 0, "Index": 7}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.612, "Y1": 0.07398, "X2": 0.641, "Y2": 0.07378, "X3": 0.641, "Y3": 0.09861, "X4": 0.612, "Y4": 0.09861, "page": 0, "Index": 8}, {"Word": "WEST", "Confidence": 0.988, "X1": 0.645, "Y1": 0.07398, "X2": 0.682, "Y2": 0.07378, "X3": 0.682, "Y3": 0.09861, "X4": 0.645, "Y4": 0.09861, "page": 0, "Index": 9}, {"Word": "GERMANY", "Confidence": 0.849, "X1": 0.686, "Y1": 0.0753, "X2": 0.749, "Y2": 0.0751, "X3": 0.749, "Y3": 0.09861, "X4": 0.686, "Y4": 0.09861, "page": 0, "Index": 10}, {"Word": "Type", "Confidence": 0.988, "X1": 0.042, "Y1": 0.1504, "X2": 0.079, "Y2": 0.1502, "X3": 0.079, "Y3": 0.17635, "X4": 0.042, "Y4": 0.17635, "page": 0, "Index": 11}, {"Word": "of", "Confidence": 0.998, "X1": 0.084, "Y1": 0.1504, "X2": 0.104, "Y2": 0.1502, "X3": 0.104, "Y3": 0.17635, "X4": 0.084, "Y4": 0.17635, "page": 0, "Index": 12}, {"Word": "Supporting", "Confidence": 0.995, "X1": 0.109, "Y1": 0.1504, "X2": 0.196, "Y2": 0.1502, "X3": 0.196, "Y3": 0.17503, "X4": 0.109, "Y4": 0.17635, "page": 0, "Index": 13}, {"Word": "Data", "Confidence": 0.984, "X1": 0.2, "Y1": 0.1504, "X2": 0.238, "Y2": 0.1502, "X3": 0.238, "Y3": 0.17371, "X4": 0.2, "Y4": 0.17503, "page": 0, "Index": 14}, {"Word": "Evaluation", "Confidence": 0.994, "X1": 0.482, "Y1": 0.15172, "X2": 0.567, "Y2": 0.15152, "X3": 0.566, "Y3": 0.1724, "X4": 0.482, "Y4": 0.1724, "page": 0, "Index": 15}, {"Word": "Remarks", "Confidence": 0.947, "X1": 0.796, "Y1": 0.15435, "X2": 0.855, "Y2": 0.15415, "X3": 0.855, "Y3": 0.17371, "X4": 0.796, "Y4": 0.1724, "page": 0, "Index": 16}, {"Word": "Experimental", "Confidence": 0.991, "X1": 0.061, "Y1": 0.22023, "X2": 0.16, "Y2": 0.22003, "X3": 0.159, "Y3": 0.24222, "X4": 0.061, "Y4": 0.24354, "page": 0, "Index": 17}, {"Word": "investigation", "Confidence": 0.992, "X1": 0.166, "Y1": 0.22154, "X2": 0.274, "Y2": 0.22134, "X3": 0.273, "Y3": 0.24091, "X4": 0.166, "Y4": 0.24222, "page": 0, "Index": 18}, {"Word": "in", "Confidence": 0.998, "X1": 0.28, "Y1": 0.22154, "X2": 0.298, "Y2": 0.22134, "X3": 0.298, "Y3": 0.24091, "X4": 0.28, "Y4": 0.24091, "page": 0, "Index": 19}, {"Word": "human", "Confidence": 0.997, "X1": 0.304, "Y1": 0.22154, "X2": 0.346, "Y2": 0.22134, "X3": 0.346, "Y3": 0.24091, "X4": 0.304, "Y4": 0.24091, "page": 0, "Index": 20}, {"Word": "test", "Confidence": 0.989, "X1": 0.353, "Y1": 0.22154, "X2": 0.387, "Y2": 0.22134, "X3": 0.387, "Y3": 0.24091, "X4": 0.353, "Y4": 0.24091, "page": 0, "Index": 21}, {"Word": "Lacking.", "Confidence": 0.987, "X1": 0.442, "Y1": 0.22286, "X2": 0.508, "Y2": 0.22266, "X3": 0.508, "Y3": 0.24354, "X4": 0.442, "Y4": 0.24222, "page": 0, "Index": 22}, {"Word": "Especially", "Confidence": 0.637, "X1": 0.752, "Y1": 0.22154, "X2": 0.834, "Y2": 0.22134, "X3": 0.834, "Y3": 0.24222, "X4": 0.752, "Y4": 0.24222, "page": 0, "Index": 23}, {"Word": "with", "Confidence": 0.989, "X1": 0.839, "Y1": 0.22154, "X2": 0.875, "Y2": 0.22134, "X3": 0.875, "Y3": 0.24222, "X4": 0.84, "Y4": 0.24222, "page": 0, "Index": 24}, {"Word": "reference", "Confidence": 0.995, "X1": 0.881, "Y1": 0.22023, "X2": 0.958, "Y2": 0.22003, "X3": 0.958, "Y3": 0.24222, "X4": 0.881, "Y4": 0.24222, "page": 0, "Index": 25}, {"Word": "to", "Confidence": 0.998, "X1": 0.965, "Y1": 0.22023, "X2": 0.983, "Y2": 0.22003, "X3": 0.983, "Y3": 0.24091, "X4": 0.965, "Y4": 0.24222, "page": 0, "Index": 26}, {"Word": "personnel", "Confidence": 0.943, "X1": 0.062, "Y1": 0.24394, "X2": 0.136, "Y2": 0.24374, "X3": 0.136, "Y3": 0.26594, "X4": 0.061, "Y4": 0.26594, "page": 0, "Index": 27}, {"Word": "(control", "Confidence": 0.969, "X1": 0.143, "Y1": 0.24262, "X2": 0.209, "Y2": 0.24242, "X3": 0.209, "Y3": 0.26594, "X4": 0.143, "Y4": 0.26594, "page": 0, "Index": 28}, {"Word": "study).", "Confidence": 0.994, "X1": 0.215, "Y1": 0.24526, "X2": 0.276, "Y2": 0.24506, "X3": 0.276, "Y3": 0.26594, "X4": 0.215, "Y4": 0.26594, "page": 0, "Index": 29}, {"Word": "pharmaco-kenetic", "Confidence": 0.991, "X1": 0.752, "Y1": 0.24526, "X2": 0.883, "Y2": 0.24506, "X3": 0.883, "Y3": 0.26462, "X4": 0.752, "Y4": 0.26594, "page": 0, "Index": 30}, {"Word": "studies.", "Confidence": 0.994, "X1": 0.89, "Y1": 0.24526, "X2": 0.959, "Y2": 0.24506, "X3": 0.958, "Y3": 0.26462, "X4": 0.889, "Y4": 0.26462, "page": 0, "Index": 31}, {"Word": "Biochemical", "Confidence": 0.991, "X1": 0.101, "Y1": 0.2861, "X2": 0.193, "Y2": 0.2859, "X3": 0.193, "Y3": 0.30678, "X4": 0.101, "Y4": 0.3081, "page": 0, "Index": 32}, {"Word": "investigations", "Confidence": 0.993, "X1": 0.199, "Y1": 0.2861, "X2": 0.314, "Y2": 0.2859, "X3": 0.314, "Y3": 0.30678, "X4": 0.199, "Y4": 0.30678, "page": 0, "Index": 33}, {"Word": "on", "Confidence": 0.998, "X1": 0.322, "Y1": 0.28742, "X2": 0.338, "Y2": 0.28722, "X3": 0.338, "Y3": 0.30678, "X4": 0.322, "Y4": 0.30678, "page": 0, "Index": 34}, {"Word": "This", "Confidence": 0.994, "X1": 0.752, "Y1": 0.2861, "X2": 0.784, "Y2": 0.2859, "X3": 0.784, "Y3": 0.30678, "X4": 0.752, "Y4": 0.30547, "page": 0, "Index": 35}, {"Word": "refers", "Confidence": 0.997, "X1": 0.791, "Y1": 0.28742, "X2": 0.841, "Y2": 0.28722, "X3": 0.841, "Y3": 0.30678, "X4": 0.791, "Y4": 0.30678, "page": 0, "Index": 36}, {"Word": "to", "Confidence": 0.998, "X1": 0.849, "Y1": 0.28742, "X2": 0.866, "Y2": 0.28722, "X3": 0.866, "Y3": 0.30678, "X4": 0.849, "Y4": 0.30678, "page": 0, "Index": 37}, {"Word": "resorption,", "Confidence": 0.991, "X1": 0.873, "Y1": 0.28742, "X2": 0.966, "Y2": 0.28722, "X3": 0.966, "Y3": 0.30547, "X4": 0.873, "Y4": 0.30678, "page": 0, "Index": 38}, {"Word": "Lacking.", "Confidence": 0.644, "X1": 0.442, "Y1": 0.28874, "X2": 0.508, "Y2": 0.28854, "X3": 0.508, "Y3": 0.30942, "X4": 0.441, "Y4": 0.30547, "page": 0, "Index": 39}, {"Word": "pharmaco-kinetic", "Confidence": 0.991, "X1": 0.102, "Y1": 0.30718, "X2": 0.233, "Y2": 0.30698, "X3": 0.233, "Y3": 0.32655, "X4": 0.101, "Y4": 0.3305, "page": 0, "Index": 40}, {"Word": "problems.", "Confidence": 0.991, "X1": 0.238, "Y1": 0.3085, "X2": 0.315, "Y2": 0.3083, "X3": 0.315, "Y3": 0.32786, "X4": 0.238, "Y4": 0.32655, "page": 0, "Index": 41}, {"Word": "distribution,", "Confidence": 0.992, "X1": 0.751, "Y1": 0.3085, "X2": 0.859, "Y2": 0.3083, "X3": 0.859, "Y3": 0.32655, "X4": 0.751, "Y4": 0.32655, "page": 0, "Index": 42}, {"Word": "metabolism,", "Confidence": 0.771, "X1": 0.865, "Y1": 0.3085, "X2": 0.96, "Y2": 0.3083, "X3": 0.96, "Y3": 0.32655, "X4": 0.865, "Y4": 0.32655, "page": 0, "Index": 43}, {"Word": "excr", "Confidence": 0.508, "X1": 0.965, "Y1": 0.30718, "X2": 0.997, "Y2": 0.30698, "X3": 0.997, "Y3": 0.32655, "X4": 0.965, "Y4": 0.32655, "page": 0, "Index": 44}, {"Word": "inhalation", "Confidence": 0.99, "X1": 0.916, "Y1": 0.32826, "X2": 0.997, "Y2": 0.32806, "X3": 0.997, "Y3": 0.34763, "X4": 0.916, "Y4": 0.34894, "page": 0, "Index": 45}, {"Word": "of", "Confidence": 0.998, "X1": 0.752, "Y1": 0.32826, "X2": 0.768, "Y2": 0.32806, "X3": 0.768, "Y3": 0.34894, "X4": 0.752, "Y4": 0.34894, "page": 0, "Index": 46}, {"Word": "Freon", "Confidence": 0.997, "X1": 0.775, "Y1": 0.32826, "X2": 0.817, "Y2": 0.32806, "X3": 0.817, "Y3": 0.34894, "X4": 0.775, "Y4": 0.34894, "page": 0, "Index": 47}, {"Word": "11", "Confidence": 0.991, "X1": 0.824, "Y1": 0.32826, "X2": 0.842, "Y2": 0.32806, "X3": 0.842, "Y3": 0.34894, "X4": 0.824, "Y4": 0.34894, "page": 0, "Index": 48}, {"Word": "(during", "Confidence": 0.996, "X1": 0.849, "Y1": 0.32826, "X2": 0.908, "Y2": 0.32806, "X3": 0.908, "Y3": 0.34894, "X4": 0.849, "Y4": 0.34894, "page": 0, "Index": 49}, {"Word": "tobacco", "Confidence": 0.994, "X1": 0.751, "Y1": 0.35198, "X2": 0.808, "Y2": 0.35178, "X3": 0.808, "Y3": 0.37134, "X4": 0.751, "Y4": 0.37266, "page": 0, "Index": 50}, {"Word": "smoke).", "Confidence": 0.991, "X1": 0.816, "Y1": 0.35198, "X2": 0.873, "Y2": 0.35178, "X3": 0.873, "Y3": 0.37134, "X4": 0.816, "Y4": 0.37134, "page": 0, "Index": 51}, {"Word": "-", "Confidence": 0.928, "X1": 0.752, "Y1": 0.39941, "X2": 0.756, "Y2": 0.39921, "X3": 0.755, "Y3": 0.40691, "X4": 0.752, "Y4": 0.40691, "page": 0, "Index": 52}, {"Word": "Detailed", "Confidence": 0.958, "X1": 0.06, "Y1": 0.39019, "X2": 0.13, "Y2": 0.38999, "X3": 0.128, "Y3": 0.41614, "X4": 0.058, "Y4": 0.41482, "page": 0, "Index": 53}, {"Word": "discussion", "Confidence": 0.994, "X1": 0.134, "Y1": 0.39019, "X2": 0.218, "Y2": 0.38999, "X3": 0.218, "Y3": 0.41614, "X4": 0.133, "Y4": 0.41614, "page": 0, "Index": 54}, {"Word": "and", "Confidence": 0.998, "X1": 0.224, "Y1": 0.39019, "X2": 0.251, "Y2": 0.38999, "X3": 0.251, "Y3": 0.41614, "X4": 0.223, "Y4": 0.41614, "page": 0, "Index": 55}, {"Word": "evaluation", "Confidence": 0.943, "X1": 0.255, "Y1": 0.39019, "X2": 0.34, "Y2": 0.38999, "X3": 0.34, "Y3": 0.41614, "X4": 0.255, "Y4": 0.41614, "page": 0, "Index": 56}, {"Word": "of", "Confidence": 0.998, "X1": 0.344, "Y1": 0.39019, "X2": 0.364, "Y2": 0.38999, "X3": 0.365, "Y3": 0.41614, "X4": 0.344, "Y4": 0.41614, "page": 0, "Index": 57}, {"Word": "Lacking:", "Confidence": 0.772, "X1": 0.443, "Y1": 0.39546, "X2": 0.509, "Y2": 0.39526, "X3": 0.508, "Y3": 0.41745, "X4": 0.442, "Y4": 0.4135, "page": 0, "Index": 58}, {"Word": "all", "Confidence": 0.813, "X1": 0.062, "Y1": 0.4139, "X2": 0.086, "Y2": 0.4137, "X3": 0.086, "Y3": 0.4359, "X4": 0.061, "Y4": 0.4359, "page": 0, "Index": 59}, {"Word": "findings.", "Confidence": 0.991, "X1": 0.093, "Y1": 0.41522, "X2": 0.166, "Y2": 0.41502, "X3": 0.166, "Y3": 0.43722, "X4": 0.092, "Y4": 0.4359, "page": 0, "Index": 60}, {"Word": "-", "Confidence": 0.991, "X1": 0.756, "Y1": 0.46133, "X2": 0.762, "Y2": 0.46113, "X3": 0.761, "Y3": 0.47279, "X4": 0.756, "Y4": 0.47147, "page": 0, "Index": 61}, {"Word": "Literature", "Confidence": 0.992, "X1": 0.06, "Y1": 0.45606, "X2": 0.145, "Y2": 0.45586, "X3": 0.144, "Y3": 0.47806, "X4": 0.059, "Y4": 0.47806, "page": 0, "Index": 62}, {"Word": "compilation.", "Confidence": 0.859, "X1": 0.151, "Y1": 0.45606, "X2": 0.251, "Y2": 0.45586, "X3": 0.251, "Y3": 0.47938, "X4": 0.15, "Y4": 0.47806, "page": 0, "Index": 63}, {"Word": "Lacking.", "Confidence": 0.638, "X1": 0.441, "Y1": 0.45738, "X2": 0.508, "Y2": 0.45718, "X3": 0.508, "Y3": 0.48201, "X4": 0.441, "Y4": 0.47938, "page": 0, "Index": 64}, {"Word": "C/ogg", "Confidence": 0.818, "X1": 0.002, "Y1": 0.94355, "X2": 0.043, "Y2": 0.94335, "X3": 0.042, "Y3": 0.96291, "X4": 0.002, "Y4": 0.95764, "page": 0, "Index": 65}, {"Word": "16/73", "Confidence": 0.994, "X1": 0.002, "Y1": 0.96594, "X2": 0.043, "Y2": 0.96574, "X3": 0.042, "Y3": 0.98531, "X4": 0.002, "Y4": 0.98399, "page": 0, "Index": 66}]}
"/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAL3A+gDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooqKa4hg2edIsfmOETccbmPQD3oAlooooAKKKb83mDptxz65oAdRRRQAUUUUAFFFFABRRRQBXlneOeCJbeSRZGIZ1xiPAzk5OfbirFFFABRRRQAVWs7ia5jd5rV7ciRlCuQSwHQ8etWaKACmhFDFgoDN1OOTTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKhuTcLbObVY2nx8iyEhSfcipqKAGpu2KWwGxzjpmnUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBSj0qyh1SfU47dRezosckvdlXoP1q7RRQBTtNNtLGa5mt4Akty/mTPkku3qc1UufDOj3mvW+uT2Mb6lbrtiuMnco/ka16KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKjeKOTbvRW2ncuRnB9akooAKKKKACio5WZInZELsASFBxk+lJA7yW8UksRikZQWjJBKHHIyOOKAJaKKKACiiigAooooAKKKKACiiigAoqOWMyxFFkaMn+JOop4oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmsGO3a2MHnjqKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFcJ4i8catZ+Ip9F0DQf7TuLS3FxclpdmFPQKO5pB431g/22ZNFjhGn6dHeoJJfmYspO1h2+6w/CgDvKK4m48Xa7BNpqx+HftCXdgbpjHcAbGVcsvP1XB75rMk+J95dro76NoD3I1OCWVBLMEKtGcMp/CgD0mivOn+JV7qUNinhvQ2v7ya3NzcQyS7BAoOMZ7kkcVoR+Pjc6Vo19a6TLKNRnNs0bSKrQyDOQc/Q0AdrRXmV18S9Ym0STV9K8OF7W2Ei3f2mXYY5EYAqD/F1zVufxp4ot/CmoapN4ahS7sJys0BuPl8oIGLq3frjFAHoVFcLN4y17T9J0fUNS0FIY7uXbdqk2426Eja3v1GfSoX8falZQ3323R1e6+3ixsYLeTPnsRnJJ6CgD0CiuZ8Ma9rGp6hqVjrOkCxmsym1433pKGGeD7VZ8V61e6BpK6hZ2H20JKiSRBsMVZgvy+pyRQBu0VxN98QodPn1e0uNOnS+sTEIYdwJuPMOEIx0GeD6VQPxIv8AT4L+21zQ/susQrG1taxy71uA5wu1vr1oA9ForzrUfGvizSbS7kvPDVujwLE4cTny2DnBGf7wJ6U3X/iFq/h+41Lz9JtpIdPgt5ZAkx3MZGwQPpzQB6PRXDQ/EA6jrF3a6XYia3s9P+2TzO+MMy7lQep5GfSotI8c6xc6adTv9Ehisv7Pa9DwXIdgQNwVh2yO9AHfUV5rcfEzULm00y50TQhd/bIJXMLzASJIhG5MDvyKsaV4813UfEEVm3hwrY/avsk06S7micLkkj07UAehUVwafEVrjxT4i0Oz0x7mfSrYyxbG5nYYyo/MVR0n4h+Ib/WI7GXwqy+XJDFeGOXJhMi7gfoB1oA9KoriLTxX4jn8aXGjT6BBDZ26iWW4+0gssbbgrY75Knis+D4m3c11bXJ0No9CvZmtrS+aUEtJyFLL2UkdaAPR6K8rX4keIr63iSy0KCO8j1NbC6SaQ7RnoVPcEd69Sy2zOPmx096AHUV5Zc/EXxdDquo2cfhKB/sUqI+Lr5mD8rtH8RxyQOlad78Rrm0vJ7gaK7aFZzi2vNQ80fJJkA7V7hScE0AegUV5pqfxTudL1DUo5dBd7PTJUF3cJOpxG/3GVe/B5FejW8yXFvHPHnZIgdc+hGRQBLRXBa98QNR0HXb+xbw3cXdvawC6+0QyqP3XQkg9we1Lqfj+7F5bWui6K1801il/mWYRYjY4xg/xZI496AO8oriLvxtqUk2lWGl6IZNWvbU3ctvcSbBbxjj5j654qEfEG/caYsPhu4aW+tnn2yTrGE2HDKSfqMfWgDvaK4nUfHN/YaDpupf8Izdu95KIWtzKqtExOFBz1zUlx41urbxL/Ys+hyI/2JrzzTOu3Cjlfz4oA7KiuAl+Il9D4HtfFH/CN3MkE253jSZQYox0Y59alvPiN/Zc+gxaro89m+sBggeRT5TA/KG+uR+dAHdUV51Z/Ei+l023ebQHfUrq9ltbeyglBJEZwzEngAGuj8K+JZ/Ecd99p0qfTprOcwPHMQckDqCOooA6KiqGs6pDoui3mpz/AOqtYmlb3AGaqeE/EUHirw1Z6zboUW4XLRk5KMDgj8xQBtUVg+LPE0PhPRv7TuLWe4hEiowhGSu44BP44rEn+JljBpuqXEunXkVzpvltPaSqFcI5ADDsRzQB3NFclqXj2zsPtojsbu6aztUupPJXI2t2B9R3FZs3xTsbWwvLi60y8iktVhleLgnypThXz+PSgDv6K41fH8N54iv9G0vTp76azshdO8bAKWIBVB7kEVQg+Jk9zpTX0XhjUdomS2RWKjdMWKsv/ASOTQB6DRXFeHvHz65qtrZSaHeWi3CSsszkMm6NtrLkfzrqdUvW03S7m9S3kuGgjMnlR/efHYUAXKK8/sfijDcTWjXmh6hY2VzbyTpdSgFcICT09gak0v4lR6lqUNrJod/areQvNp8koGLoKuSFHYkdM0Ad5RXDeH/iPFrWqWdlc6PeacL1X+yyz4Kyuhw6DHcc12dzcRWdrLczsEiiQu7HsAMmgCaiuG0n4kxarqtjbf2JqMFpfsVtLyVQElI68dhXc0AFFcv4f8XPrPiPV9Fm0ueyn07aS0jgiRWJwRj1xmqY8cXieJoNNufD13b2VxdPaQ3kjDDuoJzt67SAeaAO0oprEqhYAtgZwOprhIfiWGNwJvDmrRfZrgW858sMI2J4zjt3oA72iuMf4j6bHqSQtaXf2B7j7KuobP3Jl6bc/XjNRD4l2Ed1PFeabf2scF8LGSaSP5Vdh8pPsePzFAHcUUda5MeOrdo9ekTTL9l0Zyk2I/vkddvrgc/SgDrKK4dviVbNOsVto2p3JNot4fLjGRG3QkU/UfiTptgSsdhqF1JFbpc3CQwkmBG6Fvf2oA7WivOJ/i5axzyRRaDqcuZfKt2CACZtgfAz04Ndp4f1mHxBoNlqsEbxx3UYcI45U9wfxoA06K5nX/GtjoV+NPFtdX195JuGt7WPcyRjqx9KoD4jWs0GlSWmkajctqUTSxJHH8yheobPSgDtaK4EfFKy32aHRdVEl20iRL5PJZPvLVmw+J2h3+o6ZaILiMajE0kEsiYUsudyH/aGKAO1orj4fiLpEng688UPHcRafbyNGC6YaTBxlR35/lVrVvHGk6Pa6Pd3Rl+zaq6pDIF4XIBBb060AdNRXDXPxR0eynmiurS/iMV4LMsYcjcehz2Fanh/xpYeJNY1HTrKC6DWB2yyyR7ULZ6A+tAHS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUh4paKAGowdAwBAIzz1p1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUVE8oWRE2sS+cELkDHqe1AEtFFFABRRTULFAXADY5AOcUAOooooA8w8a28914huCulalb3kUC/2bqWnZ3SyHrG/bA96p6tp3iOz1a/eXTL2/k1jRIrJ5LfDJHPghi/oPmzn6163RQB53qemanJ4u0Wxe2vJNJi0t7a6khyE3OVHX/gP4UviLRmXxV4XsbPTJxo9tHKkr2sZxGGAABI7HHNeh0UAed6hZ6j4Q8UpeaNo0l1pNxY/ZjFaR7ngdeUOPQ55Nc7L4V1ay0Pw3pVzZ3sxuNQlvdRltQT5BfPcdMZH5GvZqKAPH7rTNf/4VnqHhE6Jd3F3bTiCCeP5EuI928SFifbB9zXR+KJ9U1X4TXItNHvotRuYBELLbmVDuAOevGAfwNd7RQB5ldX2q65H4fsZvCF28Dq0V806FPJBUAlckd+efSqVh4Q8Q6TbxXVxG99PpWrNPboHG6a3IwcerY9ea9aooA47wk/iG913WNS1NrmDTJWVLGzuYwjqB1YjqPxqfx+mvzeF5IPDgf+0ZJECugXKKGyT83HQV1VFAHhs3gfx/e31xrtzNa3V1DLC0MNwvlvMsR3LjacDJJHNad/oXirxrHLreo6X/AGXf2CRfZLTeD57oxdsnsDnAr1+igDyzxA3jLxjo2oRQ6ObG0ijikiiuPlmmlVgWUD+7xgGm20XiHWf7c1qfw00TXC20EVhdqAzhDl2647nBzXqtMYMSNpAGecjORQB5pH4Ru/D+r3p0q0uDozaTcFYtwZ/tDsDsA6nAAArmPDVlr+j2L2Gj+Db6Ka803yr2W8YiMSqrBdgb1JyRXutFAHleg+EdWsvHel69Jp/kW8mnsbyBHGIrkgBiB33Y7U7wdeavYXvi+e48O6pA93cPd22+Hh8LgLx3Jr1KigDwnw3o3ijQtV8Pa1JY300s08y30CWhUxxyHLFyeuDjH0Ndp4WvdUT4heIkudB1CCxvpleC7kiwmUTacn0OOK9CooA84srrUx8TtbebR9U/s++gitYbkwHYhTcCf90lic1hJpmu3+g2HgmXTJ0fTrxZLi72YiaFGLIVboWbjivZKKAPErLw54p1a20i7azu7W7stSP2yGcmMXEW7KuD3xXttFFAHlWm+Fp9f+Jeq6zqFrqNgtpeRTWZcERThEKE49/X0rKudG8SJ4b1PwQujXMpu9TLpqOMw+Qz+YWLeo6Yr2qigDxPXvCOrah4j1zU7fTrktayW7W8DKRFfiMAMGHQ+xr1/Srpr3S7a5e1ltGdATBKu1oz6EVdooA8n8daPqer+MpWsbfUFMdhtiKoRb3Dhg5ic9wQMfWqesC/1bxJDf3fhfWRax6XGIYoIWBS4WQPtOO3ygV7JRQB5YkvifTvEVn4tudAuZTfaf8AZrqxtz5j28isSpA/unv7ms/Vjrmvajo0viPwvqHkpZytMtgrMVdmBRcj2UZHrXsdFAHmWt6prl94S0d5vDOoC7F8krW0EZdo4o24LehI7VD8R9O1TW9P0rWtDsLpb4l7OSGSMq4ilG07h7HB5r1OigDzj4kwmx+Gi+HbGzubm4njjtreO3hLfcKnJx06Vj6yZfGc2ir/AGBqgspbOa2kkktyDbSkptf8GTr6V6/RQB4p4b8O6/4YttC1i+tLqaWzku7e7jRC7hXYkShR16flXbfDuTxTd6fd3viWU4lmP2WJofLdYweCw967Nt2xtuN2OM9M0yASiFBO6NLj5igwCfYUAcD8WL66XSLDSreC4aO/ukS4kihMgSIHLZA7HpSfDl30zW/Efh4W062kN2bm2mMJSMhwNyg+xr0SowZDOwKr5W0bTnknnPH5UAc18RLW6vvBGoWllZvd3EuxUjRckHePmA9uv4VyvirwhLpfw51W3tUvNW1jU2jWabbmVyCCOB0CgdBXqdVLOe6macXNp9nCSlYj5gbzF7Nx0+lAHj5uPJ8G6/4f8P6VqYgNmG+0SxvvkuXIBVcjJHWs3TrI2Wu3OianpeszG6eyKXkkRY4XbujbtsH9K95jd23bo2TDEDJB3D14qrZ208N5eSSzzSJK4aNXIKoMYwuOfzoA4Lw1oy+FPiJqFjaWNwmlyafvW4aMnzJA+SC/fCkAD0pPhnqwtvDepWl7pt/DLaXE10VlgYmRGcupU45OD0616ZRQB558KbxpdJvLWexvreaO5kmBuYSo2SMWG0n27V2Ov3LWfh/ULhY2kZLdyqKCSxxwMCtKigDx3wl4TutR+GOpvHLeC/1C1MYgvFwYJF3fKueinNXrOe+8RXnhVX0y7tRosbT3zmIptkVNnlrx82Sc4HavVKKAPDfANtfw69p2pXenahc2UlzcRRpMhH2CRmLBwMdGUgZ7c1614q06bVvCup6fbjM1xbsiDdtyxHHNbFFAHj+j+IPEd5N4d0XStOFpDFF5F8s9mxNqyjG9XPBB7V0Vh4V8ZWl1bPd+NWntIJfMkT7KA0ig52k+ld9RQB5d4c122b4q69dG3vUt76OCC3ke2cK7LkHnHA56mq+v6pDr/jvQm0N9SGrWl7suIJImWFIBuDsQRjJ7H3r1mm7Ru3YGfXFADq8i8HaXJqXjfXr6e91KCaO9mkgt5EKxSoy7Q3I5x9a9aBJZgVIAPB9afQB4leWN/ceD7LwMthJDrDah5khEbFREJdxm3dAOfWqmpWk8uuav4he31K90m21WI3OmGNkEiqgUTL3bDKePQV7vgZzgZ9aOtAENrcJd2kNxFu8uVFddwwcEZGR2rxTxfpXi2z8QeJW0ZLr7HPIkzlF+WYSKEKD1I617lRQB4dq0Men+MWE6anHHY6ZbLG9rAxNzInPlsQMe1W/EN5KdUm1/TE1PStfa0hBtDB5kN4W5EZHqOhNezUmAaAPLfG2ovBrngqW60648yGYXN6tvAzrFlNpBIHPJ/IV6dbiJYEEKBI8ZVQu0AfTtUtFAHnd5Y61pfj3xBqtraq63mmp9kuJF3IsiA5Q4557CuU8QtqmoP4UHiCC90+V7aY3kmlxsPKDcAcA4J7ivb6KAPN4dR1TXdJ0kaVobxFXmtkurxTvt1VNqykf7X9a5fS9MtdZ1vTdFl0a/0e7sraVUukQkQ3AkDFlJ4IYBuffFe4UUAeCww3ms6Xo3hm8sbjy59ZuJrsyQssexSxVTxwGJHSreiy6Ze+HNP8M+JLbUJbmxuprMeXEzIgP3HY46AYxXt9IABnAHPWgDyvw9o0tx4L8UW3iOxkZ/tMhwF+Z9o+RlPc8DBro/hjHZJ4ItGtI5ElcsbrzgRJ5ufm3Z79K7KkAA6ADNAC0UUUAFFFFABRRSFgDgkAmgBaKKKACiiigAooooAKKKKACiiigAooooAKKyPEXiC28NaX9vuoLmaPzFj2W8Zd8scdBWlDKJ4I5VDBZFDAMMEZGeR2oAlooooAKKKKACiiigAooooAKKKKACiiigAory7+zvjF/0HNF/8Bx/hR/Z3xi/6Dmi/wDgOP8ACgD1GivLv7O+MX/Qc0X/AMBx/hU62/xbS18k3uhSSsT+/MZDL+HQ/lQB6VRXmC2PxfETqdY0QsxGH8jlf0xU0Nr8Wo4dkmoaFK+8NvaIg4/u4HH9aAPSaK82urX4tTSI0OoaFbqvVUiLBv8AvrNQNp3xhLEjW9FAPb7OOP0oA9QorzSKz+LiQyo+qaHI7jCuYcFPcADB/Gq66f8AGM5zrWjDBwP3A5Hr0oA9TorzIWXxeFsYzq2hmQtkS+RyB6Yxio/7O+MX/Qc0X/wHH+FAHqNFeXf2d8Yv+g5ov/gOP8KP7O+MX/Qc0X/wHH+FAHqNFeXf2d8Yv+g5ov8A4Dj/AAo/s74xf9BzRf8AwHH+FAHqNFeXf2d8Yv8AoOaL/wCA4/wo/s74xf8AQc0X/wABx/hQB6jRXl39nfGL/oOaL/4Dj/Cj+zvjF/0HNF/8Bx/hQB6jRXmptPi2VlA1LQgWACnyj8h9Rxzn3qIWHxfGz/icaIcdf3H3v0oA9PoryxtP+MYIxrWikE8/uBwPypyWHxiEvzaxorIMHmAc+3SgD1GivL20/wCMDY261oq4GOLcc+/Sk/s74xf9BzRf/Acf4UAeo0V5d/Z3xi/6Dmi/+A4/wpTp/wAYCgA1rRQR1PkDn9KAPUKK8w+w/F/ytv8AbGibv73kc/ypDp/xgIUDWdFGOv7gc/pQB6hRXmUdl8XUn3tquhumc+WYcD8wM1IbX4tGWNhqGhBUPzJ5Rw/17j8KAPSaK81ng+LZbfFeaCAHz5YjPI9Mn/8AXSJH8XYLSZmuNCuZTkopQqV9hjj86APS6K8sF78YnG3+zdCQ9d3mE5x2/HpUkd98X337tM0FMLkZkY7j6UAen0V5Yb/4xMCBpWhKTxnzDxVqG4+Lb3BiktdASMDiUs5DfgKAPSaK8vhuPjAsUxktNBdlYlAWILD0GKRb34wyMB/Z2hRgHJJkY59qAPUaK8ylvPi9GMpp+gSfMVwHYcDofxpgvPjA6F/7O0JCmMJvY7/8KAPUKK8t/tH4xf8AQI0L/v61SR3nxfdSX07QEIBwDIxzxQB6dRXlv9o/GL/oEaF/39aj+0fjF/0CNC/7+tQB6lRXlv8AaPxi/wCgRoX/AH9aj+0fjF/0CNC/7+tQB6lRXlv9o/GL/oEaF/39aj+0fjF/0CNC/wC/rUAepUV5b/aPxi/6BGhf9/WqWG8+L0rMJNO0GIBSQS7HJ9KAPTaK8nfxP8S11S30T+ztDOpzRG4J8xtqRg4wR61cudQ+LYkHkaToWzaM/vWPPegD0yivLf7R+MX/AECNC/7+tR/aPxi/6BGhf9/WoA9Sory3+0fjF/0CNC/7+tR/aPxi/wCgRoX/AH9agD1KivMn1P4uGNQmh6GrgDcxnY5P0pY9U+LQaQyaFojArhALhhtb196APTKK8zl1T4tMrCLQtEQlsgmdjgY6Usuq/FhokEWg6IjhcMxuGIJ9cUAel0V5pbap8WUkBuNC0SVc8hbhlpZtY+KsuTB4d0eEYwA9yxIPrQB6VRXna6x8UAFz4a0ckBd3+ltye/bvSvrHxPKsE8NaOpLAqTdscDjI6fWgD0OivN5tW+KrsfJ8P6LGuQQDcseO4/GpJNY+J7JII/DejqxHyMbtjtPvxzQB6JRXnUGsfFFP9f4b0aTgD5bthz3NNfX/AInOCY/CmmJskwwa7J3j2/xoA9HorgP7b+JX/QraT/4Gt/hUB1/4nJeBD4U0x4pB8pW7OEI67j70AejUV5i/i74lpMY/+EFgbBxvW5+U+/XpQvi74lsWH/CCwLt/vXPX6c0AenUV5ePGPxLKs3/CBxDHY3HJ+nNK/i/4loFP/CCwNuGcLc9PY80Aen0V5d/wmfxM/wChBj/8CB/jR/wmfxM/6EGP/wACB/jQB6jRXl6+M/iVuG7wCm3POLgZ/nSHxn8S88eAY8f9fA/xoA9Rory7/hM/iZ/0IMf/AIED/GgeM/iXkZ8Ax47/AOkD/GgD1GivMJPGfxIyPK8ArjvuuR/jTR4z+JeefAMeP+vgf40Aeo0V54PGnjbEmfh9c5/5Z4u09O/41WHjP4h+e2fAB8nPyj7Su7Ge/OOlAHplFebS+M/H3mfuvAEmz/bulz1+vpVpPGnjHaN/w9vN3fbeR4oA7+ivONQ+IfiXS7Ca9u/AN9HbwqWkf7Wh2j14FSweOvFVzBHPF8P71o5FDqftacgjI7UAehUVwD+NvFqIzH4e32FGTi7jNQzeP/FMFr9pf4eaj5eAfluUJ59sZoA9ForzJviZ4kVVY/DzVcFN4/fL0/Kmx/E/xHLu2/DzVflGTmVR/SgD0+ivL2+KPiFMZ+HmrcjIxIP8KWT4n+I40Rm+Hmq4cbhiVTxnHPHFAHp9FeYf8LR8QK6h/h7qwUgHIkB4P4Uf8LS1zKf8W/1jBPzfMOB+XNAHp9c/rPg7Sdd1a01O9W4+1WpBiMdw6AYOegOOtcnP8UdZScrB4B1mSLs7EKfyxU9v8Tr9w32jwRrkRzxtQNkfpQB6LRXnn/Czb3zyv/CFa75XGH8sZ9+Pyob4m3oQFfBWult2CPLHT1zQB6HRXnifE29J+fwTrqjcRxGDx2P/ANant8S7kAbfBuvE5HWEDj86APQKK4H/AIWXP/0J2v8A/fkf40f8LLn/AOhO1/8A78j/ABoA76ivP/8AhZlzvx/whuvbcfe8kdfpmnf8LLn/AOhO1/8A78j/ABoA76iuB/4WXP8A9Cdr/wD35H+NNf4nSou5vB+vgdP9QP8AGgD0CiuEtviSbgtv8K69GoBwxtwckdutZ0/xksYrkwp4c15yMDItCOfSgD0wgHrRXl5+NVkpIPhjX8jj/j1NJ/wuyx/6FnX/APwENAHqNFeZj4z6abZpD4f14SBgBH9jbJHrmpB8XrVYUnm8Na9FFIpMbm1J3EdsDkUAekUV5mfjLpxVBH4e153YD5fsbDB9KE+M+mmZEfw9ryKfvP8AY2O3/GgD0yivM5PjPpqltnh/Xnx0P2Nhnmpz8YdGEcpGka4WVQVX7C/znHT2oA9Forzu3+LEN5GGtPDGvTED5x9l27Dnpz1pR8Tb37SV/wCEK13yduQ/ljOfTFAHodFefn4i6pOyx2HgjWZpj2l2xDH1NP8A+E08Xf8ARPb3/wADI6AO9orhk8ZeKDC5fwFfiUH5UFzGQfx7UUAdzRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNRNiBQScdycmnUUAFFFFABRRRQAUUUUAFFFFABRRRQB5/IGHxyh6BW0g9e/zdq9ArirqEn4v2Esj7lXS5PLUr9w7+SD712tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAc18QGhTwBrbTkBBaP1OOccVqaDPHdeHtNnhBEclrEyAjoCoxT9W0my1zTJtO1CES2sww6E4yKs28EVrbxW8CBIolCIg6KAMAUAS0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJtX+6PypaKAG7V/uj8qXYv8AdH5UtFACbF/uj8qNoxjApaKAG7V/uj8qNq/3R+VOooATYv8AdH5UbF/uj8qWigBAAOgApaKKACiiigAooooAKKKKACiiigArD8T+J7Pwrpsd7ew3MwkmWCOO2i3uzNnAA/CtyqWpyWsGnzXV3HvitlMx+TcRtGcgetAHK+G/ifo3ibVl062tNQtpGieVXuoQiEIcNznsa7IXMBkWMTR72G5V3DJHqK8o+G9rpniz4eXeh30Nwk4eUTM8bRuqyOWUqx9iDWX4F8HJqOoalfamjRro0L6bbvHMylyoO6Qtn09KAPbg6FtoYFuuM81FFd208kkcNxFI8Z2uqOCVPofSvAfB0MN5qulnws9+2oQ290uoTyO7Rg4YR5LcHnGMU34e2q2/iTR5Z5p4NYhndL61hsZfMkLZG6WQtt2984oA+h6iE8JmMIlQygZKbhkD6Ul15otJjAMzbG8v/exx+teAeHoYrrW/DyW1rfp4th1B21Z23g+WCclifl29MCgD1HWviFBpviNNFstKvdTmVlW4e0UMsBY8BvfvXZivFtGl8HS/GTU7VLTlzGbeXbIA1yPv4PT8TXtVAHFaj8TNH03WZdNa01KcQTJBNdQW5eGN2xhS3ryK7TcMZyK8R1TWYk8eXa+HU1C01lNQjjm07aTBfLkbpCMYUgd89hWV4peTSp9e0qfTtSl1CbV476yjiaRw0JxuKle3UEds+1AHvr3dvHII3njVycBSwBz9KWS5gicJJNGjHoGYAmvB/FVnoj+LPEFsul3sut3FtbzaesIctHKyjLHBwuD1Jqx4x0jSIdUiOvmabWrjRlSKKIyO73IOAw28DHqaAPcZbmGAqJpo49xwu9gM/Sh7iGNtryorbd2CwBx6/SvDPEcMVtJZ2/ji1nl26Ksdg8e9/wDSf4h8vRunWqmvaXpdrYeB/wDhLWvbe8kh2X0se9m8lQSqNjPUsoPegD2u/wDE2j6ZdWFvd38Mcl+5S3+bhyBk89BVfxR4ssfC2hHVJw1whZVSOEgs5Y4GPWuA8caN4c0j/hFmPh17zQFaYSJBC8jIGAK4xzyc8e9J49ufDdx4D028t9CuzNGVXT4TayK8Kq43cAEDhT1oA9WF/biCOWWVIfMQPtlYKQD65qSS5gijEkk0aI3RmYAH8a8i1qTw/wCJ/Fvh3UZtKur3T7mxlV5TDJs3AfKrDHGD3rndRMU/gzw0t9Z3c/lT3UCaXcLIGxztk4BbCAjtQB9CKwYAggg9CK5nxZ4wHheWyhGkX1/LesUhFsoILj+Ekng4yfwrP+FaafB4Htbax1Fr54mK3DsXysvcYblR04qr8SdYXSrzw3KbG+u/JvxcSLaws5VAjKTkD1Ycd6AOn0DxNp/iHSW1C3Z4VjcxzRzjY8LjqrA9DVu81nTtP02TUbm8iSzj+9Nuyo/EV41qEjf8Itq+q3+i3C2euauZlimEiLDGowHlCfNg46Yqjo8L3nww8Uae2jSuY7kXEVvDbypG6ZHMe75j9KAPe7e8trqHzreeOWPAO5WBFOhuIbhS0MqSKDglGBGfwryWe/0WD4W6rH4e8M6jBCdqXMJiaBgWHL5OSQO+KZ8HnitPEmu2MFp5VvNHHPC1v5pt8L8rBS/U5PXvQB7FRRRQAUUUUAFFQ3BnW2la3RXnCkxq7YBbHAJ7UsJkaCMzKqylQXVTkA9wDQBLRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcRfsW+MGkqSG26bKQqvgp83Ujvmu3rz66lZ/jjYReR5ippTneSP3eW6jvz0r0GgAooooAKKKKACiiigDH8R+IrXwxpTajew3MkKnB+zxGQj646D3qr4d8Yaf4klmgt4L22uYUV5Ibu3aJlDdOvBz7GqnxIura18D3purt7aN2jTeke9vvgkAYPOAa4axEPiTwzqmj6TrGo397p8ovl1DDQ+adxIiJ4JwMj09KAPZciq97dpZWU90ySyLChcpEpZzjsAOpryOy1G3/s/wAReOhNrkFu0f2WKLeWZWwAzqrcD5uhPTrUPwy1mDT/ABXrCX+ro0ctklwFe9NweOWZj03Y5IHAoA9P8L+J7PxZpT6hZRXEUaTNAyXCbHVlxkEZ963K8VXXrHVfBvi2HSNSuYb1NQlvI1tSY5GjXZlhjqODWlpni/Sk8QeIZLTV7+9tDpUc6Irs5V1DB/LzwGxtJ96APVXkSONpHYKigliTwAO9V9P1Gz1WyjvLC4S4t5M7ZEOQa8Q8H3FrLrOo2Ntcs9pqOjPI8JvXuJHl5PLYAVsdQB6Vv/DC18Fw2ZttLnuY9Slsj9shaWT92Mnd14U/TmgD0HS/FGl6xrOo6VZzM91pxCzqUIAJ9D3razXkvgDWfDel6n4m0fRr5JpTP5lqryl2mwnOGPLYINctaXUF2ukalY+IdVl1bUGmi1WA3DFreMAl+B9wIcYNAH0FkZxmlrxHwVeadba94SvI9Zvbi91O0mjvTc3DOGdcYXDdCGBAHtXt1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVU1LUrTSNPlv7+dYbWEZkkbooq3Wbr4tv+Ee1EXjhLY20nmMccLtOTzQBW0XxboXiKV4tK1KG5kRQ7IpIO09Dg9RW3XjPgIJp8FjqV5fWUrJpZh0fyV2tcKAWdXHJLKVXjPeqfhjUtc1S/hvI/EpQahbyi7hlvFd0lAJHlRbcpjHegD3KivCNC8Ta7Z39g994slmDy2/7mdFKusmdwOBnjHBrUj8R6hP4vtLuHxHcTWU2p/ZgXMUVuI84aPYTvLD+9igD2InHNZmi6/p/iG2muNOlaSOGZoHJQrh16jmvPNDg1jVvHWsWbeNrnyNLvFaK3Voy8qlQWDDH3RnFZdlrsi/EC8tTrL6Xoo1SZmuUZNtxNhMxNn7gAU8nrzQB7XRXiur+I9dh8USzy6/NDp7aolvbS2ZjlgCf3HT7+49Cele0joOc0ALRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRWT/AMJToP8A0GLH/v8Ar/jTW8V+H0Us2s2IA6nz1oA2KKyB4p0AjI1ix/7/AK/40v8AwlOg/wDQYsf+/wCv+NAGtSEAjBGRWV/wlOg/9Bix/wC/6/40f8JToP8A0GLH/v8Ar/jQBLq2kw6tpNzp7SS26XCbTJbtsdfcEVV0/wAM2Wl+GP7BtGkS3MTRmTdlyWHLE+pqX/hKdB/6DFj/AN/1/wAaP+Ep0H/oMWP/AH/X/GgCDwn4Zh8J6HFpUF1NcxRE7HmxuCntkDpW0I0VywRQx6kDk1m/8JJonleb/a1lszt3ecuM+nWk/wCEp0H/AKDFj/3/AF/xoA1qYI0Vy4RQx6sByayW8T6ESpGtWQwckeevP60//hKdB/6DFj/3/X/GgC4IGWSJljgzk+Y2zB9sVarK/wCEk0TyvN/tay2Z27vOXGfTrSp4i0WRWZNVs2CgkkTLxj8aALF0ZIZYXt7JZmeQLI+4KUXu3Tn6VaKIWDFVLDvjmqcesaZKyomoWrMy71AlXlfXrU32+z/5+4P+/goAxodBsrTxrcazHBdG7vLcJLLvzEAvAGM8GppPDNk/ilPEKtKl6IfIcBvlde2R7VoLqdg7MFvbclThgJV4P51Gut6Uyuy6lakI21j5y8H060AXHjSTG9FbHTIzih4o5MeZGjY6blBqBNSsXzsvbdsdcSr/AI077fZ/8/cH/fwUATFVIwQMelBRWGCoI9xUP2+z/wCfuD/v4KhN1bm6WUajCIwpBi3rgn1zQBcCKoChVAHQAVgeI/CVr4hmtrk3l5Y3lsrLDc2kuxlDdR6GtG5ksLoRh72MeXIJBsmAyR688j2qc3tmV5uoMHj/AFgoApaDolh4e0/7JZkne5kklkfc8rnqzHua1AyOcAqSK5seHPCweJhHb5ilMqf6QeHJBJ6+wqSz0Tw1YXst5ai3juJQwdxP1Dde9AG8TE42EowPbg075EH8Kjp6VyVp4Q8JWOsx6pb7EuI/uj7WSgPrtzjNaOtaVoXiFYUv5Y5PKbcmy428/gaANotFgqSmO4JFC+TGo27FHQYwK4lvht4QKyRyGctMeC16+4c9F54psvw58Iy2sFq81x5cRbYov2ByeueeaAO6DqcYYc9OetJ5sf8AfX864hfhl4XheF1nvkaPiI/b34znpz9agn+FHhVlcI1357A7N98/Lfn60Ad95sf99fzpd643bhj1zXnsXwo8KIkcdy119oKjcBfOMnvgZ6VbT4Z+GRayWqT3/kZy8Yv3wD780AdxuXGdwx9aCQOpAriz8MfDzRCMy6iUznH258dMevpTrj4c6HNCElu9T2oQyk3z/KR0NAHZ0VxDfDnTpZjKmtayI2TARb1ioPqKG+HGns82Nb1kb0AUC9b5D6igDt6K4F/hhas2V8R66o9BeGg/DC1KqB4j10EdT9sPNAHfUVwH/Crrb/oZde/8DDUtz8NoLmZpG8Sa4CcDAuzgUAd1RWdpGm/2TZC2+23F0AeHuJNzAemauSqZFULKUwwJI7gdqAJaKTcPUUbh6igBaKTcPUUbh6igBaKTIPcUZHqKAFopMiloA4i5kh/4XFYRqjJMNLkLts4cbuBn2rt64u5SZPi/Yu8haGTS5AiAfdIbkmu0oAKKp6nDeXGnTRWFyLa6I/dysm4Kc9x3Fcvd6P47uUUReJrC3IOcpZ5z+dAHaUVxFr4b8ZlZFvfGY5GEMFmoIPvmpI/CXiRbfy28b3xJHLfZ0z+BoA7OiuNj8JeIollH/Cb37+ac5e2jO3/d9Kr/APCDa/5Bj/4T7WN27O/YmcY6UAdw6JIu10Vh6EZpEijjzsjVc9doxXGt4I1cwIi+N9aWUY3SZU59eKgPw5uJQ0Vx4u1yS2zmOITBSp7/ADDk0Adu8ELwtC0SGJhhkKjB/Cqdro2l2s7SW+m28MgG3esSjIPvXMD4cKLX7MPE2veVknH2rv8AWoR8LbcEH/hI9e/8CzQB2y2lrESyW8SMQQSEAyD1FVriFLSwcadaWplxhI2winJ5yQPrWLc/D/Sbsgz3OpN904F44GRjB/SqMnwo8Myqqv8A2iwXJAN6/GTk96AOttbOys4lEFvbwA84jUAZPWnpBaRNJKkUKGTh2UAbvqe9cdH8OPCkky2ebyVrMhvKa7kO0NyAeeQa3D4N0FtNXTzYD7KshlEe9vvHvnOaALVrpuiwXJltLSyjnQ4LRooZSfpTIW8P2t5I0L6dFcyEq+1kDsSeQe/WqEHw/wDDFtOJodLRJA27cHbr69agj+Gng6K5W4XQ7cTK4cPls5BznrQBoy6l4ZtGzLd6XG0cm7mRAVY559j1qS78U6BYFRd6xYxFugadef1qq/gXwvJfyXr6JZtcSDDsyZz+FTy+D/Ds775dFsnY92iBoAhv/Fmlx2imx1TTJbqUgQxy3IAcn6c1qLqdp9uXT3uYRfFA5gDfNj1A9KqjwtoIninGkWYlix5beUMrjpitI28BnE5hj84DHmbRux6Z60AK0qLKkZbDvnaPXHWpKTAJzgZpaACiiigAooooAKKKKACiiigAooooAKKKKAKOr6raaJpVxqV85S2t0LyMFJIH0FTWV3Ff2NveQEmGeNZEJGCVYZFYHxEk8r4e66dyrm0dQW9SK0PC6Sx+E9HScFZVsoQ4PUHYM0Aa9FFFABRRRQAUUUUAFFFFABUcsUc8LxTIrxuNrIwyCPQ1JRQBn2uiaXZRRRW1hbxJE7SRqsYARm6kemaWHRdMt7x7uGwtkuXzulWMBjnrzV+igDMfw/pEjI76ZaloyCpMQyCOmKgTwl4fTUm1FdHsxeMxcy+UN2fX61tUUAY9r4W0Kx1Z9VtdKtYb9yxa4SMByW65PvUi+HNFRrkrpdrm5k82b90Pnf8AvH3rUooAxk8J6BFqX9oppFot4W3eaIhuz6/WtmiigAooooAKKKZJGssTxuMqwKkeoNADgwYZUgj2NLVHS9IsdFtjb2EAhiZixXcTyfrVxkV8Z7EEfWgB1FNdA67W6GnUAFFVruzjvBFveVPKkEg8tyuSOx9R7VZoAKKjMX74yb3yV27c/L9cetUbKyFvZT2K39xM+WJld8um4kjB9s8UAaVFRwxmKCOMu0hVQpdjy2O596IY/KiVN7vju5yT+NAElFN2/vN2T0xjPFOoAKKKKAOE/wCFN+A/+gFH/wB/H/xo/wCFN+A/+gFH/wB/H/xru6KAOE/4U34D/wCgFH/38f8AxqFPgt4FSUv/AGRuyMbTK2BXoNFAHCf8Kb8B/wDQCj/7+P8A41APgp4FE/mf2S2Mk7PNbb0xj+tehUUAeft8F/ArQeV/Y+DjG8Stu/nUg+DfgQAD+w4z/wBtG/xrvKKAPOpvgj4Hlm3jTpo1wP3aTELn1x60y7+B3ga4CEWE0AQYJinI3e5zmvSKZJGk0bRyKGRhhlI4IoA89tvgh4Gt4XjOmyTbjnfLMSw+mMU9fgp4FUr/AMSpjtctzK3Oex9q9BAAAAGAKWgDzZvgb4IZJF+xXIDek5+X3FLB8DfBEEUqfYrl/MGNzznK/TFekU3ePM2Z+bGfwoA84f4G+DGkEixX0RChQI7kgAflTv8AhSXhDyfL26hndu3/AGtt30+lej0UAebH4HeDtxKrqKE4ztuyMn16VGPgR4MwQE1DBOT/AKUeT+Vem0UAeaj4GeDl6f2kPpdn/Cl/4Ud4Q9dT/wDAs/4V6TRQB5t/wo7wh66n/wCBZ/wo/wCFHeEPXU//AALP+Fek0UAebf8ACjvCHrqf/gWf8KP+FIeEtoXfqm0cgfbD/hXpNFAHm3/CjvCHrqf/AIFn/Cmr8DfCQJy+pnJyP9LPA9Olel0UAeaL8DfCIBy+ptkk/wDH2eB6dKcPgf4RBBDamCOhF4f8K9D81/tRi8l9mzd5uRtznp65qagDzpvgv4Xdkdp9XZk+6TfNlfpTf+FJ+FCQfN1XIO4H7a3X16V6PRQB563wc8Nvt3XesttwVzftxjpj6UjfB3w800cv27WtyEkH7e2cn37V6HUVxAtzA0Ts4Dd0YqR+IoA89j+DGgbvMuNR1qeYE7ZGvWBUelPj+DmgIzH+0Na+fJkxfMN59T+FehgYAHpxzS0Aecw/B/So52Z9b154znbH9uYY6Y59v61G3wa0ty4fXddeNiPka8bHXP8ALivSqKAPNG+DOli4RoNd12G3UACBbxsfnUB+ClnvZx4o14E/9PR6enWvUqKAPL1+C1qGBPinXyAeR9qbn9aQ/Ba1JJHinXwP+vpv8a9RooA8vPwXtCigeKNfBGcn7U3P60n/AApW2/6GrX//AAKP+Neo0UAeXf8AClbb/oatf/8AAo/40f8AClbb/oatf/8AAo/416jRQB5d/wAKVtv+hq1//wACj/jR/wAKVtv+hq1//wACj/jXqNFAHl3/AApW2/6GrX//AAKP+NH/AApW2/6GrX//AAKP+Neo0UAeaQfCBLZZFh8W6+okXa/+kZyPxqJPgxbxsGTxXr4I6f6Sf8a9QooA8sk+D100QZPGuti6VwwkMmVGOny59MVoD4ZXhcs3jXXTlAp/eAV6HRQB4w/gWZPiTb6cvi3V2b+zmk8zzB5iDdjGcYwa6U/DW/8ALcDxvru852tvXA9OO9TP5X/C64tu7zP7JO7PTG/jFd5QB5bL8LPEUm5R8Q9V2MMYMY6fnTIfhR4it4Uii+IeqhEGAPLBwPxNeq0UAeW/8Ku8S/8ARRNU/wC/Q/xo/wCFXeJf+iiap/36H+NepUUAeW/8Ku8S/wDRRNU/79D/ABo/4Vd4l/6KJqn/AH6H+NepUUAeYRfDPxPC+5PiJqecEcwqeox60z/hV3iX/oomqf8Afof416lRQB5b/wAKu8S/9FE1T/v0P8azLbwv4klvbm3tvG+vySW0y2shNmAo3DO4EnkAd69lqGDJDlo2jO48Fs59xQB5tP8ADXxVcTh3+Ieo424+WFRz9Aalh+HXiqBnZPiHqBLpsO63U8e3PB969KooA8yT4b+KIwu34haj8uefs65OfU55pZfhx4pmDB/iJqOGbccQKOcfWvTKKAPMo/hz4rt45Vh+IeoEyDa3mQKePbng1D/wrfxjcSZu/iFehUGyPyohyo6Z969TooA8ug8DfEGzkENv4+ZrQNnMsAaTHft/WnSeBfHshMreP5fNSQNGBbgKRjB3f4V6fRQB5cPBXxHjknaPx6pDtuXfbj/Dj8KQ+CviRKmZfHqB0IaPZb8E/wC1x0r1KigDy7/hD/if/wBD5B/4D/8A1qP+EP8Aid/0PcH/AID/AP1q9RooA8q/4Qv4m+Wqf8J5Fhen7jn+VOHg34nBy3/CeQ5Ix/x78fyr1OigDy7/AIQ/4n/9D5B/4D//AFqP+EP+J/8A0PkH/gP/APWr1GigDy7/AIQ/4n/9D5B/4D//AFqP+EP+J/8A0PkH/gP/APWr1GigDy//AIRH4nbAv/CdW3Bzu+zc/wAqhbwv8V7f97D4ws7h0fiKSHCsPfivVqKAPMDoHxW2RTjxTpnnBtzQ/Zzs56gnHIHah9L+LkKK0WuaLMzfeV4WAX6fiSPwr0+igDyiDTPjHChU6vosmWJ3SISRntx2qxLYfF9ZWEeq6C6DoxhYZ/CvT6KAPHvEFt8ToPDOoz6tqmitaJbs0kaW7MW/2fx9a1YdO+KD6TBNba1oiuYkKwG3bAGBxu+ldD8SNv8Awr7WclwPs5+44U/me3tXRab/AMgu0/64p/6CKAPNvsXxj/6CWg/9+2o+xfGP/oJaD/37avUqKAPLfsXxj/6CWg/9+2o+xfGP/oJaD/37avUqKAPLfsXxj/6CWg/9+2o+xfGP/oJaD/37avUqKAPLfsXxj/6CWg/9+2qSC2+L8Um6W80CVcEbSjDn1r06igDzKK2+L6JIHvNAkLLhTsYbD6+9WYB8Vo40WU+H5SoIZsuNx9favRKKAPP3k+KSrkW/h9jxwJH/AMKr3EnxZiZ544NBnULgW6uwJPruNekUUAect/wtiVUZf7AhOQxXLHA7ii5uvivC0Yi07QpwxwxSZhs9znr+FejUUAefB/imkXMPh+RgD/G4z+lJDN8VJIVeS00CJyMlGkclfy4r0KigDz15viorIFtdAcMcEiRxtHrzUAvfi0biSP8AsrQwiglZPPOH+g6j8a9JooA8vbVPi+rEDQNGYeouR/jSf2r8Yf8AoXtH/wDAkf416jRQB5d/avxh/wChe0f/AMCR/jR/avxh/wChe0f/AMCR/jXqNFAHl39q/GH/AKF7R/8AwJH+NTT6x8WGjiEPhjSkcD94WvAQx9hnivS6KAPLhqvxgyM+HtHI/wCvkf41YOs/FTzCR4W0vZtAA+2rkHPJz+dek0UAedTa38T2Y+T4S01BtwN1+p59aUa38T9sQPhLTSQpDn7evzHsR6V6JRQBwI174j7RnwbYE45/4mS0g1z4iBiR4LsAT1P9orz+ld/RQB5xcaz8U5Cq2/hfS4ctyz3oYAVXbU/i8rLjQdGcd8XIH9a9PooA82gvPizdNIr6XolmB91pJi//AKDVvf8AFL/nj4e/77f/AArvqKAOB3/FL/nj4e/77f8AworvqKACiiigAooooAKKKKACiiobnzBbSmJlWXYdjN0BxwTQBNRXm3hnxZ4j1iewnmeze2VZzeRW8LZIQ7QyseuWxx71paV8UdB1m+gsrSG/a6kZlkiNud0AXvJ/dB7UAdvRXH2PxK8O6hqkNhFLcI07tHHLLCUjaRc5Tce/FMtfid4cu9ai02KabdPK0ME5T93K69VU5z+mKAOzorhrT4o6Nfaw+lQWOqteRz+RKn2U/u/9pjnhfen23iy9v/iTLosERj0y2s2llaWEq0jhsfKT1AyOlAHbUVw0PxY8LS3iWzT3MTucAyW7Aff2Zz6BuM1Pc/Ezw9a6sLF5ZjH9o+ytdhP3KTf3C2c5/CgDscj1pa4qf4meG49RS1f7UxS5+yvN9nPlwy9AGboM09PHZk8Z33h+PRb6ZbTYGuYQGUFvUEjA96AOyorl9c8d6R4fvja3i3W5WQSSJCTHGHOAS3Sq+talrdp420GCC+tl0i+dkeMxZcsqM33vQ4FAHYUUVyev+Iru08W6HotkQn2qV/tDSxEqUCg4U+vNAHWUVyGsfETR9Gu7i3mgvpfssix3MkMBKQlvulj6Gi9+IujWEmrpNFeb9LjSWZRFy6NjDLzyOaAOvorjL74l6HYCHzI7su1uLmWNYxut4z0Lgnj6DJov/iZoNnLEkQur3fbpcsbaPdsjf7pIJB9+M0AdnRXGax49/svxZZ6JFot9em4tjc74ACQueykjPvUnjLxJf6TY2H9nRGOe6uYYy80WVRWPIPPWgDr6K5fxD4507w3eC0ube8uZlgNxL9lh3iKMHBZueBS3vjjTbTSbHUY7e9uY71WeBIYCWKqMkkHGBjnmgDp6j2v55bzP3e0AJjvnrmuL1j4jW9hbeHrix0y71CLWm/deWAGVcZ6Hqfb2NJ4x8Y6npehadcaZptxFcXtxHGWuYgVgVmwd+DwaAO5orA1vxTZ+H2tbe5juLm9uFJS3tYt7sAPmOOwFZDfE/QHWEWi3t5LLG0ixQQEsNv3gQehHcUAdtRVHSNVtdb0m21KyffbXCB0J6/Q+9c78R/El/wCG/DD3GmRyfa5HVEl8rekeWAy3PHWgDsKK5XWPGlr4caxtb+2vbm8uYTIotIN4baBu71r6Drln4j0a31SxZjbzAkBxhgQcEEetAGnRXGeNta1HQtT8P3FrJO9rNdmC4tIIVd5gVJGM9OlS2PxD0a+uLW2EV7FcXMksSxSQEFXj5ZTjocUAddRXBy/Fnw7FplnfmLUGiumk2hLckqEbazN6AGrsHxH0O80Z9Tsxd3Ma3H2by44TvMmM4wenHOTQB19FcOPinoL2dncRQ38v2p3ijjjg3MJV6oefvVv+G/Eth4o01r2w8wKkjRSRyrh0dTggigDZormPHHia68K6Gl7Z6dJfTvPHEsa9PmYDk54znA98Ulz41tdO8PW2q6pY3dlJcSiFLSRR5hkPYc47HnNAHUUVxy/ErQDos2pF5lMNwLV7cqPMEp6L1xz9cVS1T4lQw+DNR13T9Nunls5hCYLhNvzE9cg4I9waAO+orG8N61ca7poubjS7rTpOP3dwBlsjORg9K2aACiiigDgnUj43RscYOkHHP+3XdsiuBuAOCCPqK8+WVn+O7oYmUJpAw56Plu30r0OgAoorD8XXeoaf4Xv77TZoori2haYGSPeCFBJGPfFAG5RWVpl3PH4cgvdSmWSUW/nTPHHgHjJwtZej+PNJ1ia9jWO6tTaQC5f7VHszEf4hz/OgDqaK4G4+IMOq2F5b6THfWl2bN7q1ubi1/dyKo6g/41d8LeNItatPJWG7up7W0jkublIh5byFFYqpB5bnpQB2NFcD4d8bX1xoPiDXNZtJI7awvJI47aKH96kaY+8M8nnNaOnfEPRb97pJBdWbW9sLsi6i2boT/GvXIoA62iuX0Xx3pWuar/ZkEV3DdGITIs0WA8Z6MCM8H3rqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKy/EOtweHdDudUuFLpAuRGCAXJOAoz3JrUrJ1/Q7TXrKKG8jeRYJluEjVtu515APtmgDE+IBN58MdTlkTyi1oJWRiDtOAcc+ldHo80dxolhNE26OS3jZT6gqK5rx1dXX/CsNTnntDHcPbESQq27Zk4PPfFdRpgA0qzAAAECYx/uigC3RRWXaya0ddu0uoLRdKCr9mkRyZWbvuHQCgDUooooAKK4XxP4sutE8Uppv222t4rqyLW/mws/7/zFUcjsd3f0qe/8eW/hy2gtdailn1dbZZrmGwj3hQeCwyRxkfWgDs6K5HUPiLoumSiKaK/aUwrOY0tWJEZ/iPsO9GqfEbQdMFph5rp7qD7TGkCgnyv7xyRgfrQB11FcteePdHtrCwuoBc3xvojNBDax75DGBy2OwFZnibx1LD4Ms9X0SKRZb6WNImuIDhNzhTuGeD1oA7yisXW/EUHh+1t3uYLq5lmO1I7WLeWIGSfQDHrWB4o8WXY8Cx+JvDt1CsAKuRPFkupYLj2PNAHc0VyPjXWNX0nwVJrOlywpPBGssivFv3g4yB6dasXXjOw0ttGttQE32rU4w0flxErnbk5PagDpqKxvDPiWy8VaUdS09J1t/MaNTMm0ttOCR7U2+8Uabp2v2+jXBlW6uIjKh2fJtHUlugoA26K4G8+JlrP4U1vVdJsryWbTWaJkkhwFcDqefuirN34xu9D+Gtr4jv7b7ZdNDG0kcA2glvT0HNAHa0Vwut+MNQXw7YapZ2dzp5lvYYZYrqAM7I5AO0A+9dJouv2mu/a1t0niktJfKmimTaytjI/MYNAFu2tp4bq6lku5JklYGOJgAIgBjAwMnJ55q3WH4o8UWXhLTF1HUIrhrXzFjd4U3eXnoW9qzbL4haTd6de6hLbX9na2oU+ZdW5jEuegT1JoA66iuQtfiFpl8uoQRQ3MWo2lu05sp0CyMoGQQATmszwD4h1rW9JbxJrV8kNg0TMbU2+xYwGPzb+p4FAHoVFcpp/j7SdRuGt447lZWiaa3R1XNyqjJ2AHnjB5x1qpoHxN0fxHepbWdlqahiytNLbFY42XOQzZwDxQB21FcTbfFDQLnUo7OMXR84yLby+WNs5TqF5zk44yBmpdB+I2la/dRQxWt/bJNvEU1zDsRyv3lBz19qAOxorldM8eaZqupR2kFtfLFMZBDdvDiGTZndhs+x61BZ/EnQb3VrexiM+y5nNvBclR5crjPA5z2POKAOxoorh/CXjPV/EWo3sU/h9oLSC7ktxcrKCBt45B6nPpQB3FFcXL8RbKPVo4Bp942ntc/ZDqIA8oS9NvqRnjNdpQAUUUUAc74P0bV9D0d7XWdXfVLgzOyyuMFUJ4H9fxroqKKACiiigAooqNmkEyKqgxkHc2eQeMcfnQBJUU8Zlt5I1bazqVDYzjI61LUF3dwWFnLdXMixQQqWd26KB3oA4PR/AWu6P9ltbfxLt0+0laZES3AeV2OSHP93PYVBpPw61zR9Vg1aDxBGL+Wdn1J/J4ukJBVcdsDIrodI+IfhfXNSWw0/VI5bhozIo2kBgOuCeDTtM+IHhrV9XOmWWpLJc5IQbSFkI67GPDYx2oA5bwt4Tv9UlP9tvt0+w1O4ngs2g2szs7FWLfxLhiRj19quaT8MU0bVjJaz2n2GO48+DzLYPNFk5Khj2569a0LD4oeG9T1qHSLWS5e7kmaEqYGHlsufvZHGcVag+Inhm619NFg1Dzbt3MalI2MZYdRvxjP40AVND8M+IdI8TajqMmqWM1rf3Hmyx+QQ4AGAA30qO48LeJn8ar4gh1u0SMQm3Nu0BI8vdng9j059qv2/xF8MXWstpUWog3ILAEowRivUBsYJ9hVay+KXhLUdRhsbfUHM80hiTdC6ru9MkYBoAwLj4UX0kJWLxAQWMhZXgBADTCUgdwMirsPwwWz1eeW1urb7DPP9qaKe2EjpKSCSpPbg9ema1dM+JvhXVtXj0y0v3a5kkMSboXVWcdgxGM8U68+I/h2y1b7BNcycT/AGd7gRkwpLx8hfpmgDM/4VxcG11C3/tjYLrVRqQZYQSCP4SD2zWhN4R1OHxfNrelaytol4qC9iaAOX2DjaT0zVWTWfEdp8UbLSri5tJdIvYJZokiiIdQuMbmru6APOdZ+Gt1rGp30s2seZb3UiyAzR7nhKnKqnbbkd6veJ/CfiHWr7T7ux123s309xJBm3zlipVi3tzwPel1jUNV1X4gWXh/TbprSztIheX80eCzDOFj9ge9XtX+IGgaJqUljdzTGSEL5zRQM6RbvuhiBgZoA6O2WZLWJbiQSTKgEjgYDNjk47VyniXwzrusa1Y39jq9vaLp8nm26NCWJJGGD+oqzqfxB8NaRfNaXV/iSMqJWSNmWIt93ewGFz71HcfEbwxbX0tm9+xlhlWKXZEzBGbGMkDABz1oAqat4EutUTXc6w0Z1ZIgyCIFY2ToR65qTVfAUOr6jpN7cXbK9tGkd4iDC3arggN7bhmjUPiFaad42Ph6WyunC26zNPFEz8seBgDp70/WfiX4a0HUpdOvri4W8jQP5S27ksD0xxzQBW8Q/D1dU8QtrNhc29tczKqXHnWwlDBehGehxxVLXPhrc6zdxPJf2pj8iOF3+z7JI9owWjK9M5PB4rXvviX4W06SJLm/cF4klO2FmEat90vgfL+NVPF+v6vpmpeHLrTb22Ol6heQ27xmLLMGydwbPTGKALOreCrm41XT9U0rWZbK9s7M2au8Yl3ITkk57+9M8U+E9b8QaZZWEetxwrblJXlaDLySocqfQD1FdpXOa5420Tw/ffY76aY3Ai85khgaQqnqdo4FAHJeIfCGv63qlvLc36wz2tkytcwwfu7sk5KOo/hAA471Pc+DNd8Q2Ol3N7dwWtxFZvbS2rIfLTJwHQDo23HBrU1/4i2miano1slheXcepRNMHgiZmVAMj5cZJ5HHatKTxvocFxPb3FxJDPb2YvZo3iYGOM468deelAGEfAF0dF0XT4dSe3udBk3Wd2Y1YSArj5l9s4/CtHxH4Y1vXNEtdPGswq8RWWSZ7cZeRWBU4HAHrTPEHjnS4PD6TWGo7bu9tTPZ7IGlYrjO4oOce5qp4b8fWyaHo8PiG4aLVrqxN0f3LAOoBJIPTOBnFAF298M61dnTNSGqwJrtkrRtMIj5MqN1BXtVe2+HpsbizuLPU2iliWcznyVbzpJfvN7ewqHxJr9zd+FrPxh4avZXtLRvOltym1biLo2QeQQORXa6feRajp1tewHMU8ayL9CM0AY/gvw7L4U8NQ6PJeC6WB3McmzadpOcEeuSai8Y+HdR8TWMdha6t9gtXP8ApIEIdpACCuCenIrpqKAONHhTWbm60a7v9bR7jTvNR/KgCrMjjHPocAflV/wZ4bn8K6M+mSXguohO8kLbNpVWOcH1NdHRQBh61oMmrarpF6l88A06czeUEBEuQRg56cE1zs3gDUYQLnTtdKX8eoy3sUs0IKgSLtZCB1GK76igDzWP4UMuhW+mtr048oXILpEo3CbBYfQMM0w/Cu4tUIstXEga7a5eG4jPlsSoXkL1xjj616bRQB5xo/w0vtKtrOFNe2izvnvIfLt1wNwwVOe1dF4P8KHwpDqEX297sXl01zlkC7C3UcV0tFAGJ4q0GTxHojWEV69lJ5scqTIoYhkYMOD7gVh6l4Fu/EHh2Gx1zWPtV7Dci5iuFgARGAxt2d169fWu3ooA8/b4eXP/AAj39nrqFm0guVuAPsSrExA5VgOSDnr1p1t8NkHg7U9Env2WTUJPNZ4VwkLdginoK76igDC8M6RqmkWTRarrDalKdoUmIIqADGBit2iigAooooA4E/8AJcU/7BB/9Drvq4E/8lxT/sEH/wBDrvqACsnxJpEuveH7zS4r17M3KGNpkUMQp6jB9RxWtRQBwa+AtUeCeO58VXcpayFnEViVPLAOc8dSehqLSPhxJaXF097fRGK6szZTQ28W0MnZtx53V6DRQBwVl4L8QxaRNo9z4jjOni3a2t/KtVEioRgbmPoPzqx4c8CT+F51bTdXZLcwhJrXyQI5JFGA/wDsnpnHXFdrRQB57beB/EJsdbsbzX4DBq5eSVoYMNG7YB257bRiku/Ad9DPJqSXy6hMmkNp4tZIQqyjHBJ+vNeh0UAeWeA9M1DQNUs7KytDcWr2+L69nhKOjD7qqx6gdMV2XhvRNU0m61WfU9YfUDdz+ZCpXAhQZwoH+eldDRQAUUUUAFFFFABRRRQAUVCk3mTyxeXIvl4+ZlwrZGeD3qagAooooAKKKKACiiq7favtqbTF9l2HeDnfu7Y7YoAsUUUUAFFFFADfn3nONmOPXNOoooAKKKKACiiigDkfic0yfDrWjBKsTmAjcxwME8it/RI3i0HT45GDOttGrEDAJ2jtWJ8SHt4/h5rbXK7k+zNtGM/N/D+uK2dCeaXw/pslxH5czWsZdP7rbRkUAaNFFFABRRRQBy+s+Gb2/wBcOqWl7BDILQ2yLLAJAuWDFue4IGK5zWPhleasUE+qRXLJZpbpcTxkTRuOrqy9c88HvXVan438OaNfyWOoarBb3Mah3jc8qp6E+1cyfiMNI8aavYazcRNpkcMNxaS28LMVR/7xGeOnPTmgDdv/AAnO9uhsdQaO9Fktg1xKN37vJLNj+8cmsTWvhnAVsbnSvIaaytDbeVeR+Yki9c47Nmuk1/xroPhmGGTU73y/OXfGiIXZl/vYHOPeqN/8S/CumvbLdagyfaoBPCRExDqemCB19utAGLpnhPWZrHRdXt5U0zWrKJ7d4p4B5ZiY/d2r09iK1PE/hTWvEPhWz0watbxXccyzTTeRhWKtuACjoM4p4+KPg4xo7axHHvx8sisrLnpkEcVoXvjfw9Y6Jb6vLqKNZXGfJeIFzJjrtA5OKAMjxB4T17XbTTTLqNm1zbh1mRkYQvuxhgBzkAfqazJPh5r7/D2LwoNYstiuczeQfuBgygD1BrrrjxjoVpotnq0t8otLzH2chSWkJ7BepNQXfj3w3ZaXbalJqcbW10xWJowXLEdeBzgdz2oAp6v4e8San4OXRhqtnHcyIYp5xCcFMcbR2NU/EOh3l54LttAvFNzqb7Y7e5tYyqwlcYcn+HAHPrXW2mt6ZfWMN7bX9u9vMN0cgcYYe1c9r3iHUdN8T6IYJbc6FcCUXcu3JQqpYHdnAHBoA3rK0tvDnh6K1gQ/Z7KDgAckKMk/U8n8a4nV9D074w+HdH1W0u5rOJXfcy8OUPDJx7qPyrd1P4heHNP8LJr9xcs2nzSeVGRGd0hzjgHqOp+lZWgeJ/Avhbw3bpYawosZ3kkhR2LOWzllAxnOT096AJE8AXdh8PpfDOnajH5txv8AtN1cIWL7up471I/grVL/AMAv4b1PVIWkQILe4giK7dmCu4HryK1z420D+wINaW932k7bItiEu7f3Qo5yPSsnWvido2m+F4dcs1mv4ZpxbhYkO5WzyGH8JHoaAHHwr4ivtIt7bVtfglura8juY5YbYKuEOQpH1HWtLw54cuNE1bXbya9E8epXQnSPbgx8Yxnv2oufGWmp4Vn11GkihRSF+0RNGS/YYIz1puj+KUbwNaeItckt7NJYRLIUfKDJ4x79OPWgB/jjw7c+KvC1zo9tdR2zzshMki7gArBun1AqpqXhS98QeCm0TWL6FroFWS4t49qgqcqdp+nNa+g+JdL8S20s+mXBkWFzHKrIUdG9Cp5FWdW1ex0PTpdQ1K5S3tYhl5HPAoA5HRvBerafdXV1Nd6WZpLYwqYbTaWYjG5mJz+Aq34d8I31j4PuPDetX0V5avE0KPCpVgrZznP14qe0+IGg6lot/qWnXD3K2MRlliVCsgHb5TzzUOhfEfRNZ8PnWZfPsLZIw8j3URRFyccN0b8KAKHhvwBfeH7xJft9nOLeNo4JDaASsu3aodvbjp1q74O8JaloOjXmk6nfW93azmRgYYyj5cktk/jxWxH4s0KW+ezTU4DcJB9pZd3SLGd/0wa5fQvHU2t/ES90+0uIbnQ47AXEciQsCGyB94/eHXpQAzw58N7nw9ewiK7sXtrd2MEzWubgKc4UseOM9fakg+HusQtokR1uF7bTbmWYr5ODIr549M4PWtnwp4tm8R6nroaBYbDT5xDE7BldvlySwYDFP0z4heHNX1T+z7W8bzW3eUzxlUm2/e2MeGx7UAU9F8J69pE0di2vRTaHEX2wNbDzSrEnaW9OTzWV4b+Fs/hzXEngv7RtPhmMsEbWgaVQTnbvPTuMiuj0j4geHNd1ptK0++Mt0N2P3bBW29cMRg11FABXGaR4Jv8ARtflvLbxJd/2fLcPcNp5jUoSxyRnr1NdnRQBxGl+ApdN1KRTqry6J9qN5FYPGDtkPPLdcA84rt6KKACiiigAooooAKKKKACiiigAqC8RZLKdHUMpjYFSMg8VPRQB5F4P8M3viC00O5u7O1s7LS2naCWF8yzMWYAEDG0DOSD1wKl8J/DzVdA16xW5t4Lm008u1vdveOcbifuxYwpwfXFerKqqMKoA9AKdQBwHgnSfE+leIdYk1bTrCOz1C4e6E8MgMiscYQjHIAzzWToXw/1yw1m2IlFnawTSyTstyZY7gPnhIiPkPPXNeq0UAeYWPgnXpbrTNJ1NbIaNpFybmC5iP7y4OSVUrj5evJzzVS/8AeK7jSzbRz6YrJrB1GPY7AspOdpO3g9Oa9aooA8wufBHiKSGFETS/wB1rv8AagAlcZX+793r3qvB8Lbqz1e5McGm3lnNf/a0mvJpmkjyQSNgwrHOcE/jXq9NV1YsAQSpwfY0Aee6no/jO48fxa5Zw6clpZRG2hikuGHnIxyWOFOMelehJu2LvxvxzjpmnUUAcNq2n3mifEOz8RWVpPdW1/ELK9jhBJjwcrIR3A6Gorjwxr+meKNX1DQ10ue01cRmaK83DypFBG7AB3A/hXfUxwWRlDFSRgEdqAPOtT8F65PLrVjbnT5LDXXV7m4kBDwYUBgq4+bp8vPFQ3Hw/wBZgk8QxadJYm21FLdYPOkcMnlbfvYU9dtekW0UkFtFFJM87ooDSuAC59TjipqAPP7/AMNeK4vFkXiDSJtKWd7FLWeO5LlVIOSVwOfxxT7/AEDxEfiLZ+Iba20+aCO1W1kWSUqwycsw4PTt9a72igDznV/B+uW+qa3/AGIlhNZa+FW6NySGtztKlgMfMMdsjmneIfB2u3Fn4f07SGsPsmjSwzJJdSvvkZARggKcDn1r0SigCrYfbfsEP9oCEXe0eb5BJTd3xnnFcB408Ea5rmuTX+nz2UOYRHDP50kMsR752ghx6A16LLH5sZTey5I5Q4PBokijmQpIiup7MMigDida8NeJmuNA1DR73T21DTrdoJjeI22TcoBYbfpVfXvCviG41ePVbE2M15d6Y2nXvmu0caZ53pgEnnIx9K9CooA8zj8FeJbODTbm1n01r6PTG0y7jkZhGyfwshC5B9RjmqOu6O8mj+GfC1zMD4jhKqslnGSqwfdclmHAKjH1r1qm7V3bsDd645oA43xnayjw3aeF9Jt5FOoEWiyRplYIgPmZvTireuaZr9n4csLDwlPbQzWzRxt565BiAwcehrqaKAGrnaob72OfrTqKKACobh5Y4WaGLzZB0TcFz+JqaigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4E/8lxT/sEH/wBDrvq4Irn43BsjjSOnc/PXe0AFFFFABRRRQAUUUUAFFFFABRRRQA12CLkgn6DNOoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDmPiFLBD4B1prggIbZlGRnk8D9a2tIjEWjWMYLELbxjLHJPyjqawviPGZPh9rKhIm/wBHJxKcD6/X0963tLULpNkoyQIEHJyfuigC5WdZ3l/Nqt/b3GnmC1hK/Z7jzAfOyOeOowa0aKACiiigDznxVpeuaj4svLTTdJspLTUNMFvcXk7f6v5j274BJwOv4Ul94E1lYdas9NuLFbe+0yCziklDB1ZAFOcA/KRn8a9HooA8z8ReGvGFytuLJ7Z4Tpv2NoUmCGOQjBbeylmX24qMeGPE9nZ+DzHpun3k2jxMJ0kmwCxG0bSR1A5zXqFFAHD6l4U1DUfEF5eSW9g9pcx2/wC7kc7laNsn+HHc1gxeC/E2keHdN0u0it5oIROJYre7MT7mbKsJGXIAHBAxmvVqKAPJ9O8E+KNL8PeHpYVspdT0WWfbayTMY5kfPO7HDCrSaB4rtdSs9bttF0lJ/s0lrJp8c+EjDHIcEjGcnkY5r06igDhdO+GOhvoVja6/ZQ391bq3z5ZVUsdxCgEcZqp4l+GUOpw6Ppul7LLR7R5Glt1lcZLDAI6557GvRaKAPn3x/wCF/G3ibV/D+g3VlbT/AGWJ5DLasyQOoIHJIwrYH61148JappkXh6W10fSIZLS9eaSF7tm3F1C53svLdScelep4pjxpIVLIrFDuXIzg+ooA8kf4f+JLnSIpJ1tk1Cx1Ka8gSC5aNZVk5I3KMoQa0p/BGrf8Ii0FhZadp+otex3kkMc7yJOV5wzsMgn1HFemUUAcpenxRd+D7yObTLFtUnUxpBFcnYqsMZLEdR7VzcXhfxRe/Dey0a9ht4NS0uSGSDNx5kdz5bZCvxwOAK9PooA57wzDqYkvrnU9HsdNlndWxbyb2kIGCzkAD6VD480S58QeF5dPtrS3u2aRGaGeQoGUHnDDofQ109FAHmnhbwTrNm2tC8leC0v7XyEt57gXEitjAO8KPlA7c1Y0fw34kfwXc+FdUt9NitEs2tYJ0lZ2c4+ViuBgfjmvQ6KAPKbfwP4n1G48vUV02xsf7KbSnW2kZpGUAbXBx0yBwT0zWl4e8PeLLXxPa6nqMWlRwWtgbBYreRhkA5Dj5eM4HGeK9EooA8/0nRfFn9r6z/acGnJZauS0slvcPviGzYAo28nABzxVTwz8P9Q0O4tEntdJnSyV0gu2lmaXac4+Q/KpPcg16XRQB5p4O8F6vpXiKK9njGn2luJQ1slz58czMfvIGGYx3610uhw+LE8SarJrNzZPpJP+hRwqd4Ge5+nX3rpqKACiiigAooooAKKKKACioLuWWG0lkt4DPKqkpEGC7z6ZPSsTwh4iufEen3U93Yiynt7qS3aEPvwVOOtAHRUUUUAFFFFABRRTW3bTtxuxxn1oAzrzTJrnWdPv476aFLbeJIFPyTBhgbh7HmmWEGpRa9qklzOZLGURG1Q/8s8Bg4/PBpPDs+oz6WW1SSF7oTOrGEYUANwPyrXoAKKKKACio5mdIXaKPzJApKpnG4+ma4PSPiXJqOuWmmz6FNbfaLiS2Enno+10HzZA5x70AegUlc5Z+MLPUfF8ugWaecYbczyXCOCqkNt2Edc1f/4SPRhqq6X/AGlbfbiSBB5g3ZHb6+1AGrRWPf8AijRNNv47C71O2hu5eEid8EnsD6VmaH4u+0T3Fnrf2axvFvHtoUWTIlA6EE0AdXRWNd+KtCsNSTT7rVbaK6Y4EbuAQff0qNfGXht87dbsjg4OJR1oA3aK5y/8ULbeK9M0K2hW4lutzTsH5gULkEj34q9q/iTRtCaMapqMFqZCAokbBOeKANWobhZnt5Ft3VJipCMy5APYkd6z7/xLouly28V7qVvDJcY8pWbls9D9KzNa8SappXibSrNNLjm0y+lWH7V52GVz/s+mKAOkjMgCrIASFGXHAJ78VLRXM694uh0jW9J0eCNLi+v7gRmPfgxpgkufwFAHTUVz+o+NfDelXf2S91e2hn8zyzGzcq3ofSppvFmgW9xPbzataxywLvkRnwVGM5+lAG1RXO3vjrwzYWdvd3Gr26wXAJicHO4DqeO1Sap4z8O6LBbzahqtvClwgeLJzuUjhuO3vQBvUVy3iDx9oXhubTUvrg7b8F45EUsqoBnefameJ/G9roWlWV1aql3NeyRLBDv2lkc43c9qAOsorI1TxLo+hiIarqEFo8oG1JH5/wD1e9Nu/FWhWOmxahcapbJaS58uXfkPjrj1oA2aK5LW/iN4c0GfTEur1THqALRTR/MoUfxEjtnip/EHjC20rQIdQsRHeTXQU2kJk2ecCQOCfY0AdNRWZqOu6fo2nxXmr3MVmkm0fvG/iPYetVrnxh4es7eKefWLRI5UMkZ8wHevqPWgDcorGvvFOiadpcGpXOoRJaXGPJkBzvz6Adau6ZqdnrGnxX+nzpPazDKSJ0POKALlFUNV1jT9Eszd6ldxW0OcbpDjJ9B61nz+NPDVtbJcS61aCJ1Lo3mZ3AelAG/RVHStVsdb0+K/064S4tZfuyJ0NXqACiiigAooooAKKKKACiiigDgT/wAlxT/sEH/0Ou+rhN0Y+Nm1kJc6R8rZ6fPzxXd0AFFITgHAzXN+MPEN/wCG/Cs2tW9hHO1ugeeKSTG1e+COpyaAOlorN03UJZdCg1DUlitnaISyhXyiDGeppmm+I9I1j7R9gv4p/s/+s2n7o9fp70AatFcfe+OrG90PVZvDF3aX+oWMRcwsxA4PJq7pPjHSb+KOGS9hW+Syju7mIE4iVlDEk9utAHR0Vy+i+L49QtNU1C+Ftaada3JhhufODLIox8xPbrWnp3iTRtWW5aw1GCdbb/XFG4QYzk+1AGrRWNpfivQdZn8jTtVtribnEaP8xx14rZoAKKKKACiimF1DhCwDHoM8mgB9FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHK/Ea1N54A1iILuPkFvvbehz1rodPG3TbUekKD9BWR43aNPBGsmX7n2Rwecdq1NLUJpFkozgQIOf90UAXKzNNGri7v8A+0mtjb+cfsYiB3eX/te9adFABRRRQAUVwes/EC/0rW/7OTwveXHmSyRwSrKqiUogdiAeen6iprHx/EfEt7pmrpb6ZHFDDJC002HcyLnBHbHSgDtqK5vxB4vtdEu7Gzij+2Xt3Msa28cgDhW/i56itDUvEWj6PLFFqWo29rJICyrK+CQO9AGpRUcM0dxCk0Lq8bqGVlOQQehFZ2peI9G0idYNQ1K3tpWXcqSvgkeooA1aKwbjxl4etdIh1WbVIFs5gTHJn7wBwcDrxWX4w8fWfhzQrK/tDBdyX8gS1DS7EcEZLFuwAoA7KisCHxPa2mhWV/rs9rp8lwoO0TB1z/ssOtWbjxLolqtu0+q2ka3C74WaQAOPUHvQBrUVjP4r0BLBb5tWtPszMVWTzBgkdQK0LK+tdRs47uznjnt5BlJIzkGgCzRWF4m8W6R4RsobrVpzEk0gjQKuST9PQVat/EGk3OjLq8d9D/Z7DInLYX9aANOiqtjqFpqVsLiyuYriE8B42yKbfarYaYIjfXcNuJW2IZW2hm9KALlFY6+KNDbTbjUV1S2a0t3KSzB8qrDt9alt/EOkXemPqMOo272afem3jav19KANOisvTvEWj6tHLJYajbzrEu6Qo/3B6n0pLXxJot7HNJbanaypCpaQpIDtA7/SgDVorEh8W+H7iUxw6vaO4jMpCyDhR1NS2XiXRNRLiz1S1nMaF2CSAkKO/wBKANaiuZ8PePfD3iia4h0y93y25bejKQdqnG76UnhvxcniTWNXt7aFPsVi6ol0smRKSOeO1AHT0VkweJtEub6azh1S1e5hBLxrIMgDr+VNsPFOhapeCzsNVtbi4KlhHG+SQOtAGxRRRQAUUUUAFFFFAHLeG9Q8UN4Ue78QaWn9rqzEWtuwG9c8ck4B/Gsr4eWeuaNFfWGpaPJAZ7iW7WfzUZBvOQvBznn0rvqKAMDwvP4juLa7bxHa21vKLhhAsDZzH2JrfqNolaVJCW3JnADEDn1HepKACiiigAooooAKKTIziloAKKKKAGsSFJAyQOB615JpXgLXl16O8ewtNNm/tF7qTUI5y8jRE58vbnHPQ164SAMnoKwF8ZeH7m+XTrPWbGbUJNyxQrKDlx2OOlAGGmla7b/ESTVrfQrFLGSAWplWZVfG/cZMAdfb2rnrXwJraTW2jzadaG3h1Q3/APbIkBldN5baR13HIHpiuj8IePU1N20zXprW11wXctuLeINtbb0wT3IyetbM/jfw1a64uiz6xbJqBYJ5JbkMegJ6A+1AHLSeFtV0/wAQ6q8WhWOsWeoXa3ST3UoV4WGMg55wCOMVPqPg3Wbq1v4onst0mrJfxlsklOCy5xweK2Lj4k+D7W5lt59dtkmil8p0Ochvy6e/Sok+KHguS48hdftjJvCAfNgknAwcc0AcvqPw9vzqWpg6Xb6ra310LtXmuRH5bf3WGCSAR2NQ2fwwvZRdxX1nYxxzNeKvk4AUSbDGRgZGNn15rv8AUvGnh3SNUh0y+1a3hvJsbIicnnpnHTPvRqfjPw9o+pLp9/qcUN0QpMZBO3ccDcQMLk+tAHO6rpXiSLxRpF9pejWksOnRNE8slwoedWVR168Fe9Q654Z1lvE97qcek2esWepWyRSWt3Kqm3ZR/Ccfd+ldVqXjDw/o+pRadf6pBBdy42xsT3OBk9Bn3raEif3l/OgDyjxh4N8V67HOkMNmuYIo4VhdVVQPvK5YbiPTGK2dZsPFdwfDa2ekWpj05kmnVroDLKpXap9PerUfjd9N1rXIPEL2lpYWc0cdtPGWLOXGQpHUn6VZvPGW7xVpei6XFFcNcEtcNKWjKJtzlcj5jjmgDqLZpntomuIxFMVBdA24K3cZ71xnjLTfEF9rukXOkaTaTJYTidp5J1R3+VhsHGQPmrSuviB4XstUn0241aNLuBgsqFG+TOOpxgDkc1PrHjLQtCuYIL+9CPMocbULBUPRmIHyrx1NAHIa/wCFNf1S+8QTQaRpw/tKwjijeR1JSUde3uefajWvh9qWr2GjzwpZ2uofZ1s9TwAwkh4zg9yMda3tb+I2kaHr9tpdwlxIJrb7QZ4ImkVQThR8oOc+tHi3xqdDk0i2sIY7m71GeNFjkJTCN/F06+xoAxtf8ATjXBe6XZxXVnLYixktGlEIjUfxA4Oc98YNZmvfD3WLqXTpbSwthLa6eLVGguQoQgnAbevzLjHb1r0TXPFGi+HPJ/tW+S3M2fLUqWLAdTgAnAq9p2oWurafDf2M6z2s67o5E6MKAON1vw5r72Xh66s4tOvdR0yNkmhlHlxS7lCnHBwBjpSeLtK8S6vo2nW9vpOmyXavHLPL5oAj2tu2oSM84HNb+r+NPDug3bWup6rBb3CoJDE2S2098D6VHqHjrwzpUdvLe6tDFHcx+bC/JV19iBj8KAOJ8Yacus6tC17biz1f+zpPNhMiNHJHn7iueje46UT6Dqev6HoLado62On29vIn2YBBMjnhWDOMbSOScZ5rs7nxx4Wg0m11W41O3Fnc58mRlJ3Y6kDGcVi6h4+bSPF1lFdy2n/CN3to08F5Ejs2VHQkZGPwoAwrTwT4p0zwx4YS2sdOn1DSJZhLBO4KSRvnvj3roPGGk+Ita8I21ha6Vp5vpFXzm8wBYMMpIQkd8YyKm8Y+K9V0vSNN1nQUsbvTJpIxNJIWLFXYBSgHHfua39Z8TaR4fEA1S8WBp8+Wu0szYHOAATxQBzusaXruow6Nqcmj2k13YNIsmnyTBldWAAYMRjIx39axtK8B6np+o6ZePpmnyLuuXngLApb+ZyoTPXFdRN8SPB8H2bzNetFFyu+M7jgj39PxqWTx/wCGU0hNUXVI5bWRmSMxAszsvUBQM8UAcfdeC9dk8OaPZPpttLcWTzNvhu/KaIsSVZDjBHOCCK7jwdpN/onhi0sdSmimukBLtEgVQSc444PXrWjpWqWmtaZBqNhL5trOu6N8EZH0NXaAOU8WaNf3uo6TqdhaW989k0ge0uGAV1dQMgngEED8zXOW/gbUbS40K5Gm6dO0d3Pc3cTbQsXm87U45C16dRQByHw/0jWdE0q9tNYit0Ju5JYPIYEbGOcYHSuvpu795s2npnOOKdQAUUUUAFFFFABRRRQAUUUUAcVLbsvxgt7hgAr6Uypgckh+c12tcG8sjfGyKJnJjTSSVXPAJfmu8oAKwPGmi3PiPwhqOkWkkcc11GEDy52ryDnj6Vv0UAeetoHjh7K9V9Q00D7Cttb2qhniLDqzbgOSOPSs3RvBfiRbu/F2kcEF3pn2NXadXaJgcjhQOPbtXqlFAHndloHiJdJuLJ9F0a2mXTmtFuYpOZjjA4A4BwCc0eD/AAtrfhaH7N9jsZ7Oe33Tq8m6UShQuzcR8ynAPPTmvRKKAPLh4b8S3PhvxLo8mi2NumptJNDidWVGYKAuB9Cc1E+gaxpv2+5vNKt4tKfQxazpayDzDIoPIx7k8+lerUhAPBoA8n+H+jy6Jrls+qaW0t9dWoS3u4gjJDEq5Abb0J9T1ruvDkviOWXURr8FpGi3BFm1u2d0fq3v0reChegA+lQ21qlpGyRlyGcudzZ5NAE9FFFABTCiFw5VSw6HHIp9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTXQOMN0znrinUUAFFFFABRRRQAUUUUAcp8SJUh+H2ss8ayAwEbW9TwDXRab/yC7T/AK4p/wCgiud+JHmf8K/1gQzxwsYSN0hwMZ5H410GmZGlWgYAN5KZwcj7ooAt1j6HrMur3GqI9o0CWd21sjls+aF6t7c1sUgAHQAZoAWiiigDi/E2la5eeNfDupadaRSWmntIZi8wUsHG04Ht1rN8TeFdX1XUfErw6TYTJf2UcNrNMy7w68H6DknPsK2vHfi4eFtDmntprA6gF3R29zNtLjvgDkn2o1HxfJaahoumQRWk2oXsiC5t2uVR4EK5LBTy3egDK8UadrU0OiSWPh2K5vdPaK4eXzUXJVSDGrHnv9Kx/G3hXXPEF4mpR6U8d1JaLCDBPG+0nllkV+CPdTmu+1jxboWgTrBqmow20jLv2tk4XOMnHT8ayfEHxL8PeGtXsNP1CaQG9j81ZkXciL2Ld+fYGgDf0CzudO0Cws7tomuIIVRzEMJkDsPSuY8beHr/AFbX9Bv7HR7O+WwlaSUzyBSQVwFwRyMnP4Vq6j488MaS8aX+sQW7ywC4RXyCyHocY7+nWoNZ8b2Fno1pe6ZPZ3k16y/ZYpLlYfNUsFJBb0z0oAxvFvg2+vvEOm6tplsksMNpJbTWSyrEuGOcgkEYPOcc9KXU/B803hbQNKh0S1kSzuVllgeUMI0GcqC3XOf0rZ1Txemh+J7XT9WNnaafdWzypcyz7SHUqCpBGP4vXtWwNf0gzrANTtTK0JnVRKMmMdW+nvQBx3jLwbe6nf6ffaZA5WG3Nu1ok6RqinuAylfbiqWt+FbyPwpoFlZeF4Lp7K6WWS3adW2IpyRubru9BxzXS6v8QvD2jDTJJbsTQai7LFNb/vFAA5Y45x9M0zxf44t/Dnh631K1WG5kuXjEEcknlhlYgbskcDmgDK8V+EVu7fTJ9M0MxSQh2xaPGjws4GRtYbWGev04rovBOmajo/hOystUW3F5GD5n2dQF6nHTjOOuO9aN5rFjpVjFdareW9mj4XdLKAu4jOAT171n3njjwvY2qXFxrtisUib0ImBLrnGQByfwoAqeOtDv9a06x/s+G3nltbxJ2hmwBIozkZPSsrxJoWuavo+k3EWl2sU2n3guJNLWUGOdB/DnGM9+a7TTNSs9Y0+G/sLhLi2mXckidCKuUAcl4L0G50qbV7+4hW0Gp3AnSyQgi3AXGOOMnqcVJ4+0GXxF4ZexgsYrybzY3VJHCD5WBPJ6Zxjj1rU1bxJo2glBqup21mXBKCaQKWA64Hemf8JToR0x9SXVrR7NG2GWOQMN393jqfagDj/E3g6+1vwnpq6Tp8GlXkN0lzNZqyqHKjaRuAIzjkEiqFz4CvZfDN9ajSN1xcXUcsoe9XfIF/iG1doYdMYwa6/WPH2haR4dXXDcNdWjSrCotxuYuf4cdiO4NaVl4i0q/wBJk1OK7VbOLPmSSgxhMdc7sYoA88sPBOvXnhzxJZTqbNb0KLTzdnnkL/DI0eAVPSrGjeFdRn1W11ibQINLbTtOe1W0RlP2t2XHOOAo7Z55rU8SfEW2h8IXGt+Gbuw1AW0qpNvc4QE4zgc11Gk+INN1fTzdWuoWk6xoDO0MoZYzjJz6UAcd4K8O3GmeGLqw1zw7YWjwxuftCMr+dv3Fs9xgECs/wX4bv7yTw9fSW1ha2emWjRebaurtdMyhcNgdBjOD3ruLPxXo2tvc2ujanZXt5FGWESyjB445GeOmSM1neCPEd7rVtrP9p21rbS6dfyWxW3JKYUA5yevU84FAFPwZouveHzJp13pmnvbeZM5vYnAeUMxZRtxx171D4f0nxLZ+ItbluNKtLex1NxtaGdcwKqlR8oHJ71s+F/Fo8T3mrNBHCNPs5vJiuFly0hA53LgFfxqeLxz4ZmvJLVNYtvNjVnOWwpVepDHg49jQBxWi+ENejm0q1uNH0+1j0uWQveqys92jBvlxjjdnnNSaP4M1vTj4VaLTLG1bT7yZ7zY65aN84II5OAx49hXaWPjPw3qWqR6bY6zaXN3IpZY4pA2QOvI4/Ct6gDk7PxHqs/xEvdAksYf7OgthMt1G5LAnGFYdATyfoK6yo3aOFXlcqigFnY8cDua5vT/H3h/U7pre3upM7HkjdoXVJlX7xQkfNj2oA6iiubsvHfh3U7m1t7C/FzLcswRY42JXb94tx8oHqaLbxvot3rEem28s0kkpdYpVhYxSMoyyq+MEjHagDpKK5LT/AIjeH9U1OPTraS6N40xhaI2sgMbD+/x8v40UAdbRRRQAUUUUAFFFFABRRRQBWisbeG8mu0jAnmAWR8nkDpVmiigAooooAK8Y0nw3qms3d7bW1tp6WEOvtcm+SfM0e0glVAHB+p7mvZ6iigig3eTGibm3NtGMn1NAHnlr4L8Q2y2y/abB2t9bfURI4bc8bZ+U++GI/KsTWvh94r1DXJrvdayqNTS9RhMI1ZFYEKUCfeA/izXsdFAHA2vhnVIfifqGty6XYS6deQxw72l+ePaOW27ecn3rnm+HfiS6lv8A7R/ZwTfObb5juIdgVzxgYxXr9FAHjXivwN4w1rUL1o47Z0uBDtxc+XGFTGUZQm5jnPzZrpZNB16x1W/u7TSdKvotThhM0V1KQYZEULjO0704z2NegUUAeY6v4I12W+16O1WxntdfWPz5ZWKvasAFbaMHcMDjkVvy/DXwzc+Q1zZySzRbcyGdwXIAHODyOOnSt6XXNMg1KTTpryKO7jg+0NGxwfL5+b3HBqzZX1rqNql1ZzxzwOMrJG2QaAPP9Z8DazL4tn1vS57dJEETWqzMTGNo2lWTHcdGzkVPqtp42ufEujahFpmlPHYBzIPtTL5jOu04+U4AyfWvQaKAPOde8FaveXXie6so9PDazYRwBHZsrIoxknBGOfTsKytW+HWr3NxDepBBdSXGnw2lzbSXssUcZQAE5TG9SM8HFet0UAcDfeHPEllq2k6rof8AZpkgsRYz2su9YguchlIyTj0NT+MNN8U6rZabDp9rprz280d1LI8rKN6HO1Rg8H1zXb0UAef69oPiS513S/Emn2unyXkVrJbXNhcykx4burAc/lXV+Hre8tdFghv7WytZ1HMFkCIkHoM1q0UAef8Ai6KaTxtYx2cFrLeS6ZcxoLg4QlmQDJwe27jvg1Xu/Busadpfhez023sNQTSGMkq3TlPMYjHGAQBzXoxRSwYqCw6HHIp1AHDa54e1k61BrGl2enzs9i1pPZ3DbVQnncrbT36jHNYyeC/EujPpK6YLK7WCwltpDdSELE8jZJRQOQORjjivUqKAPMdZ8E6/H4N0rwro32Ka2tysk11dOwber7wFUA8E8deBVzU/Cmu63e6N4gmWzt9as4nhlgE8nkEE5BBXBP0PHNehUUAeby/DqeZbbFrpMIEBjlhjjYx7jKHJGck8Z/Gsy7+HGtwpKLY2s3+kTyQmCZrWSLf0IZQRgd1xzXqttcw3cCzW8iyRtnDL0OKmoA4r+zvF2i/DxLTT7yC/1+MA+ZOAFPOSo+g6E111mbhrKBrpUW4MamVUOVD45A9s1PRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwJ/5Lin/YIP/odd9XDK6L8Z3Qj5m0kY5P8AfruaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA5P4kNGvw+1nzUjdfIOA5wM54P1ro9N/5Bdp/1xT/ANBFcx8USf8AhXWrhd2TGB8vXqK6fTwV021U9RCgP5CgCzRRRQAUUUUAeb+KfCevXmp67JYW1jeQaraJEjTyFHt2XjA4OVOSe3NW/Emja/f674evrHTLNhpriaUvc7S5KFSo+Q9M8HP4V2F5qun6fJFHeXsFu8zBY1kkClifQGuf8S+MH0jV7PSdPt7W6vbhDKyzXSxKqAgdT/Ec8CgDl/E3hTxFqPiO/vNPslgkvYo40uY7obAABkTRspDgHOMde9bGu+HdcGu6Jq+nWlheyWVm9tNFO5iUsQMMMAjGe2K7pCWjUsNpIBIznFcT4h8dapo3iFtJtfC9xffuTOsyXKIGUdTg9MGgCPW9F13Udc8PakdH0u4NlGzXEbzbQJGGBtJUkgcmpvHuh6trFlp9ppGm2MqQ3EdwzTTeXt2MG2gBTwa2LHxZpk+lW15f3EOnSyw+a1tdShXjAODkH3FWZvE2iW9pbXU2q2iQXP8AqZDIMP7igDmta0fX9R1vTdTbS9OuIk0+W3mtJpzhZHK5O7b8y4X0FZU/gXV9Dn0K70WO2vWsbKWylglfygVc53KcHgeleiXOq6fZ28c9zfW0MUmNjySqobPoSeetR3GuaVaMFudTs4WOOHnUHnpxmgDhrbwz4kstF8MyJY6bLf6S8gkgMxVGRhgENt6/hWn410vXtf8ACsOn2umWLzysjzpLcEJHtYHAO35s4x2rs0dJEV0ZWRhkMpyDWH4r1+68N6RJqUOmG9hhBeYCUIUUdxkHJ9qAMLX9K1+9ufD+tLpltPLYNILjS/PBQhhtDIxABYDpnHU1gab8P9Y07U9GvVsbKSOO7u7q6t2kACCbhUX5eQo/Cu18S+JNQ0fwuNZsdIN2BB50sbyhDEu3PIxzjuK6C1lNxaQzEYMiBsemRQBwnh3Ttd8GfDvUovslmL+B5p7eMTFoyCSwzwMYz0FdN4T1S91rwvYahqNm1ndzRhpImGMH1x2zT/E2txeHfD11qUkfmmJQEiz/AKxycKv4k0ljf3tv4diu9aNnBeMm4oJNkak9F3N/OgDD8ceGL7X9Q0qezgtZBa+dvM7EEbkIGMe5rnk+Hmtw2cZjeBXtrm1uUhSUqJikIjYFgMqc5INdl4V8ULr+lLcXS29rcmeSERLMHDlT1U/xcelalxrmlWkKSz6jaxxvL5KuZRgv/dz60AcZeeEdUuPCF3aWVrbWV7LfpemOS5acTMrAnc7DK52jpVnV7Xxnqvgq8ge10qHUWkAFvH+8SSIdRlhgMexxity98X6Na6Re6jFewXKWhZXSKVclx/AMnrVix122n0Sy1G+aPT/tUYkEdxKoK5GcZPWgDy6z8CeJZLTXozYwx/bkgkg+2XAkfdGRlH2rjH0rftPBWrX8/iK9v0tNLn1KzFpFDZtuQYHLNwMnPH0ruLPW9Lv7N7y01C2mtoyQ8qyjapHqe1S2ep2GoqWsr23uAOvlSBsflQBwWl+F9XGqaVqM+k2dpLodm8EKQy4+1yFQuSQPlTA75OTVzwRpPiTRb3WjqOn2aQ6heS3oMV0WKswGExtHp1/Su4lljgiaWWRY41GWZzgAe5rnvD/jG019NVmWP7NaWFy1v9plkXZIR1IOcAZoAxPCujeI9N1jXXvdK0+O01a5ecmO6ZvLyuACu0ZzjnkVS0DwRq+nax5kkFtFpkEUgSzNwZ0kLdk3LmMfia7GTxNp1xa6gdJu7W+u7OJnaCOYdQM4JFVvCfjCx8TaZbSefbR38kXmSWkcwZkoAwYPBl/B4utNYS1s1hF2szxq/MS+SUIHHOCR6Vp2ninVZviTd+G5dNT7BFbiZLuIsSCegcngZ54HtXSLqVnLNJb293bzXKAkwrMpbI9R1FYfhTxRN4gv9ZtbnTRY3OmzJDIokD7ty7uuBQB0F7apfWFxaOxCTxtGxHUBhj+tcL4b8E6loc1qJ4NJuE09HW0mAkEgyOOCSq574FdjHrulTaq2mR6jbPfKCzQLIC4A68VS0HxbpXiHzRZTEvHI6MCp/hYgnPTtQBzeh+Dta07XF1n/AIltvPfbxqscasVcE/KY+m0gfnWn4f0HXtDljsBdafNpMMrvE7Qt54ViTt4OO/WrWg+LE17XtWsraGM2lgVUXKyhvMY9RjtirVn4t0K/1OXTrXUoZLqPO5BnnHXB6HHfFAEOiWOsWuq30t5BpUdrO5kBtUYSM3ABYng8CinWHjTw7qeqrpllqsM12wJVFzhsdQDjBI9KKAN+iiigAooooAKKKKACiiigAooooAKaAwcktlT0GOlOqtFJdNeXCSwKlum3ypA+S/HOR2weKALNFFFABTGDEDa23kds8U+igAooooAKKKKAMq98PaVqOq22p3Vokl3bxvHHIf7rDBB9R/jTdE0Oy8N2w0/SrTybMs0h+fIVic4ANZWjWWr6Hr+r3Gr60lxpl9cKbGN+GiY5yn06AfSusoAreZJA8ccnmTeY5G9U4Qds/wCNWaTcN2MjPpS0AFFFFABRRRQBEtxE87wLIplQBmQHkA9M1LUaxRrK0ojUSMAGYDkgdMmpKACiiigBAQRkGl61DBbRW0IhiXagzxknr9akVQihVGAOlADqKKKAGoixrtRQoHYDAoYZUgHBI6+lOooAZGrJGqu5dgMFiMZp9FFABRRSHpQAjJuKnJGDng06moCqAFixHf1p1ABRTGDEDawHI6jPFPoAKKKKACiiigAooooA4E/8lxT/ALBB/wDQ676uBP8AyXFP+wQf/Q676gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKjE0fnmEOPMC7ivfHrUlABRRRQAUUUUAFFQwyvI0gaF4wj7VLEfOMDke3+FTUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAch8T2iX4dawZndF8ngoMnORgfnXSaW2/SbNsEZgQ4I5+6K5r4oIH+HOsA7OIgfnbA6j9a6bTedLtCP+eKf+gigC1RRRQAUUUUAeYeLvD+pT+ItVlOjtq8GpWiW9m+RiykGQSc8qOQcj0qaLw1cWvijRTdaO2pQ2OnC1mvX2kvLlCGweTjaefeuzm8SaNb62ujzajBHqDJ5ggZwG25xWk88UbqjyorN90FgCaAHjp0xXC+LfCH/CReKLG6nguDaRwmF3t5vLdWLZDe4GK1dM8Y21/4m1XRJ4TZ3Fg6Kpldf3wYZBXmt+5u7azj33M8cKZxukYKP1oA8+8beGp7zxf4e1OLQv7UtrJXW5BKhnyMLnPXB5qHxP4Puj4mS9tdMe80xtPazW1tnSPySWyx+bjnPUV6NPfWttEss9xFFGxAV3cAHPTmi4vbW1iEtxcRRRno7uAD+NAHll34Y1HTZNMkbQH1SxXShZJZmUO1rLk85PUYxlvaoV8D6hZzaalz4fj1QRaO9vLK0q5Epzgc9cDAz7V63JdW8SK8k8aIxAUswAOemKlBBGRQBheDLS60/wAIabZXls1vPBCI2jZw5GPcdazviGNYuvDU+l6NpTXs16hjL+YFWIepz+ldRcXdvaBTcTxxBjgF2Ayfxp32iHAPmpyMj5h0oA47X5te1LwBcWkPh+QahdwtbGAzriPK43E+ntXQ+H57ybSIhfae9jNGBH5buGJAA5yKvyXMEMXmyTRpH/fZgB+dY+oeIzY+JtJ0kWUkkWoLI32pSNkewZwaAM34laPdax4QkFkGee0nju1iX/lrsbJX8qxddjuvFsfhrX9NsDqWnQFmuNPlbyyWIxkhuMg+tegtf2i2v2lrqEQD/loXG386xPEfiYeH9Lt9UhtPtmmmQC5lgYHykP8AHjuM9aAOCtvDeu2Gk6TqKeHRHc6Zqk1wbKCUbmhfsp6fhTH8L6o3wy1rTrnw5LJc3OpvcW1uHVmQOwO7PbHNewQyx3EEc0TB45FDKw6EEZBqSgDzvUNGjf4fvBo/g5UuruMr9lm2o0L7dods9SKzr/QNW1P4daRp1x4bMt7p1xCPJmnVtyr95g3oemK9VooA8I8U6HfaLZ+MZG0sWWnagYFsY4HG1pARwV7Z710PwviSx8Qalb6hpclrrU0EcrPGiiAxjjCbeOv516hdWsF5bvBcwpNE4wySKCD+BqOz0+00+JYrS3jhRRtARccelADb8FbG6b7O12DGf9H4+fj7vPrXnHh3SdYg0DxJpdz4X+zw6hJcXFsvmJgbh8qMOxB7+1ep0UAeTaP4W1TTrjSp4PDsVoV0ea1uhFIoJlP3cnvnGfxqzo/h3VNPufDU8Ph+KCS1s547pt6g72GFBI6gnmvUKKAPGPD3hXxFZ+NdG1eXSXiSHzxdohREVmBxtI5YfWuh8HweIrDxdr9zeaA8Frq06zJIZ1PlbUxhgOuSO1ejUUAeQ+GfDPiS38c2epX2jQ20Ye4a5eMpsBboVI+Y5wM59a6LwJo2veGkk0W50+1/s+OeWRbwS/PIGYsPl/HH4V3lFAHB6Housw+IvEFzcafFbWWqYWMxyKHiAUrkgdfWqei+CtWtm0ewvYrRbXRpnlhvIm/eXGc4DDtndz9K9IooA8ws/B2vW0vhxxY6eDpl9cTSkSYLLIWwQR6Bjx7CivT6KACiiigAoopmG8zOflx0x3oAfRRRQAUUUUAFMV9zMMEbTjkdfpT6KAKep6ja6RptxqF7IY7a3QvI+CcAewp9le2+oWMF5bSB4J0Ekb9MqRkGpnRZEKOoZWGCpGQRVK90ezv1tUnjby7aQSRxoxVcjpkDqPY0AaFFFFABRRRQAUUUUAFFFFADWVWxuUHByMjvTqKKAKaabax6pLqSowupIxEzbzgqOgx0q5RRQAU1HWRQyMGU9CKdRQAgYHIBBx1paaFUEkADPJ96dQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVXa6Rb1LUrJvdC4IQ7cD1boD7VYooAKKKKACiiigAooooAKKKKACiiigDgnUD43RncCTpB47j5672uCdSPjdG3GDpB7/7dd7QAUUUUAFFFFAEcxlWJjCqvJ2DHAP41JRRQAUUUUAFFFFABRRRQAUUUUAFFMlQvE6ByhYEBh1HuKg0+1ksrCG2lupbqSNcNNLjc59TjigC1RTHTzI2TcV3AjKnBH0pltD9nto4d7ybFC75Dlm9yfWgCaiiigAooqvazSTw75bd4G3MNjkE4BIB49ev40AWKKKKACiiigAooooAKKKKACiiigAooooA5H4nSxw/DrWGlhEymHbtJ7kgA/hXR6WoTSbNVACiBAAO3yiuX+KjOvw31coSD5YHHpuGa6rTf+QXaf8AXFP/AEEUAWaKKKACiiigDzbXdEvbT4nJr8fhtdXtbizS3G3y8wyh87zu6cd6zfEfhm/1DX9bil0O5uLm9aJ9M1JZvktcBQQeflwQx4BzmvW6KAPH/EfgnUL/AMRamjaN9omv1gNlq8cmDaOiqGZuQR0445zVn4gaHqV9PaQSaPLqkUFiUWeOHzS8mMHILgLzznBr1eigDx2Tw1ey6Z4abWPD9/qWm2+ntbz2BkDSRTdnxuGe4BzwKtan4Yl+0aJc3Xhu7vdDhsZLdtL84SSWzseG5b5jjjrxXrFFAHjmp+GLmWa3mu/C97c6Z/ZhtbKwSYO9pKCcM/zd+DuySMV6P4Q06/0nwpp1jqc3nXkMIWR927n0yeuK3KKAPOPH+g3Woasl5Fplzd7bVoY9qpNGWY9GjYgr/vA5rndX8AatqLQ3E2iIhTTYImSC5JPmLINwGW/uA8+/WvaaKAPE7fwhqsdppzalpF5eaRZ6hd79LWQs5Rj+6YAkbgPTPekfwH4vutF06xt557O1klu2aPzgXt4X2mOJiTntg4PGa9tooA8c1Pw5r9xpmiGDwykFhp/mpcaWsiPvYj/Wrk4bnpu/Kr6WUnhn4Vy6H9luUvb52t7W2uXSR2Zz2CcADJOO1eqUxo0dlZkVmU5Ukcj6UAc00GreF/AMFrpVqup6jZ2yRpGW2iQjrXQWUk8tjBJcwiGd41aSMHOxiORnvg1YooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAorC0PT9bsdOvY9S1RLy6kmke3k2YESn7qkd8Vo6VFewaZbxajcJcXioBLKi7VZu5A7UAXKKKKACioy7CdU8slSpJfsCMcfr+lSUAFFFVr27SwsZ7t0d0hQuyxrliB6CgCzRXKaH4/0jXbu2too7y2ku0L232mAoJgOu098YrpluIXdo0ljZ16qGBI/CgCWsuFdZ/4SK4aWS2OjmFfJQKfNEn8WT6U7Ttd0vVzKLC+gnMUrROEcEhlPIxV7zovN8rzU8zrs3DP5UASUVjReJdPn8SyaDE0kl3HCJpGVcooPQFumfaq9t4st7jxMNCNhfw3BR3WSWEqjBepB7igDoaKj86LzfK8xPMxnZuGfyrA1zxfbaFr+k6TNazyPqUnlpKmNqH3oA6Oiiuf8SeKofDb2Sy2s1wLmZYS0RH7rPQtntQB0FFYs/iSzg8S2uhbJZLm4jaQMi5RAvUMe1ar3MEcgjeaNXPRSwBP4UAS0VFJPDEyrJKiM3QMwBNK00S5LSIMHByw4PpQBJRUUlxBEwEs0aE9AzAZpHuYImCyTRox6BnAJoAJriG38vzpVTzHCJuONzHoB71NWJr3iLTNCaxS/y8l1cpDAiJvbe3Q47D3rWkuIYmVZJUQt0DMATQBLRUL3dtG+x7iJX9C4BqagAoqOWaKEAyypGDwC7AZpr3VvGQJJ4kJGQGcDIoAmorL17WYtA0W51OaKSaOBC5jixub6VPpOox6vpFpqMSMkdzEsqq3UAjODQBdoqOWaKFd0siRj1dgBTRcwFtomjLYzjeM49aAJqKh+0weV5vnR+XnG/eMZ+tYXiXxZH4aawaTT7q6t7uURNcQAFIizAAt9SaAOjqnealBYy2sc3mbrmURR7ULDcfXHQe9WfNQdWUHG7BPb1prTQiIStIgj6hywx+dAEtFZ15rGlaYYZby+ggFy4iiZ5AA7dgKj1nxBp+haPLql1Lut4xn918zNzjCgdTQBq1QvdN+239jc/ariIWjs/lxthZcjGG9QKlgvYpbGG7fMCSorgTfIVyM4IPQ1KZ4QnmGVAmM7twxj1oAloqGUNNbOIZtjOvyyKAce/vQh8i2Xz5gSigNI2FyfX2oAmorL1rXbLQ9IfUrli8IKqoi+YuzHChfUkmm+HtZk13TBeSadc2BLlfJuAN3HfjtQBrVDBE0KuHleXc5YF+wPb6CpqKACiiigAooooA4TdGPjZtZCXOkfK2enz88V3dcPKso+M1uWjxGdJba+PvHfzXcUAFFFY/iLxBb+G9N+33VvcywBgGNvHvK54BI9M0Aasis8TqrlGIIDAcg+tJEjRxKjOZGAwXPU+9RWd2LyxiujFJAsiBtky7WUe47VLHNFMC0UiOB1KsDQBJRWVrGuQaTo93qKRveC2Tc0VuQzGrNjqMF/ZW9yjqvnwrMEZhuCsAeR+NAFyisjRfEena/9tNhI7LZ3DW8jsuAWXrg9x71pxzRSgtHIjgcEqwOKAJKKjjmilz5ciPjg7WBxUlABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHIfE5Wb4d6wF258r+JsdxXTab/wAgu0/64p/6CK5z4khD4A1UPH5hMYCLnHzZGP1rpLIOthbq4w4iUMPQ4GaALFFQ2zTPArXEaxynqqtkD8amoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDD8K69ceItJN7c6Rd6W/mFPJulwxA7/StyiigAooooAKKKKACs7XjINA1DyopJZDbuqpGMsxIIAFaNFAHkPhWx13UrXw1ps2mX2nyaEsjXFzcrgO5Vgqoe4O7k+1UPBvhXVdG8QabNqA1E6jHNJ9p8u2YpIrEjc8pbay8g9M17Zketc9onjDTte1jUNLtoruO4scGQTwlAQSQCueSODQBx3gTTLbRPFV/p0/hi5hvReTyxagkR8nymOV+cnk4OK52BdQg8V2OsT6VqNq8WqSNeyLDIxWNiQoLH5WT6DgV6vofivT/EGo6lY2kdyk2nsqzCeEx9c4IB5xxW9QB5ToNza6R8UtTlstE1SHT76FE84W0hjabdksc9B79KuX+s3LfFawuotP1Uafb20tpPKLV9jSMRtxxyMjr0rpLvxtp1t4iXQ47a+urrcqu9vbl44iegZugrQl8R6ZD4kg0B5j/aE8RmSMKSNo9T0FAHkltoPiAeOZZdQGptex6l9pSe3ttyPDnCr5pYALtOCMUxtCvbTxDoEl3pOqT6vBqhkvr5laRDESwUqRxt5HA6Y5r3HzY/MEe9d55C55NY+veJrLw89gt5HcOb24FvGYYiwDHpuPagDbrxXxLo16niK5Sbw/qGpalNqMdzbX8QLRpApB29cAj0xXqtzr1na69Z6Mwma7ukaRAkZKqq9Sx6CtIyIGClwGPQZ5NAHmWrXA0f4nWmrWnhrUpoDbtFdT28LY8x8FTjo2ACD6VzGv6Dql748v54dOvbt3vImSOeKRflXacxyr8qrjOQea913ru2lhu64zzTWmijcI8qKx6AsATQB5h4t0uBvFWoXWvaTqd/ZzWsaafJYb2aFl5ZQF+6xPOTWPrejapaHXLa30jUrxtRltrqyG5ztKAF9x6Bhg8Hrmva6KAPDfFuiarqOvvepp2oNcXHkqlpcwM6YGM7JEOI+euaXxjoOsXPiy6a3sb+a6uI4Rbo8HmW6EYztkDDZjnqK9xooA8y8fWxGqaFqMWjXk2qWtxBNcXFtC0gjiUncABwxyenXvVPxTaLqmrahPd6Lqd6NQsYhpTxo6mCTkEH+4d2GJPavWaKAPFNR8FXT6tqb3miXl7cSaRGkVzHIxX7UF5I565xz7V6h4SF4vhPTE1CKaK8S3VZUmOXDAYOTW3RQB5X8TLa8v9btoF0Oa6iS2fyZ/3jxl2427E6N6MSK5e28OX2qXUNxqPh3VZANBNonmbhi6TOG68cDg175ULxSNPFIszKiZ3IAMPkcZ7jFAHi+pabq15Z6fN4h0bU761Oji3it4Q2YrsZBMijkk4GG6V6f4KEq+C9Ijnt5beWO1RHilXDKQMYIrfooA8v8AiPour6j4hsZz58miJburpDbmfZKf4igIJ4781jXPg++03RtL1XS7O9uL7yX0+dLgMjmN8hZCoJxtz+Ve00UAeN+J/DU2lWWi6DHpk9zYW9o5a4iEkgluCMYZF98EEnFRXF7rI+E+jaQmgarNqaFGYPbkhfJkDHdn1A49a9pooA8p1xr2/wBU0rxSmjao9nLYTWVxZBGWUM33cpnge9c/daRr8vgDw9o+oWGqWyw3TtO6xtMUQE7FKLywP1r3aigDwqHRblvAejDUPDeoXw03VmkuIJIyHaJieY1znb04ro/G8No3w9hjtPDGoC6OfsdqkLFoTuBO7bnbketepUUAeZ+Ink8R2Xh3U7jSdRk0e3lb7fZGJxLuKgKSnVgDnpWFa+E9RF5pIvdHvbjSc3AWISuWigbmJJBnqOfpkV7TUcMSwxLGpYhRgFjk/maAOP8Ahet/B4QW01G0vLaW3nkREugd2zd8uCeoxVf4k2V5ejR1Nrd3ejLc51KC1yWZMccL8xGfSu8ooA8PvdBuF8BXFtJpmp3NnJqyTaZZFXMsUCsC27uoID4z7V6x4ctrKDw9bx6XBPa2xUlEnVg6kk5yG56+tbFFACDIAycmloooAKKaXUMFLAMegzyadQAUUUUAcTMzH4xWqmFlA0p8SEnDfP0A6cV21cM+5vjPFunBVdJO2Ik8Zfr6V3NABXLfEJLubwXe29hZTXl1MUWOKJckkMDz6DjrXU0UAec6nq3iXV9D1W2Hhu5gtvsaIolJWRnJw+NuSQBzxzXNeG9M1m3j8T2Wl2l5aveWatYyvA8URKjDABjwx9TjNe10UAeQ6bp0Emiaoul+G9Zs9WfSzbzxy5SN3HoT95ie4q34X0ifSDeQ6/o93czXNnzfwK2BAEA8naDlWGMADrXpvnp9q+z4ffs352nbjOOvTPtU1AHh1grf8IB4g0SDR9ZgdLuW4sIUglUiPcNoDepBJwfWrMdsPDkXiNbC31DStLudJjlhllDlRNj5hz91jkLivYYrWGGeaeNNskxBkOT8xAwP0FMv7C11Oyls7yBZ7eUYeN+hoA8p+Glvpth4hmZobiz1KayWSOwDSsjKB8z5fALE/lXoXhbX7vxBZ3M93pF1pjRTtEsdwMM6jo1aNppNjY+Wbe2RXiTy0dssyr/d3HJx7Zp1jZLYQtGJppt0jSF5n3HJPT2HtQBbooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDjvikM/DzUwX8vIT5/wC78w5rqrMYsoBv8zEa/P8A3uOtcp8UVR/h7qayMVjIQMwGcDcK6u0VEsoFjYsgjUKSMZGOKAJ6KKKACiiigDjdU8MeKLzVJ7mz8Z3Fnau2Ut1tEYIMdMnrUd74U8WXF48tv44nt4SRtiFmhwPrmu2ooAigR47eNJZPMdVAZyMbj64qWiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAiuHkjgZ4ojK4HCAgZ/E1IDkA4x7UtFABRRRQAUUUUAFFFRzNIseYkDvkcE4HWgCSiiigAooooAKKKKACiiigAooooAKKKKACoriR4reWSOMyOiFlQHliB0qWigDxPQDrMPjXR9SnsNSi+0zTNfAtNJ5QYEIrggLgcYwK6LR9Vnj+KOsXUulaotndxQ28MrWjbdyk557Lz1r0qigDzvQNdnm+I2sSS6JqkFteJBFbzvbMFOwNuLHtya9EopCcAn0oA8y8MaZpUPjjVp20zU0le+3W07CbyzheSSTjGfWpilno3xQkubfSdUeKe0aGadIZJEMjOpGCTwMZ6cV6JFIJYlkCsobnDDBFSUAeE2ukzabq9tfpoOsrqNrrxUzHfJ/ohz0OcFafrei6vdaowutI1a51VNdS6S5DFoRaK/yhfm28DHGM9a9zqG4jkkjCxTGJgwO4AHIB5HPr0oA82ub+HS/idFf2+j6x5DwyQXMi2zujSlhgrk4A46isO+8M3jalrF9FoupS6ja6tHNZSCZsGBiC23LYx1yBzXtdFAHjt3pFnda5qms6tq9zFHa3ySpqEbyDy4xjdAQvA5I5FZfirQNS1Txfd3VvpF5dyPcwPB5qN/q12kmOUMAgIzkEZr2KXw9pU08s0tlE7SsGkBHDEdyOhNaY44oAw9S1y80/XNM0+LRbq6t7vIku4mG2Aj+8K3aKKACiiigAooooAKKKaw3KVyRn0OKAHUU1RgAZJwMc06gAooooAKKKKACiiigAqOQSkp5bqoBy2Vzkeg9KkooAKKKKACim7F8zfj5iMfhTqACiiigAooooAKKKKAGuSELKu5gOAO9OoooAKKKKAOGllLfGa3iyuF0ljwOeX713NcCf8AkuKf9gg/+h131ABRRRQAUUUUAFFFFABTWbapOCcDOB1ND7th2Y3Y4z0zSjOOaAAHKg4Iz2NLRRQAUUUUAFFFFABRRRQAUUUUAFFFFABUe9/PKeW2zbnzMjGfSpKr3l3FYWU13OSIoULuQMnAGTwOtAFiioLaSOeFbiJmKSgOu7PQj0PSp6ACiiigAooooAKKKKACiiigAooooA5H4luYvAl/IqFypQhB1b5xxXVQuZIUcoULKCVPUZHSuT+JqhvAd9uZwoaMtt6kbxxXWRbfJTZnbtGN3XGO9AElFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAVLLT7fT1lW3VlEsrSvuctlj16nj6VboooAKKKKACiiigAooooAKKKKACiiigAooooAKjlljhUNIwUEhQfc9KkooAKKKKACiiqmo6hb6Vp899dMywQIXcqpYgD2HJoAt0VkeHvEem+J9P+36XJJJb7ioZ42TJ9sin2ev6bf6ze6TbTl7yyCmdApwu7pz0oA1KQkDqetV7e/tLuSWO3uYpXhfZIqOCUb0PoakdIpXUPhmRtyjPQ+v60AS0UwyIOrr1x1707cAQCRk0AIm7aN+N3fHSnVVTUbKS6ltUu4WuIiA8YcblJ5AIqxvX+8OuOtADqKbvTuy/nQXQMFLKCegz1oAdRRTS6qcFgD7mgAZ1jRnYgKoySegFCsrqGUgqRkEd6oX7XpvLOGCG3ktJCy3ZlbBC7eAo75NXVMaKEUqAOAoI4oAkopCQMAkDPSsnVvENno15p9rciVpb6YQxCNC2DjqcdB70Aa9Fc5rvjLTfD+p2dheR3e+6lSJZEgZkUscDLdOtdAzomNzBc9MnFAD6Kzn1eztdTWwu7y2juZVMkMRfDFBwTz71FrfiHT/D9vBNfysonmWGMIpYszHjgUAa1FIWC9SB9TSF1B5YD8aAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHAn/kuKf8AYIP/AKHXfVwkqr/wuq2ZGG46S29cHON3HtXd0AFFFZGv+JNP8M2QvNTaZIM4LxwtIF+u0cUAa9FVNP1CDU7CG9t/MEMy7l8xCjY9weRVoMG6EH6GgBaKyte1228PaPNqdykskMRG8QruIycZ+laKSo8YcEY2hvoKAJKKyNH8Qab4jtLibTLhpI4ZWgd9pXDDrjPX61qggjgg4oAdRSBgehB+lLQAUUUUAFFFNQsy5Zdp9M5oAdRRRQAUUUUAFFFFABSEBgQQCD1BpaKAE6cUtY+raZqV7qemXFnqr2cFtIXuIBGGFwpH3Se1bFABRRRQAUUUUAFFFFABRRRQAUUUUAcj8TFLeANTOzeEVXZc4yAwJrp7R1ls4JEUqrRqwBPQEVyHxZiE3w51NWlaMDYSw/3h19q62wCrp9sFbcoiUBvXgc0AWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACm/NvOcbcceuadRQAUUUUAFFFFABRRRQAUUUUAFFFMlZlidkQu4UlUzjcfSgB9FRW7ySW6PLEYpCMtGSDtPpkVLQAUUUUAc/4R8V23jDR21G1tLu1QSGMpcptbI7j1FdBTVVVGFUAegFOoAKKz/wC1Y/7b/soQXHmeT5xl8v8AdgZxjd6+1aFABRRRQAVT1S4W00q7uHVmWOJmKqpYnjoAOtXKKAPLfBfjILoWg6PDpd6biWWRLpZIXj+zx5Zt+SMHqOAc034f6hpdl4y8Q2VpDqKQ3k0RtpLmKVhKQrFjuYcDJ6GvU8AdhRgegoA8g8GWmm6X4r1WCXS7+012e/uWt22ytCEI+VmP3Tkc5NZXhe11OPxPpbaleXkGqx3UiXMaQ3ErTg55difLC+mOle6YGc4pDgZY/wAqAPHvD2k6HqPxA1aOY62Hgu/OsUkaYQnaPmwTx19TWRqOq6lF40stTmttSi2asFmiaWaR4oh1wgUJsP1Jr3hCrKGA4PPTFI5VFLMOB1wM0AeS2WnaRafFfWG1HQL+W5urmKWwu445GTGzDEkcAA9zWBevJpFvHp93Hrkl9a+JDOFTzGzbFuDu5DDG3g+9e7+UfPMnmNjbt2cY+v1qTAPYUAeMz6JpF/8AFnUbK9m1yK0mjjkj2SyiJpzywyBgAccdOtVNd0vVpfGN9DcS3sDpdo9lPFBPLIYQBgR7SEHoc817jgdcCjA60AMh5hjJ3ZKj73Xp3968i8WWUdx401k+JH1i3s2toxpVxY+Yygry2Amfmye9ew0hAPUUAeJazcwX17r1q9xq0uvqsA0hI2lGxGRSpIXhSTndurEn8OXUSXR/4nxvLea4W4kSSUoSqgpt9RnNfQKWVrHdy3aW8a3MwVZJQo3MF6AnvirGBQB4Z4gsr6XUprkXutteT2VvNpCRGTYtxgBgRjaBnrnFbPijUhpPjHwpd3EN81/GF/tSSCOV0ClMchflPzZ6V6qsKpK7gsS2OCxIGPQdqkwD2FAHl3xQ1+KW00G2s4buZ2v7e7do7eT93EDnceP061h/EHUTq+tSy29nqLIumg2b4nVXkJyGRFXhwR1Y49q9twPQUYHoKAPFPEcGjT+I9B1nXdG1HU9Ol0kIZhDKXWYNxuVcYOPpWn45utKhvvDmpw2uqNdLLC2xUlIhgB5LKBjP15r1jA9KMA9hQB5V4surfUPE1nd6udSXw89ixs3tfMXdcE/xKo3A46Zrl7iyuHuozrq6z576FJKhjkl+eQMfKDBeA4QZPqa99Kg9QDijA9KAPP8AT/HFxpfgzwvc32mX11cXoSCfyom3REDBZgeev9a9AB3AEd6MD0FLQAVFNKIIHlKO+xSdqDLH2A71LRQBHFJ50McgVl3qG2uMEZHQjsakoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDibuVj8X9PjQJhdMkMhIwcbuMHvXbV55cv5Hx0sg5ZRPpTrH8vDkNkjPtXodABXIfEy8Fr4FvsQzzSSFESOGMuzHcG6D2Brr6TAPWgDzXU/HcmpaXqVrp2kapLaw2cZa5iVoXDscELlc8DqQDXKaBda7YL4ps9IS4dzYI9pGpmlDS/xFXkUfNjt69K91wPQVVsnu3Nx9rgji2ykRbGzuTsT70AeNpBp0PhjVU0mTxDcX13pu2eznildY5eNzHcOuc9K3fDkUMEGuWviKLU/tV1EZ5bxDJ5b25A2iPH3SOm3GeK9RwPSjAoA8QtNTtZPhNqGlQjWLe6t55JIYxHKspQzHb8wHzfKwzzVnTvtFndeJdK8PX2pQxSabHPbS3nmODLjL7SwyDjAx617NtHoKhubWG7t3gnjV436g0AeV/CyM2+pX80+o3McjwK8WjzXRmdBj5nIPcn06V3nhbxTB4qsrm5t7O6tlgnaBluU2sSOpA9KvDRbAasNV+zg3yw+SsxJLKnoPSp7C2FrarEGlbksTK25uTnk0AWqKKKACiiigAooooAKKKKAGsdqknOB6DNCncoIzyO9OooAKKKKACiiigArP8AO1L+3BD9li/s3yN3n+Z8/m5+7t9Md60KginLTyRPsDryqq2SV7E+nOaAJ6KKKACiiigAooooApaleTWNm08FjPeuCB5MBUMc9/mIH61aRi0asVKkgEqeo9qfRQByHxOWNvAOorNnyjsD49NwzXVW6xrbRLFnywgC59McVyXxQV38DXSo5UmWIdsH5xwc9q6+NSsaq2MgAHHSgB9FFFABRRRQByl9pvjJ9QunsdesIrSQ/uY5bMs0QwO4YZ7/AJ1k3WnfFD7U6W2s6Gbbzg6yPA4fZ/dxyP1/GvQaKAGIGEahyC+BuI6Zp9FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFISFUliAB1Jpao6xpiazpF1p0kssKXEZjaSI4ZQfQ0AXRg8jB96Wqmm2KaZpttYxO7pBGsatIcsQB1Jq3QAUUUUAFFFFABRRRQAUUUUAFVbOa5mjkNzbeQ6yMqrv3blHRvxq1RQBXtZJ5Y2NxAIWDsAofdlQeD+PpViiigBkhZY2KLuYAkLnGT6VW0u6uL3TYbi6tGtJ3GXgZslDnpmrlFABRRRQAUUUUAFFQzCcmPyGRRvG/cM5Xvj3qagAopiOkgyjKwyRkHPIp9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEKQLHPLMGcmTGQWJAx6DtUGn3N1cpObqzNqyTMiAuG3oOjcdM+lXaKACiiigCNXYvtaMjrg9RipKKKACiiigAooooAKKKKACiiigDgrxdvxq01pJUYPpcgjjPJQhuSPTNd7XC6naW7/GLQ7jeqTpp0/A6yDOMfhXdUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFJgZzjn1paKACiiigAooooAjWXfLImxxsxyRwc+lSVWns0nura4aSVTbsWVVbCsSCPmHfrVmgAooooA434oTCDwLdHAMjSxLGD0Llxj6V18ZcxIZAA5UbgOgPeuO+KUkUfgmXzHKs1xCseOhYuMA+1dmM7RnGe+KAFooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAopgYFmAzlTg8U+gAooooAKKKKACiiigAooooAKY7rFGzuwVFBLEngCn0x0WRGR1DIwwVIyCPQ0ACOksaujBlYZDA5Bp9MREjRURQqqMBVGAKfQAUVXu2uVtmNpHHJPxtWRiqnnnJAParFABRRRQAUUUUAFFFFABRRRQBHFFHCmyKNUUkthRjknJNSUUUAMkkWKNpHOFUZJ9qVWDorKcqwyDTqKACmIWZcsu05PGafRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA3cfMC7TgjOe1OoooAjklEezKudzBRtUnH19BUlFFABRRRQAUUUUAFFFFAHG3q3J+LGmOLENbjTpQbjI4O7pjrXZVxtwrv8W7Nnj2pHpb7HL/AHiX5wPauyoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimAtvIIwoAwc9afQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBxvxPkjj8Fy+ZGH3XEKrnHykuMGuyrivijcC38HfMxVZLuCNsLkkGQV2tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBdxTT2zRwXBgkOMSBd2OfSp6KKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimhwXZBnK4J49adQAUUUUAFFFFABRRRQAUUUUAFFFFABTBIjOyBgWXG4A8jPTNPpoVQxYABj1PrQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAopioEzgnk5OTT6ACiiigAooooAKKKKACiiigAqMGXzyCq+Vt4Oec/SpKie4hjmjieRFklJCKTy2Bk4/CgCWiiigAooooAKKaiKgIUAAnP406gAooooA4bU5pYvjBoaGQ+VNp06hVUdQc8mu5rkL9PM+KekslwFaPT5i8QGSwLDGfSuvoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDjPifAJ/BcuYw/l3ELjLY24cc+/0rs64r4pSJH4Lfem7ddQKPmxgmQc+/wBK7WgAopjlguVAJyOpxxT6ACiiigAooooAKKKKACiiigAooooAKKKKACmYbeeRsxwMc5p9FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFRXDTJbSNborzBSURjgM2OAT2ogMrW8bToqSlQXVTkBscgHvQBLRVLUdVsdJSJ765jgWaQRIXOMsegq4DnpQAtFFFABRRRQAUUmQOtLQAUUUUAFFFISAMkgAetACK6uCVOcHB+tOpBjtjmloAKKKKACiiigAooooAKjE0RnMIkUyqNxTPIHripKhFtAty1yIkE7KFaQD5iB2zQBNRRRQAUUUUAFRPBFJNHM8atJHnYxHK5GDipaKACiiigAooooAKKKKACiiigDirvy4/i/p5WNjJJpkgZgvAAbjJrta465Mf/AAtqyChPM/suTcQfmxv4zXY0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRSZFAC0UUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFQ3MrQW0sqRNKyIWEadXIGcD3NAE1FVrC4kvLCC4lt5LaSRAzQyfeQnsferNAHE/FFoE8KQtPv2i/tiNnXPmDpXbVxfxLMn/CPWXlRebJ/aVrtTONx8wcV2lABRRRQAUUUUAFFFFABRRRQAUUUUAFFFNVArMRnLHJ5oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFM3fvAu08jOe1PoAKKKKACiiigBkkSSgCRFcA5G4ZwafRRQAUUUUAFFFFADWRXGGUEA55HenUUUAFFFFABUNzbxXdu8E6B4nG1lPcUTic+X5DovzjfvUnK9wPepqAGoioioowqgAD0FOoooAKKKKACiiigApqbgg3kFsckDAp1FABSZG7bkZ9KWm7V3bsDdjGaAHUUwuA4TByRnpxT6ACiiigAooooAKKKKACiiigAooooAKKKKAONvJNvxZ05XeIB9MkCDPzE7ua7KvP766g/4XdpVs1unnDTJSJSMk89B6V6BQAUUUUAFFFFABRRRQAUUUUAFFFFABUb+b5sezZs5356+2KkooAKKjhmiuE8yGRJEyRuRgRkdeRUlABTVVVLEKAWOTgdTTqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOO+JFxFaeHrSeaFplTUbU7F7/vBXY1xvxGZv7J0yGKZYp5dVtREzDPPmA9O9dlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU1gx27SBzzkdqdRQAUVFFcQz7/KlR9jFG2tnB9D71LQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA1m2lflJyccDpTqKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACimq6vnac4OD9adQAUUUUAFFFFABRRRQAUUUUAcLfBf+FyaUTdLu/syXEOcH73613VefXthDL8cdNuzI4kj0uQ7ccH5sV6DQAUUUUAFFFFABRRRQAUUUUAFFFMIbeCG+UDkY60APooooAjihjgTZFGqJknCjAyetOdQ6Mp6MMGnUUAV7a0itIYoYt4SIYUFyfzz1qxRRQAUUUUAFFFFABRSHgZpEbcgbBXIzg9RQA6iiigAooooAo6ZFqEUMo1K5inkMzmMxptCx5+Vfcgd6vUUUAFFFFABRRRQAUUUUAcJ8TZmjtdAjS48lpNYtwCVBHDZ5z06V3dcP8TI7GTStIF6isBqttsB6/fGcfhmu4oAKKKKACiiigAooooAKKKKACiikOcHHWgBaKjiEghQSsGkCjcQMAnvUlABRRRQAUUUUAFFFFABRRRmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkIyMUtFAFDS9IsdFgkhsIBDHLK0zgEnc7dSSav0UUAFFFFABRRRQAUUUUAFFFFABWV4i1G+0nQbu+07Tm1C6hXclsrYL88/pWrRQBU0y5mvdLtbq4t2tppYld4X6xsRkqfpVuiigAooooAKKKKACiiigCMCXzySV8raMDvmpKiWeJpnhWRDKgBZAw3KD0JFS0AFFFFABRRUMsCyyROzODG24BWIB4xz60ATUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBw1+Y3+MWkrIxd002Uxqqn5CW5JPuK7muPu/MX4racSSyNpkoAwPlO7rXYUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx3j8IkOjTOkrD+0oFby4w/BccHJ4Gcc9a7GuO+Iayvp2kxx3EsIfVbZWMY5ILjv2rsaACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACm7F8wPj5gMZ9qdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRTULFAWXa3cZzigB1FFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTX3BDsALds06gApjgsMKxU5HIp9FABRRRQBGsUaytKI1EjABmA5IHTJqSiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOLniC/F60l8wktpTgruzjD+nau0riLiaOT4xWcKqVki0t2dv7wLcD8K7egAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOL+IYuTDoBhYCIaxbecPVd3H64rtK4/4gWyTWuiSsWDQavbMuDwSXA5/OuwoAKKKKACiiigAooooAKKKKACiiigCterdtbMLKSKOfIwZVLLjPPAI7VYGcDPXvS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRTWdVxuIGTgZ7mnUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcdco4+LNi5xsOlyAcDrv9a7GuOuhJ/wALZ08iQ7P7MkypXj73Y12NABRRRQAUUxJElXcjBhnGRT6AGuu9Cu4rnupwadRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHI+Po1ey0di7Apq1qQAcA/vAOfWuuriPiKJjH4dMcQZBrNv5jY+4N3B/PArtXdY1LOwVR1JOAKAHUUnXmloAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKrRC7F5cGVojbHb5IUHcOPm3fjVmgAooooAKKKKACiiigAooooAKKKKACiiigAooooAam/B34znjHpTqKKACiiigAooqPEvnZ3L5WPu7fmz65z0/CgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjLOJlUJmMqcvnoeMDH5/lUlFFABRRRQAUUUUAFFFFABRRRQAUUUUAcXczg/F6xh6kaXIeDn+PuO3412lcXOP+LvWh3xH/AIlb/Ko+cfP39q7SgAqOVXeJljfy3IwGxnB9cVJRQAxEEahVAH0GOafULCf7RGUaPycHeCDuJ7YP51NQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBw3xHlnQeGkjLeW+tW4lwOMbsjP44rr9Q0+11Sxmsr2IS20y7ZEJIyPqOa5b4gz3EKeH1iVGjk1i3WXcAcDdxjPviuzoAjjjWGJIkGEQBVGc4AqSqOrT31rps02nWi3l2uNkDSbA3Izz24yatoWKKWG1iBkehoAfRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAJkZxkZ9Kp6ha3F1HCLe8e1aOVXYoAd6g8qc9jSxWmb+S6mjiMgGyJ1zkJ6Ht1q5QAUUUUAFFFFABRRRQAUUUUAFFFFABSHOOOtLRQBBaG5NrGbtY1nx84iztz7ZqeiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKa7qilmOAO9OoAKKKKACiiigAooooAwvEXimx8MHTzqAdYry4EAlGNkZwTlj2HFbaOsiB0YMrDIYHIIryG/+El7rnjm4l13Vrm68OZM0EDTndvJztI9BlufSvWLW1is4I4IBthjQIidlAGBigDj5Y8fGa3fch3aSwwByPn713FcJcOrfGm0SKMK66U5mc/xDdwBXd0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARiZTO0IzuVQx44wfepKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKp6beS31r50tnNaNvZRHN97AOAfx60AXKKKKAOF+JDuv/AAjKqoKtrVuGJGcDP6V3VcJ8R7lYrnwtCEkaWTWIdjL0XB5z+Fd3QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA12KoWClsdh1p1FFABRRRQAUUUUAFFFRyI7MhWQoFbLDGdw9KAJKKYsiO7orqzJwwB5H1p9ABRRRQAUUUUAFFQwzibzMJIuxyh3qRnHceo561NQAUUUUAFFFFABRRRQAVXWOcXkkjXG6FlAWLZjae5z3qxRQAU113DGSOQeKdRQAUUUUAFFFFABRRRQAVDbmcxn7QqB9x+4SRjPHX2qaigAoqOUyjZ5aqcsN244wO+KkoAKKKKACiiigAooooAKKKKACiio/NUTCL5txXd904x9elAElFFFABRRRQByXjV71JtAFraNco+pLHMqlgVRkYFuOwBPWupijWGJI0BCqMAE54qSigDgT/yXFP8AsEH/ANDrvq4V3jb40Rp5eJF0kneP4vn713VAEJlkFyUMJ8oJnzdwxn0x1qGw1Sx1OES2N3DcIcjMbg9OtXK5XUvAOj3uoHUrPztL1Egj7TYt5ZOeuR0P5UAdVRVE3MlnC7XS4t4ULPcF8/Ko6kY+vSpre9t7qyjvIJVe3kUOsg6EHvQBYopAc9KWgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqOKIRKVDO2WJy5yeT0+lK6h42QkgMCOOtAD6KrWNnHp9jDaRNI6RIFVpG3MQPUnrVmgDgfiYxWbwoVJB/tuDofrXfVw/xCERu/CvmoXX+2YuAwXnBwea7igAooooAKKKKACiiigAophcBlU5yc44p9ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEUdvDFLLLHEiSSkGRlUAsR0z61LRTWLArtUHnnnGBQA6iiigAooooAKKKKACiiigAooooAYWG8Lg5IJzjin0UUAFFFFABRRRQAU3Lb8YGzHXPOaSWQRRNIQzBRnCjJNKp3KDyMjPNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKAIre4iuoVmhbdG3Q4I/nUtIAAMAYpaACiiigAooooAKKKKACiiigDiJrYp8ZLa53AiTSmXHcYeu3rgnVh8bomJ+U6Qcc/7dd7QAUUUUANKhlKkAg8EHvQqqqhVAAHAAp1FABTEkSQEo6sAcEqc80+q1pY2thE0dpAkKM5kZUGAWPU/U0AWaKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDhviIkT3fhQTFwn9sxH5Bk5wcfhmu5rhfiNO9vc+FHjOCdahX8DkGu6oAKKKKACiiigAoopvz+Z22Y/HNADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ0tFADULFAWXaSORnOKdRRQAUUUUAFFFFABRRRQAUUUUAFFV55pY3hWOBpQ77XIIGwYPzGrFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwThf+F3RkNljpByMdPnrva4TzCvxr8sKpDaRkkjkYftXd0AFFFFABRRRQAUhGRilooAq6dYrp1jFapLLKsYIDytuY89zVqs67vL2DVrC2gsGmtZ9/n3AYAQ4Hy5HfJ4rRoAKKKQ8jA4oAWiobaOSKBUll81xnL7cZ59KmoAKKKM0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUARy+Z5T+Vt8zB27umfenjOBnrS0UAFFFFABRULmf7THtWMwbTvJJ3A8Yx7damoAKKKKAOG+IbrFfeE3kCsn9sxAqy5BJBwfwrua4zx0LZtS8Kpc4KnVkIB/vBTj9cV2dABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFMZwpUHPzHAwKfQAUUUUAFFFFAHBsUHxsQAZc6Qckjp8/au8rg2j/4vWkhZf+QSQFzyfnrvKACiiigAooooAKKKKACiiigAooooAazKiFmICgZJPanUUUAQ3U/2WznuCpYRRs+0dTgZxXhmkeL9f1bxc+t2+uQJayR+c2lyxyAeUn3gpxgsO+O9e81y+s+AfD+s+S8tp9mlhJKSWx8sgE5YccEHvQBu6bfR6nptvfQpIkU8YkQSDDYPTIq3XN6QNP8AClg2km6uTDb5aJrpwSwOTsjP8WAOnaptF8ZaB4gdY9O1OCWYwiYw7sMqn1Ht39KANe0e4kt1a6iSKbJyiPuAGeOcDtip6KKACiiigCvElwtzM0kyNC23ykCYKcc5Oec/hViiigAooooAKKKKACiiigAooooAKKKKACiiigDh/H8VnJqXhRr278pU1aMpGFyZGwcc44wa7iuK8dWkVxq/hN3gEzpqqbQzYx8p5/DrXa0AFFFFAEUVxDO0ixSo7RttcKwO0+h9DUtRRRhQW8tEdzl9vc/1pySxu7qrqzIcMAckH3oAfRRRQAUUUUAMLEMoCkg9T2FPoooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAjmkaOPcsbSHIG0detSUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUmQSQCMjrQAtFFFAFHUn1JEg/s2KCRjMomEzEYj7kY71eopqBggDtuPc4xQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAorPbV4F1tNJMc/nvEZQ/lny8A9N3TPtWhQAUUUUAFFFFABRRRQAUUUUAcCf+S4p/wBgg/8Aodd9XAn/AJLin/YIP/odd9QAUUUUAFFFFABRRRQAUUUUAFRyyGJAwjZ8sBhevJ61JRQAUUUUAFRzRCaCSJjgOpUn6ipKKAPPl0G40jw9pia1YSeILixvy1u8Z+eJGb5WOfvYB5rqn8M6JI5dtKtdxRoyRGAdrdRx2Na9FADURY0VEGFUYA9BTqz9Nh1GE3f9oXMU4a4ZrfYm3ZEein1I9a0KACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4X4hRXD6l4Se2mMbrq8eRuwCuDn9K7qvPPiWV/tfwcJHdY/7YjyEYZJwccd+a9DoAKKKKAG5bzMbflx1z3+lAUAkgAE9fenVDA8zh/OiEZDkKN2cjsaAJqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqtDf2txdT20MyvNbkCVB1TIyM0AWaKKKAMqxbWzrF8t8lmNOG37I8RbzD67wePyrVoqtd31rYRiS7uIoEY7Q0jBQT6c0ALBcGeSZPJlj8p9u5xgP7r6irFIGDAEHIPINLQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUU3b+83ZPTGM8UAOpD04paKAGqCEAY7mA5PrTqKZuHmbMHIGc44/OgB9FFFABRRRQAx9+PkxnI6+nen0UUAQm5gF0LUyp55TeI8/MVzjOPSpAihiwABPU+tRm2hN0LnyU88JsEm0bguc4z6VNQAUUUUAFFFFABRRRQAUUUUAFFFFADWdUGWIAyBz6mnUUUAFFFFABRRRQAUUUUAFFFFADXYIhY5wBk4p1FFABRRRQAUUUw79y7QNvck8igB9FFFAHAn/kuKf8AYIP/AKHXfVwJ/wCS4p/2CD/6HXfUAFFFFABVG2vp59Ru7Z7GaGKDbsnfG2XI52/Sr1FABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAEUs8UJQSyKm9gi5OMk9hUtNZVbG4A4ORn1p1ABRRRQAUUUUAcB8QbRJfEfgy4lgMsceqBSq/eBKnBx6A8mu/rg/GrAeNvBSc83znrx9w9q7ygAooooAjmlEMTSMGIXsoyfyqSiigAooooAKKaHUuyg8r1p1ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTBGiszBQGbqQOTT6KACiiigArM1jQtM1+3hg1S0juooZVmRX6Bx0NadFACBQoAAwAMACloooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQgMCD0PFLRQA1VCqFUYAGAKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAU0bt7Zxt4x6+9OooAKKKKACiiigAooooAKYgKg7mLcnk0+mo+9AwBGexHNADqKKKACiiigAooooAKKKKACiiigDgT/wAlxT/sEH/0Ou+rg38r/hdcW3d5n9kndnpjfxiu8oAKaFw7NuJB7HoKdRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADdy79uRuxnHfFOpMDOcc+tLQAUUUUAef8Aj4Sjxb4Kkt0LTDUSMEfLtKndk+uOlegVw/je6nh8S+D4Y7cyxyallmH8OENdxQAUUUUAFFFFABRRRQAUUUUANZFcAMM4II+op1FFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHByOp+NcSCNQV0kkuOp+eu8rh5Yo1+M1vIsgMjaSwZO6gPwa7igAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOH8b3Hk+J/Bw85sNqODCq5LfIefwruK4PxngeOfBRKlh9skHXGDsNd5QAUUUUAFFFFABRRRQAUUUUAFFIckHBwaRQQoDHJxycYzQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBrHapbBOBnA6mlByAcYpaKACiiigAooooAKazBVLMQABkk9qdSEAjBHFACI6yIHRgykZBByCKdSABQABgDtS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAcESv/AAu4Aglv7I4Oenz13tcKBB/wult5fzv7J+QAfKRv5zXdUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFIc4460tFAEFqtytuou3jebJ3NGpC9Tjg+2KnqOaaO3jMk0ixoMZZjgCpKACiiigAqC5eaO1le3hE0yqSkZbbuPYZ7VIC28grhRjBz1p9ADUJKAsMNjkZzinUUUAFFFFABRRRQAUUUUAcX4smmHjPwhAiq8bXUjOrHGMRnke4rtK4bxh5X/Cd+DPOLf8fUu3A/i8s4ruaACiiigAooooAKKKKACiiigAooooAKz7TUxdald2YtLqL7Nj99LEVjkz/cPetCigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOSVIygfOXbauATzUlFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFR+Snn+dj95t259qkooAKKKKACiiigAooooAKKKKACiiigAooooAKKjkljiKb2C722rnufSpKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOCK5+NwbcBjSOnc/PXe1wJ/5Lin/AGCD/wCh131ABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBDcW8N1CYriJJYyQSrDIyDkfqKmoqC7uBa2rzmOSTYM7Yxlj9BQBPRSA5UHGM0tABRRRQAUUUUAFFFFABRRRQAUUUUAcV4pCnx34Pzbmb9/NjH8H7s/N+FdrXD+LLs23j7wcPLLCSeZNwOMZjIruKAK0N7FNeXNqrL5sG3cu4E4YZBx27/lVmoVt4UnknWJFlkADuBywHTJqagAooooAKKKKACiiigAooooAKKKKAM6W11FtbguY9QCaesZWW18oEu3Zt3UfStGiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIvtEBGfOjwf9oUn2q3/wCfiL/vsV5BDpHhJdGElx4T1K1v/tbWdvpzXcu6WTqdp3Y245LdOKt6D4J8Jao+pJqPhG50x7BsSGW8d1Ybd2VIbnigD1UXNuTgTxH/AIGKDdW44M8Q/wCBivJ/Cfg3whqWjPrN7psFnbSzOLRxeyoWiBwC2X6nFbUfw++HN5ZHUEhhmtQSDOL6Qpkdt2/FAHfC5gJwJ4yfZxStPFH9+VF+rAV5zH4F+HS266pbNapZRg751vpMD0+YPgd6vQ+BPAviGFZ4V/tGNeFcahLKB+O846UAdt9qt/8An4i/77FH2q3/AOfiL/vsVx3/AAqLwT/0CG/8CZf/AIqhfhJ4KVgRpB455uJf/iqAOx+1W/8Az8Rf99il+0wYDGaPB6HcK40/CTwUzEnSDyc8XMv/AMVTz8KvB7wrC2mymJCSqG7l2gnrgbqAOu+1W/8Az8Rf99igXVuTgTxE/wC+K47/AIVF4J/6BDf+BMv/AMVT4PhV4OtbiK4h0lllicOh+0SHBByP4qAO0ooooAKKKKAEyKWmhVVmIABbqcdadQAUUUUAFFFFABRRRQAUUUUAIQD1FLRRQAUUVGFkEzsXBQgBVx0POTnv2/KgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA4E/8lxT/ALBB/wDQ676uBZ1b43ogC5XSDkjry/eu+oAKKKY7FI2YKWKgkKOp9hQA+ioLS4N1axztBLAXGTHKAGX2OKnoAQnAzSKwZAwBwRnkYNOooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAppdQwUkbj0HrTqTAznHIoAWiiigAooooAKKKKACiimMHIG0gHI6jPFAD6KKKAPO/Fk07fFnwZbRorJtnlYlScALj8OvWvRK4HxVIsfxN8Hb5vLDGdQFX5mJTgZ9K76gAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzNvCfitjbave36ajqWn6i1xbQSYUGArsKgqAAxGD0xmrWryeLtQ8L6yLizWB7+VbaztY8NJDGxwzOwyCcZNdfZ6/pV/DdTW99C0VrM0E0hbCo46jJ471eFzA1v9oE0Zgxu8wMNuPXPTFAHEeK/CAk8HaVp1hpceof2bNCwt3YAui/eAJ9a5PUfCclhpVtCYDZXOp66lzb2wAMNsAOj7flxgE4+lev2d9a6hB59pcRzxbiu+Nty5HXmqMPiDQ9QguGXULV4oJjBKZHCqsg6rz3oA8l1HS7SLSbzRbPTpYNSTWY5xcy7VtZZWJbJwcbAoOFPqO5rtPhpbwWcOqW62ey7acTXN0gTy53fJwhXjC9Mdq65p9KurF3M1pLaKfmbepQEep6VNZfYzaobEwm352mEgr+GOKALNFFFABRRRQAUVWg1C0ubie3guYpJoG2yxqwLIcZwR2qjqXijQtHuRbajqtrazFdwjlkAOPWgDXorFuvFvh+yht5rnV7SKO4TfCzyAb19R7Vatda0y9019Rtr6CWzQEtMrgquOuTQBoUVj6H4p0XxJ5/8AZGoRXRgbbIEzlfwPb3rYoAKKri9tjfGyE8f2oJ5hi3fNtzjOPSq+ra1puhWZu9UvIrWDON8jYyfQetAGhRWfYazp2p6Ump2d5DLZOu4Thvlx7+lGn63puq2cl3Y3sM0EbFXkVuFI659KANCiqNhq+nao0q2F9b3JiOHEUgbac45x9DSXes6ZYSCK71C2gkJChJJVDEnpx1oAv0UnXmloAKKKKACoYvP8yXzvL2bv3ewHOPf3onuYbYx+dIqea4RN38THt+lOkAGHIYleQFPWgCSiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOAIA+OSkAZOkHP/fdd/XAn/kuKf9gg/wDodd9QAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHn/imxS8+Kfg5vMRZYRcSYOSxULnGOmPevQK858XzyW3xZ8Fsjp+8E8TLj5sEcnPpXo1ABRRRQAUUUUAFFFVL+e6t7cPaWv2qXeoMfmBOCeTn2oAt0Ug6c0tABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAeef8ACKWWi/CGfS9VWCWRbWSed5TtD3BBYknucnj6Vyl093dfBLwrZWM0Wy5lt4Lks/AU9mI6D1r1/VdJ07WrUWmpW0dzBuDeW/TIqlH4X0C20u602LTreOzuDumhXhSfX26dqAOR0PxHeab4O8QQXNnawyaO7W0D2Y2xTtj5do9ckVL/AGFo3hn4WF9b0+G5MURu7hHXJedhk/jk4rprrwtol1pFrpnlKllbzpMsaP1ZTkZPU81p3ttY6lAbS8jhnjJBMb4IJByOKAOG8K+DLCL4cWdhqVvGsl1J9taAsY181vmVD6gDAx7VH8I2kig8RWU0HkS2+qSB4ozmGMkD5Yz6D+tdrrOiaXrtrFb6lCJYo3EkeHKFWHQggg1Lpelafo1r9m0+BIYs7mCnJZvUk8k+5oAv0UmR6ijI9RQAtFJkeopaAPlbVCsXxF1BdOn1KHUrnXREmGZEMJb5snuc/oK7rxxqWiap8So9D1+Wz07S7SFJbme4j+e6bGQgb+7Xs72VrJKsr20LSK24M0YJB9c+tU9T8O6NrUiSalplrdOn3WljBI/GgDyT4i3Oiajqfhrw5bQ2NtpN7B/yEWQfu4c/djJ6dK3/ABVb6TD8FL6Dwpsl0+FAAbfncFYb8nvxnNd7qHh7R9Wt4be/022uIYf9WkiAhfpVm20+zs7IWVtawxWoG0RKgC4+lAHl/gXWLPxH8SJL/Qo0j0yDR44Z9i7Q0pYEA+45FetVTsdLsdMjaOws4LZGOWEMYXJ98fU1coA+bfibdR6R8S9avLTU761vhYoYGVyAZWIG0f7OM/jXVeO/D15eeDvDN1eapaS32nxCZ7fUXAW6bGTn1NesX2iaXqb777T7e4bgbpIwTgHI5+tN1PQNI1qKKPUtOt7pIv8AViVAdv0oA8bk8atefDjRNVfSo9N0xNYjS8jthmN41OWOB0GcdetVrjWDcQfELWdDJbQZVgiHkrhWY4Dsv0XOfrXto0DSV0d9IXT7ddPdSrW4QBCD14pLDw/pOl6UdMs9PgisiMNAEyrcY5B69KAPLvCN9pt58YSPCxiXSY9HQXIiGFZs5X6kbv51W8S6qngjxfeXmtaBaapa6heqYr1pQ0kY4wu09NvavVtD8MaL4bjkj0jTobQSHc5jHLH3J5rKuvhv4TvdUOpXWkpPdtJ5hkkkZst64JxQB1EMiywRyJ9x1DL9CKkpqqqKFUAKBgAdqdkCgAopMj1FGR6igBrRq+Nyq205GRnB9aJAWjYAkEggEdRTsj1FGR6igChozTnTIhcifzVJUtOAHbBOCQK0K5nw1qUs2sa7pksd4RaXIZJrjGGVhnCkdhiulyPUUALRSZFGR60ALRRRQAUUUUAV1S4F67tKhtigCx7eQ2eTn8qsUUUAFNYEqQDg44PpTqKAGRq6xqsj72AALYxk+uKZE0zSyiVFVAw8sg5LDHf05qaigAooooAKKKKACiiigAooooAKKKKAOBP/ACXFP+wQf/Q676uAkSQfHGFhwh0g9R1+eu/oAKKKKACiiigAoNFNdFdcMMjINADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAarFiwKkYOOe9OoooAKKKKACiiigAooooAKKKKAPOvF1ncz/FjwZLGgeGMT7snoQM5x9Aa9FrzjxQ0o+Mfg7ytvMFzu3NjjAzj1Nej0AFFFFABRRRQAUUUUAFFFFABRRRQAwrl1bJ4zwDwafRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB57H8JtPCJ53iLxHLIpJD/2iw/p6VUHwZsGkkNx4k1+ZJT86teH5l7KfXFFFACy/BfSGjaKHXNeijxkJ9sJAcdG6dqbD8E9GR2nk1rXHuydwuBd4YHH0oooAS4+DNrOkkY8U+IBHuBiRrosI8fzq5F8JLCO32nxF4jMpXDSDUGGTjGcUUUAUh8HXG7PjXxGcjj/AEo8frSf8Kcl/wCh38Rf+BJ/xoooAVfg64DZ8a+IySOP9JPH613uiabdaVp8dpc6lLf+WoVZZVAfA9SOp96KKANOiiigBDkqcYB7U0t5cReQj5RliBRRQA4EEAjvS0UUAFFFFACHOOOtMiEgiXzmVpO5UYH5UUUASUUUUAFcP4l+H934k1E3UnivVrSMcRwWjCNEH4cn8aKKAMb/AIU5L/0O/iL/AMCT/jR/wpyX/od/EX/gSf8AGiigA/4U5L/0O/iL/wACT/jR/wAKcl/6HfxF/wCBJ/xoooAhi+C+2aWRfGHiFJHOHf7Ry+OnIP8AOpP+FOT78/8ACceIdmOn2g5z+dFFAEjfCS7aFID458QeQmWC+dzk+/X8KhPwi1VpFcePdbxGw8r5zwg7Hnk570UUATXvw18Uzho4fiJqawsu1g8QJ9+QRioE+GPjCNY1X4j3+Ixhf3Gf/ZufxoooAk/4Vv4z/wCikX3/AIDD/wCKo/4Vv4z/AOikX3/gMP8A4qiigA/4Vv4z/wCikX3/AIDD/wCKo/4Vv4z/AOikX3/gMP8A4qiigA/4Vv4z/wCikX3/AIDD/wCKo/4Vv4z/AOikX3/gMP8A4qiigA/4Vv4z/wCikX3/AIDD/wCKpZPh744W0kji+It0zH5l32wHPpnOQKKKAGR/Djxt5a+Z8R70Pj5gtuCAfbmpP+FdeNPL2f8ACx73Gc5+zDP/AKFRRQA3/hW/jP8A6KRff+Aw/wDiqevw88aJE8Y+I14Q+Mk2qkjHoc8UUUAOk+H/AI1kgjhPxGuwI84ItFBOfU55qOfwL8QYY82XxAaRycET2wAA9iM0UUAMh8F/Ev8Asya3l8eRByMRlbcEn6sRkfhmhfCPxRg2GHxxaufLVWElsMAjPT5efrRRQBNH4V+J05MV344tY4WUgtDaAuPpwP50kHhX4orcDzPG9mISQCRaBmAHoCMZ/GiigBz/AA/8ZTa0mqyeOz9qiiMMbiwXGw9QRnHWp7jwr8Ro40W08dwyHOG86wVePqM5NFFADZvCvxIihxa+OoJGB486xUcfUZ5zVQeFviuEZf8AhNbD5s9bbnn/AIDRRQAq+GfiuAFHjTT+PW2H/wATTv8AhGvix/0Omnf+Ao/+JoooAP8AhGvix/0Omnf+Ao/+Jpg8MfFdWZv+E00/5vW2H/xNFFAAnhf4rou0eNbA/W2B/wDZakTw78VkznxhpjdOtr/9jRRQBHf23xM0jS3kuvFGj+WWwZzaMXTJwMADH6URWPxghjgb+1tDnOSjCSMjIzwxwBz7DFFFAD5Y/jEjHy7jw44BIztccdjTNvxm/wCenhz8noooAUj4ybFw3hsEdT8/NJt+M39/w5/4/RRQAksvxkWKZ1i8PEr91QzZOB2ycc++Kitbv4y/bYlmtdBMRQO5LYH+7wSc/QYoooAtMfjD5ikDw4FycrufnmkEnxhggnaSLw7M+z5ArMCD/I/jRRQBZhvPivJCrtp/h9CyfdaZ8qcd8ZFZsuq/GGKVlGk6LIoI5WUYOOo5bPP6UUUATv4j+KyNgeFtJbjOReD/AOKpv/CS/Ff/AKFTSv8AwMX/AOKoooAaviT4sBmz4W0o5PA+1rx/49Tv+El+K/8A0Kmlf+Bi/wDxVFFAB/wkvxX/AOhU0r/wMX/4qj/hJfiv/wBCppX/AIGL/wDFUUUAH/CS/Ff/AKFTSv8AwMX/AOKpz+Jvipu+TwnpYGOhvVPP/fVFFAEZ8U/FRJIw/hTSyHbAAvF5/wDHqvL4p+Iwkm3+DLIoR+6A1FAVPue/6UUUAU7Xxr8RDqL2c3hCxeWONXYJfovBPqSaNL8f+OdUNy1v4NtWSOUKB/aCKVHcHPU+9FFACXnxN8VWBmE/gqMeS4R8akhwSM+lWT4+8ZAQE+CIsTJvT/iZx9PyoooAyNQ1bxfq2vabrr+CrbbpLSjadQjLMxXHB7Adakm+LviKCeSF/Bib42KtjUU6j8KKKAGf8Lj8Qf8AQmL/AODBP8KX/hcWveWT/wAIaN+en9oJjH5UUUAD/GLXs/J4OBX1a/Qf0pB8Y9f3Dd4NUDvjUE/woooAD8Ytf3Hb4NBXPBOoJyPyq0/xg1EW8RTwlOZiR5iteRhQO+DnJ/IUUUANm+MGpiceR4RlaHHLPeRhs/QE/wA6if4xa0JHC+Djs/gJv48n6+lFFAEi/GPUI7RpLnwlMrruJCXkZXpxz1/Snw/GeV5lgfwvdiYRh5FW5iIH0JPI60UUASXXxnWyt5Li48M3yxRjLHz4jj8mqjbfH/T7sIYPD9+waTyx+8jGWxnHJoooAYv7QmmNdi1Gg3/nF9m3zI+vpnNF1+0JpdlcyW9xoN+ksZww8yM4/I0UUAK/7QWmpZx3baBfiCRiit5kfJHtnNRp+0XoTRuX0bUFYAbRlDuP58UUUAN/4aO0b/oB3/8A32n+NH/DR2jf9AO//wC+0/xoooAng/aJ8Osx87TNQjGzIOFbLenX9ant/wBoXwrJGTNaalE+fuiNW/XdRRQAf8NDeE90YNrqIUg7z5S/Kew681L/AMNB+Dv+eWpf9+B/8VRRQA1f2hPCBZswakADgHyRz/49Tv8AhoPwd/zy1L/vwP8A4qiigA/4aD8G/wDPLUv+/A/+Ko/4aD8Hf88tS/78D/4qiigA/wCGg/Bv/PLUv+/A/wDiqP8AhoPwd/zy1L/vwP8A4qiigA/4aD8Hf88tS/78D/4qnp+0B4NYcrqK/MBzbjv34NFFAE9t8dvBNwxD3F3DgZzJbMc+3y5qxJ8b/AyRlxqM74HQWsmT+YoooAVfjb4GZQf7SnBI6G1k4/StbS/iV4W1iJ5bS/dlQ4bdbyD+lFFAGh/wmeg/8/p/78v/AIUUUUAf/9k="
ffkf0099
2
{"lines_data": [{"Word": "SUPPORTING DOCUMENTATION FOR RECEIVING A PERMIT FOR G-13 FOR. WEST. GERMANY", "Confidence": 0.93464, "X1": 0.151, "Y1": 0.07398, "X2": 0.761, "Y2": 0.07378, "X3": 0.761, "Y3": 0.0973, "X4": 0.151, "Y4": 0.10652, "page": 0}, {"Word": "Evaluation", "Confidence": 0.994, "X1": 0.492, "Y1": 0.15567, "X2": 0.58, "Y2": 0.15547, "X3": 0.58, "Y3": 0.17635, "X4": 0.492, "Y4": 0.17635, "page": 0}, {"Word": "Remarks", "Confidence": 0.963, "X1": 0.807, "Y1": 0.15172, "X2": 0.867, "Y2": 0.15152, "X3": 0.867, "Y3": 0.17108, "X4": 0.807, "Y4": 0.16976, "page": 0}, {"Word": "Type of Supporting Data", "Confidence": 0.99225, "X1": 0.05, "Y1": 0.15699, "X2": 0.248, "Y2": 0.15679, "X3": 0.248, "Y3": 0.18294, "X4": 0.05, "Y4": 0.18821, "page": 0}, {"Word": "The following should be avail", "Confidence": 0.9966, "X1": 0.761, "Y1": 0.20969, "X2": 0.998, "Y2": 0.20949, "X3": 0.999, "Y3": 0.23168, "X4": 0.761, "Y4": 0.23564, "page": 0}, {"Word": "6.1", "Confidence": 0.998, "X1": 0.0, "Y1": 0.22681, "X2": 0.022, "Y2": 0.22661, "X3": 0.023, "Y3": 0.24749, "X4": 0.0, "Y4": 0.24618, "page": 0}, {"Word": "Acute Toxicity.", "Confidence": 0.994, "X1": 0.111, "Y1": 0.22418, "X2": 0.239, "Y2": 0.22398, "X3": 0.239, "Y3": 0.24618, "X4": 0.111, "Y4": 0.24749, "page": 0}, {"Word": "Incomplete,in part only)", "Confidence": 0.48033, "X1": 0.455, "Y1": 0.21759, "X2": 0.665, "Y2": 0.21739, "X3": 0.665, "Y3": 0.23959, "X4": 0.455, "Y4": 0.24091, "page": 0}, {"Word": "inhalation toxicity in at lea", "Confidence": 0.8786, "X1": 0.766, "Y1": 0.2334, "X2": 0.998, "Y2": 0.2332, "X3": 0.999, "Y3": 0.25276, "X4": 0.766, "Y4": 0.25672, "page": 0}, {"Word": "literature availabley", "Confidence": 0.843, "X1": 0.455, "Y1": 0.23735, "X2": 0.635, "Y2": 0.23715, "X3": 0.635, "Y3": 0.25803, "X4": 0.455, "Y4": 0.2633, "page": 0}, {"Word": "3 animal species (for example", "Confidence": 0.926, "X1": 0.764, "Y1": 0.2558, "X2": 0.998, "Y2": 0.2556, "X3": 0.999, "Y3": 0.2778, "X4": 0.765, "Y4": 0.28043, "page": 0}, {"Word": "mouse, rat, dog, or ape).", "Confidence": 0.992, "X1": 0.763, "Y1": 0.2782, "X2": 0.971, "Y2": 0.278, "X3": 0.971, "Y3": 0.29756, "X4": 0.763, "Y4": 0.30151, "page": 0}, {"Word": "Literature is available;", "Confidence": 0.94533, "X1": 0.455, "Y1": 0.32431, "X2": 0.652, "Y2": 0.32411, "X3": 0.652, "Y3": 0.34499, "X4": 0.455, "Y4": 0.34763, "page": 0}, {"Word": "Inhalation toxicity, testing", "Confidence": 0.98933, "X1": 0.765, "Y1": 0.32036, "X2": 0.994, "Y2": 0.32016, "X3": 0.995, "Y3": 0.34104, "X4": 0.765, "Y4": 0.34236, "page": 0}, {"Word": "6.2", "Confidence": 0.998, "X1": 0.0, "Y1": 0.33485, "X2": 0.029, "Y2": 0.33465, "X3": 0.029, "Y3": 0.35685, "X4": 0.0, "Y4": 0.35553, "page": 0}, {"Word": "Subacute toxicity.", "Confidence": 0.83, "X1": 0.113, "Y1": 0.32958, "X2": 0.261, "Y2": 0.32938, "X3": 0.261, "Y3": 0.35421, "X4": 0.113, "Y4": 0.35421, "page": 0}, {"Word": "detailed data are, however,", "Confidence": 0.99075, "X1": 0.457, "Y1": 0.34803, "X2": 0.677, "Y2": 0.34783, "X3": 0.677, "Y3": 0.36739, "X4": 0.457, "Y4": 0.36871, "page": 0}, {"Word": "3 months, two animal species", "Confidence": 0.924, "X1": 0.765, "Y1": 0.34144, "X2": 0.996, "Y2": 0.34124, "X3": 0.996, "Y3": 0.3608, "X4": 0.765, "Y4": 0.36344, "page": 0}, {"Word": "(one rodent and one non-roden", "Confidence": 0.9488, "X1": 0.765, "Y1": 0.36252, "X2": 0.997, "Y2": 0.36232, "X3": 0.997, "Y3": 0.3832, "X4": 0.766, "Y4": 0.38583, "page": 0}, {"Word": "lacking.", "Confidence": 0.992, "X1": 0.457, "Y1": 0.36911, "X2": 0.525, "Y2": 0.36891, "X3": 0.525, "Y3": 0.38979, "X4": 0.457, "Y4": 0.3911, "page": 0}, {"Word": "species).", "Confidence": 0.902, "X1": 0.772, "Y1": 0.38755, "X2": 0.846, "Y2": 0.38735, "X3": 0.847, "Y3": 0.40691, "X4": 0.772, "Y4": 0.40823, "page": 0}, {"Word": "Inhalation toxicity, testing", "Confidence": 0.971, "X1": 0.765, "Y1": 0.42839, "X2": 0.993, "Y2": 0.42819, "X3": 0.993, "Y3": 0.44908, "X4": 0.765, "Y4": 0.45039, "page": 0}, {"Word": "6.3", "Confidence": 0.998, "X1": 0.0, "Y1": 0.43894, "X2": 0.028, "Y2": 0.43874, "X3": 0.028, "Y3": 0.46225, "X4": 0.0, "Y4": 0.46357, "page": 0}, {"Word": "\"Chronic Toxicity.", "Confidence": 0.814, "X1": 0.1, "Y1": 0.43762, "X2": 0.252, "Y2": 0.43742, "X3": 0.252, "Y3": 0.46093, "X4": 0.1, "Y4": 0.45962, "page": 0}, {"Word": "Lacking.", "Confidence": 0.981, "X1": 0.456, "Y1": 0.43367, "X2": 0.523, "Y2": 0.43347, "X3": 0.522, "Y3": 0.4583, "X4": 0.456, "Y4": 0.45698, "page": 0}, {"Word": "12 respectively 18 months ,,", "Confidence": 0.9512, "X1": 0.765, "Y1": 0.44948, "X2": 0.988, "Y2": 0.44928, "X3": 0.988, "Y3": 0.46884, "X4": 0.765, "Y4": 0.47279, "page": 0}, {"Word": "animal species (one rodent an", "Confidence": 0.7882, "X1": 0.765, "Y1": 0.47187, "X2": 0.998, "Y2": 0.47167, "X3": 0.999, "Y3": 0.48992, "X4": 0.765, "Y4": 0.49255, "page": 0}, {"Word": "one non-rodent species).", "Confidence": 0.864, "X1": 0.765, "Y1": 0.49295, "X2": 0.961, "Y2": 0.49275, "X3": 0.961, "Y3": 0.51232, "X4": 0.765, "Y4": 0.51627, "page": 0}, {"Word": "Effect on normal and damaged", "Confidence": 0.992, "X1": 0.765, "Y1": 0.53248, "X2": 0.994, "Y2": 0.53228, "X3": 0.994, "Y3": 0.55448, "X4": 0.765, "Y4": 0.55711, "page": 0}, {"Word": "6.4", "Confidence": 0.906, "X1": 0.0, "Y1": 0.54697, "X2": 0.022, "Y2": 0.54677, "X3": 0.022, "Y3": 0.56502, "X4": 0.0, "Y4": 0.56502, "page": 0}, {"Word": "Local tolerance (chronie)", "Confidence": 0.948, "X1": 0.111, "Y1": 0.53907, "X2": 0.32, "Y2": 0.53887, "X3": 0.32, "Y3": 0.56765, "X4": 0.111, "Y4": 0.57029, "page": 0}, {"Word": "Lacking.", "Confidence": 0.991, "X1": 0.455, "Y1": 0.54038, "X2": 0.522, "Y2": 0.54018, "X3": 0.522, "Y3": 0.56238, "X4": 0.455, "Y4": 0.56106, "page": 0}, {"Word": "skin and on mucosa.", "Confidence": 0.99325, "X1": 0.765, "Y1": 0.55883, "X2": 0.92, "Y2": 0.55863, "X3": 0.92, "Y3": 0.57819, "X4": 0.765, "Y4": 0.57688, "page": 0}, {"Word": "Effect on the ciliary epithelium of the", "Confidence": 0.87343, "X1": 0.112, "Y1": 0.60231, "X2": 0.437, "Y2": 0.60211, "X3": 0.437, "Y3": 0.62694, "X4": 0.112, "Y4": 0.63089, "page": 0}, {"Word": "Data and literature are", "Confidence": 0.95325, "X1": 0.454, "Y1": 0.60099, "X2": 0.651, "Y2": 0.60079, "X3": 0.651, "Y3": 0.62167, "X4": 0.454, "Y4": 0.62431, "page": 0}, {"Word": "6.4.1.", "Confidence": 0.98, "X1": 0.0, "Y1": 0.61021, "X2": 0.046, "Y2": 0.61001, "X3": 0.047, "Y3": 0.62958, "X4": 0.0, "Y4": 0.62826, "page": 0}, {"Word": "available: they must be made", "Confidence": 0.9842, "X1": 0.457, "Y1": 0.62339, "X2": 0.688, "Y2": 0.62319, "X3": 0.688, "Y3": 0.64275, "X4": 0.457, "Y4": 0.64539, "page": 0}, {"Word": "bronchial tract.", "Confidence": 0.815, "X1": 0.111, "Y1": 0.62866, "X2": 0.245, "Y2": 0.62846, "X3": 0.245, "Y3": 0.65066, "X4": 0.111, "Y4": 0.65066, "page": 0}, {"Word": "complete.", "Confidence": 0.993, "X1": 0.456, "Y1": 0.6471, "X2": 0.531, "Y2": 0.6469, "X3": 0.531, "Y3": 0.66647, "X4": 0.456, "Y4": 0.66778, "page": 0}, {"Word": "6.4.2.", "Confidence": 0.988, "X1": 0.0, "Y1": 0.70507, "X2": 0.047, "Y2": 0.70487, "X3": 0.047, "Y3": 0.72576, "X4": 0.0, "Y4": 0.72576, "page": 0}, {"Word": "Effect on alveolar-macrophages.", "Confidence": 0.989, "X1": 0.108, "Y1": 0.6998, "X2": 0.366, "Y2": 0.6996, "X3": 0.367, "Y3": 0.72444, "X4": 0.108, "Y4": 0.72707, "page": 0}, {"Word": "Sufficient data.", "Confidence": 0.995, "X1": 0.456, "Y1": 0.69717, "X2": 0.589, "Y2": 0.69697, "X3": 0.589, "Y3": 0.71917, "X4": 0.456, "Y4": 0.71917, "page": 0}, {"Word": "Pregnancy high toxic data on", "Confidence": 0.9926, "X1": 0.764, "Y1": 0.73406, "X2": 0.996, "Y2": 0.73386, "X3": 0.996, "Y3": 0.75606, "X4": 0.764, "Y4": 0.76001, "page": 0}, {"Word": "Teratology", "Confidence": 0.993, "X1": 0.112, "Y1": 0.74724, "X2": 0.199, "Y2": 0.74704, "X3": 0.199, "Y3": 0.76792, "X4": 0.112, "Y4": 0.76792, "page": 0}, {"Word": "Literature available; detailed", "Confidence": 0.96467, "X1": 0.456, "Y1": 0.7367, "X2": 0.706, "Y2": 0.7365, "X3": 0.706, "Y3": 0.75869, "X4": 0.456, "Y4": 0.76133, "page": 0}, {"Word": "6.5 .", "Confidence": 0.9615, "X1": 0.0, "Y1": 0.75119, "X2": 0.047, "Y2": 0.75099, "X3": 0.047, "Y3": 0.7745, "X4": 0.0, "Y4": 0.76923, "page": 0}, {"Word": "rats, mice, and rabbits shoul", "Confidence": 0.8878, "X1": 0.765, "Y1": 0.75514, "X2": 0.997, "Y2": 0.75494, "X3": 0.997, "Y3": 0.77714, "X4": 0.765, "Y4": 0.78109, "page": 0}, {"Word": "data ,. however, are lacking.", "Confidence": 0.9118, "X1": 0.456, "Y1": 0.76041, "X2": 0.676, "Y2": 0.76021, "X3": 0.676, "Y3": 0.78241, "X4": 0.456, "Y4": 0.78504, "page": 0}, {"Word": "be available.", "Confidence": 0.9915, "X1": 0.766, "Y1": 0.77886, "X2": 0.871, "Y2": 0.77866, "X3": 0.871, "Y3": 0.79954, "X4": 0.766, "Y4": 0.80085, "page": 0}, {"Word": "Three generation experiments", "Confidence": 0.87733, "X1": 0.765, "Y1": 0.82102, "X2": 0.995, "Y2": 0.82082, "X3": 0.995, "Y3": 0.84038, "X4": 0.765, "Y4": 0.84301, "page": 0}, {"Word": "6.6", "Confidence": 0.996, "X1": 0.0, "Y1": 0.83419, "X2": 0.023, "Y2": 0.83399, "X3": 0.023, "Y3": 0.85487, "X4": 0.0, "Y4": 0.85355, "page": 0}, {"Word": "Fertility and breeding performance.", "Confidence": 0.96175, "X1": 0.112, "Y1": 0.8276, "X2": 0.4, "Y2": 0.8274, "X3": 0.401, "Y3": 0.8496, "X4": 0.112, "Y4": 0.85355, "page": 0}, {"Word": "Lacking", "Confidence": 0.996, "X1": 0.455, "Y1": 0.82629, "X2": 0.517, "Y2": 0.82609, "X3": 0.517, "Y3": 0.84828, "X4": 0.455, "Y4": 0.84828, "page": 0}, {"Word": "(inhalation toxicity) in rats", "Confidence": 0.93675, "X1": 0.77, "Y1": 0.8421, "X2": 0.997, "Y2": 0.8419, "X3": 0.997, "Y3": 0.8641, "X4": 0.77, "Y4": 0.86673, "page": 0}, {"Word": "6.7", "Confidence": 0.998, "X1": 0.0, "Y1": 0.87899, "X2": 0.027, "Y2": 0.87879, "X3": 0.027, "Y3": 0.89967, "X4": 0.0, "Y4": 0.89967, "page": 0}, {"Word": "Evaluation of potential carcinogenic", "Confidence": 0.99275, "X1": 0.112, "Y1": 0.87767, "X2": 0.413, "Y2": 0.87747, "X3": 0.413, "Y3": 0.89967, "X4": 0.112, "Y4": 0.89967, "page": 0}, {"Word": "There should be an inhalation", "Confidence": 0.9378, "X1": 0.765, "Y1": 0.89743, "X2": 0.997, "Y2": 0.89723, "X3": 0.997, "Y3": 0.9168, "X4": 0.765, "Y4": 0.91811, "page": 0}, {"Word": "properties.", "Confidence": 0.991, "X1": 0.113, "Y1": 0.90007, "X2": 0.211, "Y2": 0.89987, "X3": 0.211, "Y3": 0.92075, "X4": 0.113, "Y4": 0.92338, "page": 0}, {"Word": "Incomplete.", "Confidence": 0.679, "X1": 0.456, "Y1": 0.89875, "X2": 0.546, "Y2": 0.89855, "X3": 0.546, "Y3": 0.91811, "X4": 0.456, "Y4": 0.91811, "page": 0}, {"Word": "study (with cage control) in", "Confidence": 0.9954, "X1": 0.766, "Y1": 0.91851, "X2": 0.996, "Y2": 0.91831, "X3": 0.996, "Y3": 0.94051, "X4": 0.766, "Y4": 0.94183, "page": 0}, {"Word": "50054 0223", "Confidence": 0.9925, "X1": 0.105, "Y1": 0.98834, "X2": 0.005, "Y2": 0.98814, "X3": 0.004, "Y3": 0.96554, "X4": 0.104, "Y4": 0.95632, "page": 0}, {"Word": "Golden Hamsters (skin paintin", "Confidence": 0.885, "X1": 0.765, "Y1": 0.94091, "X2": 0.999, "Y2": 0.94071, "X3": 0.999, "Y3": 0.96159, "X4": 0.765, "Y4": 0.96159, "page": 0}, {"Word": "may not be sufficient).", "Confidence": 0.893, "X1": 0.764, "Y1": 0.96463, "X2": 0.95, "Y2": 0.96443, "X3": 0.95, "Y3": 0.98794, "X4": 0.764, "Y4": 0.98399, "page": 0}], "words_data": [{"Word": "SUPPORTING", "Confidence": 0.993, "X1": 0.151, "Y1": 0.08452, "X2": 0.237, "Y2": 0.08432, "X3": 0.237, "Y3": 0.10652, "X4": 0.151, "Y4": 0.10784, "page": 0, "Index": 0}, {"Word": "DOCUMENTATION", "Confidence": 0.982, "X1": 0.242, "Y1": 0.08189, "X2": 0.354, "Y2": 0.08169, "X3": 0.353, "Y3": 0.10388, "X4": 0.242, "Y4": 0.10652, "page": 0, "Index": 1}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.36, "Y1": 0.08057, "X2": 0.387, "Y2": 0.08037, "X3": 0.387, "Y3": 0.10388, "X4": 0.359, "Y4": 0.10388, "page": 0, "Index": 2}, {"Word": "RECEIVING", "Confidence": 0.991, "X1": 0.392, "Y1": 0.07925, "X2": 0.471, "Y2": 0.07905, "X3": 0.471, "Y3": 0.10257, "X4": 0.392, "Y4": 0.10388, "page": 0, "Index": 3}, {"Word": "A", "Confidence": 0.981, "X1": 0.475, "Y1": 0.07925, "X2": 0.485, "Y2": 0.07905, "X3": 0.485, "Y3": 0.10257, "X4": 0.475, "Y4": 0.10257, "page": 0, "Index": 4}, {"Word": "PERMIT", "Confidence": 0.848, "X1": 0.492, "Y1": 0.07793, "X2": 0.544, "Y2": 0.07773, "X3": 0.544, "Y3": 0.10125, "X4": 0.492, "Y4": 0.10257, "page": 0, "Index": 5}, {"Word": "FOR", "Confidence": 0.998, "X1": 0.55, "Y1": 0.07793, "X2": 0.577, "Y2": 0.07773, "X3": 0.577, "Y3": 0.10125, "X4": 0.55, "Y4": 0.10125, "page": 0, "Index": 6}, {"Word": "G-13", "Confidence": 0.984, "X1": 0.582, "Y1": 0.07662, "X2": 0.62, "Y2": 0.07642, "X3": 0.62, "Y3": 0.09993, "X4": 0.582, "Y4": 0.10125, "page": 0, "Index": 7}, {"Word": "FOR.", "Confidence": 0.803, "X1": 0.625, "Y1": 0.07662, "X2": 0.654, "Y2": 0.07642, "X3": 0.654, "Y3": 0.09993, "X4": 0.625, "Y4": 0.09993, "page": 0, "Index": 8}, {"Word": "WEST.", "Confidence": 0.712, "X1": 0.657, "Y1": 0.07662, "X2": 0.695, "Y2": 0.07642, "X3": 0.695, "Y3": 0.09861, "X4": 0.657, "Y4": 0.09993, "page": 0, "Index": 9}, {"Word": "GERMANY", "Confidence": 0.991, "X1": 0.699, "Y1": 0.0753, "X2": 0.761, "Y2": 0.0751, "X3": 0.761, "Y3": 0.09861, "X4": 0.699, "Y4": 0.09861, "page": 0, "Index": 10}, {"Word": "Evaluation", "Confidence": 0.994, "X1": 0.493, "Y1": 0.15567, "X2": 0.577, "Y2": 0.15547, "X3": 0.577, "Y3": 0.17635, "X4": 0.493, "Y4": 0.17635, "page": 0, "Index": 11}, {"Word": "Remarks", "Confidence": 0.963, "X1": 0.808, "Y1": 0.15172, "X2": 0.865, "Y2": 0.15152, "X3": 0.865, "Y3": 0.1724, "X4": 0.808, "Y4": 0.17108, "page": 0, "Index": 12}, {"Word": "of", "Confidence": 0.998, "X1": 0.092, "Y1": 0.16094, "X2": 0.112, "Y2": 0.16074, "X3": 0.112, "Y3": 0.18689, "X4": 0.092, "Y4": 0.18689, "page": 0, "Index": 13}, {"Word": "Supporting", "Confidence": 0.995, "X1": 0.118, "Y1": 0.1583, "X2": 0.205, "Y2": 0.1581, "X3": 0.204, "Y3": 0.18425, "X4": 0.118, "Y4": 0.18689, "page": 0, "Index": 14}, {"Word": "Data", "Confidence": 0.988, "X1": 0.209, "Y1": 0.1583, "X2": 0.248, "Y2": 0.1581, "X3": 0.247, "Y3": 0.18294, "X4": 0.208, "Y4": 0.18425, "page": 0, "Index": 15}, {"Word": "Type", "Confidence": 0.988, "X1": 0.051, "Y1": 0.16094, "X2": 0.088, "Y2": 0.16074, "X3": 0.088, "Y3": 0.18821, "X4": 0.051, "Y4": 0.18952, "page": 0, "Index": 16}, {"Word": "The", "Confidence": 0.996, "X1": 0.763, "Y1": 0.21496, "X2": 0.79, "Y2": 0.21476, "X3": 0.789, "Y3": 0.23564, "X4": 0.762, "Y4": 0.23695, "page": 0, "Index": 17}, {"Word": "following", "Confidence": 0.995, "X1": 0.797, "Y1": 0.21496, "X2": 0.871, "Y2": 0.21476, "X3": 0.87, "Y3": 0.23432, "X4": 0.796, "Y4": 0.23564, "page": 0, "Index": 18}, {"Word": "should", "Confidence": 0.997, "X1": 0.877, "Y1": 0.21364, "X2": 0.927, "Y2": 0.21344, "X3": 0.927, "Y3": 0.233, "X4": 0.877, "Y4": 0.23432, "page": 0, "Index": 19}, {"Word": "be", "Confidence": 0.998, "X1": 0.933, "Y1": 0.21232, "X2": 0.951, "Y2": 0.21212, "X3": 0.951, "Y3": 0.233, "X4": 0.933, "Y4": 0.233, "page": 0, "Index": 20}, {"Word": "avail", "Confidence": 0.997, "X1": 0.959, "Y1": 0.211, "X2": 0.999, "Y2": 0.2108, "X3": 0.999, "Y3": 0.233, "X4": 0.959, "Y4": 0.233, "page": 0, "Index": 21}, {"Word": "6.1", "Confidence": 0.998, "X1": 0.0, "Y1": 0.22681, "X2": 0.022, "Y2": 0.22661, "X3": 0.022, "Y3": 0.24749, "X4": 0.0, "Y4": 0.24618, "page": 0, "Index": 22}, {"Word": "Acute", "Confidence": 0.994, "X1": 0.111, "Y1": 0.2255, "X2": 0.153, "Y2": 0.2253, "X3": 0.153, "Y3": 0.24618, "X4": 0.111, "Y4": 0.24749, "page": 0, "Index": 23}, {"Word": "Toxicity.", "Confidence": 0.994, "X1": 0.158, "Y1": 0.22418, "X2": 0.236, "Y2": 0.22398, "X3": 0.236, "Y3": 0.24749, "X4": 0.158, "Y4": 0.24618, "page": 0, "Index": 24}, {"Word": "Incomplete,in", "Confidence": 0.184, "X1": 0.455, "Y1": 0.22023, "X2": 0.569, "Y2": 0.22003, "X3": 0.569, "Y3": 0.23959, "X4": 0.455, "Y4": 0.24091, "page": 0, "Index": 25}, {"Word": "part", "Confidence": 0.832, "X1": 0.577, "Y1": 0.21891, "X2": 0.612, "Y2": 0.21871, "X3": 0.612, "Y3": 0.24091, "X4": 0.577, "Y4": 0.23959, "page": 0, "Index": 26}, {"Word": "only)", "Confidence": 0.425, "X1": 0.618, "Y1": 0.21759, "X2": 0.665, "Y2": 0.21739, "X3": 0.665, "Y3": 0.24091, "X4": 0.618, "Y4": 0.24091, "page": 0, "Index": 27}, {"Word": "inhalation", "Confidence": 0.939, "X1": 0.766, "Y1": 0.23735, "X2": 0.846, "Y2": 0.23715, "X3": 0.846, "Y3": 0.25672, "X4": 0.766, "Y4": 0.25803, "page": 0, "Index": 28}, {"Word": "toxicity", "Confidence": 0.612, "X1": 0.853, "Y1": 0.23604, "X2": 0.92, "Y2": 0.23584, "X3": 0.92, "Y3": 0.2554, "X4": 0.853, "Y4": 0.25672, "page": 0, "Index": 29}, {"Word": "in", "Confidence": 0.998, "X1": 0.927, "Y1": 0.23604, "X2": 0.943, "Y2": 0.23584, "X3": 0.943, "Y3": 0.2554, "X4": 0.927, "Y4": 0.2554, "page": 0, "Index": 30}, {"Word": "at", "Confidence": 0.997, "X1": 0.951, "Y1": 0.23472, "X2": 0.968, "Y2": 0.23452, "X3": 0.968, "Y3": 0.25408, "X4": 0.951, "Y4": 0.2554, "page": 0, "Index": 31}, {"Word": "lea", "Confidence": 0.847, "X1": 0.975, "Y1": 0.2334, "X2": 0.999, "Y2": 0.2332, "X3": 0.999, "Y3": 0.25408, "X4": 0.975, "Y4": 0.25408, "page": 0, "Index": 32}, {"Word": "literature", "Confidence": 0.885, "X1": 0.456, "Y1": 0.24131, "X2": 0.537, "Y2": 0.24111, "X3": 0.537, "Y3": 0.26199, "X4": 0.456, "Y4": 0.2633, "page": 0, "Index": 33}, {"Word": "availabley", "Confidence": 0.801, "X1": 0.544, "Y1": 0.23867, "X2": 0.629, "Y2": 0.23847, "X3": 0.629, "Y3": 0.25803, "X4": 0.544, "Y4": 0.26067, "page": 0, "Index": 34}, {"Word": "species", "Confidence": 0.965, "X1": 0.836, "Y1": 0.25843, "X2": 0.894, "Y2": 0.25823, "X3": 0.895, "Y3": 0.2778, "X4": 0.837, "Y4": 0.27911, "page": 0, "Index": 35}, {"Word": "(for", "Confidence": 0.99, "X1": 0.902, "Y1": 0.25843, "X2": 0.936, "Y2": 0.25823, "X3": 0.936, "Y3": 0.2778, "X4": 0.902, "Y4": 0.2778, "page": 0, "Index": 36}, {"Word": "example", "Confidence": 0.798, "X1": 0.941, "Y1": 0.2558, "X2": 0.999, "Y2": 0.2556, "X3": 0.999, "Y3": 0.2778, "X4": 0.942, "Y4": 0.2778, "page": 0, "Index": 37}, {"Word": "3", "Confidence": 0.991, "X1": 0.765, "Y1": 0.25843, "X2": 0.775, "Y2": 0.25823, "X3": 0.775, "Y3": 0.28043, "X4": 0.766, "Y4": 0.28043, "page": 0, "Index": 38}, {"Word": "animal", "Confidence": 0.886, "X1": 0.779, "Y1": 0.25843, "X2": 0.83, "Y2": 0.25823, "X3": 0.83, "Y3": 0.27911, "X4": 0.78, "Y4": 0.28043, "page": 0, "Index": 39}, {"Word": "mouse,", "Confidence": 0.994, "X1": 0.764, "Y1": 0.28215, "X2": 0.815, "Y2": 0.28195, "X3": 0.815, "Y3": 0.30151, "X4": 0.764, "Y4": 0.30151, "page": 0, "Index": 40}, {"Word": "rat,", "Confidence": 0.991, "X1": 0.82, "Y1": 0.28083, "X2": 0.856, "Y2": 0.28063, "X3": 0.855, "Y3": 0.30151, "X4": 0.82, "Y4": 0.30151, "page": 0, "Index": 41}, {"Word": "dog,", "Confidence": 0.987, "X1": 0.861, "Y1": 0.28083, "X2": 0.896, "Y2": 0.28063, "X3": 0.896, "Y3": 0.3002, "X4": 0.86, "Y4": 0.30151, "page": 0, "Index": 42}, {"Word": "or", "Confidence": 0.997, "X1": 0.901, "Y1": 0.27951, "X2": 0.919, "Y2": 0.27931, "X3": 0.919, "Y3": 0.3002, "X4": 0.901, "Y4": 0.3002, "page": 0, "Index": 43}, {"Word": "ape).", "Confidence": 0.991, "X1": 0.926, "Y1": 0.27951, "X2": 0.969, "Y2": 0.27931, "X3": 0.968, "Y3": 0.29888, "X4": 0.926, "Y4": 0.3002, "page": 0, "Index": 44}, {"Word": "Literature", "Confidence": 0.847, "X1": 0.455, "Y1": 0.32695, "X2": 0.538, "Y2": 0.32675, "X3": 0.538, "Y3": 0.34631, "X4": 0.455, "Y4": 0.34894, "page": 0, "Index": 45}, {"Word": "is", "Confidence": 0.998, "X1": 0.545, "Y1": 0.32695, "X2": 0.562, "Y2": 0.32675, "X3": 0.562, "Y3": 0.34631, "X4": 0.545, "Y4": 0.34631, "page": 0, "Index": 46}, {"Word": "available;", "Confidence": 0.991, "X1": 0.569, "Y1": 0.32431, "X2": 0.652, "Y2": 0.32411, "X3": 0.652, "Y3": 0.34499, "X4": 0.569, "Y4": 0.34631, "page": 0, "Index": 47}, {"Word": "Inhalation", "Confidence": 0.982, "X1": 0.766, "Y1": 0.32299, "X2": 0.845, "Y2": 0.32279, "X3": 0.845, "Y3": 0.34367, "X4": 0.766, "Y4": 0.34236, "page": 0, "Index": 48}, {"Word": "toxicity,", "Confidence": 0.995, "X1": 0.853, "Y1": 0.32299, "X2": 0.929, "Y2": 0.32279, "X3": 0.929, "Y3": 0.34236, "X4": 0.854, "Y4": 0.34367, "page": 0, "Index": 49}, {"Word": "testing", "Confidence": 0.991, "X1": 0.933, "Y1": 0.32168, "X2": 0.992, "Y2": 0.32148, "X3": 0.991, "Y3": 0.34104, "X4": 0.933, "Y4": 0.34236, "page": 0, "Index": 50}, {"Word": "6.2", "Confidence": 0.998, "X1": 0.0, "Y1": 0.33485, "X2": 0.023, "Y2": 0.33465, "X3": 0.023, "Y3": 0.35685, "X4": 0.0, "Y4": 0.35553, "page": 0, "Index": 51}, {"Word": "Subacute", "Confidence": 0.669, "X1": 0.114, "Y1": 0.3309, "X2": 0.179, "Y2": 0.3307, "X3": 0.179, "Y3": 0.35421, "X4": 0.113, "Y4": 0.3529, "page": 0, "Index": 52}, {"Word": "toxicity.", "Confidence": 0.991, "X1": 0.184, "Y1": 0.3309, "X2": 0.261, "Y2": 0.3307, "X3": 0.261, "Y3": 0.35553, "X4": 0.184, "Y4": 0.35421, "page": 0, "Index": 53}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.457, "Y1": 0.34803, "X2": 0.521, "Y2": 0.34783, "X3": 0.521, "Y3": 0.36739, "X4": 0.457, "Y4": 0.36871, "page": 0, "Index": 54}, {"Word": "data", "Confidence": 0.987, "X1": 0.528, "Y1": 0.34803, "X2": 0.562, "Y2": 0.34783, "X3": 0.562, "Y3": 0.36739, "X4": 0.528, "Y4": 0.36739, "page": 0, "Index": 55}, {"Word": "are,", "Confidence": 0.989, "X1": 0.57, "Y1": 0.34803, "X2": 0.605, "Y2": 0.34783, "X3": 0.605, "Y3": 0.36739, "X4": 0.57, "Y4": 0.36739, "page": 0, "Index": 56}, {"Word": "3", "Confidence": 0.991, "X1": 0.766, "Y1": 0.34407, "X2": 0.775, "Y2": 0.34387, "X3": 0.775, "Y3": 0.36475, "X4": 0.766, "Y4": 0.36475, "page": 0, "Index": 57}, {"Word": "months,", "Confidence": 0.994, "X1": 0.779, "Y1": 0.34407, "X2": 0.839, "Y2": 0.34387, "X3": 0.839, "Y3": 0.36344, "X4": 0.779, "Y4": 0.36475, "page": 0, "Index": 58}, {"Word": "two", "Confidence": 0.998, "X1": 0.845, "Y1": 0.34407, "X2": 0.871, "Y2": 0.34387, "X3": 0.871, "Y3": 0.36344, "X4": 0.845, "Y4": 0.36344, "page": 0, "Index": 59}, {"Word": "animal", "Confidence": 0.991, "X1": 0.878, "Y1": 0.34407, "X2": 0.927, "Y2": 0.34387, "X3": 0.928, "Y3": 0.36212, "X4": 0.878, "Y4": 0.36344, "page": 0, "Index": 60}, {"Word": "species", "Confidence": 0.646, "X1": 0.933, "Y1": 0.34276, "X2": 0.991, "Y2": 0.34256, "X3": 0.992, "Y3": 0.3608, "X4": 0.934, "Y4": 0.36212, "page": 0, "Index": 61}, {"Word": "however,", "Confidence": 0.993, "X1": 0.609, "Y1": 0.34803, "X2": 0.677, "Y2": 0.34783, "X3": 0.677, "Y3": 0.36871, "X4": 0.609, "Y4": 0.36739, "page": 0, "Index": 62}, {"Word": "(one", "Confidence": 0.943, "X1": 0.766, "Y1": 0.36647, "X2": 0.797, "Y2": 0.36627, "X3": 0.797, "Y3": 0.38715, "X4": 0.767, "Y4": 0.38715, "page": 0, "Index": 63}, {"Word": "rodent", "Confidence": 0.997, "X1": 0.805, "Y1": 0.36647, "X2": 0.854, "Y2": 0.36627, "X3": 0.855, "Y3": 0.38583, "X4": 0.805, "Y4": 0.38583, "page": 0, "Index": 64}, {"Word": "and", "Confidence": 0.998, "X1": 0.861, "Y1": 0.36647, "X2": 0.886, "Y2": 0.36627, "X3": 0.887, "Y3": 0.38452, "X4": 0.862, "Y4": 0.38452, "page": 0, "Index": 65}, {"Word": "one", "Confidence": 0.998, "X1": 0.893, "Y1": 0.36515, "X2": 0.919, "Y2": 0.36495, "X3": 0.919, "Y3": 0.38452, "X4": 0.894, "Y4": 0.38452, "page": 0, "Index": 66}, {"Word": "non-roden", "Confidence": 0.808, "X1": 0.926, "Y1": 0.36384, "X2": 0.997, "Y2": 0.36364, "X3": 0.997, "Y3": 0.3832, "X4": 0.926, "Y4": 0.3832, "page": 0, "Index": 67}, {"Word": "lacking.", "Confidence": 0.992, "X1": 0.458, "Y1": 0.36911, "X2": 0.523, "Y2": 0.36891, "X3": 0.522, "Y3": 0.3911, "X4": 0.457, "Y4": 0.3911, "page": 0, "Index": 68}, {"Word": "species).", "Confidence": 0.902, "X1": 0.773, "Y1": 0.38755, "X2": 0.846, "Y2": 0.38735, "X3": 0.846, "Y3": 0.40823, "X4": 0.773, "Y4": 0.40823, "page": 0, "Index": 69}, {"Word": "Inhalation", "Confidence": 0.982, "X1": 0.765, "Y1": 0.42971, "X2": 0.846, "Y2": 0.42951, "X3": 0.846, "Y3": 0.44908, "X4": 0.765, "Y4": 0.45039, "page": 0, "Index": 70}, {"Word": "toxicity,", "Confidence": 0.995, "X1": 0.854, "Y1": 0.42971, "X2": 0.929, "Y2": 0.42951, "X3": 0.929, "Y3": 0.44908, "X4": 0.854, "Y4": 0.44908, "page": 0, "Index": 71}, {"Word": "testing", "Confidence": 0.936, "X1": 0.935, "Y1": 0.42839, "X2": 0.992, "Y2": 0.42819, "X3": 0.992, "Y3": 0.44908, "X4": 0.935, "Y4": 0.44908, "page": 0, "Index": 72}, {"Word": "6.3", "Confidence": 0.998, "X1": 0.0, "Y1": 0.43894, "X2": 0.024, "Y2": 0.43874, "X3": 0.025, "Y3": 0.46357, "X4": 0.0, "Y4": 0.46357, "page": 0, "Index": 73}, {"Word": "\"Chronic", "Confidence": 0.637, "X1": 0.101, "Y1": 0.43762, "X2": 0.171, "Y2": 0.43742, "X3": 0.171, "Y3": 0.46093, "X4": 0.101, "Y4": 0.45962, "page": 0, "Index": 74}, {"Word": "Toxicity.", "Confidence": 0.991, "X1": 0.176, "Y1": 0.43762, "X2": 0.252, "Y2": 0.43742, "X3": 0.252, "Y3": 0.46093, "X4": 0.176, "Y4": 0.46093, "page": 0, "Index": 75}, {"Word": "Lacking.", "Confidence": 0.981, "X1": 0.457, "Y1": 0.43498, "X2": 0.523, "Y2": 0.43478, "X3": 0.522, "Y3": 0.45962, "X4": 0.456, "Y4": 0.45698, "page": 0, "Index": 76}, {"Word": "12", "Confidence": 0.998, "X1": 0.766, "Y1": 0.45211, "X2": 0.782, "Y2": 0.45191, "X3": 0.782, "Y3": 0.47279, "X4": 0.766, "Y4": 0.47279, "page": 0, "Index": 77}, {"Word": "respectively", "Confidence": 0.991, "X1": 0.788, "Y1": 0.45211, "X2": 0.886, "Y2": 0.45191, "X3": 0.886, "Y3": 0.47016, "X4": 0.788, "Y4": 0.47279, "page": 0, "Index": 78}, {"Word": "18", "Confidence": 0.997, "X1": 0.894, "Y1": 0.45211, "X2": 0.911, "Y2": 0.45191, "X3": 0.911, "Y3": 0.47016, "X4": 0.894, "Y4": 0.47016, "page": 0, "Index": 79}, {"Word": "months", "Confidence": 0.996, "X1": 0.917, "Y1": 0.45079, "X2": 0.966, "Y2": 0.45059, "X3": 0.966, "Y3": 0.46884, "X4": 0.917, "Y4": 0.47016, "page": 0, "Index": 80}, {"Word": ",,", "Confidence": 0.774, "X1": 0.969, "Y1": 0.45079, "X2": 0.985, "Y2": 0.45059, "X3": 0.985, "Y3": 0.46884, "X4": 0.969, "Y4": 0.46884, "page": 0, "Index": 81}, {"Word": "animal", "Confidence": 0.993, "X1": 0.766, "Y1": 0.47451, "X2": 0.814, "Y2": 0.47431, "X3": 0.814, "Y3": 0.49255, "X4": 0.766, "Y4": 0.49387, "page": 0, "Index": 82}, {"Word": "species", "Confidence": 0.106, "X1": 0.821, "Y1": 0.47319, "X2": 0.879, "Y2": 0.47299, "X3": 0.879, "Y3": 0.49124, "X4": 0.821, "Y4": 0.49255, "page": 0, "Index": 83}, {"Word": "(one", "Confidence": 0.885, "X1": 0.887, "Y1": 0.47319, "X2": 0.919, "Y2": 0.47299, "X3": 0.919, "Y3": 0.49124, "X4": 0.887, "Y4": 0.49124, "page": 0, "Index": 84}, {"Word": "rodent", "Confidence": 0.995, "X1": 0.927, "Y1": 0.47187, "X2": 0.976, "Y2": 0.47167, "X3": 0.976, "Y3": 0.48992, "X4": 0.927, "Y4": 0.49124, "page": 0, "Index": 85}, {"Word": "an", "Confidence": 0.962, "X1": 0.984, "Y1": 0.47187, "X2": 0.998, "Y2": 0.47167, "X3": 0.998, "Y3": 0.48992, "X4": 0.984, "Y4": 0.48992, "page": 0, "Index": 86}, {"Word": "one", "Confidence": 0.996, "X1": 0.767, "Y1": 0.49691, "X2": 0.79, "Y2": 0.49671, "X3": 0.789, "Y3": 0.51495, "X4": 0.766, "Y4": 0.51627, "page": 0, "Index": 87}, {"Word": "non-rodent", "Confidence": 0.979, "X1": 0.797, "Y1": 0.49427, "X2": 0.88, "Y2": 0.49407, "X3": 0.879, "Y3": 0.51363, "X4": 0.796, "Y4": 0.51495, "page": 0, "Index": 88}, {"Word": "species).", "Confidence": 0.617, "X1": 0.886, "Y1": 0.49295, "X2": 0.96, "Y2": 0.49275, "X3": 0.959, "Y3": 0.51232, "X4": 0.885, "Y4": 0.51363, "page": 0, "Index": 89}, {"Word": "Effect", "Confidence": 0.997, "X1": 0.765, "Y1": 0.53643, "X2": 0.817, "Y2": 0.53623, "X3": 0.817, "Y3": 0.55579, "X4": 0.765, "Y4": 0.55579, "page": 0, "Index": 90}, {"Word": "on", "Confidence": 0.997, "X1": 0.824, "Y1": 0.53643, "X2": 0.84, "Y2": 0.53623, "X3": 0.84, "Y3": 0.55579, "X4": 0.823, "Y4": 0.55579, "page": 0, "Index": 91}, {"Word": "normal", "Confidence": 0.994, "X1": 0.846, "Y1": 0.53643, "X2": 0.898, "Y2": 0.53623, "X3": 0.898, "Y3": 0.55579, "X4": 0.846, "Y4": 0.55579, "page": 0, "Index": 92}, {"Word": "and", "Confidence": 0.999, "X1": 0.905, "Y1": 0.53511, "X2": 0.931, "Y2": 0.53491, "X3": 0.931, "Y3": 0.55579, "X4": 0.904, "Y4": 0.55579, "page": 0, "Index": 93}, {"Word": "damaged", "Confidence": 0.973, "X1": 0.936, "Y1": 0.53248, "X2": 0.994, "Y2": 0.53228, "X3": 0.993, "Y3": 0.55579, "X4": 0.935, "Y4": 0.55579, "page": 0, "Index": 94}, {"Word": "6.4", "Confidence": 0.906, "X1": 0.0, "Y1": 0.54565, "X2": 0.022, "Y2": 0.54545, "X3": 0.022, "Y3": 0.56502, "X4": 0.0, "Y4": 0.5637, "page": 0, "Index": 95}, {"Word": "Local", "Confidence": 0.993, "X1": 0.112, "Y1": 0.54434, "X2": 0.156, "Y2": 0.54414, "X3": 0.155, "Y3": 0.56765, "X4": 0.111, "Y4": 0.56897, "page": 0, "Index": 96}, {"Word": "tolerance", "Confidence": 0.995, "X1": 0.161, "Y1": 0.54302, "X2": 0.239, "Y2": 0.54282, "X3": 0.239, "Y3": 0.56765, "X4": 0.16, "Y4": 0.56765, "page": 0, "Index": 97}, {"Word": "Lacking.", "Confidence": 0.991, "X1": 0.456, "Y1": 0.5417, "X2": 0.522, "Y2": 0.5415, "X3": 0.522, "Y3": 0.56238, "X4": 0.455, "Y4": 0.56238, "page": 0, "Index": 98}, {"Word": "(chronie)", "Confidence": 0.856, "X1": 0.244, "Y1": 0.54038, "X2": 0.32, "Y2": 0.54018, "X3": 0.32, "Y3": 0.56897, "X4": 0.244, "Y4": 0.56765, "page": 0, "Index": 99}, {"Word": "and", "Confidence": 0.998, "X1": 0.807, "Y1": 0.55883, "X2": 0.83, "Y2": 0.55863, "X3": 0.829, "Y3": 0.57688, "X4": 0.806, "Y4": 0.57688, "page": 0, "Index": 100}, {"Word": "on", "Confidence": 0.998, "X1": 0.839, "Y1": 0.55883, "X2": 0.854, "Y2": 0.55863, "X3": 0.854, "Y3": 0.57688, "X4": 0.838, "Y4": 0.57688, "page": 0, "Index": 101}, {"Word": "mucosa.", "Confidence": 0.989, "X1": 0.862, "Y1": 0.56146, "X2": 0.92, "Y2": 0.56126, "X3": 0.919, "Y3": 0.57688, "X4": 0.861, "Y4": 0.57688, "page": 0, "Index": 102}, {"Word": "skin", "Confidence": 0.988, "X1": 0.765, "Y1": 0.55883, "X2": 0.797, "Y2": 0.55863, "X3": 0.796, "Y3": 0.57819, "X4": 0.765, "Y4": 0.57819, "page": 0, "Index": 103}, {"Word": "the", "Confidence": 0.998, "X1": 0.408, "Y1": 0.60363, "X2": 0.434, "Y2": 0.60343, "X3": 0.434, "Y3": 0.62694, "X4": 0.408, "Y4": 0.62694, "page": 0, "Index": 104}, {"Word": "Data", "Confidence": 0.988, "X1": 0.455, "Y1": 0.60363, "X2": 0.49, "Y2": 0.60343, "X3": 0.49, "Y3": 0.62431, "X4": 0.455, "Y4": 0.62562, "page": 0, "Index": 105}, {"Word": "and", "Confidence": 0.836, "X1": 0.497, "Y1": 0.60363, "X2": 0.523, "Y2": 0.60343, "X3": 0.522, "Y3": 0.62431, "X4": 0.497, "Y4": 0.62431, "page": 0, "Index": 106}, {"Word": "literature", "Confidence": 0.991, "X1": 0.53, "Y1": 0.60231, "X2": 0.613, "Y2": 0.60211, "X3": 0.613, "Y3": 0.62299, "X4": 0.53, "Y4": 0.62431, "page": 0, "Index": 107}, {"Word": "are", "Confidence": 0.998, "X1": 0.62, "Y1": 0.60231, "X2": 0.645, "Y2": 0.60211, "X3": 0.645, "Y3": 0.62167, "X4": 0.62, "Y4": 0.62299, "page": 0, "Index": 108}, {"Word": "6.4.1.", "Confidence": 0.98, "X1": 0.0, "Y1": 0.6089, "X2": 0.047, "Y2": 0.6087, "X3": 0.046, "Y3": 0.62958, "X4": 0.0, "Y4": 0.62694, "page": 0, "Index": 109}, {"Word": "Effect", "Confidence": 0.996, "X1": 0.113, "Y1": 0.6089, "X2": 0.164, "Y2": 0.6087, "X3": 0.164, "Y3": 0.63089, "X4": 0.112, "Y4": 0.63089, "page": 0, "Index": 110}, {"Word": "on", "Confidence": 0.998, "X1": 0.17, "Y1": 0.6089, "X2": 0.189, "Y2": 0.6087, "X3": 0.188, "Y3": 0.63089, "X4": 0.17, "Y4": 0.63089, "page": 0, "Index": 111}, {"Word": "the", "Confidence": 0.998, "X1": 0.195, "Y1": 0.60758, "X2": 0.222, "Y2": 0.60738, "X3": 0.222, "Y3": 0.63089, "X4": 0.195, "Y4": 0.63089, "page": 0, "Index": 112}, {"Word": "ciliary", "Confidence": 0.991, "X1": 0.227, "Y1": 0.60758, "X2": 0.287, "Y2": 0.60738, "X3": 0.287, "Y3": 0.63089, "X4": 0.227, "Y4": 0.63089, "page": 0, "Index": 113}, {"Word": "epithelium", "Confidence": 0.135, "X1": 0.292, "Y1": 0.60494, "X2": 0.377, "Y2": 0.60474, "X3": 0.378, "Y3": 0.62826, "X4": 0.292, "Y4": 0.63089, "page": 0, "Index": 114}, {"Word": "of", "Confidence": 0.998, "X1": 0.382, "Y1": 0.60494, "X2": 0.402, "Y2": 0.60474, "X3": 0.402, "Y3": 0.62826, "X4": 0.382, "Y4": 0.62826, "page": 0, "Index": 115}, {"Word": "available:", "Confidence": 0.957, "X1": 0.457, "Y1": 0.62602, "X2": 0.54, "Y2": 0.62582, "X3": 0.54, "Y3": 0.64539, "X4": 0.457, "Y4": 0.6467, "page": 0, "Index": 116}, {"Word": "they", "Confidence": 0.991, "X1": 0.546, "Y1": 0.62471, "X2": 0.579, "Y2": 0.62451, "X3": 0.58, "Y3": 0.64407, "X4": 0.546, "Y4": 0.64539, "page": 0, "Index": 117}, {"Word": "must", "Confidence": 0.987, "X1": 0.586, "Y1": 0.62471, "X2": 0.62, "Y2": 0.62451, "X3": 0.621, "Y3": 0.64407, "X4": 0.586, "Y4": 0.64407, "page": 0, "Index": 118}, {"Word": "be", "Confidence": 0.998, "X1": 0.626, "Y1": 0.62471, "X2": 0.644, "Y2": 0.62451, "X3": 0.644, "Y3": 0.64407, "X4": 0.627, "Y4": 0.64407, "page": 0, "Index": 119}, {"Word": "made", "Confidence": 0.988, "X1": 0.651, "Y1": 0.62471, "X2": 0.686, "Y2": 0.62451, "X3": 0.686, "Y3": 0.64407, "X4": 0.651, "Y4": 0.64407, "page": 0, "Index": 120}, {"Word": "bronchial", "Confidence": 0.96, "X1": 0.112, "Y1": 0.62998, "X2": 0.189, "Y2": 0.62978, "X3": 0.189, "Y3": 0.65066, "X4": 0.112, "Y4": 0.65197, "page": 0, "Index": 121}, {"Word": "tract.", "Confidence": 0.67, "X1": 0.195, "Y1": 0.63261, "X2": 0.246, "Y2": 0.63241, "X3": 0.245, "Y3": 0.65066, "X4": 0.195, "Y4": 0.65066, "page": 0, "Index": 122}, {"Word": "complete.", "Confidence": 0.993, "X1": 0.457, "Y1": 0.6471, "X2": 0.531, "Y2": 0.6469, "X3": 0.531, "Y3": 0.66778, "X4": 0.457, "Y4": 0.66778, "page": 0, "Index": 123}, {"Word": "6.4.2.", "Confidence": 0.988, "X1": 0.0, "Y1": 0.70507, "X2": 0.047, "Y2": 0.70487, "X3": 0.047, "Y3": 0.72576, "X4": 0.0, "Y4": 0.72576, "page": 0, "Index": 124}, {"Word": "Effect", "Confidence": 0.994, "X1": 0.112, "Y1": 0.70244, "X2": 0.164, "Y2": 0.70224, "X3": 0.164, "Y3": 0.72707, "X4": 0.112, "Y4": 0.72839, "page": 0, "Index": 125}, {"Word": "on", "Confidence": 0.992, "X1": 0.169, "Y1": 0.70244, "X2": 0.189, "Y2": 0.70224, "X3": 0.188, "Y3": 0.72576, "X4": 0.169, "Y4": 0.72707, "page": 0, "Index": 126}, {"Word": "alveolar-macrophages.", "Confidence": 0.981, "X1": 0.195, "Y1": 0.70112, "X2": 0.367, "Y2": 0.70092, "X3": 0.367, "Y3": 0.72444, "X4": 0.194, "Y4": 0.72576, "page": 0, "Index": 127}, {"Word": "Sufficient", "Confidence": 0.993, "X1": 0.458, "Y1": 0.69849, "X2": 0.54, "Y2": 0.69829, "X3": 0.54, "Y3": 0.71917, "X4": 0.457, "Y4": 0.72049, "page": 0, "Index": 128}, {"Word": "data.", "Confidence": 0.997, "X1": 0.546, "Y1": 0.69717, "X2": 0.589, "Y2": 0.69697, "X3": 0.589, "Y3": 0.72049, "X4": 0.546, "Y4": 0.71917, "page": 0, "Index": 129}, {"Word": "data", "Confidence": 0.99, "X1": 0.934, "Y1": 0.73538, "X2": 0.969, "Y2": 0.73518, "X3": 0.969, "Y3": 0.75606, "X4": 0.934, "Y4": 0.75738, "page": 0, "Index": 130}, {"Word": "on", "Confidence": 0.998, "X1": 0.975, "Y1": 0.73538, "X2": 0.993, "Y2": 0.73518, "X3": 0.993, "Y3": 0.75474, "X4": 0.975, "Y4": 0.75606, "page": 0, "Index": 131}, {"Word": "Literature", "Confidence": 0.955, "X1": 0.456, "Y1": 0.73933, "X2": 0.54, "Y2": 0.73913, "X3": 0.54, "Y3": 0.76133, "X4": 0.456, "Y4": 0.76265, "page": 0, "Index": 132}, {"Word": "available;", "Confidence": 0.945, "X1": 0.546, "Y1": 0.73801, "X2": 0.631, "Y2": 0.73781, "X3": 0.631, "Y3": 0.76001, "X4": 0.546, "Y4": 0.76133, "page": 0, "Index": 133}, {"Word": "detailed", "Confidence": 0.994, "X1": 0.635, "Y1": 0.73801, "X2": 0.702, "Y2": 0.73781, "X3": 0.701, "Y3": 0.76001, "X4": 0.634, "Y4": 0.76001, "page": 0, "Index": 134}, {"Word": "Pregnancy", "Confidence": 0.993, "X1": 0.765, "Y1": 0.73801, "X2": 0.84, "Y2": 0.73781, "X3": 0.839, "Y3": 0.76001, "X4": 0.765, "Y4": 0.76001, "page": 0, "Index": 135}, {"Word": "high", "Confidence": 0.988, "X1": 0.844, "Y1": 0.73801, "X2": 0.881, "Y2": 0.73781, "X3": 0.88, "Y3": 0.76001, "X4": 0.844, "Y4": 0.76001, "page": 0, "Index": 136}, {"Word": "toxic", "Confidence": 0.994, "X1": 0.886, "Y1": 0.7367, "X2": 0.929, "Y2": 0.7365, "X3": 0.929, "Y3": 0.75869, "X4": 0.886, "Y4": 0.76001, "page": 0, "Index": 137}, {"Word": "6.5", "Confidence": 0.996, "X1": 0.0, "Y1": 0.74987, "X2": 0.026, "Y2": 0.74967, "X3": 0.025, "Y3": 0.77319, "X4": 0.0, "Y4": 0.77055, "page": 0, "Index": 138}, {"Word": ".", "Confidence": 0.927, "X1": 0.04, "Y1": 0.75119, "X2": 0.048, "Y2": 0.75099, "X3": 0.047, "Y3": 0.7745, "X4": 0.039, "Y4": 0.77319, "page": 0, "Index": 139}, {"Word": "Teratology", "Confidence": 0.993, "X1": 0.113, "Y1": 0.74855, "X2": 0.196, "Y2": 0.74835, "X3": 0.195, "Y3": 0.76923, "X4": 0.113, "Y4": 0.76923, "page": 0, "Index": 140}, {"Word": "shoul", "Confidence": 0.457, "X1": 0.959, "Y1": 0.75514, "X2": 0.997, "Y2": 0.75494, "X3": 0.997, "Y3": 0.77582, "X4": 0.959, "Y4": 0.77714, "page": 0, "Index": 141}, {"Word": "data", "Confidence": 0.987, "X1": 0.457, "Y1": 0.76436, "X2": 0.488, "Y2": 0.76416, "X3": 0.488, "Y3": 0.78504, "X4": 0.457, "Y4": 0.78636, "page": 0, "Index": 142}, {"Word": ",.", "Confidence": 0.619, "X1": 0.491, "Y1": 0.76305, "X2": 0.501, "Y2": 0.76285, "X3": 0.501, "Y3": 0.78504, "X4": 0.491, "Y4": 0.78504, "page": 0, "Index": 143}, {"Word": "however,", "Confidence": 0.961, "X1": 0.504, "Y1": 0.76305, "X2": 0.575, "Y2": 0.76285, "X3": 0.574, "Y3": 0.78241, "X4": 0.504, "Y4": 0.78504, "page": 0, "Index": 144}, {"Word": "are", "Confidence": 0.998, "X1": 0.579, "Y1": 0.76305, "X2": 0.605, "Y2": 0.76285, "X3": 0.604, "Y3": 0.78241, "X4": 0.579, "Y4": 0.78241, "page": 0, "Index": 145}, {"Word": "lacking.", "Confidence": 0.994, "X1": 0.612, "Y1": 0.76173, "X2": 0.676, "Y2": 0.76153, "X3": 0.675, "Y3": 0.78109, "X4": 0.612, "Y4": 0.78241, "page": 0, "Index": 146}, {"Word": "rats,", "Confidence": 0.993, "X1": 0.765, "Y1": 0.76041, "X2": 0.808, "Y2": 0.76021, "X3": 0.809, "Y3": 0.78109, "X4": 0.765, "Y4": 0.77977, "page": 0, "Index": 147}, {"Word": "mice,", "Confidence": 0.997, "X1": 0.812, "Y1": 0.75909, "X2": 0.856, "Y2": 0.75889, "X3": 0.857, "Y3": 0.77977, "X4": 0.812, "Y4": 0.78109, "page": 0, "Index": 148}, {"Word": "and", "Confidence": 0.998, "X1": 0.863, "Y1": 0.75909, "X2": 0.888, "Y2": 0.75889, "X3": 0.888, "Y3": 0.77977, "X4": 0.863, "Y4": 0.77977, "page": 0, "Index": 149}, {"Word": "rabbits", "Confidence": 0.994, "X1": 0.894, "Y1": 0.75646, "X2": 0.953, "Y2": 0.75626, "X3": 0.953, "Y3": 0.77846, "X4": 0.895, "Y4": 0.77977, "page": 0, "Index": 150}, {"Word": "be", "Confidence": 0.992, "X1": 0.766, "Y1": 0.78017, "X2": 0.782, "Y2": 0.77997, "X3": 0.782, "Y3": 0.80085, "X4": 0.766, "Y4": 0.80085, "page": 0, "Index": 151}, {"Word": "available.", "Confidence": 0.991, "X1": 0.789, "Y1": 0.78149, "X2": 0.871, "Y2": 0.78129, "X3": 0.872, "Y3": 0.80085, "X4": 0.79, "Y4": 0.80085, "page": 0, "Index": 152}, {"Word": "Three", "Confidence": 0.993, "X1": 0.766, "Y1": 0.82233, "X2": 0.808, "Y2": 0.82213, "X3": 0.807, "Y3": 0.84301, "X4": 0.766, "Y4": 0.84433, "page": 0, "Index": 153}, {"Word": "generation", "Confidence": 0.969, "X1": 0.813, "Y1": 0.82233, "X2": 0.896, "Y2": 0.82213, "X3": 0.896, "Y3": 0.8417, "X4": 0.813, "Y4": 0.84301, "page": 0, "Index": 154}, {"Word": "experiments", "Confidence": 0.67, "X1": 0.903, "Y1": 0.82233, "X2": 0.993, "Y2": 0.82213, "X3": 0.993, "Y3": 0.84038, "X4": 0.902, "Y4": 0.8417, "page": 0, "Index": 155}, {"Word": "6.6", "Confidence": 0.996, "X1": 0.0, "Y1": 0.83419, "X2": 0.022, "Y2": 0.83399, "X3": 0.022, "Y3": 0.85487, "X4": 0.0, "Y4": 0.85355, "page": 0, "Index": 156}, {"Word": "Fertility", "Confidence": 0.995, "X1": 0.113, "Y1": 0.83156, "X2": 0.189, "Y2": 0.83136, "X3": 0.188, "Y3": 0.85355, "X4": 0.113, "Y4": 0.85487, "page": 0, "Index": 157}, {"Word": "and", "Confidence": 0.941, "X1": 0.195, "Y1": 0.83024, "X2": 0.222, "Y2": 0.83004, "X3": 0.221, "Y3": 0.85355, "X4": 0.194, "Y4": 0.85355, "page": 0, "Index": 158}, {"Word": "breeding", "Confidence": 0.995, "X1": 0.226, "Y1": 0.82892, "X2": 0.295, "Y2": 0.82872, "X3": 0.295, "Y3": 0.85224, "X4": 0.226, "Y4": 0.85224, "page": 0, "Index": 159}, {"Word": "performance.", "Confidence": 0.916, "X1": 0.301, "Y1": 0.82892, "X2": 0.4, "Y2": 0.82872, "X3": 0.4, "Y3": 0.85092, "X4": 0.301, "Y4": 0.85224, "page": 0, "Index": 160}, {"Word": "Lacking", "Confidence": 0.996, "X1": 0.456, "Y1": 0.8276, "X2": 0.516, "Y2": 0.8274, "X3": 0.516, "Y3": 0.8496, "X4": 0.456, "Y4": 0.84828, "page": 0, "Index": 161}, {"Word": "(inhalation", "Confidence": 0.991, "X1": 0.77, "Y1": 0.84341, "X2": 0.856, "Y2": 0.84321, "X3": 0.856, "Y3": 0.86541, "X4": 0.77, "Y4": 0.86805, "page": 0, "Index": 162}, {"Word": "toxicity)", "Confidence": 0.993, "X1": 0.863, "Y1": 0.84341, "X2": 0.938, "Y2": 0.84321, "X3": 0.938, "Y3": 0.8641, "X4": 0.863, "Y4": 0.86541, "page": 0, "Index": 163}, {"Word": "in", "Confidence": 0.998, "X1": 0.943, "Y1": 0.84341, "X2": 0.96, "Y2": 0.84321, "X3": 0.96, "Y3": 0.8641, "X4": 0.943, "Y4": 0.8641, "page": 0, "Index": 164}, {"Word": "rats", "Confidence": 0.765, "X1": 0.967, "Y1": 0.84341, "X2": 0.996, "Y2": 0.84321, "X3": 0.996, "Y3": 0.8641, "X4": 0.967, "Y4": 0.8641, "page": 0, "Index": 165}, {"Word": "6.7", "Confidence": 0.998, "X1": 0.0, "Y1": 0.87767, "X2": 0.026, "Y2": 0.87747, "X3": 0.026, "Y3": 0.89967, "X4": 0.0, "Y4": 0.89835, "page": 0, "Index": 166}, {"Word": "Evaluation", "Confidence": 0.991, "X1": 0.113, "Y1": 0.87899, "X2": 0.196, "Y2": 0.87879, "X3": 0.196, "Y3": 0.89967, "X4": 0.112, "Y4": 0.89967, "page": 0, "Index": 167}, {"Word": "of", "Confidence": 0.998, "X1": 0.203, "Y1": 0.87899, "X2": 0.222, "Y2": 0.87879, "X3": 0.222, "Y3": 0.89967, "X4": 0.203, "Y4": 0.89967, "page": 0, "Index": 168}, {"Word": "potential", "Confidence": 0.991, "X1": 0.228, "Y1": 0.87899, "X2": 0.304, "Y2": 0.87879, "X3": 0.304, "Y3": 0.90099, "X4": 0.228, "Y4": 0.89967, "page": 0, "Index": 169}, {"Word": "carcinogenic", "Confidence": 0.991, "X1": 0.311, "Y1": 0.87899, "X2": 0.41, "Y2": 0.87879, "X3": 0.411, "Y3": 0.90099, "X4": 0.311, "Y4": 0.90099, "page": 0, "Index": 170}, {"Word": "properties.", "Confidence": 0.991, "X1": 0.113, "Y1": 0.90139, "X2": 0.206, "Y2": 0.90119, "X3": 0.206, "Y3": 0.92207, "X4": 0.113, "Y4": 0.92338, "page": 0, "Index": 171}, {"Word": "Incomplete.", "Confidence": 0.679, "X1": 0.458, "Y1": 0.90007, "X2": 0.546, "Y2": 0.89987, "X3": 0.546, "Y3": 0.91943, "X4": 0.457, "Y4": 0.91943, "page": 0, "Index": 172}, {"Word": "There", "Confidence": 0.994, "X1": 0.767, "Y1": 0.89875, "X2": 0.808, "Y2": 0.89855, "X3": 0.807, "Y3": 0.91943, "X4": 0.766, "Y4": 0.91943, "page": 0, "Index": 173}, {"Word": "should", "Confidence": 0.997, "X1": 0.814, "Y1": 0.89743, "X2": 0.864, "Y2": 0.89723, "X3": 0.863, "Y3": 0.91811, "X4": 0.813, "Y4": 0.91811, "page": 0, "Index": 174}, {"Word": "be", "Confidence": 0.997, "X1": 0.87, "Y1": 0.89743, "X2": 0.889, "Y2": 0.89723, "X3": 0.888, "Y3": 0.91811, "X4": 0.869, "Y4": 0.91811, "page": 0, "Index": 175}, {"Word": "an", "Confidence": 0.998, "X1": 0.896, "Y1": 0.89743, "X2": 0.914, "Y2": 0.89723, "X3": 0.913, "Y3": 0.91811, "X4": 0.895, "Y4": 0.91811, "page": 0, "Index": 176}, {"Word": "inhalation", "Confidence": 0.703, "X1": 0.92, "Y1": 0.89743, "X2": 0.997, "Y2": 0.89723, "X3": 0.996, "Y3": 0.91811, "X4": 0.919, "Y4": 0.91811, "page": 0, "Index": 177}, {"Word": "study", "Confidence": 0.997, "X1": 0.768, "Y1": 0.92115, "X2": 0.808, "Y2": 0.92095, "X3": 0.807, "Y3": 0.94183, "X4": 0.767, "Y4": 0.94183, "page": 0, "Index": 178}, {"Word": "(with", "Confidence": 0.996, "X1": 0.815, "Y1": 0.92115, "X2": 0.855, "Y2": 0.92095, "X3": 0.855, "Y3": 0.94183, "X4": 0.814, "Y4": 0.94183, "page": 0, "Index": 179}, {"Word": "cage", "Confidence": 0.991, "X1": 0.863, "Y1": 0.92115, "X2": 0.897, "Y2": 0.92095, "X3": 0.897, "Y3": 0.94183, "X4": 0.862, "Y4": 0.94183, "page": 0, "Index": 180}, {"Word": "control)", "Confidence": 0.995, "X1": 0.904, "Y1": 0.91983, "X2": 0.97, "Y2": 0.91963, "X3": 0.97, "Y3": 0.94183, "X4": 0.903, "Y4": 0.94183, "page": 0, "Index": 181}, {"Word": "in", "Confidence": 0.998, "X1": 0.977, "Y1": 0.91983, "X2": 0.994, "Y2": 0.91963, "X3": 0.993, "Y3": 0.94183, "X4": 0.976, "Y4": 0.94183, "page": 0, "Index": 182}, {"Word": "0223", "Confidence": 0.989, "X1": 0.048, "Y1": 0.98834, "X2": 0.007, "Y2": 0.98814, "X3": 0.006, "Y3": 0.96686, "X4": 0.047, "Y4": 0.96291, "page": 0, "Index": 183}, {"Word": "50054", "Confidence": 0.996, "X1": 0.105, "Y1": 0.98439, "X2": 0.058, "Y2": 0.98419, "X3": 0.057, "Y3": 0.96159, "X4": 0.105, "Y4": 0.95632, "page": 0, "Index": 184}, {"Word": "Golden", "Confidence": 0.947, "X1": 0.766, "Y1": 0.94223, "X2": 0.815, "Y2": 0.94203, "X3": 0.815, "Y3": 0.96159, "X4": 0.765, "Y4": 0.96159, "page": 0, "Index": 185}, {"Word": "Hamsters", "Confidence": 0.668, "X1": 0.822, "Y1": 0.94223, "X2": 0.888, "Y2": 0.94203, "X3": 0.887, "Y3": 0.96291, "X4": 0.821, "Y4": 0.96291, "page": 0, "Index": 186}, {"Word": "(skin", "Confidence": 0.955, "X1": 0.897, "Y1": 0.94223, "X2": 0.937, "Y2": 0.94203, "X3": 0.937, "Y3": 0.96291, "X4": 0.897, "Y4": 0.96291, "page": 0, "Index": 187}, {"Word": "paintin", "Confidence": 0.97, "X1": 0.944, "Y1": 0.94223, "X2": 0.999, "Y2": 0.94203, "X3": 0.999, "Y3": 0.96159, "X4": 0.943, "Y4": 0.96291, "page": 0, "Index": 188}, {"Word": "may", "Confidence": 0.655, "X1": 0.764, "Y1": 0.96463, "X2": 0.792, "Y2": 0.96443, "X3": 0.792, "Y3": 0.98399, "X4": 0.764, "Y4": 0.98399, "page": 0, "Index": 189}, {"Word": "not", "Confidence": 0.998, "X1": 0.797, "Y1": 0.96331, "X2": 0.823, "Y2": 0.96311, "X3": 0.823, "Y3": 0.98399, "X4": 0.797, "Y4": 0.98399, "page": 0, "Index": 190}, {"Word": "be", "Confidence": 0.998, "X1": 0.829, "Y1": 0.96331, "X2": 0.847, "Y2": 0.96311, "X3": 0.847, "Y3": 0.98531, "X4": 0.828, "Y4": 0.98399, "page": 0, "Index": 191}, {"Word": "sufficient).", "Confidence": 0.921, "X1": 0.854, "Y1": 0.96726, "X2": 0.95, "Y2": 0.96706, "X3": 0.949, "Y3": 0.98926, "X4": 0.854, "Y4": 0.98531, "page": 0, "Index": 192}]}
"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"
ffkb0107
0
{"lines_data": [{"Word": "PHILIP MORRIS INCORPORATED", "Confidence": 0.98367, "X1": 0.34686, "Y1": 0.0272, "X2": 0.67932, "Y2": 0.027, "X3": 0.67801, "Y3": 0.0458, "X4": 0.34686, "Y4": 0.0448, "page": 0}, {"Word": "INTER -OFFICE CORRESPONDENCE", "Confidence": 0.96667, "X1": 0.2801, "Y1": 0.0542, "X2": 0.75131, "Y2": 0.054, "X3": 0.75131, "Y3": 0.0728, "X4": 0.2801, "Y4": 0.0718, "page": 0}, {"Word": "RICHMOND, VIRGINIA", "Confidence": 0.6875, "X1": 0.41492, "Y1": 0.0832, "X2": 0.60602, "Y2": 0.083, "X3": 0.60602, "Y3": 0.0988, "X4": 0.41492, "Y4": 0.0988, "page": 0}, {"Word": "To:", "Confidence": 0.984, "X1": 0.01178, "Y1": 0.1422, "X2": 0.04058, "Y2": 0.142, "X3": 0.04058, "Y3": 0.1548, "X4": 0.01178, "Y4": 0.1538, "page": 0}, {"Word": "Date:", "Confidence": 0.819, "X1": 0.60471, "Y1": 0.1412, "X2": 0.65052, "Y2": 0.141, "X3": 0.64921, "Y3": 0.1538, "X4": 0.6034, "Y4": 0.1528, "page": 0}, {"Word": ". Dr. R. B. Seligman", "Confidence": 0.8124, "X1": 0.09424, "Y1": 0.1472, "X2": 0.31545, "Y2": 0.147, "X3": 0.31545, "Y3": 0.1658, "X4": 0.09424, "Y4": 0.1638, "page": 0}, {"Word": "September 26, 1980", "Confidence": 0.99333, "X1": 0.67277, "Y1": 0.1502, "X2": 0.87042, "Y2": 0.15, "X3": 0.86911, "Y3": 0.1688, "X4": 0.67277, "Y4": 0.1668, "page": 0}, {"Word": "From:", "Confidence": 0.996, "X1": 0.00916, "Y1": 0.1752, "X2": 0.05497, "Y2": 0.175, "X3": 0.05497, "Y3": 0.1858, "X4": 0.00785, "Y4": 0.1868, "page": 0}, {"Word": "W. A. Farone", "Confidence": 0.99733, "X1": 0.10602, "Y1": 0.1792, "X2": 0.25131, "Y2": 0.179, "X3": 0.25131, "Y3": 0.1958, "X4": 0.10602, "Y4": 0.1958, "page": 0}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.00654, "Y1": 0.2062, "X2": 0.08508, "Y2": 0.206, "X3": 0.08377, "Y3": 0.2208, "X4": 0.00654, "Y4": 0.2208, "page": 0}, {"Word": ".", "Confidence": 0.849, "X1": 0.08901, "Y1": 0.2092, "X2": 0.1178, "Y2": 0.209, "X3": 0.1178, "Y3": 0.2238, "X4": 0.0877, "Y4": 0.2228, "page": 0}, {"Word": "Meeting on Space Problem in New TA Center", "Confidence": 0.99675, "X1": 0.11518, "Y1": 0.2122, "X2": 0.55628, "Y2": 0.212, "X3": 0.55628, "Y3": 0.2318, "X4": 0.11518, "Y4": 0.2308, "page": 0}, {"Word": "On Friday, September 26, 1980, I attended a meeting on your behalf", "Confidence": 0.97225, "X1": 0.17016, "Y1": 0.2652, "X2": 0.87042, "Y2": 0.265, "X3": 0.87042, "Y3": 0.2828, "X4": 0.17016, "Y4": 0.2788, "page": 0}, {"Word": "concerning potential space problems in the new TA Center. Present were", "Confidence": 0.995, "X1": 0.12042, "Y1": 0.2812, "X2": 0.87042, "Y2": 0.281, "X3": 0.87042, "Y3": 0.2988, "X4": 0.12042, "Y4": 0.2948, "page": 0}, {"Word": "Messrs. Remington, Pasquine, Kay, Dudley, Kurimsky, Van Arnham, Steele", "Confidence": 0.98811, "X1": 0.1178, "Y1": 0.2982, "X2": 0.86126, "Y2": 0.298, "X3": 0.86126, "Y3": 0.3158, "X4": 0.1178, "Y4": 0.3118, "page": 0}, {"Word": "and Opengart.", "Confidence": 0.996, "X1": 0.11911, "Y1": 0.3112, "X2": 0.25916, "Y2": 0.311, "X3": 0.25916, "Y3": 0.3288, "X4": 0.11911, "Y4": 0.3298, "page": 0}, {"Word": "In a presentation made by several of the engineers tracking the", "Confidence": 0.99555, "X1": 0.17147, "Y1": 0.3462, "X2": 0.84031, "Y2": 0.346, "X3": 0.84031, "Y3": 0.3638, "X4": 0.17147, "Y4": 0.3598, "page": 0}, {"Word": "project, they pointed out that the internal space was originally designed", "Confidence": 0.97573, "X1": 0.1178, "Y1": 0.3632, "X2": 0.8822, "Y2": 0.363, "X3": 0.8822, "Y3": 0.3798, "X4": 0.1178, "Y4": 0.3768, "page": 0}, {"Word": "to fill projected needs up through 1987. Since the original projections", "Confidence": 0.98509, "X1": 0.1178, "Y1": 0.3782, "X2": 0.88089, "Y2": 0.378, "X3": 0.88089, "Y3": 0.3958, "X4": 0.1178, "Y4": 0.3928, "page": 0}, {"Word": "were made personnel projections for 1987 have increased to 175-200 people", "Confidence": 0.98873, "X1": 0.1178, "Y1": 0.3942, "X2": 0.88089, "Y2": 0.394, "X3": 0.88089, "Y3": 0.4118, "X4": 0.1178, "Y4": 0.4098, "page": 0}, {"Word": "over the capacity of the building. Even in 1982 when the building is", "Confidence": 0.99469, "X1": 0.12042, "Y1": 0.4112, "X2": 0.84817, "Y2": 0.411, "X3": 0.84817, "Y3": 0.4288, "X4": 0.12042, "Y4": 0.4258, "page": 0}, {"Word": "first occupied there would be a shortfall of 17 spaces. Of the groups", "Confidence": 0.99246, "X1": 0.12042, "Y1": 0.4282, "X2": 0.85733, "Y2": 0.428, "X3": 0.85733, "Y3": 0.4448, "X4": 0.12042, "Y4": 0.4408, "page": 0}, {"Word": "slated to occupy the building only P/MIS and R&D maintained their 1987", "Confidence": 0.99467, "X1": 0.12173, "Y1": 0.4442, "X2": 0.85733, "Y2": 0.444, "X3": 0.85733, "Y3": 0.4608, "X4": 0.12173, "Y4": 0.4578, "page": 0}, {"Word": "projections. Others have generally planned for increased capacity with", "Confidence": 0.99233, "X1": 0.1178, "Y1": 0.4602, "X2": 0.87042, "Y2": 0.46, "X3": 0.87042, "Y3": 0.4778, "X4": 0.1178, "Y4": 0.4738, "page": 0}, {"Word": "major increases in Manufacturing Services and Engineering.", "Confidence": 0.99471, "X1": 0.11649, "Y1": 0.4762, "X2": 0.73298, "Y2": 0.476, "X3": 0.73298, "Y3": 0.4938, "X4": 0.11649, "Y4": 0.4908, "page": 0}, {"Word": "The most plausible solution to the problem appears to keep as many", "Confidence": 0.99033, "X1": 0.17016, "Y1": 0.5102, "X2": 0.87042, "Y2": 0.51, "X3": 0.87042, "Y3": 0.5278, "X4": 0.17016, "Y4": 0.5238, "page": 0}, {"Word": "of the P/MIS people at JRC as possible, moving over only the Management", "Confidence": 0.99423, "X1": 0.1178, "Y1": 0.5262, "X2": 0.87042, "Y2": 0.526, "X3": 0.87042, "Y3": 0.5438, "X4": 0.1178, "Y4": 0.5398, "page": 0}, {"Word": "and support cadre necessary for communications with the rest of the organi-", "Confidence": 0.99467, "X1": 0.11649, "Y1": 0.5432, "X2": 0.90969, "Y2": 0.543, "X3": 0.90969, "Y3": 0.5598, "X4": 0.11649, "Y4": 0.5568, "page": 0}, {"Word": "zation. Doing this would free up 150-180 spaces which would come close to", "Confidence": 0.99446, "X1": 0.1178, "Y1": 0.5592, "X2": 0.90052, "Y2": 0.559, "X3": 0.90052, "Y3": 0.5758, "X4": 0.1178, "Y4": 0.5728, "page": 0}, {"Word": "solving the problem. Mr. Remington asked that this reallocation of space", "Confidence": 0.99445, "X1": 0.1178, "Y1": 0.5752, "X2": 0.89398, "Y2": 0.575, "X3": 0.89398, "Y3": 0.5928, "X4": 0.1178, "Y4": 0.5888, "page": 0}, {"Word": "be explored and Bob Kurimsky agreed to provide numbers on the minimum", "Confidence": 0.99083, "X1": 0.11649, "Y1": 0.5922, "X2": 0.84817, "Y2": 0.592, "X3": 0.84817, "Y3": 0.6078, "X4": 0.11649, "Y4": 0.6038, "page": 0}, {"Word": "number of people required for P/MIS in the facility.", "Confidence": 0.995, "X1": 0.11518, "Y1": 0.6062, "X2": 0.66754, "Y2": 0.606, "X3": 0.66754, "Y3": 0.6248, "X4": 0.11518, "Y4": 0.6208, "page": 0}, {"Word": "The only reference to R&D occurred at one point in the discussion", "Confidence": 0.99458, "X1": 0.17016, "Y1": 0.6392, "X2": 0.85733, "Y2": 0.639, "X3": 0.85733, "Y3": 0.6558, "X4": 0.17016, "Y4": 0.6518, "page": 0}, {"Word": "when Jim Remington asked whether it was true that when the TA Center was", "Confidence": 0.99436, "X1": 0.1178, "Y1": 0.6562, "X2": 0.87827, "Y2": 0.656, "X3": 0.87827, "Y3": 0.6718, "X4": 0.1178, "Y4": 0.6678, "page": 0}, {"Word": "occupied R&D would have essentially an entirely vacant building. I", "Confidence": 0.9824, "X1": 0.11649, "Y1": 0.6722, "X2": 0.82723, "Y2": 0.672, "X3": 0.82723, "Y3": 0.6888, "X4": 0.11649, "Y4": 0.6838, "page": 0}, {"Word": "pointed out that the building he may have heard about was C Building and", "Confidence": 0.99543, "X1": 0.11649, "Y1": 0.6872, "X2": 0.87958, "Y2": 0.687, "X3": 0.87958, "Y3": 0.7038, "X4": 0.11518, "Y4": 0.6998, "page": 0}, {"Word": "that we had plans for all other buildings (including the Engineering", "Confidence": 0.99245, "X1": 0.1178, "Y1": 0.7042, "X2": 0.83639, "Y2": 0.704, "X3": 0.83639, "Y3": 0.7198, "X4": 0.1178, "Y4": 0.7158, "page": 0}, {"Word": "building). I indicated that we may even have to use C Building but the", "Confidence": 0.991, "X1": 0.11649, "Y1": 0.7192, "X2": 0.86911, "Y2": 0.719, "X3": 0.86911, "Y3": 0.7358, "X4": 0.11649, "Y4": 0.7318, "page": 0}, {"Word": "hope was that we could hold it vacant long enough to build something else", "Confidence": 0.99393, "X1": 0.11649, "Y1": 0.7362, "X2": 0.89005, "Y2": 0.736, "X3": 0.89005, "Y3": 0.7518, "X4": 0.11649, "Y4": 0.7488, "page": 0}, {"Word": "on the same site (or modify it) to accommodate future projected growth", "Confidence": 0.99392, "X1": 0.11387, "Y1": 0.7522, "X2": 0.85995, "Y2": 0.752, "X3": 0.85995, "Y3": 0.7678, "X4": 0.11387, "Y4": 0.7638, "page": 0}, {"Word": "past 1982. I pointed out also that it had to be vacated during the period", "Confidence": 0.991, "X1": 0.11649, "Y1": 0.7692, "X2": 0.90183, "Y2": 0.769, "X3": 0.90183, "Y3": 0.7848, "X4": 0.11649, "Y4": 0.7808, "page": 0}, {"Word": "of remodeling or rebuilding and that space would still be tight until firm.", "Confidence": 0.981, "X1": 0.11649, "Y1": 0.7842, "X2": 0.90183, "Y2": 0.784, "X3": 0.90183, "Y3": 0.8008, "X4": 0.11649, "Y4": 0.7968, "page": 0}, {"Word": "plans for utilizing the C Building space were formulated. At this point", "Confidence": 0.99033, "X1": 0.11387, "Y1": 0.8002, "X2": 0.88089, "Y2": 0.8, "X3": 0.88089, "Y3": 0.8168, "X4": 0.11257, "Y4": 0.8128, "page": 0}, {"Word": "(early in the discussion) discussion of R&D involvement in rearrangements", "Confidence": 0.9942, "X1": 0.11257, "Y1": 0.8162, "X2": 0.88874, "Y2": 0.816, "X3": 0.88874, "Y3": 0.8328, "X4": 0.11126, "Y4": 0.8288, "page": 0}, {"Word": "ceased and consideration moved to other departments, resulting in the", "Confidence": 0.9962, "X1": 0.11387, "Y1": 0.8312, "X2": 0.84686, "Y2": 0.831, "X3": 0.84686, "Y3": 0.8488, "X4": 0.11387, "Y4": 0.8448, "page": 0}, {"Word": "above mentioned conclusion.", "Confidence": 0.99367, "X1": 0.11518, "Y1": 0.8462, "X2": 0.40052, "Y2": 0.846, "X3": 0.40052, "Y3": 0.8618, "X4": 0.11518, "Y4": 0.8608, "page": 0}, {"Word": "\u00b7V. G. Faire", "Confidence": 0.40333, "X1": 0.59686, "Y1": 0.8602, "X2": 0.80236, "Y2": 0.86, "X3": 0.80366, "Y3": 0.8928, "X4": 0.59686, "Y4": 0.8948, "page": 0}, {"Word": "/hws", "Confidence": 0.941, "X1": 0.1178, "Y1": 0.9102, "X2": 0.16099, "Y2": 0.91, "X3": 0.15969, "Y3": 0.9238, "X4": 0.11649, "Y4": 0.9248, "page": 0}, {"Word": "\u0424000126916", "Confidence": 0.799, "X1": 0.95288, "Y1": 0.9282, "X2": 0.96073, "Y2": 0.928, "X3": 0.93063, "Y3": 0.9288, "X4": 0.92277, "Y4": 0.7848, "page": 0}, {"Word": "CC: Dr. W. F. Gannon", "Confidence": 0.984, "X1": 0.11257, "Y1": 0.9282, "X2": 0.32984, "Y2": 0.928, "X3": 0.32984, "Y3": 0.9438, "X4": 0.11257, "Y4": 0.9428, "page": 0}, {"Word": "Mr. L. F. Meyer", "Confidence": 0.998, "X1": 0.15445, "Y1": 0.9442, "X2": 0.32068, "Y2": 0.944, "X3": 0.32068, "Y3": 0.9608, "X4": 0.15445, "Y4": 0.9598, "page": 0}, {"Word": "Dr. T. S. Osdene", "Confidence": 0.74375, "X1": 0.1322, "Y1": 0.9592, "X2": 0.33115, "Y2": 0.959, "X3": 0.33115, "Y3": 0.9778, "X4": 0.1322, "Y4": 0.9798, "page": 0}, {"Word": "Mr. R. N. Thomson", "Confidence": 0.99675, "X1": 0.15445, "Y1": 0.9772, "X2": 0.33901, "Y2": 0.977, "X3": 0.33901, "Y3": 0.9928, "X4": 0.15445, "Y4": 0.9928, "page": 0}], "words_data": [{"Word": "PHILIP", "Confidence": 0.992, "X1": 0.34686, "Y1": 0.0272, "X2": 0.42277, "Y2": 0.027, "X3": 0.42277, "Y3": 0.0448, "X4": 0.34686, "Y4": 0.0448, "page": 0, "Index": 0}, {"Word": "MORRIS", "Confidence": 0.968, "X1": 0.43325, "Y1": 0.0272, "X2": 0.51047, "Y2": 0.027, "X3": 0.51047, "Y3": 0.0458, "X4": 0.43325, "Y4": 0.0448, "page": 0, "Index": 1}, {"Word": "INCORPORATED", "Confidence": 0.991, "X1": 0.52356, "Y1": 0.0282, "X2": 0.67408, "Y2": 0.028, "X3": 0.67408, "Y3": 0.0468, "X4": 0.52356, "Y4": 0.0458, "page": 0, "Index": 2}, {"Word": "INTER", "Confidence": 0.997, "X1": 0.2801, "Y1": 0.0542, "X2": 0.35995, "Y2": 0.054, "X3": 0.35995, "Y3": 0.0718, "X4": 0.28141, "Y4": 0.0718, "page": 0, "Index": 3}, {"Word": "-OFFICE", "Confidence": 0.964, "X1": 0.36387, "Y1": 0.0542, "X2": 0.48037, "Y2": 0.054, "X3": 0.48037, "Y3": 0.0718, "X4": 0.36518, "Y4": 0.0718, "page": 0, "Index": 4}, {"Word": "CORRESPONDENCE", "Confidence": 0.939, "X1": 0.50262, "Y1": 0.0552, "X2": 0.74476, "Y2": 0.055, "X3": 0.74346, "Y3": 0.0738, "X4": 0.50262, "Y4": 0.0718, "page": 0, "Index": 5}, {"Word": "RICHMOND,", "Confidence": 0.691, "X1": 0.41623, "Y1": 0.0842, "X2": 0.51178, "Y2": 0.084, "X3": 0.51178, "Y3": 0.0998, "X4": 0.41623, "Y4": 0.0988, "page": 0, "Index": 6}, {"Word": "VIRGINIA", "Confidence": 0.684, "X1": 0.51963, "Y1": 0.0832, "X2": 0.60602, "Y2": 0.083, "X3": 0.60602, "Y3": 0.0988, "X4": 0.51963, "Y4": 0.0998, "page": 0, "Index": 7}, {"Word": "To:", "Confidence": 0.984, "X1": 0.01178, "Y1": 0.1422, "X2": 0.03927, "Y2": 0.142, "X3": 0.03796, "Y3": 0.1548, "X4": 0.01178, "Y4": 0.1538, "page": 0, "Index": 8}, {"Word": "Date:", "Confidence": 0.819, "X1": 0.60471, "Y1": 0.1412, "X2": 0.65052, "Y2": 0.141, "X3": 0.64921, "Y3": 0.1538, "X4": 0.6034, "Y4": 0.1528, "page": 0, "Index": 9}, {"Word": ".", "Confidence": 0.073, "X1": 0.09555, "Y1": 0.1452, "X2": 0.10864, "Y2": 0.145, "X3": 0.10864, "Y3": 0.1628, "X4": 0.09555, "Y4": 0.1618, "page": 0, "Index": 10}, {"Word": "Dr.", "Confidence": 0.998, "X1": 0.1178, "Y1": 0.1462, "X2": 0.15445, "Y2": 0.146, "X3": 0.15445, "Y3": 0.1648, "X4": 0.11911, "Y4": 0.1628, "page": 0, "Index": 11}, {"Word": "R.", "Confidence": 0.998, "X1": 0.15969, "Y1": 0.1472, "X2": 0.18586, "Y2": 0.147, "X3": 0.18586, "Y3": 0.1658, "X4": 0.15969, "Y4": 0.1648, "page": 0, "Index": 12}, {"Word": "B.", "Confidence": 0.998, "X1": 0.1911, "Y1": 0.1472, "X2": 0.2199, "Y2": 0.147, "X3": 0.21859, "Y3": 0.1658, "X4": 0.1911, "Y4": 0.1658, "page": 0, "Index": 13}, {"Word": "Seligman", "Confidence": 0.995, "X1": 0.22513, "Y1": 0.1472, "X2": 0.31283, "Y2": 0.147, "X3": 0.31152, "Y3": 0.1648, "X4": 0.22382, "Y4": 0.1658, "page": 0, "Index": 14}, {"Word": "September", "Confidence": 0.995, "X1": 0.6767, "Y1": 0.1502, "X2": 0.77487, "Y2": 0.15, "X3": 0.77356, "Y3": 0.1678, "X4": 0.67408, "Y4": 0.1668, "page": 0, "Index": 15}, {"Word": "26,", "Confidence": 0.994, "X1": 0.78272, "Y1": 0.1502, "X2": 0.81937, "Y2": 0.15, "X3": 0.81806, "Y3": 0.1688, "X4": 0.78272, "Y4": 0.1678, "page": 0, "Index": 16}, {"Word": "1980", "Confidence": 0.991, "X1": 0.8233, "Y1": 0.1512, "X2": 0.86911, "Y2": 0.151, "X3": 0.86911, "Y3": 0.1688, "X4": 0.8233, "Y4": 0.1688, "page": 0, "Index": 17}, {"Word": "From:", "Confidence": 0.996, "X1": 0.01047, "Y1": 0.1732, "X2": 0.05366, "Y2": 0.173, "X3": 0.05366, "Y3": 0.1868, "X4": 0.00916, "Y4": 0.1858, "page": 0, "Index": 18}, {"Word": "W.", "Confidence": 0.997, "X1": 0.11911, "Y1": 0.1792, "X2": 0.1466, "Y2": 0.179, "X3": 0.14529, "Y3": 0.1968, "X4": 0.11649, "Y4": 0.1958, "page": 0, "Index": 19}, {"Word": "A.", "Confidence": 0.998, "X1": 0.15052, "Y1": 0.1792, "X2": 0.1767, "Y2": 0.179, "X3": 0.17539, "Y3": 0.1968, "X4": 0.14921, "Y4": 0.1968, "page": 0, "Index": 20}, {"Word": "Farone", "Confidence": 0.997, "X1": 0.18325, "Y1": 0.1802, "X2": 0.24869, "Y2": 0.18, "X3": 0.24869, "Y3": 0.1958, "X4": 0.18194, "Y4": 0.1968, "page": 0, "Index": 21}, {"Word": "Subject:", "Confidence": 0.991, "X1": 0.01047, "Y1": 0.2072, "X2": 0.08377, "Y2": 0.207, "X3": 0.08246, "Y3": 0.2218, "X4": 0.00785, "Y4": 0.2218, "page": 0, "Index": 22}, {"Word": ".", "Confidence": 0.849, "X1": 0.09686, "Y1": 0.2092, "X2": 0.10733, "Y2": 0.209, "X3": 0.10733, "Y3": 0.2238, "X4": 0.09555, "Y4": 0.2228, "page": 0, "Index": 23}, {"Word": "Meeting", "Confidence": 0.994, "X1": 0.1178, "Y1": 0.2122, "X2": 0.19634, "Y2": 0.212, "X3": 0.19634, "Y3": 0.2318, "X4": 0.11649, "Y4": 0.2318, "page": 0, "Index": 24}, {"Word": "on", "Confidence": 0.997, "X1": 0.20157, "Y1": 0.2132, "X2": 0.22906, "Y2": 0.213, "X3": 0.22775, "Y3": 0.2318, "X4": 0.20157, "Y4": 0.2318, "page": 0, "Index": 25}, {"Word": "Space", "Confidence": 0.998, "X1": 0.23429, "Y1": 0.2132, "X2": 0.29188, "Y2": 0.213, "X3": 0.29188, "Y3": 0.2318, "X4": 0.23298, "Y4": 0.2318, "page": 0, "Index": 26}, {"Word": "Problem", "Confidence": 0.994, "X1": 0.29712, "Y1": 0.2132, "X2": 0.37696, "Y2": 0.213, "X3": 0.37565, "Y3": 0.2318, "X4": 0.29712, "Y4": 0.2318, "page": 0, "Index": 27}, {"Word": "in", "Confidence": 0.998, "X1": 0.38351, "Y1": 0.2142, "X2": 0.40707, "Y2": 0.214, "X3": 0.40707, "Y3": 0.2318, "X4": 0.38351, "Y4": 0.2318, "page": 0, "Index": 28}, {"Word": "New", "Confidence": 0.998, "X1": 0.4123, "Y1": 0.2142, "X2": 0.45026, "Y2": 0.214, "X3": 0.44895, "Y3": 0.2318, "X4": 0.4123, "Y4": 0.2318, "page": 0, "Index": 29}, {"Word": "TA", "Confidence": 0.998, "X1": 0.45681, "Y1": 0.2142, "X2": 0.48298, "Y2": 0.214, "X3": 0.48168, "Y3": 0.2318, "X4": 0.45681, "Y4": 0.2318, "page": 0, "Index": 30}, {"Word": "Center", "Confidence": 0.997, "X1": 0.48822, "Y1": 0.2132, "X2": 0.55497, "Y2": 0.213, "X3": 0.55497, "Y3": 0.2328, "X4": 0.48691, "Y4": 0.2318, "page": 0, "Index": 31}, {"Word": "On", "Confidence": 0.996, "X1": 0.17147, "Y1": 0.2622, "X2": 0.19634, "Y2": 0.262, "X3": 0.19503, "Y3": 0.2798, "X4": 0.17147, "Y4": 0.2798, "page": 0, "Index": 32}, {"Word": "Friday,", "Confidence": 0.996, "X1": 0.20419, "Y1": 0.2622, "X2": 0.28141, "Y2": 0.262, "X3": 0.28141, "Y3": 0.2798, "X4": 0.20288, "Y4": 0.2798, "page": 0, "Index": 33}, {"Word": "September", "Confidence": 0.994, "X1": 0.28665, "Y1": 0.2632, "X2": 0.38613, "Y2": 0.263, "X3": 0.38482, "Y3": 0.2808, "X4": 0.28534, "Y4": 0.2798, "page": 0, "Index": 34}, {"Word": "26,", "Confidence": 0.998, "X1": 0.39398, "Y1": 0.2632, "X2": 0.42932, "Y2": 0.263, "X3": 0.42801, "Y3": 0.2808, "X4": 0.39267, "Y4": 0.2808, "page": 0, "Index": 35}, {"Word": "1980,", "Confidence": 0.995, "X1": 0.43586, "Y1": 0.2632, "X2": 0.49346, "Y2": 0.263, "X3": 0.49215, "Y3": 0.2808, "X4": 0.43455, "Y4": 0.2808, "page": 0, "Index": 36}, {"Word": "I", "Confidence": 0.894, "X1": 0.49869, "Y1": 0.2632, "X2": 0.51178, "Y2": 0.263, "X3": 0.51047, "Y3": 0.2818, "X4": 0.49738, "Y4": 0.2808, "page": 0, "Index": 37}, {"Word": "attended", "Confidence": 0.995, "X1": 0.51832, "Y1": 0.2642, "X2": 0.60733, "Y2": 0.264, "X3": 0.60602, "Y3": 0.2818, "X4": 0.51702, "Y4": 0.2818, "page": 0, "Index": 38}, {"Word": "a", "Confidence": 0.995, "X1": 0.61518, "Y1": 0.2642, "X2": 0.62827, "Y2": 0.264, "X3": 0.62696, "Y3": 0.2818, "X4": 0.61387, "Y4": 0.2818, "page": 0, "Index": 39}, {"Word": "meeting", "Confidence": 0.996, "X1": 0.63351, "Y1": 0.2652, "X2": 0.71466, "Y2": 0.265, "X3": 0.71335, "Y3": 0.2828, "X4": 0.6322, "Y4": 0.2818, "page": 0, "Index": 40}, {"Word": "on", "Confidence": 0.828, "X1": 0.71859, "Y1": 0.2652, "X2": 0.74476, "Y2": 0.265, "X3": 0.74476, "Y3": 0.2828, "X4": 0.71859, "Y4": 0.2828, "page": 0, "Index": 41}, {"Word": "your", "Confidence": 0.989, "X1": 0.75, "Y1": 0.2652, "X2": 0.79712, "Y2": 0.265, "X3": 0.79581, "Y3": 0.2828, "X4": 0.74869, "Y4": 0.2828, "page": 0, "Index": 42}, {"Word": "behalf", "Confidence": 0.991, "X1": 0.80236, "Y1": 0.2662, "X2": 0.86911, "Y2": 0.266, "X3": 0.86911, "Y3": 0.2828, "X4": 0.80105, "Y4": 0.2828, "page": 0, "Index": 43}, {"Word": "concerning", "Confidence": 0.991, "X1": 0.12173, "Y1": 0.2802, "X2": 0.22775, "Y2": 0.28, "X3": 0.22775, "Y3": 0.2958, "X4": 0.12173, "Y4": 0.2958, "page": 0, "Index": 44}, {"Word": "potential", "Confidence": 0.994, "X1": 0.2356, "Y1": 0.2802, "X2": 0.33246, "Y2": 0.28, "X3": 0.33246, "Y3": 0.2968, "X4": 0.2356, "Y4": 0.2958, "page": 0, "Index": 45}, {"Word": "space", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.2802, "X2": 0.39398, "Y2": 0.28, "X3": 0.39529, "Y3": 0.2968, "X4": 0.34031, "Y4": 0.2968, "page": 0, "Index": 46}, {"Word": "problems", "Confidence": 0.995, "X1": 0.40314, "Y1": 0.2802, "X2": 0.49084, "Y2": 0.28, "X3": 0.49084, "Y3": 0.2968, "X4": 0.40314, "Y4": 0.2968, "page": 0, "Index": 47}, {"Word": "in", "Confidence": 0.997, "X1": 0.49869, "Y1": 0.2802, "X2": 0.52094, "Y2": 0.28, "X3": 0.52094, "Y3": 0.2978, "X4": 0.49869, "Y4": 0.2968, "page": 0, "Index": 48}, {"Word": "the", "Confidence": 0.998, "X1": 0.5301, "Y1": 0.2812, "X2": 0.56414, "Y2": 0.281, "X3": 0.56414, "Y3": 0.2978, "X4": 0.5301, "Y4": 0.2978, "page": 0, "Index": 49}, {"Word": "new", "Confidence": 0.998, "X1": 0.57068, "Y1": 0.2812, "X2": 0.60602, "Y2": 0.281, "X3": 0.60602, "Y3": 0.2978, "X4": 0.57068, "Y4": 0.2978, "page": 0, "Index": 50}, {"Word": "TA", "Confidence": 0.996, "X1": 0.61387, "Y1": 0.2812, "X2": 0.63613, "Y2": 0.281, "X3": 0.63613, "Y3": 0.2978, "X4": 0.61387, "Y4": 0.2978, "page": 0, "Index": 51}, {"Word": "Center.", "Confidence": 0.995, "X1": 0.64398, "Y1": 0.2822, "X2": 0.72513, "Y2": 0.282, "X3": 0.72382, "Y3": 0.2988, "X4": 0.64398, "Y4": 0.2978, "page": 0, "Index": 52}, {"Word": "Present", "Confidence": 0.996, "X1": 0.73953, "Y1": 0.2832, "X2": 0.81675, "Y2": 0.283, "X3": 0.81675, "Y3": 0.2988, "X4": 0.73953, "Y4": 0.2988, "page": 0, "Index": 53}, {"Word": "were", "Confidence": 0.987, "X1": 0.8233, "Y1": 0.2832, "X2": 0.86911, "Y2": 0.283, "X3": 0.8678, "Y3": 0.2988, "X4": 0.82199, "Y4": 0.2988, "page": 0, "Index": 54}, {"Word": "Messrs.", "Confidence": 0.991, "X1": 0.11911, "Y1": 0.2952, "X2": 0.19764, "Y2": 0.295, "X3": 0.19764, "Y3": 0.3118, "X4": 0.11911, "Y4": 0.3118, "page": 0, "Index": 55}, {"Word": "Remington,", "Confidence": 0.994, "X1": 0.20288, "Y1": 0.2962, "X2": 0.31283, "Y2": 0.296, "X3": 0.31283, "Y3": 0.3138, "X4": 0.20288, "Y4": 0.3128, "page": 0, "Index": 56}, {"Word": "Pasquine,", "Confidence": 0.994, "X1": 0.31806, "Y1": 0.2962, "X2": 0.41885, "Y2": 0.296, "X3": 0.41754, "Y3": 0.3148, "X4": 0.31675, "Y4": 0.3138, "page": 0, "Index": 57}, {"Word": "Kay,", "Confidence": 0.991, "X1": 0.42408, "Y1": 0.2962, "X2": 0.47251, "Y2": 0.296, "X3": 0.4712, "Y3": 0.3148, "X4": 0.42277, "Y4": 0.3148, "page": 0, "Index": 58}, {"Word": "Dudley,", "Confidence": 0.993, "X1": 0.47644, "Y1": 0.2972, "X2": 0.55497, "Y2": 0.297, "X3": 0.55497, "Y3": 0.3148, "X4": 0.47644, "Y4": 0.3148, "page": 0, "Index": 59}, {"Word": "Kurimsky,", "Confidence": 0.993, "X1": 0.56021, "Y1": 0.2972, "X2": 0.66099, "Y2": 0.297, "X3": 0.65969, "Y3": 0.3158, "X4": 0.5589, "Y4": 0.3148, "page": 0, "Index": 60}, {"Word": "Van", "Confidence": 0.998, "X1": 0.66492, "Y1": 0.2982, "X2": 0.70157, "Y2": 0.298, "X3": 0.70157, "Y3": 0.3158, "X4": 0.66492, "Y4": 0.3158, "page": 0, "Index": 61}, {"Word": "Arnham,", "Confidence": 0.942, "X1": 0.70812, "Y1": 0.2982, "X2": 0.78796, "Y2": 0.298, "X3": 0.78665, "Y3": 0.3158, "X4": 0.70681, "Y4": 0.3158, "page": 0, "Index": 62}, {"Word": "Steele", "Confidence": 0.997, "X1": 0.79188, "Y1": 0.2992, "X2": 0.85995, "Y2": 0.299, "X3": 0.85864, "Y3": 0.3158, "X4": 0.79188, "Y4": 0.3158, "page": 0, "Index": 63}, {"Word": "and", "Confidence": 0.998, "X1": 0.12042, "Y1": 0.3122, "X2": 0.15314, "Y2": 0.312, "X3": 0.15314, "Y3": 0.3288, "X4": 0.12042, "Y4": 0.3288, "page": 0, "Index": 64}, {"Word": "Opengart.", "Confidence": 0.994, "X1": 0.15969, "Y1": 0.3122, "X2": 0.25916, "Y2": 0.312, "X3": 0.25916, "Y3": 0.3298, "X4": 0.15969, "Y4": 0.3288, "page": 0, "Index": 65}, {"Word": "In", "Confidence": 0.998, "X1": 0.17147, "Y1": 0.3442, "X2": 0.19503, "Y2": 0.344, "X3": 0.19503, "Y3": 0.3598, "X4": 0.17147, "Y4": 0.3598, "page": 0, "Index": 66}, {"Word": "a", "Confidence": 0.996, "X1": 0.20157, "Y1": 0.3442, "X2": 0.21466, "Y2": 0.344, "X3": 0.21466, "Y3": 0.3608, "X4": 0.20157, "Y4": 0.3608, "page": 0, "Index": 67}, {"Word": "presentation", "Confidence": 0.992, "X1": 0.22251, "Y1": 0.3452, "X2": 0.35209, "Y2": 0.345, "X3": 0.35079, "Y3": 0.3618, "X4": 0.22251, "Y4": 0.3608, "page": 0, "Index": 68}, {"Word": "made", "Confidence": 0.991, "X1": 0.35995, "Y1": 0.3452, "X2": 0.40576, "Y2": 0.345, "X3": 0.40576, "Y3": 0.3618, "X4": 0.35864, "Y4": 0.3618, "page": 0, "Index": 69}, {"Word": "by", "Confidence": 0.998, "X1": 0.4123, "Y1": 0.3452, "X2": 0.43848, "Y2": 0.345, "X3": 0.43848, "Y3": 0.3618, "X4": 0.4123, "Y4": 0.3618, "page": 0, "Index": 70}, {"Word": "several", "Confidence": 0.995, "X1": 0.44503, "Y1": 0.3452, "X2": 0.52225, "Y2": 0.345, "X3": 0.52094, "Y3": 0.3628, "X4": 0.44372, "Y4": 0.3618, "page": 0, "Index": 71}, {"Word": "of", "Confidence": 0.998, "X1": 0.5288, "Y1": 0.3462, "X2": 0.55366, "Y2": 0.346, "X3": 0.55236, "Y3": 0.3628, "X4": 0.52749, "Y4": 0.3628, "page": 0, "Index": 72}, {"Word": "the", "Confidence": 0.998, "X1": 0.56283, "Y1": 0.3462, "X2": 0.59555, "Y2": 0.346, "X3": 0.59555, "Y3": 0.3628, "X4": 0.56152, "Y4": 0.3628, "page": 0, "Index": 73}, {"Word": "engineers", "Confidence": 0.991, "X1": 0.6034, "Y1": 0.3462, "X2": 0.70026, "Y2": 0.346, "X3": 0.69895, "Y3": 0.3638, "X4": 0.60209, "Y4": 0.3628, "page": 0, "Index": 74}, {"Word": "tracking", "Confidence": 0.996, "X1": 0.70942, "Y1": 0.3462, "X2": 0.79712, "Y2": 0.346, "X3": 0.79581, "Y3": 0.3638, "X4": 0.70812, "Y4": 0.3638, "page": 0, "Index": 75}, {"Word": "the", "Confidence": 0.998, "X1": 0.80366, "Y1": 0.3472, "X2": 0.83901, "Y2": 0.347, "X3": 0.8377, "Y3": 0.3638, "X4": 0.80236, "Y4": 0.3638, "page": 0, "Index": 76}, {"Word": "project,", "Confidence": 0.984, "X1": 0.12042, "Y1": 0.3612, "X2": 0.20026, "Y2": 0.361, "X3": 0.19895, "Y3": 0.3768, "X4": 0.11911, "Y4": 0.3768, "page": 0, "Index": 77}, {"Word": "they", "Confidence": 0.988, "X1": 0.20419, "Y1": 0.3612, "X2": 0.24869, "Y2": 0.361, "X3": 0.24738, "Y3": 0.3778, "X4": 0.20288, "Y4": 0.3768, "page": 0, "Index": 78}, {"Word": "pointed", "Confidence": 0.996, "X1": 0.25654, "Y1": 0.3612, "X2": 0.33246, "Y2": 0.361, "X3": 0.33115, "Y3": 0.3778, "X4": 0.25524, "Y4": 0.3778, "page": 0, "Index": 79}, {"Word": "out", "Confidence": 0.998, "X1": 0.33901, "Y1": 0.3612, "X2": 0.37435, "Y2": 0.361, "X3": 0.37435, "Y3": 0.3778, "X4": 0.3377, "Y4": 0.3778, "page": 0, "Index": 80}, {"Word": "that", "Confidence": 0.988, "X1": 0.38351, "Y1": 0.3622, "X2": 0.42801, "Y2": 0.362, "X3": 0.4267, "Y3": 0.3778, "X4": 0.38351, "Y4": 0.3778, "page": 0, "Index": 81}, {"Word": "the", "Confidence": 0.998, "X1": 0.43586, "Y1": 0.3622, "X2": 0.4699, "Y2": 0.362, "X3": 0.46859, "Y3": 0.3778, "X4": 0.43455, "Y4": 0.3778, "page": 0, "Index": 82}, {"Word": "internal", "Confidence": 0.991, "X1": 0.47906, "Y1": 0.3622, "X2": 0.56414, "Y2": 0.362, "X3": 0.56414, "Y3": 0.3788, "X4": 0.47775, "Y4": 0.3778, "page": 0, "Index": 83}, {"Word": "space", "Confidence": 0.997, "X1": 0.57199, "Y1": 0.3622, "X2": 0.62565, "Y2": 0.362, "X3": 0.62565, "Y3": 0.3788, "X4": 0.57068, "Y4": 0.3788, "page": 0, "Index": 84}, {"Word": "was", "Confidence": 0.991, "X1": 0.63351, "Y1": 0.3632, "X2": 0.66754, "Y2": 0.363, "X3": 0.66754, "Y3": 0.3788, "X4": 0.63351, "Y4": 0.3788, "page": 0, "Index": 85}, {"Word": "originally", "Confidence": 0.806, "X1": 0.67539, "Y1": 0.3632, "X2": 0.78403, "Y2": 0.363, "X3": 0.78403, "Y3": 0.3798, "X4": 0.67539, "Y4": 0.3788, "page": 0, "Index": 86}, {"Word": "designed", "Confidence": 0.996, "X1": 0.79188, "Y1": 0.3632, "X2": 0.88089, "Y2": 0.363, "X3": 0.87958, "Y3": 0.3808, "X4": 0.79188, "Y4": 0.3798, "page": 0, "Index": 87}, {"Word": "to", "Confidence": 0.998, "X1": 0.12042, "Y1": 0.3762, "X2": 0.14136, "Y2": 0.376, "X3": 0.14136, "Y3": 0.3938, "X4": 0.11911, "Y4": 0.3938, "page": 0, "Index": 88}, {"Word": "fill", "Confidence": 0.985, "X1": 0.15052, "Y1": 0.3772, "X2": 0.19503, "Y2": 0.377, "X3": 0.19372, "Y3": 0.3938, "X4": 0.15052, "Y4": 0.3938, "page": 0, "Index": 89}, {"Word": "projected", "Confidence": 0.994, "X1": 0.20157, "Y1": 0.3772, "X2": 0.30105, "Y2": 0.377, "X3": 0.30105, "Y3": 0.3938, "X4": 0.20157, "Y4": 0.3938, "page": 0, "Index": 90}, {"Word": "needs", "Confidence": 0.995, "X1": 0.30759, "Y1": 0.3782, "X2": 0.36387, "Y2": 0.378, "X3": 0.36387, "Y3": 0.3948, "X4": 0.30628, "Y4": 0.3938, "page": 0, "Index": 91}, {"Word": "up", "Confidence": 0.998, "X1": 0.37173, "Y1": 0.3782, "X2": 0.39529, "Y2": 0.378, "X3": 0.39398, "Y3": 0.3948, "X4": 0.37173, "Y4": 0.3948, "page": 0, "Index": 92}, {"Word": "through", "Confidence": 0.995, "X1": 0.40445, "Y1": 0.3782, "X2": 0.48168, "Y2": 0.378, "X3": 0.48037, "Y3": 0.3948, "X4": 0.40314, "Y4": 0.3948, "page": 0, "Index": 93}, {"Word": "1987.", "Confidence": 0.996, "X1": 0.48822, "Y1": 0.3782, "X2": 0.54581, "Y2": 0.378, "X3": 0.5445, "Y3": 0.3948, "X4": 0.48691, "Y4": 0.3948, "page": 0, "Index": 94}, {"Word": "Since", "Confidence": 0.997, "X1": 0.5589, "Y1": 0.3792, "X2": 0.61649, "Y2": 0.379, "X3": 0.61518, "Y3": 0.3948, "X4": 0.5589, "Y4": 0.3948, "page": 0, "Index": 95}, {"Word": "the", "Confidence": 0.998, "X1": 0.62565, "Y1": 0.3792, "X2": 0.65838, "Y2": 0.379, "X3": 0.65707, "Y3": 0.3948, "X4": 0.62435, "Y4": 0.3948, "page": 0, "Index": 96}, {"Word": "original", "Confidence": 0.886, "X1": 0.66492, "Y1": 0.3792, "X2": 0.75393, "Y2": 0.379, "X3": 0.75262, "Y3": 0.3958, "X4": 0.66361, "Y4": 0.3958, "page": 0, "Index": 97}, {"Word": "projections", "Confidence": 0.994, "X1": 0.76178, "Y1": 0.3792, "X2": 0.87958, "Y2": 0.379, "X3": 0.87827, "Y3": 0.3958, "X4": 0.76047, "Y4": 0.3958, "page": 0, "Index": 98}, {"Word": "were", "Confidence": 0.985, "X1": 0.11911, "Y1": 0.3942, "X2": 0.1623, "Y2": 0.394, "X3": 0.1623, "Y3": 0.4098, "X4": 0.11911, "Y4": 0.4098, "page": 0, "Index": 99}, {"Word": "made", "Confidence": 0.988, "X1": 0.16885, "Y1": 0.3942, "X2": 0.21597, "Y2": 0.394, "X3": 0.21597, "Y3": 0.4098, "X4": 0.16885, "Y4": 0.4098, "page": 0, "Index": 100}, {"Word": "personnel", "Confidence": 0.991, "X1": 0.22251, "Y1": 0.3942, "X2": 0.3233, "Y2": 0.394, "X3": 0.3233, "Y3": 0.4098, "X4": 0.22251, "Y4": 0.4098, "page": 0, "Index": 101}, {"Word": "projections", "Confidence": 0.955, "X1": 0.32984, "Y1": 0.3942, "X2": 0.44241, "Y2": 0.394, "X3": 0.44241, "Y3": 0.4098, "X4": 0.32853, "Y4": 0.4098, "page": 0, "Index": 102}, {"Word": "for", "Confidence": 0.998, "X1": 0.44634, "Y1": 0.3942, "X2": 0.47906, "Y2": 0.394, "X3": 0.47906, "Y3": 0.4108, "X4": 0.44634, "Y4": 0.4098, "page": 0, "Index": 103}, {"Word": "1987", "Confidence": 0.991, "X1": 0.48691, "Y1": 0.3942, "X2": 0.53272, "Y2": 0.394, "X3": 0.53141, "Y3": 0.4108, "X4": 0.48691, "Y4": 0.4108, "page": 0, "Index": 104}, {"Word": "have", "Confidence": 0.986, "X1": 0.53796, "Y1": 0.3942, "X2": 0.58377, "Y2": 0.394, "X3": 0.58377, "Y3": 0.4108, "X4": 0.53796, "Y4": 0.4108, "page": 0, "Index": 105}, {"Word": "increased", "Confidence": 0.995, "X1": 0.59424, "Y1": 0.3942, "X2": 0.68979, "Y2": 0.394, "X3": 0.68979, "Y3": 0.4108, "X4": 0.59424, "Y4": 0.4108, "page": 0, "Index": 106}, {"Word": "to", "Confidence": 0.998, "X1": 0.70026, "Y1": 0.3942, "X2": 0.72382, "Y2": 0.394, "X3": 0.72251, "Y3": 0.4118, "X4": 0.69895, "Y4": 0.4118, "page": 0, "Index": 107}, {"Word": "175-200", "Confidence": 0.996, "X1": 0.73037, "Y1": 0.3952, "X2": 0.80497, "Y2": 0.395, "X3": 0.80366, "Y3": 0.4118, "X4": 0.72906, "Y4": 0.4118, "page": 0, "Index": 108}, {"Word": "people", "Confidence": 0.993, "X1": 0.81414, "Y1": 0.3952, "X2": 0.87958, "Y2": 0.395, "X3": 0.87827, "Y3": 0.4128, "X4": 0.81283, "Y4": 0.4118, "page": 0, "Index": 109}, {"Word": "over", "Confidence": 0.993, "X1": 0.12173, "Y1": 0.4102, "X2": 0.16492, "Y2": 0.41, "X3": 0.16361, "Y3": 0.4258, "X4": 0.12042, "Y4": 0.4258, "page": 0, "Index": 110}, {"Word": "the", "Confidence": 0.998, "X1": 0.17147, "Y1": 0.4102, "X2": 0.2055, "Y2": 0.41, "X3": 0.20419, "Y3": 0.4258, "X4": 0.17016, "Y4": 0.4258, "page": 0, "Index": 111}, {"Word": "capacity", "Confidence": 0.996, "X1": 0.21335, "Y1": 0.4102, "X2": 0.30105, "Y2": 0.41, "X3": 0.29974, "Y3": 0.4258, "X4": 0.21204, "Y4": 0.4258, "page": 0, "Index": 112}, {"Word": "of", "Confidence": 0.998, "X1": 0.30759, "Y1": 0.4102, "X2": 0.33246, "Y2": 0.41, "X3": 0.33115, "Y3": 0.4258, "X4": 0.30628, "Y4": 0.4258, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.34031, "Y1": 0.4102, "X2": 0.37435, "Y2": 0.41, "X3": 0.37304, "Y3": 0.4258, "X4": 0.33901, "Y4": 0.4258, "page": 0, "Index": 114}, {"Word": "building.", "Confidence": 0.994, "X1": 0.3822, "Y1": 0.4102, "X2": 0.48168, "Y2": 0.41, "X3": 0.48037, "Y3": 0.4268, "X4": 0.38089, "Y4": 0.4258, "page": 0, "Index": 115}, {"Word": "Even", "Confidence": 0.987, "X1": 0.49738, "Y1": 0.4102, "X2": 0.54188, "Y2": 0.41, "X3": 0.54188, "Y3": 0.4268, "X4": 0.49607, "Y4": 0.4268, "page": 0, "Index": 116}, {"Word": "in", "Confidence": 0.998, "X1": 0.55105, "Y1": 0.4102, "X2": 0.5733, "Y2": 0.41, "X3": 0.57199, "Y3": 0.4268, "X4": 0.54974, "Y4": 0.4268, "page": 0, "Index": 117}, {"Word": "1982", "Confidence": 0.988, "X1": 0.58246, "Y1": 0.4102, "X2": 0.62696, "Y2": 0.41, "X3": 0.62565, "Y3": 0.4268, "X4": 0.58246, "Y4": 0.4268, "page": 0, "Index": 118}, {"Word": "when", "Confidence": 0.989, "X1": 0.6322, "Y1": 0.4112, "X2": 0.67932, "Y2": 0.411, "X3": 0.67801, "Y3": 0.4278, "X4": 0.63089, "Y4": 0.4268, "page": 0, "Index": 119}, {"Word": "the", "Confidence": 0.998, "X1": 0.68848, "Y1": 0.4112, "X2": 0.72251, "Y2": 0.411, "X3": 0.7212, "Y3": 0.4278, "X4": 0.68717, "Y4": 0.4278, "page": 0, "Index": 120}, {"Word": "building", "Confidence": 0.996, "X1": 0.72775, "Y1": 0.4122, "X2": 0.81675, "Y2": 0.412, "X3": 0.81675, "Y3": 0.4288, "X4": 0.72775, "Y4": 0.4278, "page": 0, "Index": 121}, {"Word": "is", "Confidence": 0.998, "X1": 0.82461, "Y1": 0.4122, "X2": 0.84686, "Y2": 0.412, "X3": 0.84686, "Y3": 0.4298, "X4": 0.8233, "Y4": 0.4288, "page": 0, "Index": 122}, {"Word": "first", "Confidence": 0.994, "X1": 0.12173, "Y1": 0.4252, "X2": 0.17408, "Y2": 0.425, "X3": 0.17277, "Y3": 0.4418, "X4": 0.12042, "Y4": 0.4418, "page": 0, "Index": 123}, {"Word": "occupied", "Confidence": 0.995, "X1": 0.18063, "Y1": 0.4252, "X2": 0.26963, "Y2": 0.425, "X3": 0.26832, "Y3": 0.4418, "X4": 0.17932, "Y4": 0.4418, "page": 0, "Index": 124}, {"Word": "there", "Confidence": 0.997, "X1": 0.2788, "Y1": 0.4252, "X2": 0.33246, "Y2": 0.425, "X3": 0.33246, "Y3": 0.4418, "X4": 0.27749, "Y4": 0.4418, "page": 0, "Index": 125}, {"Word": "would", "Confidence": 0.998, "X1": 0.33901, "Y1": 0.4252, "X2": 0.39529, "Y2": 0.425, "X3": 0.39398, "Y3": 0.4418, "X4": 0.3377, "Y4": 0.4418, "page": 0, "Index": 126}, {"Word": "be", "Confidence": 0.997, "X1": 0.40183, "Y1": 0.4252, "X2": 0.42801, "Y2": 0.425, "X3": 0.4267, "Y3": 0.4428, "X4": 0.40183, "Y4": 0.4418, "page": 0, "Index": 127}, {"Word": "a", "Confidence": 0.995, "X1": 0.43455, "Y1": 0.4262, "X2": 0.44634, "Y2": 0.426, "X3": 0.44503, "Y3": 0.4428, "X4": 0.43325, "Y4": 0.4428, "page": 0, "Index": 128}, {"Word": "shortfall", "Confidence": 0.955, "X1": 0.4555, "Y1": 0.4262, "X2": 0.55236, "Y2": 0.426, "X3": 0.55105, "Y3": 0.4428, "X4": 0.45419, "Y4": 0.4428, "page": 0, "Index": 129}, {"Word": "of", "Confidence": 0.998, "X1": 0.56021, "Y1": 0.4272, "X2": 0.58508, "Y2": 0.427, "X3": 0.58377, "Y3": 0.4438, "X4": 0.5589, "Y4": 0.4428, "page": 0, "Index": 130}, {"Word": "17", "Confidence": 0.996, "X1": 0.59293, "Y1": 0.4272, "X2": 0.61518, "Y2": 0.427, "X3": 0.61387, "Y3": 0.4438, "X4": 0.59162, "Y4": 0.4438, "page": 0, "Index": 131}, {"Word": "spaces.", "Confidence": 0.995, "X1": 0.62304, "Y1": 0.4282, "X2": 0.70288, "Y2": 0.428, "X3": 0.70157, "Y3": 0.4448, "X4": 0.62173, "Y4": 0.4438, "page": 0, "Index": 132}, {"Word": "Of", "Confidence": 0.991, "X1": 0.71859, "Y1": 0.4282, "X2": 0.74476, "Y2": 0.428, "X3": 0.74346, "Y3": 0.4448, "X4": 0.71728, "Y4": 0.4448, "page": 0, "Index": 133}, {"Word": "the", "Confidence": 0.998, "X1": 0.75131, "Y1": 0.4292, "X2": 0.78534, "Y2": 0.429, "X3": 0.78403, "Y3": 0.4448, "X4": 0.75, "Y4": 0.4448, "page": 0, "Index": 134}, {"Word": "groups", "Confidence": 0.993, "X1": 0.79319, "Y1": 0.4302, "X2": 0.85733, "Y2": 0.43, "X3": 0.85602, "Y3": 0.4458, "X4": 0.79188, "Y4": 0.4448, "page": 0, "Index": 135}, {"Word": "slated", "Confidence": 0.995, "X1": 0.12173, "Y1": 0.4412, "X2": 0.18325, "Y2": 0.441, "X3": 0.18325, "Y3": 0.4578, "X4": 0.12173, "Y4": 0.4568, "page": 0, "Index": 136}, {"Word": "to", "Confidence": 0.998, "X1": 0.19241, "Y1": 0.4412, "X2": 0.21597, "Y2": 0.441, "X3": 0.21597, "Y3": 0.4578, "X4": 0.19241, "Y4": 0.4578, "page": 0, "Index": 137}, {"Word": "occupy", "Confidence": 0.996, "X1": 0.22382, "Y1": 0.4422, "X2": 0.28927, "Y2": 0.442, "X3": 0.28927, "Y3": 0.4588, "X4": 0.22382, "Y4": 0.4578, "page": 0, "Index": 138}, {"Word": "the", "Confidence": 0.998, "X1": 0.29843, "Y1": 0.4422, "X2": 0.33115, "Y2": 0.442, "X3": 0.33115, "Y3": 0.4588, "X4": 0.29843, "Y4": 0.4588, "page": 0, "Index": 139}, {"Word": "building", "Confidence": 0.993, "X1": 0.3377, "Y1": 0.4422, "X2": 0.42801, "Y2": 0.442, "X3": 0.4267, "Y3": 0.4598, "X4": 0.3377, "Y4": 0.4588, "page": 0, "Index": 140}, {"Word": "only", "Confidence": 0.986, "X1": 0.43325, "Y1": 0.4432, "X2": 0.48037, "Y2": 0.443, "X3": 0.47906, "Y3": 0.4598, "X4": 0.43325, "Y4": 0.4598, "page": 0, "Index": 141}, {"Word": "P/MIS", "Confidence": 0.997, "X1": 0.4856, "Y1": 0.4432, "X2": 0.54188, "Y2": 0.443, "X3": 0.54188, "Y3": 0.4608, "X4": 0.4856, "Y4": 0.4598, "page": 0, "Index": 142}, {"Word": "and", "Confidence": 0.998, "X1": 0.54974, "Y1": 0.4432, "X2": 0.58377, "Y2": 0.443, "X3": 0.58377, "Y3": 0.4608, "X4": 0.54843, "Y4": 0.4608, "page": 0, "Index": 143}, {"Word": "R&D", "Confidence": 0.994, "X1": 0.59162, "Y1": 0.4432, "X2": 0.62827, "Y2": 0.443, "X3": 0.62696, "Y3": 0.4608, "X4": 0.59031, "Y4": 0.4608, "page": 0, "Index": 144}, {"Word": "maintained", "Confidence": 0.994, "X1": 0.6322, "Y1": 0.4442, "X2": 0.74346, "Y2": 0.444, "X3": 0.74215, "Y3": 0.4608, "X4": 0.63089, "Y4": 0.4608, "page": 0, "Index": 145}, {"Word": "their", "Confidence": 0.998, "X1": 0.75131, "Y1": 0.4442, "X2": 0.80497, "Y2": 0.444, "X3": 0.80366, "Y3": 0.4608, "X4": 0.75, "Y4": 0.4608, "page": 0, "Index": 146}, {"Word": "1987", "Confidence": 0.989, "X1": 0.81414, "Y1": 0.4452, "X2": 0.85733, "Y2": 0.445, "X3": 0.85602, "Y3": 0.4608, "X4": 0.81283, "Y4": 0.4608, "page": 0, "Index": 147}, {"Word": "projections.", "Confidence": 0.982, "X1": 0.11911, "Y1": 0.4582, "X2": 0.25, "Y2": 0.458, "X3": 0.25, "Y3": 0.4748, "X4": 0.1178, "Y4": 0.4738, "page": 0, "Index": 148}, {"Word": "Others", "Confidence": 0.991, "X1": 0.26571, "Y1": 0.4582, "X2": 0.33115, "Y2": 0.458, "X3": 0.33115, "Y3": 0.4758, "X4": 0.2644, "Y4": 0.4748, "page": 0, "Index": 149}, {"Word": "have", "Confidence": 0.991, "X1": 0.3377, "Y1": 0.4592, "X2": 0.38482, "Y2": 0.459, "X3": 0.38482, "Y3": 0.4758, "X4": 0.3377, "Y4": 0.4758, "page": 0, "Index": 150}, {"Word": "generally", "Confidence": 0.994, "X1": 0.39267, "Y1": 0.4592, "X2": 0.48822, "Y2": 0.459, "X3": 0.48822, "Y3": 0.4768, "X4": 0.39267, "Y4": 0.4758, "page": 0, "Index": 151}, {"Word": "planned", "Confidence": 0.993, "X1": 0.49607, "Y1": 0.4592, "X2": 0.57461, "Y2": 0.459, "X3": 0.57461, "Y3": 0.4768, "X4": 0.49607, "Y4": 0.4768, "page": 0, "Index": 152}, {"Word": "for", "Confidence": 0.998, "X1": 0.58246, "Y1": 0.4602, "X2": 0.61649, "Y2": 0.46, "X3": 0.61518, "Y3": 0.4768, "X4": 0.58246, "Y4": 0.4768, "page": 0, "Index": 153}, {"Word": "increased", "Confidence": 0.995, "X1": 0.62435, "Y1": 0.4602, "X2": 0.72251, "Y2": 0.46, "X3": 0.72251, "Y3": 0.4778, "X4": 0.62304, "Y4": 0.4768, "page": 0, "Index": 154}, {"Word": "capacity", "Confidence": 0.996, "X1": 0.72775, "Y1": 0.4612, "X2": 0.81545, "Y2": 0.461, "X3": 0.81545, "Y3": 0.4778, "X4": 0.72775, "Y4": 0.4778, "page": 0, "Index": 155}, {"Word": "with", "Confidence": 0.991, "X1": 0.82068, "Y1": 0.4612, "X2": 0.86911, "Y2": 0.461, "X3": 0.86911, "Y3": 0.4778, "X4": 0.82068, "Y4": 0.4778, "page": 0, "Index": 156}, {"Word": "major", "Confidence": 0.994, "X1": 0.1178, "Y1": 0.4742, "X2": 0.17408, "Y2": 0.474, "X3": 0.17408, "Y3": 0.4908, "X4": 0.11911, "Y4": 0.4908, "page": 0, "Index": 157}, {"Word": "increases", "Confidence": 0.994, "X1": 0.18194, "Y1": 0.4742, "X2": 0.2788, "Y2": 0.474, "X3": 0.2788, "Y3": 0.4918, "X4": 0.18194, "Y4": 0.4908, "page": 0, "Index": 158}, {"Word": "in", "Confidence": 0.998, "X1": 0.28796, "Y1": 0.4752, "X2": 0.31152, "Y2": 0.475, "X3": 0.31152, "Y3": 0.4918, "X4": 0.28927, "Y4": 0.4918, "page": 0, "Index": 159}, {"Word": "Manufacturing", "Confidence": 0.993, "X1": 0.31545, "Y1": 0.4752, "X2": 0.45942, "Y2": 0.475, "X3": 0.45942, "Y3": 0.4928, "X4": 0.31675, "Y4": 0.4918, "page": 0, "Index": 160}, {"Word": "Services", "Confidence": 0.995, "X1": 0.46335, "Y1": 0.4762, "X2": 0.55366, "Y2": 0.476, "X3": 0.55366, "Y3": 0.4938, "X4": 0.46335, "Y4": 0.4928, "page": 0, "Index": 161}, {"Word": "and", "Confidence": 0.998, "X1": 0.56021, "Y1": 0.4762, "X2": 0.59686, "Y2": 0.476, "X3": 0.59555, "Y3": 0.4938, "X4": 0.56021, "Y4": 0.4938, "page": 0, "Index": 162}, {"Word": "Engineering.", "Confidence": 0.991, "X1": 0.60079, "Y1": 0.4772, "X2": 0.73298, "Y2": 0.477, "X3": 0.73168, "Y3": 0.4948, "X4": 0.60079, "Y4": 0.4938, "page": 0, "Index": 163}, {"Word": "The", "Confidence": 0.998, "X1": 0.17277, "Y1": 0.5072, "X2": 0.2055, "Y2": 0.507, "X3": 0.20419, "Y3": 0.5228, "X4": 0.17147, "Y4": 0.5228, "page": 0, "Index": 164}, {"Word": "most", "Confidence": 0.989, "X1": 0.21073, "Y1": 0.5072, "X2": 0.25916, "Y2": 0.507, "X3": 0.25916, "Y3": 0.5238, "X4": 0.21073, "Y4": 0.5228, "page": 0, "Index": 165}, {"Word": "plausible", "Confidence": 0.993, "X1": 0.26571, "Y1": 0.5072, "X2": 0.36257, "Y2": 0.507, "X3": 0.36257, "Y3": 0.5248, "X4": 0.2644, "Y4": 0.5238, "page": 0, "Index": 166}, {"Word": "solution", "Confidence": 0.995, "X1": 0.37042, "Y1": 0.5072, "X2": 0.45681, "Y2": 0.507, "X3": 0.45681, "Y3": 0.5258, "X4": 0.37042, "Y4": 0.5258, "page": 0, "Index": 167}, {"Word": "to", "Confidence": 0.998, "X1": 0.46728, "Y1": 0.5082, "X2": 0.49084, "Y2": 0.508, "X3": 0.48953, "Y3": 0.5268, "X4": 0.46597, "Y4": 0.5268, "page": 0, "Index": 168}, {"Word": "the", "Confidence": 0.998, "X1": 0.49869, "Y1": 0.5082, "X2": 0.53272, "Y2": 0.508, "X3": 0.53141, "Y3": 0.5268, "X4": 0.49738, "Y4": 0.5268, "page": 0, "Index": 169}, {"Word": "problem", "Confidence": 0.941, "X1": 0.53927, "Y1": 0.5092, "X2": 0.61649, "Y2": 0.509, "X3": 0.61649, "Y3": 0.5268, "X4": 0.53796, "Y4": 0.5268, "page": 0, "Index": 170}, {"Word": "appears", "Confidence": 0.996, "X1": 0.62304, "Y1": 0.5102, "X2": 0.70026, "Y2": 0.51, "X3": 0.70026, "Y3": 0.5278, "X4": 0.62304, "Y4": 0.5278, "page": 0, "Index": 171}, {"Word": "to", "Confidence": 0.998, "X1": 0.70942, "Y1": 0.5102, "X2": 0.73298, "Y2": 0.51, "X3": 0.73298, "Y3": 0.5278, "X4": 0.70942, "Y4": 0.5278, "page": 0, "Index": 172}, {"Word": "keep", "Confidence": 0.991, "X1": 0.73822, "Y1": 0.5112, "X2": 0.78403, "Y2": 0.511, "X3": 0.78403, "Y3": 0.5278, "X4": 0.73822, "Y4": 0.5278, "page": 0, "Index": 173}, {"Word": "as", "Confidence": 0.998, "X1": 0.79058, "Y1": 0.5112, "X2": 0.81675, "Y2": 0.511, "X3": 0.81545, "Y3": 0.5278, "X4": 0.79058, "Y4": 0.5278, "page": 0, "Index": 174}, {"Word": "many", "Confidence": 0.989, "X1": 0.82068, "Y1": 0.5122, "X2": 0.87042, "Y2": 0.512, "X3": 0.86911, "Y3": 0.5268, "X4": 0.82068, "Y4": 0.5278, "page": 0, "Index": 175}, {"Word": "of", "Confidence": 0.995, "X1": 0.1178, "Y1": 0.5232, "X2": 0.14267, "Y2": 0.523, "X3": 0.14267, "Y3": 0.5398, "X4": 0.1178, "Y4": 0.5398, "page": 0, "Index": 176}, {"Word": "the", "Confidence": 0.998, "X1": 0.15052, "Y1": 0.5232, "X2": 0.18325, "Y2": 0.523, "X3": 0.18325, "Y3": 0.5398, "X4": 0.15052, "Y4": 0.5398, "page": 0, "Index": 177}, {"Word": "P/MIS", "Confidence": 0.997, "X1": 0.1911, "Y1": 0.5242, "X2": 0.24607, "Y2": 0.524, "X3": 0.24607, "Y3": 0.5408, "X4": 0.1911, "Y4": 0.5398, "page": 0, "Index": 178}, {"Word": "people", "Confidence": 0.994, "X1": 0.25262, "Y1": 0.5242, "X2": 0.32068, "Y2": 0.524, "X3": 0.32068, "Y3": 0.5418, "X4": 0.25262, "Y4": 0.5408, "page": 0, "Index": 179}, {"Word": "at", "Confidence": 0.998, "X1": 0.32853, "Y1": 0.5252, "X2": 0.3534, "Y2": 0.525, "X3": 0.3534, "Y3": 0.5418, "X4": 0.32853, "Y4": 0.5418, "page": 0, "Index": 180}, {"Word": "JRC", "Confidence": 0.986, "X1": 0.36126, "Y1": 0.5252, "X2": 0.39529, "Y2": 0.525, "X3": 0.39529, "Y3": 0.5418, "X4": 0.36126, "Y4": 0.5418, "page": 0, "Index": 181}, {"Word": "as", "Confidence": 0.998, "X1": 0.40183, "Y1": 0.5252, "X2": 0.42539, "Y2": 0.525, "X3": 0.42539, "Y3": 0.5428, "X4": 0.40183, "Y4": 0.5418, "page": 0, "Index": 182}, {"Word": "possible,", "Confidence": 0.994, "X1": 0.43325, "Y1": 0.5262, "X2": 0.53272, "Y2": 0.526, "X3": 0.53272, "Y3": 0.5428, "X4": 0.43325, "Y4": 0.5428, "page": 0, "Index": 183}, {"Word": "moving", "Confidence": 0.996, "X1": 0.53665, "Y1": 0.5262, "X2": 0.60602, "Y2": 0.526, "X3": 0.60602, "Y3": 0.5428, "X4": 0.53665, "Y4": 0.5428, "page": 0, "Index": 184}, {"Word": "over", "Confidence": 0.989, "X1": 0.61126, "Y1": 0.5272, "X2": 0.65707, "Y2": 0.527, "X3": 0.65707, "Y3": 0.5438, "X4": 0.61126, "Y4": 0.5428, "page": 0, "Index": 185}, {"Word": "only", "Confidence": 0.988, "X1": 0.66361, "Y1": 0.5272, "X2": 0.71073, "Y2": 0.527, "X3": 0.71073, "Y3": 0.5438, "X4": 0.66361, "Y4": 0.5438, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.7199, "Y1": 0.5272, "X2": 0.75393, "Y2": 0.527, "X3": 0.75393, "Y3": 0.5438, "X4": 0.7199, "Y4": 0.5438, "page": 0, "Index": 187}, {"Word": "Management", "Confidence": 0.994, "X1": 0.75785, "Y1": 0.5272, "X2": 0.87042, "Y2": 0.527, "X3": 0.87042, "Y3": 0.5438, "X4": 0.75785, "Y4": 0.5438, "page": 0, "Index": 188}, {"Word": "and", "Confidence": 0.997, "X1": 0.1178, "Y1": 0.5402, "X2": 0.15314, "Y2": 0.54, "X3": 0.15183, "Y3": 0.5568, "X4": 0.1178, "Y4": 0.5558, "page": 0, "Index": 189}, {"Word": "support", "Confidence": 0.997, "X1": 0.15969, "Y1": 0.5412, "X2": 0.23691, "Y2": 0.541, "X3": 0.23691, "Y3": 0.5568, "X4": 0.15969, "Y4": 0.5568, "page": 0, "Index": 190}, {"Word": "cadre", "Confidence": 0.993, "X1": 0.24346, "Y1": 0.5412, "X2": 0.29843, "Y2": 0.541, "X3": 0.29843, "Y3": 0.5578, "X4": 0.24215, "Y4": 0.5568, "page": 0, "Index": 191}, {"Word": "necessary", "Confidence": 0.995, "X1": 0.30759, "Y1": 0.5422, "X2": 0.40445, "Y2": 0.542, "X3": 0.40445, "Y3": 0.5578, "X4": 0.30759, "Y4": 0.5578, "page": 0, "Index": 192}, {"Word": "for", "Confidence": 0.998, "X1": 0.41361, "Y1": 0.5422, "X2": 0.44634, "Y2": 0.542, "X3": 0.44634, "Y3": 0.5588, "X4": 0.4123, "Y4": 0.5578, "page": 0, "Index": 193}, {"Word": "communications", "Confidence": 0.992, "X1": 0.45419, "Y1": 0.5432, "X2": 0.60602, "Y2": 0.543, "X3": 0.60471, "Y3": 0.5588, "X4": 0.45288, "Y4": 0.5588, "page": 0, "Index": 194}, {"Word": "with", "Confidence": 0.991, "X1": 0.60995, "Y1": 0.5432, "X2": 0.65838, "Y2": 0.543, "X3": 0.65707, "Y3": 0.5588, "X4": 0.60995, "Y4": 0.5588, "page": 0, "Index": 195}, {"Word": "the", "Confidence": 0.998, "X1": 0.66492, "Y1": 0.5432, "X2": 0.70026, "Y2": 0.543, "X3": 0.69895, "Y3": 0.5598, "X4": 0.66492, "Y4": 0.5588, "page": 0, "Index": 196}, {"Word": "rest", "Confidence": 0.988, "X1": 0.70812, "Y1": 0.5432, "X2": 0.75262, "Y2": 0.543, "X3": 0.75131, "Y3": 0.5598, "X4": 0.70681, "Y4": 0.5598, "page": 0, "Index": 197}, {"Word": "of", "Confidence": 0.998, "X1": 0.75916, "Y1": 0.5432, "X2": 0.78272, "Y2": 0.543, "X3": 0.78272, "Y3": 0.5598, "X4": 0.75916, "Y4": 0.5598, "page": 0, "Index": 198}, {"Word": "the", "Confidence": 0.998, "X1": 0.79188, "Y1": 0.5432, "X2": 0.82592, "Y2": 0.543, "X3": 0.82461, "Y3": 0.5598, "X4": 0.79058, "Y4": 0.5598, "page": 0, "Index": 199}, {"Word": "organi-", "Confidence": 0.991, "X1": 0.83246, "Y1": 0.5432, "X2": 0.90969, "Y2": 0.543, "X3": 0.90838, "Y3": 0.5598, "X4": 0.83246, "Y4": 0.5598, "page": 0, "Index": 200}, {"Word": "zation.", "Confidence": 0.995, "X1": 0.11911, "Y1": 0.5562, "X2": 0.19503, "Y2": 0.556, "X3": 0.19503, "Y3": 0.5728, "X4": 0.11911, "Y4": 0.5728, "page": 0, "Index": 201}, {"Word": "Doing", "Confidence": 0.997, "X1": 0.21204, "Y1": 0.5572, "X2": 0.26702, "Y2": 0.557, "X3": 0.26702, "Y3": 0.5738, "X4": 0.21204, "Y4": 0.5728, "page": 0, "Index": 202}, {"Word": "this", "Confidence": 0.988, "X1": 0.27618, "Y1": 0.5572, "X2": 0.32068, "Y2": 0.557, "X3": 0.31937, "Y3": 0.5738, "X4": 0.27618, "Y4": 0.5738, "page": 0, "Index": 203}, {"Word": "would", "Confidence": 0.996, "X1": 0.32723, "Y1": 0.5572, "X2": 0.3822, "Y2": 0.557, "X3": 0.3822, "Y3": 0.5738, "X4": 0.32723, "Y4": 0.5738, "page": 0, "Index": 204}, {"Word": "free", "Confidence": 0.988, "X1": 0.39267, "Y1": 0.5582, "X2": 0.43586, "Y2": 0.558, "X3": 0.43586, "Y3": 0.5748, "X4": 0.39267, "Y4": 0.5738, "page": 0, "Index": 205}, {"Word": "up", "Confidence": 0.998, "X1": 0.44372, "Y1": 0.5582, "X2": 0.46728, "Y2": 0.558, "X3": 0.46728, "Y3": 0.5748, "X4": 0.44372, "Y4": 0.5748, "page": 0, "Index": 206}, {"Word": "150-180", "Confidence": 0.995, "X1": 0.47644, "Y1": 0.5582, "X2": 0.55105, "Y2": 0.558, "X3": 0.55105, "Y3": 0.5748, "X4": 0.47644, "Y4": 0.5748, "page": 0, "Index": 207}, {"Word": "spaces", "Confidence": 0.997, "X1": 0.56021, "Y1": 0.5592, "X2": 0.62696, "Y2": 0.559, "X3": 0.62565, "Y3": 0.5748, "X4": 0.56021, "Y4": 0.5748, "page": 0, "Index": 208}, {"Word": "which", "Confidence": 0.994, "X1": 0.6322, "Y1": 0.5592, "X2": 0.68979, "Y2": 0.559, "X3": 0.68848, "Y3": 0.5748, "X4": 0.6322, "Y4": 0.5748, "page": 0, "Index": 209}, {"Word": "would", "Confidence": 0.998, "X1": 0.69634, "Y1": 0.5592, "X2": 0.75131, "Y2": 0.559, "X3": 0.75131, "Y3": 0.5758, "X4": 0.69634, "Y4": 0.5748, "page": 0, "Index": 210}, {"Word": "come", "Confidence": 0.987, "X1": 0.75916, "Y1": 0.5602, "X2": 0.80628, "Y2": 0.56, "X3": 0.80497, "Y3": 0.5758, "X4": 0.75785, "Y4": 0.5758, "page": 0, "Index": 211}, {"Word": "close", "Confidence": 0.997, "X1": 0.81152, "Y1": 0.5602, "X2": 0.8678, "Y2": 0.56, "X3": 0.8678, "Y3": 0.5758, "X4": 0.81021, "Y4": 0.5758, "page": 0, "Index": 212}, {"Word": "to", "Confidence": 0.998, "X1": 0.87696, "Y1": 0.5602, "X2": 0.89921, "Y2": 0.56, "X3": 0.89791, "Y3": 0.5748, "X4": 0.87565, "Y4": 0.5748, "page": 0, "Index": 213}, {"Word": "solving", "Confidence": 0.994, "X1": 0.11911, "Y1": 0.5732, "X2": 0.19503, "Y2": 0.573, "X3": 0.19372, "Y3": 0.5898, "X4": 0.1178, "Y4": 0.5888, "page": 0, "Index": 214}, {"Word": "the", "Confidence": 0.998, "X1": 0.20288, "Y1": 0.5732, "X2": 0.2356, "Y2": 0.573, "X3": 0.2356, "Y3": 0.5898, "X4": 0.20288, "Y4": 0.5898, "page": 0, "Index": 215}, {"Word": "problem.", "Confidence": 0.994, "X1": 0.24346, "Y1": 0.5732, "X2": 0.33246, "Y2": 0.573, "X3": 0.33246, "Y3": 0.5898, "X4": 0.24346, "Y4": 0.5898, "page": 0, "Index": 216}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.34817, "Y1": 0.5732, "X2": 0.38482, "Y2": 0.573, "X3": 0.38482, "Y3": 0.5898, "X4": 0.34817, "Y4": 0.5898, "page": 0, "Index": 217}, {"Word": "Remington", "Confidence": 0.994, "X1": 0.39136, "Y1": 0.5742, "X2": 0.48822, "Y2": 0.574, "X3": 0.48822, "Y3": 0.5908, "X4": 0.39136, "Y4": 0.5898, "page": 0, "Index": 218}, {"Word": "asked", "Confidence": 0.998, "X1": 0.49607, "Y1": 0.5742, "X2": 0.55236, "Y2": 0.574, "X3": 0.55236, "Y3": 0.5908, "X4": 0.49607, "Y4": 0.5908, "page": 0, "Index": 219}, {"Word": "that", "Confidence": 0.989, "X1": 0.56021, "Y1": 0.5742, "X2": 0.60471, "Y2": 0.574, "X3": 0.60471, "Y3": 0.5908, "X4": 0.56021, "Y4": 0.5908, "page": 0, "Index": 220}, {"Word": "this", "Confidence": 0.988, "X1": 0.61257, "Y1": 0.5752, "X2": 0.65707, "Y2": 0.575, "X3": 0.65576, "Y3": 0.5908, "X4": 0.61257, "Y4": 0.5908, "page": 0, "Index": 221}, {"Word": "reallocation", "Confidence": 0.991, "X1": 0.66361, "Y1": 0.5762, "X2": 0.7945, "Y2": 0.576, "X3": 0.7945, "Y3": 0.5918, "X4": 0.66361, "Y4": 0.5908, "page": 0, "Index": 222}, {"Word": "of", "Confidence": 0.998, "X1": 0.80236, "Y1": 0.5762, "X2": 0.82723, "Y2": 0.576, "X3": 0.82723, "Y3": 0.5928, "X4": 0.80236, "Y4": 0.5918, "page": 0, "Index": 223}, {"Word": "space", "Confidence": 0.997, "X1": 0.83508, "Y1": 0.5772, "X2": 0.89005, "Y2": 0.577, "X3": 0.89005, "Y3": 0.5928, "X4": 0.83508, "Y4": 0.5928, "page": 0, "Index": 224}, {"Word": "be", "Confidence": 0.998, "X1": 0.1178, "Y1": 0.5892, "X2": 0.14136, "Y2": 0.589, "X3": 0.14005, "Y3": 0.6048, "X4": 0.1178, "Y4": 0.6038, "page": 0, "Index": 225}, {"Word": "explored", "Confidence": 0.995, "X1": 0.14791, "Y1": 0.5892, "X2": 0.23691, "Y2": 0.589, "X3": 0.2356, "Y3": 0.6048, "X4": 0.14791, "Y4": 0.6048, "page": 0, "Index": 226}, {"Word": "and", "Confidence": 0.998, "X1": 0.24346, "Y1": 0.5892, "X2": 0.2788, "Y2": 0.589, "X3": 0.2788, "Y3": 0.6048, "X4": 0.24346, "Y4": 0.6048, "page": 0, "Index": 227}, {"Word": "Bob", "Confidence": 0.998, "X1": 0.28534, "Y1": 0.5892, "X2": 0.31937, "Y2": 0.589, "X3": 0.31937, "Y3": 0.6058, "X4": 0.28403, "Y4": 0.6058, "page": 0, "Index": 228}, {"Word": "Kurimsky", "Confidence": 0.995, "X1": 0.32723, "Y1": 0.5892, "X2": 0.41492, "Y2": 0.589, "X3": 0.41492, "Y3": 0.6058, "X4": 0.32592, "Y4": 0.6058, "page": 0, "Index": 229}, {"Word": "agreed", "Confidence": 0.997, "X1": 0.42277, "Y1": 0.5902, "X2": 0.48953, "Y2": 0.59, "X3": 0.48953, "Y3": 0.6068, "X4": 0.42277, "Y4": 0.6058, "page": 0, "Index": 230}, {"Word": "to", "Confidence": 0.998, "X1": 0.49869, "Y1": 0.5902, "X2": 0.52094, "Y2": 0.59, "X3": 0.52094, "Y3": 0.6068, "X4": 0.49869, "Y4": 0.6068, "page": 0, "Index": 231}, {"Word": "provide", "Confidence": 0.995, "X1": 0.5288, "Y1": 0.5912, "X2": 0.60471, "Y2": 0.591, "X3": 0.60471, "Y3": 0.6068, "X4": 0.52749, "Y4": 0.6068, "page": 0, "Index": 232}, {"Word": "numbers", "Confidence": 0.992, "X1": 0.61257, "Y1": 0.5922, "X2": 0.68848, "Y2": 0.592, "X3": 0.68717, "Y3": 0.6078, "X4": 0.61257, "Y4": 0.6068, "page": 0, "Index": 233}, {"Word": "on", "Confidence": 0.998, "X1": 0.69764, "Y1": 0.5922, "X2": 0.7212, "Y2": 0.592, "X3": 0.7199, "Y3": 0.6078, "X4": 0.69634, "Y4": 0.6078, "page": 0, "Index": 234}, {"Word": "the", "Confidence": 0.998, "X1": 0.73037, "Y1": 0.5922, "X2": 0.76309, "Y2": 0.592, "X3": 0.76178, "Y3": 0.6078, "X4": 0.73037, "Y4": 0.6078, "page": 0, "Index": 235}, {"Word": "minimum", "Confidence": 0.928, "X1": 0.76832, "Y1": 0.5932, "X2": 0.84686, "Y2": 0.593, "X3": 0.84686, "Y3": 0.6088, "X4": 0.76832, "Y4": 0.6078, "page": 0, "Index": 236}, {"Word": "number", "Confidence": 0.991, "X1": 0.11649, "Y1": 0.6042, "X2": 0.18325, "Y2": 0.604, "X3": 0.18325, "Y3": 0.6208, "X4": 0.11649, "Y4": 0.6208, "page": 0, "Index": 237}, {"Word": "of", "Confidence": 0.998, "X1": 0.18979, "Y1": 0.6042, "X2": 0.21597, "Y2": 0.604, "X3": 0.21597, "Y3": 0.6218, "X4": 0.18979, "Y4": 0.6208, "page": 0, "Index": 238}, {"Word": "people", "Confidence": 0.995, "X1": 0.2212, "Y1": 0.6042, "X2": 0.28796, "Y2": 0.604, "X3": 0.28796, "Y3": 0.6218, "X4": 0.2212, "Y4": 0.6218, "page": 0, "Index": 239}, {"Word": "required", "Confidence": 0.995, "X1": 0.2945, "Y1": 0.6052, "X2": 0.38351, "Y2": 0.605, "X3": 0.38351, "Y3": 0.6228, "X4": 0.2945, "Y4": 0.6218, "page": 0, "Index": 240}, {"Word": "for", "Confidence": 0.998, "X1": 0.39136, "Y1": 0.6052, "X2": 0.42539, "Y2": 0.605, "X3": 0.42539, "Y3": 0.6228, "X4": 0.39136, "Y4": 0.6228, "page": 0, "Index": 241}, {"Word": "P/MIS", "Confidence": 0.997, "X1": 0.43194, "Y1": 0.6062, "X2": 0.48691, "Y2": 0.606, "X3": 0.48822, "Y3": 0.6238, "X4": 0.43194, "Y4": 0.6228, "page": 0, "Index": 242}, {"Word": "in", "Confidence": 0.992, "X1": 0.49738, "Y1": 0.6062, "X2": 0.51963, "Y2": 0.606, "X3": 0.51963, "Y3": 0.6238, "X4": 0.49738, "Y4": 0.6238, "page": 0, "Index": 243}, {"Word": "the", "Confidence": 0.998, "X1": 0.5288, "Y1": 0.6062, "X2": 0.56283, "Y2": 0.606, "X3": 0.56283, "Y3": 0.6238, "X4": 0.5288, "Y4": 0.6238, "page": 0, "Index": 244}, {"Word": "facility.", "Confidence": 0.991, "X1": 0.57068, "Y1": 0.6082, "X2": 0.66623, "Y2": 0.608, "X3": 0.66623, "Y3": 0.6248, "X4": 0.57068, "Y4": 0.6238, "page": 0, "Index": 245}, {"Word": "The", "Confidence": 0.997, "X1": 0.17147, "Y1": 0.6362, "X2": 0.20419, "Y2": 0.636, "X3": 0.20419, "Y3": 0.6528, "X4": 0.17016, "Y4": 0.6518, "page": 0, "Index": 246}, {"Word": "only", "Confidence": 0.987, "X1": 0.21073, "Y1": 0.6362, "X2": 0.25785, "Y2": 0.636, "X3": 0.25654, "Y3": 0.6528, "X4": 0.20942, "Y4": 0.6528, "page": 0, "Index": 247}, {"Word": "reference", "Confidence": 0.995, "X1": 0.26309, "Y1": 0.6372, "X2": 0.36257, "Y2": 0.637, "X3": 0.36257, "Y3": 0.6538, "X4": 0.26309, "Y4": 0.6528, "page": 0, "Index": 248}, {"Word": "to", "Confidence": 0.998, "X1": 0.37042, "Y1": 0.6372, "X2": 0.39398, "Y2": 0.637, "X3": 0.39267, "Y3": 0.6538, "X4": 0.37042, "Y4": 0.6538, "page": 0, "Index": 249}, {"Word": "R&D", "Confidence": 0.998, "X1": 0.40183, "Y1": 0.6382, "X2": 0.43586, "Y2": 0.638, "X3": 0.43586, "Y3": 0.6548, "X4": 0.40052, "Y4": 0.6538, "page": 0, "Index": 250}, {"Word": "occurred", "Confidence": 0.995, "X1": 0.44241, "Y1": 0.6382, "X2": 0.53141, "Y2": 0.638, "X3": 0.53141, "Y3": 0.6548, "X4": 0.44241, "Y4": 0.6548, "page": 0, "Index": 251}, {"Word": "at", "Confidence": 0.997, "X1": 0.53796, "Y1": 0.6382, "X2": 0.56283, "Y2": 0.638, "X3": 0.56152, "Y3": 0.6548, "X4": 0.53665, "Y4": 0.6548, "page": 0, "Index": 252}, {"Word": "one", "Confidence": 0.998, "X1": 0.56937, "Y1": 0.6392, "X2": 0.60471, "Y2": 0.639, "X3": 0.60471, "Y3": 0.6558, "X4": 0.56806, "Y4": 0.6548, "page": 0, "Index": 253}, {"Word": "point", "Confidence": 0.997, "X1": 0.61126, "Y1": 0.6392, "X2": 0.66885, "Y2": 0.639, "X3": 0.66754, "Y3": 0.6558, "X4": 0.60995, "Y4": 0.6558, "page": 0, "Index": 254}, {"Word": "in", "Confidence": 0.998, "X1": 0.67801, "Y1": 0.6392, "X2": 0.69895, "Y2": 0.639, "X3": 0.69764, "Y3": 0.6558, "X4": 0.6767, "Y4": 0.6558, "page": 0, "Index": 255}, {"Word": "the", "Confidence": 0.981, "X1": 0.70812, "Y1": 0.6392, "X2": 0.74346, "Y2": 0.639, "X3": 0.74215, "Y3": 0.6558, "X4": 0.70681, "Y4": 0.6558, "page": 0, "Index": 256}, {"Word": "discussion", "Confidence": 0.994, "X1": 0.74869, "Y1": 0.6392, "X2": 0.85733, "Y2": 0.639, "X3": 0.85602, "Y3": 0.6558, "X4": 0.74869, "Y4": 0.6558, "page": 0, "Index": 257}, {"Word": "when", "Confidence": 0.991, "X1": 0.11911, "Y1": 0.6522, "X2": 0.16099, "Y2": 0.652, "X3": 0.16099, "Y3": 0.6678, "X4": 0.1178, "Y4": 0.6678, "page": 0, "Index": 258}, {"Word": "Jim", "Confidence": 0.998, "X1": 0.17147, "Y1": 0.6532, "X2": 0.20288, "Y2": 0.653, "X3": 0.20157, "Y3": 0.6688, "X4": 0.17016, "Y4": 0.6678, "page": 0, "Index": 259}, {"Word": "Remington", "Confidence": 0.995, "X1": 0.21073, "Y1": 0.6532, "X2": 0.30759, "Y2": 0.653, "X3": 0.30759, "Y3": 0.6698, "X4": 0.21073, "Y4": 0.6688, "page": 0, "Index": 260}, {"Word": "asked", "Confidence": 0.998, "X1": 0.31675, "Y1": 0.6542, "X2": 0.37173, "Y2": 0.654, "X3": 0.37173, "Y3": 0.6698, "X4": 0.31545, "Y4": 0.6698, "page": 0, "Index": 261}, {"Word": "whether", "Confidence": 0.997, "X1": 0.37958, "Y1": 0.6542, "X2": 0.45681, "Y2": 0.654, "X3": 0.4555, "Y3": 0.6708, "X4": 0.37827, "Y4": 0.6698, "page": 0, "Index": 262}, {"Word": "it", "Confidence": 0.998, "X1": 0.46597, "Y1": 0.6542, "X2": 0.48822, "Y2": 0.654, "X3": 0.48822, "Y3": 0.6708, "X4": 0.46597, "Y4": 0.6708, "page": 0, "Index": 263}, {"Word": "was", "Confidence": 0.991, "X1": 0.49476, "Y1": 0.6552, "X2": 0.5301, "Y2": 0.655, "X3": 0.5288, "Y3": 0.6708, "X4": 0.49346, "Y4": 0.6708, "page": 0, "Index": 264}, {"Word": "true", "Confidence": 0.991, "X1": 0.53927, "Y1": 0.6552, "X2": 0.58246, "Y2": 0.655, "X3": 0.58246, "Y3": 0.6708, "X4": 0.53796, "Y4": 0.6708, "page": 0, "Index": 265}, {"Word": "that", "Confidence": 0.991, "X1": 0.59293, "Y1": 0.6552, "X2": 0.63613, "Y2": 0.655, "X3": 0.63482, "Y3": 0.6718, "X4": 0.59162, "Y4": 0.6708, "page": 0, "Index": 266}, {"Word": "when", "Confidence": 0.988, "X1": 0.64136, "Y1": 0.6562, "X2": 0.68848, "Y2": 0.656, "X3": 0.68717, "Y3": 0.6718, "X4": 0.64005, "Y4": 0.6718, "page": 0, "Index": 267}, {"Word": "the", "Confidence": 0.998, "X1": 0.69895, "Y1": 0.6562, "X2": 0.73168, "Y2": 0.656, "X3": 0.73037, "Y3": 0.6718, "X4": 0.69764, "Y4": 0.6718, "page": 0, "Index": 268}, {"Word": "TA", "Confidence": 0.997, "X1": 0.73953, "Y1": 0.6562, "X2": 0.76178, "Y2": 0.656, "X3": 0.76047, "Y3": 0.6718, "X4": 0.73953, "Y4": 0.6718, "page": 0, "Index": 269}, {"Word": "Center", "Confidence": 0.997, "X1": 0.77094, "Y1": 0.6562, "X2": 0.83639, "Y2": 0.656, "X3": 0.83639, "Y3": 0.6718, "X4": 0.76963, "Y4": 0.6718, "page": 0, "Index": 270}, {"Word": "was", "Confidence": 0.991, "X1": 0.84293, "Y1": 0.6562, "X2": 0.87827, "Y2": 0.656, "X3": 0.87696, "Y3": 0.6718, "X4": 0.84162, "Y4": 0.6718, "page": 0, "Index": 271}, {"Word": "occupied", "Confidence": 0.995, "X1": 0.1178, "Y1": 0.6692, "X2": 0.20419, "Y2": 0.669, "X3": 0.20419, "Y3": 0.6848, "X4": 0.1178, "Y4": 0.6838, "page": 0, "Index": 272}, {"Word": "R&D", "Confidence": 0.981, "X1": 0.21073, "Y1": 0.6692, "X2": 0.24607, "Y2": 0.669, "X3": 0.24607, "Y3": 0.6848, "X4": 0.20942, "Y4": 0.6848, "page": 0, "Index": 273}, {"Word": "would", "Confidence": 0.998, "X1": 0.25262, "Y1": 0.6692, "X2": 0.3089, "Y2": 0.669, "X3": 0.3089, "Y3": 0.6858, "X4": 0.25262, "Y4": 0.6848, "page": 0, "Index": 274}, {"Word": "have", "Confidence": 0.988, "X1": 0.31545, "Y1": 0.6702, "X2": 0.36126, "Y2": 0.67, "X3": 0.35995, "Y3": 0.6858, "X4": 0.31545, "Y4": 0.6858, "page": 0, "Index": 275}, {"Word": "essentially", "Confidence": 0.994, "X1": 0.36911, "Y1": 0.6702, "X2": 0.48822, "Y2": 0.67, "X3": 0.48691, "Y3": 0.6868, "X4": 0.36911, "Y4": 0.6858, "page": 0, "Index": 276}, {"Word": "an", "Confidence": 0.998, "X1": 0.49607, "Y1": 0.6702, "X2": 0.51832, "Y2": 0.67, "X3": 0.51832, "Y3": 0.6878, "X4": 0.49607, "Y4": 0.6868, "page": 0, "Index": 277}, {"Word": "entirely", "Confidence": 0.995, "X1": 0.52749, "Y1": 0.6712, "X2": 0.61257, "Y2": 0.671, "X3": 0.61257, "Y3": 0.6878, "X4": 0.52749, "Y4": 0.6878, "page": 0, "Index": 278}, {"Word": "vacant", "Confidence": 0.997, "X1": 0.62173, "Y1": 0.6722, "X2": 0.68717, "Y2": 0.672, "X3": 0.68717, "Y3": 0.6878, "X4": 0.62173, "Y4": 0.6878, "page": 0, "Index": 279}, {"Word": "building.", "Confidence": 0.993, "X1": 0.69634, "Y1": 0.6722, "X2": 0.79581, "Y2": 0.672, "X3": 0.79581, "Y3": 0.6878, "X4": 0.69634, "Y4": 0.6878, "page": 0, "Index": 280}, {"Word": "I", "Confidence": 0.885, "X1": 0.81152, "Y1": 0.6732, "X2": 0.82461, "Y2": 0.673, "X3": 0.82461, "Y3": 0.6878, "X4": 0.81152, "Y4": 0.6878, "page": 0, "Index": 281}, {"Word": "pointed", "Confidence": 0.996, "X1": 0.11649, "Y1": 0.6842, "X2": 0.19372, "Y2": 0.684, "X3": 0.19241, "Y3": 0.7008, "X4": 0.11649, "Y4": 0.7008, "page": 0, "Index": 282}, {"Word": "out", "Confidence": 0.998, "X1": 0.19895, "Y1": 0.6852, "X2": 0.2356, "Y2": 0.685, "X3": 0.2356, "Y3": 0.7018, "X4": 0.19895, "Y4": 0.7008, "page": 0, "Index": 283}, {"Word": "that", "Confidence": 0.988, "X1": 0.24346, "Y1": 0.6852, "X2": 0.28796, "Y2": 0.685, "X3": 0.28665, "Y3": 0.7018, "X4": 0.24346, "Y4": 0.7018, "page": 0, "Index": 284}, {"Word": "the", "Confidence": 0.998, "X1": 0.29581, "Y1": 0.6852, "X2": 0.32984, "Y2": 0.685, "X3": 0.32984, "Y3": 0.7018, "X4": 0.29581, "Y4": 0.7018, "page": 0, "Index": 285}, {"Word": "building", "Confidence": 0.996, "X1": 0.33639, "Y1": 0.6862, "X2": 0.4267, "Y2": 0.686, "X3": 0.42539, "Y3": 0.7028, "X4": 0.33639, "Y4": 0.7018, "page": 0, "Index": 286}, {"Word": "he", "Confidence": 0.997, "X1": 0.43194, "Y1": 0.6862, "X2": 0.4555, "Y2": 0.686, "X3": 0.4555, "Y3": 0.7028, "X4": 0.43194, "Y4": 0.7028, "page": 0, "Index": 287}, {"Word": "may", "Confidence": 0.998, "X1": 0.46204, "Y1": 0.6862, "X2": 0.49869, "Y2": 0.686, "X3": 0.49869, "Y3": 0.7028, "X4": 0.46204, "Y4": 0.7028, "page": 0, "Index": 288}, {"Word": "have", "Confidence": 0.989, "X1": 0.50654, "Y1": 0.6872, "X2": 0.54974, "Y2": 0.687, "X3": 0.54974, "Y3": 0.7028, "X4": 0.50654, "Y4": 0.7028, "page": 0, "Index": 289}, {"Word": "heard", "Confidence": 0.997, "X1": 0.55759, "Y1": 0.6872, "X2": 0.61518, "Y2": 0.687, "X3": 0.61387, "Y3": 0.7038, "X4": 0.55759, "Y4": 0.7028, "page": 0, "Index": 290}, {"Word": "about", "Confidence": 0.997, "X1": 0.62173, "Y1": 0.6872, "X2": 0.67801, "Y2": 0.687, "X3": 0.6767, "Y3": 0.7038, "X4": 0.62173, "Y4": 0.7038, "page": 0, "Index": 291}, {"Word": "was", "Confidence": 0.998, "X1": 0.68455, "Y1": 0.6872, "X2": 0.7199, "Y2": 0.687, "X3": 0.7199, "Y3": 0.7038, "X4": 0.68455, "Y4": 0.7038, "page": 0, "Index": 292}, {"Word": "C", "Confidence": 0.992, "X1": 0.72775, "Y1": 0.6872, "X2": 0.74084, "Y2": 0.687, "X3": 0.73953, "Y3": 0.7038, "X4": 0.72775, "Y4": 0.7038, "page": 0, "Index": 293}, {"Word": "Building", "Confidence": 0.994, "X1": 0.74738, "Y1": 0.6882, "X2": 0.83639, "Y2": 0.688, "X3": 0.83508, "Y3": 0.7038, "X4": 0.74738, "Y4": 0.7038, "page": 0, "Index": 294}, {"Word": "and", "Confidence": 0.998, "X1": 0.84293, "Y1": 0.6882, "X2": 0.87696, "Y2": 0.688, "X3": 0.87696, "Y3": 0.7038, "X4": 0.84293, "Y4": 0.7038, "page": 0, "Index": 295}, {"Word": "that", "Confidence": 0.993, "X1": 0.11911, "Y1": 0.7012, "X2": 0.16099, "Y2": 0.701, "X3": 0.16099, "Y3": 0.7168, "X4": 0.1178, "Y4": 0.7168, "page": 0, "Index": 296}, {"Word": "we", "Confidence": 0.998, "X1": 0.16754, "Y1": 0.7012, "X2": 0.19241, "Y2": 0.701, "X3": 0.1911, "Y3": 0.7168, "X4": 0.16623, "Y4": 0.7168, "page": 0, "Index": 297}, {"Word": "had", "Confidence": 0.998, "X1": 0.20026, "Y1": 0.7012, "X2": 0.23429, "Y2": 0.701, "X3": 0.23429, "Y3": 0.7178, "X4": 0.19895, "Y4": 0.7168, "page": 0, "Index": 298}, {"Word": "plans", "Confidence": 0.992, "X1": 0.24346, "Y1": 0.7012, "X2": 0.29974, "Y2": 0.701, "X3": 0.29843, "Y3": 0.7178, "X4": 0.24215, "Y4": 0.7178, "page": 0, "Index": 299}, {"Word": "for", "Confidence": 0.998, "X1": 0.30759, "Y1": 0.7022, "X2": 0.34031, "Y2": 0.702, "X3": 0.33901, "Y3": 0.7178, "X4": 0.30759, "Y4": 0.7178, "page": 0, "Index": 300}, {"Word": "all", "Confidence": 0.998, "X1": 0.34817, "Y1": 0.7022, "X2": 0.3822, "Y2": 0.702, "X3": 0.38089, "Y3": 0.7178, "X4": 0.34817, "Y4": 0.7178, "page": 0, "Index": 301}, {"Word": "other", "Confidence": 0.997, "X1": 0.38874, "Y1": 0.7022, "X2": 0.44503, "Y2": 0.702, "X3": 0.44503, "Y3": 0.7188, "X4": 0.38874, "Y4": 0.7178, "page": 0, "Index": 302}, {"Word": "buildings", "Confidence": 0.994, "X1": 0.45288, "Y1": 0.7032, "X2": 0.54974, "Y2": 0.703, "X3": 0.54974, "Y3": 0.7188, "X4": 0.45157, "Y4": 0.7188, "page": 0, "Index": 303}, {"Word": "(including", "Confidence": 0.958, "X1": 0.5589, "Y1": 0.7032, "X2": 0.66623, "Y2": 0.703, "X3": 0.66623, "Y3": 0.7198, "X4": 0.5589, "Y4": 0.7188, "page": 0, "Index": 304}, {"Word": "the", "Confidence": 0.998, "X1": 0.67408, "Y1": 0.7042, "X2": 0.70942, "Y2": 0.704, "X3": 0.70812, "Y3": 0.7198, "X4": 0.67408, "Y4": 0.7198, "page": 0, "Index": 305}, {"Word": "Engineering", "Confidence": 0.993, "X1": 0.71597, "Y1": 0.7052, "X2": 0.83508, "Y2": 0.705, "X3": 0.83508, "Y3": 0.7208, "X4": 0.71597, "Y4": 0.7198, "page": 0, "Index": 306}, {"Word": "building).", "Confidence": 0.991, "X1": 0.1178, "Y1": 0.7172, "X2": 0.22644, "Y2": 0.717, "X3": 0.22513, "Y3": 0.7328, "X4": 0.1178, "Y4": 0.7328, "page": 0, "Index": 307}, {"Word": "I", "Confidence": 0.934, "X1": 0.24346, "Y1": 0.7172, "X2": 0.25654, "Y2": 0.717, "X3": 0.25524, "Y3": 0.7338, "X4": 0.24215, "Y4": 0.7328, "page": 0, "Index": 308}, {"Word": "indicated", "Confidence": 0.995, "X1": 0.26571, "Y1": 0.7182, "X2": 0.36257, "Y2": 0.718, "X3": 0.36126, "Y3": 0.7338, "X4": 0.2644, "Y4": 0.7338, "page": 0, "Index": 309}, {"Word": "that", "Confidence": 0.995, "X1": 0.37042, "Y1": 0.7182, "X2": 0.41492, "Y2": 0.718, "X3": 0.41361, "Y3": 0.7338, "X4": 0.36911, "Y4": 0.7338, "page": 0, "Index": 310}, {"Word": "we", "Confidence": 0.998, "X1": 0.42147, "Y1": 0.7182, "X2": 0.44764, "Y2": 0.718, "X3": 0.44634, "Y3": 0.7348, "X4": 0.42016, "Y4": 0.7338, "page": 0, "Index": 311}, {"Word": "may", "Confidence": 0.998, "X1": 0.45157, "Y1": 0.7192, "X2": 0.48822, "Y2": 0.719, "X3": 0.48691, "Y3": 0.7348, "X4": 0.45026, "Y4": 0.7348, "page": 0, "Index": 312}, {"Word": "even", "Confidence": 0.987, "X1": 0.49607, "Y1": 0.7192, "X2": 0.54188, "Y2": 0.719, "X3": 0.53927, "Y3": 0.7348, "X4": 0.49346, "Y4": 0.7348, "page": 0, "Index": 313}, {"Word": "have", "Confidence": 0.991, "X1": 0.54712, "Y1": 0.7192, "X2": 0.59293, "Y2": 0.719, "X3": 0.59162, "Y3": 0.7348, "X4": 0.54581, "Y4": 0.7348, "page": 0, "Index": 314}, {"Word": "to", "Confidence": 0.998, "X1": 0.60209, "Y1": 0.7192, "X2": 0.62565, "Y2": 0.719, "X3": 0.62304, "Y3": 0.7348, "X4": 0.59948, "Y4": 0.7348, "page": 0, "Index": 315}, {"Word": "use", "Confidence": 0.998, "X1": 0.6322, "Y1": 0.7192, "X2": 0.66623, "Y2": 0.719, "X3": 0.66361, "Y3": 0.7358, "X4": 0.63089, "Y4": 0.7348, "page": 0, "Index": 316}, {"Word": "C", "Confidence": 0.998, "X1": 0.67408, "Y1": 0.7192, "X2": 0.68717, "Y2": 0.719, "X3": 0.68455, "Y3": 0.7358, "X4": 0.67277, "Y4": 0.7358, "page": 0, "Index": 317}, {"Word": "Building", "Confidence": 0.995, "X1": 0.69503, "Y1": 0.7202, "X2": 0.78534, "Y2": 0.72, "X3": 0.78272, "Y3": 0.7358, "X4": 0.69372, "Y4": 0.7358, "page": 0, "Index": 318}, {"Word": "but", "Confidence": 0.998, "X1": 0.79058, "Y1": 0.7202, "X2": 0.82461, "Y2": 0.72, "X3": 0.8233, "Y3": 0.7358, "X4": 0.78796, "Y4": 0.7358, "page": 0, "Index": 319}, {"Word": "the", "Confidence": 0.998, "X1": 0.83377, "Y1": 0.7202, "X2": 0.8678, "Y2": 0.72, "X3": 0.86518, "Y3": 0.7358, "X4": 0.83115, "Y4": 0.7358, "page": 0, "Index": 320}, {"Word": "hope", "Confidence": 0.993, "X1": 0.1178, "Y1": 0.7332, "X2": 0.1623, "Y2": 0.733, "X3": 0.16099, "Y3": 0.7488, "X4": 0.11649, "Y4": 0.7488, "page": 0, "Index": 321}, {"Word": "was", "Confidence": 0.991, "X1": 0.16754, "Y1": 0.7332, "X2": 0.20157, "Y2": 0.733, "X3": 0.20026, "Y3": 0.7488, "X4": 0.16623, "Y4": 0.7488, "page": 0, "Index": 322}, {"Word": "that", "Confidence": 0.989, "X1": 0.21204, "Y1": 0.7342, "X2": 0.25654, "Y2": 0.734, "X3": 0.25524, "Y3": 0.7498, "X4": 0.21073, "Y4": 0.7498, "page": 0, "Index": 323}, {"Word": "we", "Confidence": 0.998, "X1": 0.26309, "Y1": 0.7342, "X2": 0.28927, "Y2": 0.734, "X3": 0.28796, "Y3": 0.7498, "X4": 0.26178, "Y4": 0.7498, "page": 0, "Index": 324}, {"Word": "could", "Confidence": 0.998, "X1": 0.29581, "Y1": 0.7342, "X2": 0.35079, "Y2": 0.734, "X3": 0.34948, "Y3": 0.7498, "X4": 0.2945, "Y4": 0.7498, "page": 0, "Index": 325}, {"Word": "hold", "Confidence": 0.987, "X1": 0.35864, "Y1": 0.7342, "X2": 0.40314, "Y2": 0.734, "X3": 0.40183, "Y3": 0.7498, "X4": 0.35733, "Y4": 0.7498, "page": 0, "Index": 326}, {"Word": "it", "Confidence": 0.998, "X1": 0.41361, "Y1": 0.7342, "X2": 0.43455, "Y2": 0.734, "X3": 0.43325, "Y3": 0.7498, "X4": 0.4123, "Y4": 0.7498, "page": 0, "Index": 327}, {"Word": "vacant", "Confidence": 0.997, "X1": 0.44241, "Y1": 0.7342, "X2": 0.50916, "Y2": 0.734, "X3": 0.50785, "Y3": 0.7508, "X4": 0.4411, "Y4": 0.7498, "page": 0, "Index": 328}, {"Word": "long", "Confidence": 0.991, "X1": 0.51702, "Y1": 0.7352, "X2": 0.56152, "Y2": 0.735, "X3": 0.56021, "Y3": 0.7508, "X4": 0.51571, "Y4": 0.7508, "page": 0, "Index": 329}, {"Word": "enough", "Confidence": 0.994, "X1": 0.56937, "Y1": 0.7352, "X2": 0.63613, "Y2": 0.735, "X3": 0.63482, "Y3": 0.7508, "X4": 0.56806, "Y4": 0.7508, "page": 0, "Index": 330}, {"Word": "to", "Confidence": 0.998, "X1": 0.64267, "Y1": 0.7352, "X2": 0.66623, "Y2": 0.735, "X3": 0.66492, "Y3": 0.7518, "X4": 0.64136, "Y4": 0.7508, "page": 0, "Index": 331}, {"Word": "build", "Confidence": 0.997, "X1": 0.67408, "Y1": 0.7362, "X2": 0.72906, "Y2": 0.736, "X3": 0.72775, "Y3": 0.7518, "X4": 0.67277, "Y4": 0.7518, "page": 0, "Index": 332}, {"Word": "something", "Confidence": 0.995, "X1": 0.73822, "Y1": 0.7372, "X2": 0.83508, "Y2": 0.737, "X3": 0.83377, "Y3": 0.7528, "X4": 0.73822, "Y4": 0.7518, "page": 0, "Index": 333}, {"Word": "else", "Confidence": 0.989, "X1": 0.84293, "Y1": 0.7372, "X2": 0.88613, "Y2": 0.737, "X3": 0.88613, "Y3": 0.7528, "X4": 0.84162, "Y4": 0.7528, "page": 0, "Index": 334}, {"Word": "on", "Confidence": 0.997, "X1": 0.11649, "Y1": 0.7492, "X2": 0.14005, "Y2": 0.749, "X3": 0.13874, "Y3": 0.7648, "X4": 0.11518, "Y4": 0.7638, "page": 0, "Index": 335}, {"Word": "the", "Confidence": 0.998, "X1": 0.14791, "Y1": 0.7492, "X2": 0.18194, "Y2": 0.749, "X3": 0.18063, "Y3": 0.7648, "X4": 0.14791, "Y4": 0.7648, "page": 0, "Index": 336}, {"Word": "same", "Confidence": 0.989, "X1": 0.1911, "Y1": 0.7492, "X2": 0.2356, "Y2": 0.749, "X3": 0.23429, "Y3": 0.7648, "X4": 0.18979, "Y4": 0.7648, "page": 0, "Index": 337}, {"Word": "site", "Confidence": 0.988, "X1": 0.24346, "Y1": 0.7502, "X2": 0.28796, "Y2": 0.75, "X3": 0.28665, "Y3": 0.7648, "X4": 0.24215, "Y4": 0.7648, "page": 0, "Index": 338}, {"Word": "(or", "Confidence": 0.998, "X1": 0.29581, "Y1": 0.7502, "X2": 0.32853, "Y2": 0.75, "X3": 0.32853, "Y3": 0.7658, "X4": 0.29581, "Y4": 0.7658, "page": 0, "Index": 339}, {"Word": "modify", "Confidence": 0.997, "X1": 0.33639, "Y1": 0.7502, "X2": 0.40314, "Y2": 0.75, "X3": 0.40183, "Y3": 0.7658, "X4": 0.33508, "Y4": 0.7658, "page": 0, "Index": 340}, {"Word": "it)", "Confidence": 0.981, "X1": 0.4123, "Y1": 0.7502, "X2": 0.44634, "Y2": 0.75, "X3": 0.44634, "Y3": 0.7668, "X4": 0.4123, "Y4": 0.7658, "page": 0, "Index": 341}, {"Word": "to", "Confidence": 0.998, "X1": 0.4555, "Y1": 0.7502, "X2": 0.47644, "Y2": 0.75, "X3": 0.47644, "Y3": 0.7668, "X4": 0.45419, "Y4": 0.7668, "page": 0, "Index": 342}, {"Word": "accommodate", "Confidence": 0.992, "X1": 0.4856, "Y1": 0.7512, "X2": 0.60471, "Y2": 0.751, "X3": 0.6034, "Y3": 0.7678, "X4": 0.48429, "Y4": 0.7668, "page": 0, "Index": 343}, {"Word": "future", "Confidence": 0.997, "X1": 0.61257, "Y1": 0.7522, "X2": 0.67539, "Y2": 0.752, "X3": 0.67539, "Y3": 0.7678, "X4": 0.61257, "Y4": 0.7678, "page": 0, "Index": 344}, {"Word": "projected", "Confidence": 0.995, "X1": 0.68586, "Y1": 0.7532, "X2": 0.78272, "Y2": 0.753, "X3": 0.78141, "Y3": 0.7688, "X4": 0.68455, "Y4": 0.7678, "page": 0, "Index": 345}, {"Word": "growth", "Confidence": 0.997, "X1": 0.79058, "Y1": 0.7532, "X2": 0.85602, "Y2": 0.753, "X3": 0.85471, "Y3": 0.7688, "X4": 0.78927, "Y4": 0.7688, "page": 0, "Index": 346}, {"Word": "past", "Confidence": 0.981, "X1": 0.11649, "Y1": 0.7652, "X2": 0.16099, "Y2": 0.765, "X3": 0.16099, "Y3": 0.7808, "X4": 0.1178, "Y4": 0.7808, "page": 0, "Index": 347}, {"Word": "1982.", "Confidence": 0.997, "X1": 0.16885, "Y1": 0.7652, "X2": 0.22513, "Y2": 0.765, "X3": 0.22513, "Y3": 0.7818, "X4": 0.16885, "Y4": 0.7808, "page": 0, "Index": 348}, {"Word": "I", "Confidence": 0.941, "X1": 0.24346, "Y1": 0.7652, "X2": 0.25524, "Y2": 0.765, "X3": 0.25524, "Y3": 0.7818, "X4": 0.24346, "Y4": 0.7818, "page": 0, "Index": 349}, {"Word": "pointed", "Confidence": 0.996, "X1": 0.26309, "Y1": 0.7662, "X2": 0.34031, "Y2": 0.766, "X3": 0.34031, "Y3": 0.7828, "X4": 0.26309, "Y4": 0.7818, "page": 0, "Index": 350}, {"Word": "out", "Confidence": 0.998, "X1": 0.34686, "Y1": 0.7662, "X2": 0.3822, "Y2": 0.766, "X3": 0.3822, "Y3": 0.7828, "X4": 0.34686, "Y4": 0.7828, "page": 0, "Index": 351}, {"Word": "also", "Confidence": 0.987, "X1": 0.38874, "Y1": 0.7662, "X2": 0.43325, "Y2": 0.766, "X3": 0.43325, "Y3": 0.7828, "X4": 0.39005, "Y4": 0.7828, "page": 0, "Index": 352}, {"Word": "that", "Confidence": 0.988, "X1": 0.44372, "Y1": 0.7672, "X2": 0.48822, "Y2": 0.767, "X3": 0.48822, "Y3": 0.7838, "X4": 0.44372, "Y4": 0.7828, "page": 0, "Index": 353}, {"Word": "it", "Confidence": 0.998, "X1": 0.49607, "Y1": 0.7672, "X2": 0.51963, "Y2": 0.767, "X3": 0.51963, "Y3": 0.7838, "X4": 0.49607, "Y4": 0.7838, "page": 0, "Index": 354}, {"Word": "had", "Confidence": 0.998, "X1": 0.52618, "Y1": 0.7672, "X2": 0.56021, "Y2": 0.767, "X3": 0.56021, "Y3": 0.7838, "X4": 0.52618, "Y4": 0.7838, "page": 0, "Index": 355}, {"Word": "to", "Confidence": 0.998, "X1": 0.57068, "Y1": 0.7672, "X2": 0.59293, "Y2": 0.767, "X3": 0.59293, "Y3": 0.7838, "X4": 0.57068, "Y4": 0.7838, "page": 0, "Index": 356}, {"Word": "be", "Confidence": 0.997, "X1": 0.59948, "Y1": 0.7682, "X2": 0.62435, "Y2": 0.768, "X3": 0.62435, "Y3": 0.7838, "X4": 0.59817, "Y4": 0.7838, "page": 0, "Index": 357}, {"Word": "vacated", "Confidence": 0.996, "X1": 0.63089, "Y1": 0.7682, "X2": 0.70942, "Y2": 0.768, "X3": 0.70942, "Y3": 0.7848, "X4": 0.63089, "Y4": 0.7848, "page": 0, "Index": 358}, {"Word": "during", "Confidence": 0.997, "X1": 0.71597, "Y1": 0.7692, "X2": 0.78272, "Y2": 0.769, "X3": 0.78141, "Y3": 0.7848, "X4": 0.71597, "Y4": 0.7848, "page": 0, "Index": 359}, {"Word": "the", "Confidence": 0.998, "X1": 0.79188, "Y1": 0.7692, "X2": 0.82592, "Y2": 0.769, "X3": 0.82461, "Y3": 0.7858, "X4": 0.79058, "Y4": 0.7848, "page": 0, "Index": 360}, {"Word": "period", "Confidence": 0.995, "X1": 0.83115, "Y1": 0.7692, "X2": 0.8966, "Y2": 0.769, "X3": 0.8966, "Y3": 0.7858, "X4": 0.83115, "Y4": 0.7858, "page": 0, "Index": 361}, {"Word": "of", "Confidence": 0.998, "X1": 0.11649, "Y1": 0.7812, "X2": 0.14005, "Y2": 0.781, "X3": 0.14005, "Y3": 0.7968, "X4": 0.11649, "Y4": 0.7968, "page": 0, "Index": 362}, {"Word": "remodeling", "Confidence": 0.994, "X1": 0.1466, "Y1": 0.7822, "X2": 0.25524, "Y2": 0.782, "X3": 0.25524, "Y3": 0.7978, "X4": 0.1466, "Y4": 0.7968, "page": 0, "Index": 363}, {"Word": "or", "Confidence": 0.997, "X1": 0.26309, "Y1": 0.7822, "X2": 0.28665, "Y2": 0.782, "X3": 0.28665, "Y3": 0.7988, "X4": 0.26309, "Y4": 0.7978, "page": 0, "Index": 364}, {"Word": "rebuilding", "Confidence": 0.995, "X1": 0.2945, "Y1": 0.7832, "X2": 0.40445, "Y2": 0.783, "X3": 0.40314, "Y3": 0.7988, "X4": 0.2945, "Y4": 0.7988, "page": 0, "Index": 365}, {"Word": "and", "Confidence": 0.998, "X1": 0.41099, "Y1": 0.7832, "X2": 0.44503, "Y2": 0.783, "X3": 0.44503, "Y3": 0.7998, "X4": 0.41099, "Y4": 0.7988, "page": 0, "Index": 366}, {"Word": "that", "Confidence": 0.989, "X1": 0.45419, "Y1": 0.7832, "X2": 0.49869, "Y2": 0.783, "X3": 0.49738, "Y3": 0.7998, "X4": 0.45419, "Y4": 0.7998, "page": 0, "Index": 367}, {"Word": "space", "Confidence": 0.998, "X1": 0.50524, "Y1": 0.7842, "X2": 0.56021, "Y2": 0.784, "X3": 0.56021, "Y3": 0.7998, "X4": 0.50524, "Y4": 0.7998, "page": 0, "Index": 368}, {"Word": "would", "Confidence": 0.998, "X1": 0.56806, "Y1": 0.7842, "X2": 0.62304, "Y2": 0.784, "X3": 0.62304, "Y3": 0.8008, "X4": 0.56806, "Y4": 0.7998, "page": 0, "Index": 369}, {"Word": "still", "Confidence": 0.996, "X1": 0.6322, "Y1": 0.7842, "X2": 0.68586, "Y2": 0.784, "X3": 0.68586, "Y3": 0.8008, "X4": 0.6322, "Y4": 0.8008, "page": 0, "Index": 370}, {"Word": "be", "Confidence": 0.997, "X1": 0.69503, "Y1": 0.7842, "X2": 0.7199, "Y2": 0.784, "X3": 0.7199, "Y3": 0.8008, "X4": 0.69372, "Y4": 0.8008, "page": 0, "Index": 371}, {"Word": "tight", "Confidence": 0.997, "X1": 0.72775, "Y1": 0.7842, "X2": 0.78272, "Y2": 0.784, "X3": 0.78272, "Y3": 0.8008, "X4": 0.72644, "Y4": 0.8008, "page": 0, "Index": 372}, {"Word": "until", "Confidence": 0.992, "X1": 0.78927, "Y1": 0.7842, "X2": 0.84424, "Y2": 0.784, "X3": 0.84293, "Y3": 0.8008, "X4": 0.78796, "Y4": 0.8008, "page": 0, "Index": 373}, {"Word": "firm.", "Confidence": 0.804, "X1": 0.85471, "Y1": 0.7842, "X2": 0.90183, "Y2": 0.784, "X3": 0.90052, "Y3": 0.8008, "X4": 0.8534, "Y4": 0.8008, "page": 0, "Index": 374}, {"Word": "plans", "Confidence": 0.943, "X1": 0.11518, "Y1": 0.7972, "X2": 0.17147, "Y2": 0.797, "X3": 0.17016, "Y3": 0.8138, "X4": 0.11518, "Y4": 0.8138, "page": 0, "Index": 375}, {"Word": "for", "Confidence": 0.998, "X1": 0.18063, "Y1": 0.7982, "X2": 0.21335, "Y2": 0.798, "X3": 0.21204, "Y3": 0.8138, "X4": 0.17932, "Y4": 0.8138, "page": 0, "Index": 376}, {"Word": "utilizing", "Confidence": 0.994, "X1": 0.2199, "Y1": 0.7982, "X2": 0.31937, "Y2": 0.798, "X3": 0.31806, "Y3": 0.8148, "X4": 0.2199, "Y4": 0.8138, "page": 0, "Index": 377}, {"Word": "the", "Confidence": 0.998, "X1": 0.32853, "Y1": 0.7992, "X2": 0.36257, "Y2": 0.799, "X3": 0.36126, "Y3": 0.8148, "X4": 0.32723, "Y4": 0.8148, "page": 0, "Index": 378}, {"Word": "C", "Confidence": 0.991, "X1": 0.3678, "Y1": 0.7992, "X2": 0.38089, "Y2": 0.799, "X3": 0.38089, "Y3": 0.8148, "X4": 0.3678, "Y4": 0.8148, "page": 0, "Index": 379}, {"Word": "Building", "Confidence": 0.996, "X1": 0.38874, "Y1": 0.7992, "X2": 0.47906, "Y2": 0.799, "X3": 0.47775, "Y3": 0.8158, "X4": 0.38743, "Y4": 0.8148, "page": 0, "Index": 380}, {"Word": "space", "Confidence": 0.997, "X1": 0.48429, "Y1": 0.7992, "X2": 0.54058, "Y2": 0.799, "X3": 0.53927, "Y3": 0.8158, "X4": 0.48429, "Y4": 0.8158, "page": 0, "Index": 381}, {"Word": "were", "Confidence": 0.991, "X1": 0.54712, "Y1": 0.8002, "X2": 0.59424, "Y2": 0.8, "X3": 0.59293, "Y3": 0.8158, "X4": 0.54581, "Y4": 0.8158, "page": 0, "Index": 382}, {"Word": "formulated.", "Confidence": 0.991, "X1": 0.60209, "Y1": 0.8002, "X2": 0.7212, "Y2": 0.8, "X3": 0.7212, "Y3": 0.8168, "X4": 0.60209, "Y4": 0.8158, "page": 0, "Index": 383}, {"Word": "At", "Confidence": 0.998, "X1": 0.73691, "Y1": 0.8002, "X2": 0.76178, "Y2": 0.8, "X3": 0.76047, "Y3": 0.8168, "X4": 0.7356, "Y4": 0.8168, "page": 0, "Index": 384}, {"Word": "this", "Confidence": 0.989, "X1": 0.77094, "Y1": 0.8002, "X2": 0.81414, "Y2": 0.8, "X3": 0.81283, "Y3": 0.8168, "X4": 0.76963, "Y4": 0.8168, "page": 0, "Index": 385}, {"Word": "point", "Confidence": 0.998, "X1": 0.82068, "Y1": 0.8002, "X2": 0.87827, "Y2": 0.8, "X3": 0.87696, "Y3": 0.8168, "X4": 0.82068, "Y4": 0.8168, "page": 0, "Index": 386}, {"Word": "(early", "Confidence": 0.992, "X1": 0.11649, "Y1": 0.8132, "X2": 0.18194, "Y2": 0.813, "X3": 0.18063, "Y3": 0.8298, "X4": 0.11518, "Y4": 0.8288, "page": 0, "Index": 387}, {"Word": "in", "Confidence": 0.998, "X1": 0.1911, "Y1": 0.8132, "X2": 0.21335, "Y2": 0.813, "X3": 0.21204, "Y3": 0.8298, "X4": 0.18979, "Y4": 0.8298, "page": 0, "Index": 388}, {"Word": "the", "Confidence": 0.998, "X1": 0.22251, "Y1": 0.8142, "X2": 0.25524, "Y2": 0.814, "X3": 0.25393, "Y3": 0.8298, "X4": 0.2212, "Y4": 0.8298, "page": 0, "Index": 389}, {"Word": "discussion)", "Confidence": 0.993, "X1": 0.26309, "Y1": 0.8152, "X2": 0.3822, "Y2": 0.815, "X3": 0.38089, "Y3": 0.8308, "X4": 0.26178, "Y4": 0.8298, "page": 0, "Index": 390}, {"Word": "discussion", "Confidence": 0.994, "X1": 0.39005, "Y1": 0.8152, "X2": 0.49738, "Y2": 0.815, "X3": 0.49607, "Y3": 0.8318, "X4": 0.38874, "Y4": 0.8308, "page": 0, "Index": 391}, {"Word": "of", "Confidence": 0.998, "X1": 0.50524, "Y1": 0.8162, "X2": 0.5288, "Y2": 0.816, "X3": 0.52749, "Y3": 0.8318, "X4": 0.50393, "Y4": 0.8318, "page": 0, "Index": 392}, {"Word": "R&D", "Confidence": 0.998, "X1": 0.53665, "Y1": 0.8162, "X2": 0.57199, "Y2": 0.816, "X3": 0.57068, "Y3": 0.8318, "X4": 0.53665, "Y4": 0.8318, "page": 0, "Index": 393}, {"Word": "involvement", "Confidence": 0.99, "X1": 0.58115, "Y1": 0.8162, "X2": 0.69764, "Y2": 0.816, "X3": 0.69764, "Y3": 0.8318, "X4": 0.57984, "Y4": 0.8318, "page": 0, "Index": 394}, {"Word": "in", "Confidence": 0.998, "X1": 0.70812, "Y1": 0.8162, "X2": 0.72906, "Y2": 0.816, "X3": 0.72775, "Y3": 0.8318, "X4": 0.70681, "Y4": 0.8318, "page": 0, "Index": 395}, {"Word": "rearrangements", "Confidence": 0.983, "X1": 0.73691, "Y1": 0.8172, "X2": 0.88613, "Y2": 0.817, "X3": 0.88482, "Y3": 0.8328, "X4": 0.7356, "Y4": 0.8318, "page": 0, "Index": 396}, {"Word": "ceased", "Confidence": 0.997, "X1": 0.11518, "Y1": 0.8302, "X2": 0.18194, "Y2": 0.83, "X3": 0.18063, "Y3": 0.8438, "X4": 0.11518, "Y4": 0.8428, "page": 0, "Index": 397}, {"Word": "and", "Confidence": 0.998, "X1": 0.18848, "Y1": 0.8302, "X2": 0.22382, "Y2": 0.83, "X3": 0.22251, "Y3": 0.8448, "X4": 0.18848, "Y4": 0.8438, "page": 0, "Index": 398}, {"Word": "consideration", "Confidence": 0.993, "X1": 0.23037, "Y1": 0.8302, "X2": 0.37173, "Y2": 0.83, "X3": 0.37042, "Y3": 0.8468, "X4": 0.23037, "Y4": 0.8448, "page": 0, "Index": 399}, {"Word": "moved", "Confidence": 0.997, "X1": 0.37696, "Y1": 0.8302, "X2": 0.43455, "Y2": 0.83, "X3": 0.43325, "Y3": 0.8468, "X4": 0.37696, "Y4": 0.8468, "page": 0, "Index": 400}, {"Word": "to", "Confidence": 0.998, "X1": 0.44241, "Y1": 0.8312, "X2": 0.46466, "Y2": 0.831, "X3": 0.46466, "Y3": 0.8478, "X4": 0.44241, "Y4": 0.8468, "page": 0, "Index": 401}, {"Word": "other", "Confidence": 0.997, "X1": 0.47382, "Y1": 0.8312, "X2": 0.5288, "Y2": 0.831, "X3": 0.5288, "Y3": 0.8478, "X4": 0.47251, "Y4": 0.8478, "page": 0, "Index": 402}, {"Word": "departments,", "Confidence": 0.991, "X1": 0.53665, "Y1": 0.8312, "X2": 0.66754, "Y2": 0.831, "X3": 0.66623, "Y3": 0.8488, "X4": 0.53534, "Y4": 0.8478, "page": 0, "Index": 403}, {"Word": "resulting", "Confidence": 0.995, "X1": 0.67277, "Y1": 0.8322, "X2": 0.77225, "Y2": 0.832, "X3": 0.77094, "Y3": 0.8488, "X4": 0.67277, "Y4": 0.8488, "page": 0, "Index": 404}, {"Word": "in", "Confidence": 0.998, "X1": 0.7801, "Y1": 0.8322, "X2": 0.80105, "Y2": 0.832, "X3": 0.80105, "Y3": 0.8488, "X4": 0.7801, "Y4": 0.8488, "page": 0, "Index": 405}, {"Word": "the", "Confidence": 0.998, "X1": 0.81152, "Y1": 0.8322, "X2": 0.84424, "Y2": 0.832, "X3": 0.84424, "Y3": 0.8488, "X4": 0.81021, "Y4": 0.8488, "page": 0, "Index": 406}, {"Word": "above", "Confidence": 0.995, "X1": 0.11649, "Y1": 0.8452, "X2": 0.17147, "Y2": 0.845, "X3": 0.17016, "Y3": 0.8608, "X4": 0.11518, "Y4": 0.8618, "page": 0, "Index": 407}, {"Word": "mentioned", "Confidence": 0.995, "X1": 0.1767, "Y1": 0.8452, "X2": 0.27618, "Y2": 0.845, "X3": 0.27618, "Y3": 0.8608, "X4": 0.17539, "Y4": 0.8608, "page": 0, "Index": 408}, {"Word": "conclusion.", "Confidence": 0.991, "X1": 0.28403, "Y1": 0.8472, "X2": 0.40052, "Y2": 0.847, "X3": 0.40052, "Y3": 0.8628, "X4": 0.28272, "Y4": 0.8608, "page": 0, "Index": 409}, {"Word": "\u00b7V.", "Confidence": 0.072, "X1": 0.59686, "Y1": 0.8622, "X2": 0.63482, "Y2": 0.862, "X3": 0.63482, "Y3": 0.8958, "X4": 0.59686, "Y4": 0.8958, "page": 0, "Index": 410}, {"Word": "G.", "Confidence": 0.684, "X1": 0.64267, "Y1": 0.8622, "X2": 0.68063, "Y2": 0.862, "X3": 0.67932, "Y3": 0.8948, "X4": 0.64267, "Y4": 0.8948, "page": 0, "Index": 411}, {"Word": "Faire", "Confidence": 0.454, "X1": 0.68848, "Y1": 0.8612, "X2": 0.79058, "Y2": 0.861, "X3": 0.78927, "Y3": 0.8938, "X4": 0.68848, "Y4": 0.8948, "page": 0, "Index": 412}, {"Word": "/hws", "Confidence": 0.941, "X1": 0.11649, "Y1": 0.9102, "X2": 0.15969, "Y2": 0.91, "X3": 0.15969, "Y3": 0.9238, "X4": 0.1178, "Y4": 0.9248, "page": 0, "Index": 413}, {"Word": "\u0424000126916", "Confidence": 0.799, "X1": 0.95288, "Y1": 0.9252, "X2": 0.96073, "Y2": 0.925, "X3": 0.93194, "Y3": 0.9248, "X4": 0.92277, "Y4": 0.7858, "page": 0, "Index": 414}, {"Word": "CC:", "Confidence": 0.968, "X1": 0.11387, "Y1": 0.9282, "X2": 0.14791, "Y2": 0.928, "X3": 0.14791, "Y3": 0.9438, "X4": 0.11387, "Y4": 0.9428, "page": 0, "Index": 415}, {"Word": "Dr.", "Confidence": 0.969, "X1": 0.15576, "Y1": 0.9282, "X2": 0.1911, "Y2": 0.928, "X3": 0.18979, "Y3": 0.9438, "X4": 0.15445, "Y4": 0.9438, "page": 0, "Index": 416}, {"Word": "W.", "Confidence": 0.991, "X1": 0.19634, "Y1": 0.9282, "X2": 0.22382, "Y2": 0.928, "X3": 0.22382, "Y3": 0.9438, "X4": 0.19634, "Y4": 0.9438, "page": 0, "Index": 417}, {"Word": "F.", "Confidence": 0.998, "X1": 0.23168, "Y1": 0.9282, "X2": 0.25654, "Y2": 0.928, "X3": 0.25524, "Y3": 0.9438, "X4": 0.23037, "Y4": 0.9438, "page": 0, "Index": 418}, {"Word": "Gannon", "Confidence": 0.994, "X1": 0.26178, "Y1": 0.9292, "X2": 0.32723, "Y2": 0.929, "X3": 0.32723, "Y3": 0.9438, "X4": 0.26047, "Y4": 0.9438, "page": 0, "Index": 419}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.15576, "Y1": 0.9442, "X2": 0.19241, "Y2": 0.944, "X3": 0.19241, "Y3": 0.9608, "X4": 0.15576, "Y4": 0.9598, "page": 0, "Index": 420}, {"Word": "L.", "Confidence": 0.998, "X1": 0.19634, "Y1": 0.9442, "X2": 0.22251, "Y2": 0.944, "X3": 0.22251, "Y3": 0.9608, "X4": 0.19634, "Y4": 0.9608, "page": 0, "Index": 421}, {"Word": "F.", "Confidence": 0.998, "X1": 0.23037, "Y1": 0.9442, "X2": 0.25654, "Y2": 0.944, "X3": 0.25524, "Y3": 0.9608, "X4": 0.23037, "Y4": 0.9608, "page": 0, "Index": 422}, {"Word": "Meyer", "Confidence": 0.998, "X1": 0.26047, "Y1": 0.9462, "X2": 0.31675, "Y2": 0.946, "X3": 0.31675, "Y3": 0.9598, "X4": 0.26047, "Y4": 0.9608, "page": 0, "Index": 423}, {"Word": "Dr.", "Confidence": 0.889, "X1": 0.15838, "Y1": 0.9602, "X2": 0.19372, "Y2": 0.96, "X3": 0.19241, "Y3": 0.9778, "X4": 0.15707, "Y4": 0.9788, "page": 0, "Index": 424}, {"Word": "T.", "Confidence": 0.995, "X1": 0.20026, "Y1": 0.9602, "X2": 0.22644, "Y2": 0.96, "X3": 0.22513, "Y3": 0.9768, "X4": 0.19895, "Y4": 0.9768, "page": 0, "Index": 425}, {"Word": "S.", "Confidence": 0.993, "X1": 0.23298, "Y1": 0.9602, "X2": 0.25916, "Y2": 0.96, "X3": 0.25785, "Y3": 0.9758, "X4": 0.23168, "Y4": 0.9768, "page": 0, "Index": 426}, {"Word": "Osdene", "Confidence": 0.098, "X1": 0.26571, "Y1": 0.9622, "X2": 0.32984, "Y2": 0.962, "X3": 0.32984, "Y3": 0.9778, "X4": 0.2644, "Y4": 0.9758, "page": 0, "Index": 427}, {"Word": "Mr.", "Confidence": 0.994, "X1": 0.15576, "Y1": 0.9782, "X2": 0.1911, "Y2": 0.978, "X3": 0.1911, "Y3": 0.9928, "X4": 0.15576, "Y4": 0.9928, "page": 0, "Index": 428}, {"Word": "R.", "Confidence": 0.998, "X1": 0.19764, "Y1": 0.9772, "X2": 0.22251, "Y2": 0.977, "X3": 0.22251, "Y3": 0.9928, "X4": 0.19764, "Y4": 0.9928, "page": 0, "Index": 429}, {"Word": "N.", "Confidence": 0.998, "X1": 0.22775, "Y1": 0.9782, "X2": 0.25524, "Y2": 0.978, "X3": 0.25393, "Y3": 0.9928, "X4": 0.22775, "Y4": 0.9928, "page": 0, "Index": 430}, {"Word": "Thomson", "Confidence": 0.997, "X1": 0.26309, "Y1": 0.9782, "X2": 0.3377, "Y2": 0.978, "X3": 0.33639, "Y3": 0.9938, "X4": 0.26309, "Y4": 0.9928, "page": 0, "Index": 431}]}
"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"
ffkb0107
1
{"lines_data": [{"Word": "0000126917", "Confidence": 0.905, "X1": 0.91361, "Y1": 0.8552, "X2": 0.92801, "Y2": 0.855, "X3": 0.8966, "Y3": 0.8568, "X4": 0.8822, "Y4": 0.7118, "page": 0}, {"Word": "T S. OSDENE", "Confidence": 0.99633, "X1": 0.70681, "Y1": 0.8502, "X2": 0.87173, "Y2": 0.85, "X3": 0.87173, "Y3": 0.8718, "X4": 0.70681, "Y4": 0.8738, "page": 0}, {"Word": "SEP 2 9 1980", "Confidence": 0.9945, "X1": 0.72775, "Y1": 0.8912, "X2": 0.85864, "Y2": 0.891, "X3": 0.85864, "Y3": 0.9138, "X4": 0.72775, "Y4": 0.9148, "page": 0}], "words_data": [{"Word": "0000126917", "Confidence": 0.905, "X1": 0.91492, "Y1": 0.8522, "X2": 0.9267, "Y2": 0.852, "X3": 0.89791, "Y3": 0.8538, "X4": 0.8822, "Y4": 0.7128, "page": 0, "Index": 0}, {"Word": "T", "Confidence": 0.995, "X1": 0.70812, "Y1": 0.8532, "X2": 0.72513, "Y2": 0.853, "X3": 0.72513, "Y3": 0.8738, "X4": 0.70942, "Y4": 0.8738, "page": 0, "Index": 1}, {"Word": "S.", "Confidence": 0.997, "X1": 0.73429, "Y1": 0.8522, "X2": 0.75785, "Y2": 0.852, "X3": 0.75916, "Y3": 0.8738, "X4": 0.7356, "Y4": 0.8738, "page": 0, "Index": 2}, {"Word": "OSDENE", "Confidence": 0.997, "X1": 0.7644, "Y1": 0.8512, "X2": 0.86911, "Y2": 0.851, "X3": 0.86911, "Y3": 0.8728, "X4": 0.7644, "Y4": 0.8738, "page": 0, "Index": 3}, {"Word": "SEP", "Confidence": 0.995, "X1": 0.72906, "Y1": 0.8932, "X2": 0.76832, "Y2": 0.893, "X3": 0.76832, "Y3": 0.9148, "X4": 0.72775, "Y4": 0.9138, "page": 0, "Index": 4}, {"Word": "2", "Confidence": 0.997, "X1": 0.77356, "Y1": 0.8932, "X2": 0.78796, "Y2": 0.893, "X3": 0.78796, "Y3": 0.9148, "X4": 0.77356, "Y4": 0.9148, "page": 0, "Index": 5}, {"Word": "9", "Confidence": 0.995, "X1": 0.79319, "Y1": 0.8932, "X2": 0.80628, "Y2": 0.893, "X3": 0.80628, "Y3": 0.9148, "X4": 0.79319, "Y4": 0.9148, "page": 0, "Index": 6}, {"Word": "1980", "Confidence": 0.991, "X1": 0.81283, "Y1": 0.8922, "X2": 0.85733, "Y2": 0.892, "X3": 0.85733, "Y3": 0.9138, "X4": 0.81283, "Y4": 0.9148, "page": 0, "Index": 7}]}
"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"
ffbx0114
0
{"lines_data": [{"Word": "Coliseum", "Confidence": 0.391, "X1": 0.65933, "Y1": 0.0742, "X2": 0.81995, "Y2": 0.074, "X3": 0.81995, "Y3": 0.1028, "X4": 0.65933, "Y4": 0.0998, "page": 0}, {"Word": "RECEIVED APR 2 3 1970", "Confidence": 0.9052, "X1": 0.09326, "Y1": 0.0912, "X2": 0.35492, "Y2": 0.091, "X3": 0.35492, "Y3": 0.1138, "X4": 0.09326, "Y4": 0.1118, "page": 0}, {"Word": "April 22, 1976", "Confidence": 0.91933, "X1": 0.05181, "Y1": 0.1612, "X2": 0.23057, "Y2": 0.161, "X3": 0.23057, "Y3": 0.1798, "X4": 0.05181, "Y4": 0.1808, "page": 0}, {"Word": "\"My tastes are simple ... I only like the very best.\"", "Confidence": 0.89236, "X1": 0.5842, "Y1": 0.1772, "X2": 0.89119, "Y2": 0.177, "X3": 0.89119, "Y3": 0.1908, "X4": 0.5842, "Y4": 0.1898, "page": 0}, {"Word": "Mr. Ken Sass, District Manager (Ohio)", "Confidence": 0.99317, "X1": 0.05311, "Y1": 0.2242, "X2": 0.51425, "Y2": 0.224, "X3": 0.51425, "Y3": 0.2448, "X4": 0.05311, "Y4": 0.2438, "page": 0}, {"Word": "Philip Morris Incorporated", "Confidence": 0.99433, "X1": 0.0544, "Y1": 0.2422, "X2": 0.38212, "Y2": 0.242, "X3": 0.38212, "Y3": 0.2578, "X4": 0.05311, "Y4": 0.2568, "page": 0}, {"Word": "9701 Brookpark Road, Suite 264", "Confidence": 0.9964, "X1": 0.05311, "Y1": 0.2562, "X2": 0.42746, "Y2": 0.256, "X3": 0.42746, "Y3": 0.2748, "X4": 0.05311, "Y4": 0.2748, "page": 0}, {"Word": "Cleveland, OH 44129", "Confidence": 0.99467, "X1": 0.0557, "Y1": 0.2742, "X2": 0.30181, "Y2": 0.274, "X3": 0.30311, "Y3": 0.2898, "X4": 0.0557, "Y4": 0.2898, "page": 0}, {"Word": "Re: Merit Cigarettes", "Confidence": 0.996, "X1": 0.05311, "Y1": 0.3062, "X2": 0.31606, "Y2": 0.306, "X3": 0.31606, "Y3": 0.3238, "X4": 0.05311, "Y4": 0.3228, "page": 0}, {"Word": "Dear Ken:", "Confidence": 0.99, "X1": 0.05052, "Y1": 0.3382, "X2": 0.16451, "Y2": 0.338, "X3": 0.16451, "Y3": 0.3528, "X4": 0.05052, "Y4": 0.3528, "page": 0}, {"Word": "Per our discussion by phone on Wednesday, April 21, I have outlined the", "Confidence": 0.99238, "X1": 0.05311, "Y1": 0.3692, "X2": 0.93912, "Y2": 0.369, "X3": 0.93912, "Y3": 0.3868, "X4": 0.05311, "Y4": 0.3868, "page": 0}, {"Word": "basic proposal involving Philip Morris expansion of advertising at The", "Confidence": 0.9961, "X1": 0.05052, "Y1": 0.3862, "X2": 0.92617, "Y2": 0.386, "X3": 0.92617, "Y3": 0.4038, "X4": 0.05052, "Y4": 0.4038, "page": 0}, {"Word": "Coliseum.", "Confidence": 0.971, "X1": 0.05181, "Y1": 0.4022, "X2": 0.16969, "Y2": 0.402, "X3": 0.16839, "Y3": 0.4178, "X4": 0.05181, "Y4": 0.4168, "page": 0}, {"Word": "1. The Coliseum will provide four large wall panels, protected by al-", "Confidence": 0.98725, "X1": 0.0544, "Y1": 0.4342, "X2": 0.92746, "Y2": 0.434, "X3": 0.92746, "Y3": 0.4518, "X4": 0.0544, "Y4": 0.4508, "page": 0}, {"Word": "uminum boarder and clear plastic facing, with dimensions of 25' x 3'.", "Confidence": 0.97567, "X1": 0.10363, "Y1": 0.4512, "X2": 0.96244, "Y2": 0.451, "X3": 0.96244, "Y3": 0.4678, "X4": 0.10363, "Y4": 0.4678, "page": 0}, {"Word": "Said panels will be installed and displayed over each of four ticket", "Confidence": 0.97425, "X1": 0.10363, "Y1": 0.4672, "X2": 0.95466, "Y2": 0.467, "X3": 0.95466, "Y3": 0.4828, "X4": 0.10363, "Y4": 0.4818, "page": 0}, {"Word": "gate portals, two being located at the east entrance and two at the .....", "Confidence": 0.97171, "X1": 0.10363, "Y1": 0.4832, "X2": 0.96373, "Y2": 0.483, "X3": 0.96373, "Y3": 0.4988, "X4": 0.10363, "Y4": 0.4978, "page": 0}, {"Word": "west entrance of the Building. The panels will be spot illuminated", "Confidence": 0.99009, "X1": 0.10363, "Y1": 0.4982, "X2": 0.94041, "Y2": 0.498, "X3": 0.94041, "Y3": 0.5148, "X4": 0.10363, "Y4": 0.5138, "page": 0}, {"Word": "and will immediately command the attention of anyone entering the", "Confidence": 0.9908, "X1": 0.10233, "Y1": 0.5152, "X2": 0.91451, "Y2": 0.515, "X3": 0.91451, "Y3": 0.5318, "X4": 0.10233, "Y4": 0.5298, "page": 0}, {"Word": "Coliseum.", "Confidence": 0.991, "X1": 0.10363, "Y1": 0.5302, "X2": 0.21503, "Y2": 0.53, "X3": 0.21503, "Y3": 0.5448, "X4": 0.10363, "Y4": 0.5428, "page": 0}, {"Word": "2. This will be a one year Agreement, with option to renew ..", "Confidence": 0.97738, "X1": 0.0544, "Y1": 0.5632, "X2": 0.81865, "Y2": 0.563, "X3": 0.81865, "Y3": 0.5808, "X4": 0.0544, "Y4": 0.5778, "page": 0}, {"Word": "3. The cost to Philip Morris will be $30, 000, fully commissionable, with", "Confidence": 0.98523, "X1": 0.0544, "Y1": 0.5932, "X2": 0.96762, "Y2": 0.593, "X3": 0.96632, "Y3": 0.6118, "X4": 0.0544, "Y4": 0.6088, "page": 0}, {"Word": "billing broken into twelve equal monthly installments.", "Confidence": 0.98271, "X1": 0.10104, "Y1": 0.6112, "X2": 0.77202, "Y2": 0.611, "X3": 0.77202, "Y3": 0.6268, "X4": 0.10104, "Y4": 0.6258, "page": 0}, {"Word": "Ken, the thrust of the Merit Campaign will be a natural at The Coliseum,", "Confidence": 0.98221, "X1": 0.05181, "Y1": 0.6432, "X2": 0.94689, "Y2": 0.643, "X3": 0.94689, "Y3": 0.6588, "X4": 0.05181, "Y4": 0.6568, "page": 0}, {"Word": "as is the current Marlboro Program. The public will be greeted at The", "Confidence": 0.99215, "X1": 0.05181, "Y1": 0.6592, "X2": 0.92617, "Y2": 0.659, "X3": 0.92617, "Y3": 0.6758, "X4": 0.05181, "Y4": 0.6738, "page": 0}, {"Word": "Coliseum gate by Merit Cigarettes and will head straight to the nearest", "Confidence": 0.98275, "X1": 0.05181, "Y1": 0.6752, "X2": 0.94301, "Y2": 0.675, "X3": 0.94301, "Y3": 0.6908, "X4": 0.05181, "Y4": 0.6898, "page": 0}, {"Word": "vending machine.", "Confidence": 0.995, "X1": 0.05311, "Y1": 0.6902, "X2": 0.2487, "Y2": 0.69, "X3": 0.2487, "Y3": 0.7068, "X4": 0.05311, "Y4": 0.7058, "page": 0}, {"Word": "I trust that you will introduce this proposal to Vin Weiner at year earl-", "Confidence": 0.986, "X1": 0.05181, "Y1": 0.7232, "X2": 0.96114, "Y2": 0.723, "X3": 0.96114, "Y3": 0.7398, "X4": 0.05181, "Y4": 0.7378, "page": 0}, {"Word": "iest convenience so that we can get the ball rolling. I hope to hear from", "Confidence": 0.9928, "X1": 0.05052, "Y1": 0.7392, "X2": 0.97798, "Y2": 0.739, "X3": 0.97798, "Y3": 0.7548, "X4": 0.05052, "Y4": 0.7538, "page": 0}, {"Word": "you soon!", "Confidence": 0.9685, "X1": 0.04922, "Y1": 0.7542, "X2": 0.16451, "Y2": 0.754, "X3": 0.16451, "Y3": 0.7698, "X4": 0.04922, "Y4": 0.7708, "page": 0}, {"Word": "May we have your order?", "Confidence": 0.9936, "X1": 0.04793, "Y1": 0.7842, "X2": 0.34067, "Y2": 0.784, "X3": 0.34067, "Y3": 0.8028, "X4": 0.04793, "Y4": 0.8028, "page": 0}, {"Word": "Cordially,", "Confidence": 0.979, "X1": 0.04663, "Y1": 0.8162, "X2": 0.17487, "Y2": 0.816, "X3": 0.17487, "Y3": 0.8358, "X4": 0.04663, "Y4": 0.8368, "page": 0}, {"Word": "Kick", "Confidence": 0.729, "X1": 0.06088, "Y1": 0.8332, "X2": 0.15674, "Y2": 0.833, "X3": 0.15674, "Y3": 0.8668, "X4": 0.06218, "Y4": 0.8688, "page": 0}, {"Word": "Rick Zwilling", "Confidence": 0.992, "X1": 0.05311, "Y1": 0.8652, "X2": 0.21373, "Y2": 0.865, "X3": 0.21373, "Y3": 0.8828, "X4": 0.05311, "Y4": 0.8808, "page": 0}, {"Word": "Sales Director", "Confidence": 0.9945, "X1": 0.05052, "Y1": 0.8822, "X2": 0.22798, "Y2": 0.882, "X3": 0.22798, "Y3": 0.8968, "X4": 0.05052, "Y4": 0.8958, "page": 0}, {"Word": "Coliseum Display Advertising", "Confidence": 0.995, "X1": 0.04793, "Y1": 0.8972, "X2": 0.40155, "Y2": 0.897, "X3": 0.40155, "Y3": 0.9148, "X4": 0.04793, "Y4": 0.9128, "page": 0}, {"Word": "P.S. Picture to follow soon.\"", "Confidence": 0.8406, "X1": 0.04793, "Y1": 0.9262, "X2": 0.4158, "Y2": 0.926, "X3": 0.4158, "Y3": 0.9448, "X4": 0.04793, "Y4": 0.9438, "page": 0}, {"Word": "2040648218", "Confidence": 0.991, "X1": 0.96114, "Y1": 0.9452, "X2": 0.94301, "Y2": 0.945, "X3": 0.91839, "Y3": 0.9428, "X4": 0.93523, "Y4": 0.8208, "page": 0}, {"Word": "cc: Mr. T. J. Embrescia", "Confidence": 0.9916, "X1": 0.05181, "Y1": 0.9662, "X2": 0.35104, "Y2": 0.966, "X3": 0.35104, "Y3": 0.9828, "X4": 0.05181, "Y4": 0.9808, "page": 0}, {"Word": "100", "Confidence": 0.993, "X1": 0.81477, "Y1": 0.9872, "X2": 0.84715, "Y2": 0.987, "X3": 0.84715, "Y3": 0.9968, "X4": 0.81606, "Y4": 0.9968, "page": 0}], "words_data": [{"Word": "Coliseum", "Confidence": 0.391, "X1": 0.66192, "Y1": 0.0742, "X2": 0.80181, "Y2": 0.074, "X3": 0.79922, "Y3": 0.1028, "X4": 0.65933, "Y4": 0.0998, "page": 0, "Index": 0}, {"Word": "RECEIVED", "Confidence": 0.94, "X1": 0.09456, "Y1": 0.0912, "X2": 0.21114, "Y2": 0.091, "X3": 0.20984, "Y3": 0.1138, "X4": 0.09456, "Y4": 0.1098, "page": 0, "Index": 1}, {"Word": "APR", "Confidence": 0.862, "X1": 0.21762, "Y1": 0.0922, "X2": 0.25777, "Y2": 0.092, "X3": 0.25648, "Y3": 0.1138, "X4": 0.21632, "Y4": 0.1138, "page": 0, "Index": 2}, {"Word": "2", "Confidence": 0.996, "X1": 0.26425, "Y1": 0.0922, "X2": 0.27979, "Y2": 0.092, "X3": 0.2785, "Y3": 0.1138, "X4": 0.26295, "Y4": 0.1138, "page": 0, "Index": 3}, {"Word": "3", "Confidence": 0.993, "X1": 0.28756, "Y1": 0.0922, "X2": 0.3044, "Y2": 0.092, "X3": 0.30311, "Y3": 0.1138, "X4": 0.28627, "Y4": 0.1138, "page": 0, "Index": 4}, {"Word": "1970", "Confidence": 0.735, "X1": 0.31088, "Y1": 0.0912, "X2": 0.35492, "Y2": 0.091, "X3": 0.35363, "Y3": 0.1128, "X4": 0.30959, "Y4": 0.1138, "page": 0, "Index": 5}, {"Word": "April", "Confidence": 0.771, "X1": 0.05311, "Y1": 0.1622, "X2": 0.11658, "Y2": 0.162, "X3": 0.11528, "Y3": 0.1818, "X4": 0.05311, "Y4": 0.1818, "page": 0, "Index": 6}, {"Word": "22,", "Confidence": 0.998, "X1": 0.12824, "Y1": 0.1622, "X2": 0.16839, "Y2": 0.162, "X3": 0.1671, "Y3": 0.1808, "X4": 0.12694, "Y4": 0.1818, "page": 0, "Index": 7}, {"Word": "1976", "Confidence": 0.989, "X1": 0.17876, "Y1": 0.1622, "X2": 0.22927, "Y2": 0.162, "X3": 0.22927, "Y3": 0.1808, "X4": 0.17746, "Y4": 0.1808, "page": 0, "Index": 8}, {"Word": "\"My", "Confidence": 0.656, "X1": 0.58679, "Y1": 0.1772, "X2": 0.61269, "Y2": 0.177, "X3": 0.6114, "Y3": 0.1898, "X4": 0.58549, "Y4": 0.1898, "page": 0, "Index": 9}, {"Word": "tastes", "Confidence": 0.997, "X1": 0.61528, "Y1": 0.1772, "X2": 0.65155, "Y2": 0.177, "X3": 0.65026, "Y3": 0.1898, "X4": 0.61528, "Y4": 0.1898, "page": 0, "Index": 10}, {"Word": "are", "Confidence": 0.904, "X1": 0.65544, "Y1": 0.1772, "X2": 0.67487, "Y2": 0.177, "X3": 0.67358, "Y3": 0.1898, "X4": 0.65415, "Y4": 0.1898, "page": 0, "Index": 11}, {"Word": "simple", "Confidence": 0.995, "X1": 0.67746, "Y1": 0.1772, "X2": 0.71632, "Y2": 0.177, "X3": 0.71503, "Y3": 0.1908, "X4": 0.67617, "Y4": 0.1898, "page": 0, "Index": 12}, {"Word": "...", "Confidence": 0.955, "X1": 0.71891, "Y1": 0.1772, "X2": 0.72927, "Y2": 0.177, "X3": 0.72798, "Y3": 0.1908, "X4": 0.71762, "Y4": 0.1908, "page": 0, "Index": 13}, {"Word": "I", "Confidence": 0.688, "X1": 0.73316, "Y1": 0.1772, "X2": 0.73705, "Y2": 0.177, "X3": 0.73575, "Y3": 0.1908, "X4": 0.73187, "Y4": 0.1908, "page": 0, "Index": 14}, {"Word": "only", "Confidence": 0.983, "X1": 0.74093, "Y1": 0.1772, "X2": 0.76813, "Y2": 0.177, "X3": 0.76684, "Y3": 0.1908, "X4": 0.73964, "Y4": 0.1908, "page": 0, "Index": 15}, {"Word": "like", "Confidence": 0.983, "X1": 0.77073, "Y1": 0.1772, "X2": 0.79404, "Y2": 0.177, "X3": 0.79275, "Y3": 0.1908, "X4": 0.76943, "Y4": 0.1908, "page": 0, "Index": 16}, {"Word": "the", "Confidence": 0.998, "X1": 0.79663, "Y1": 0.1782, "X2": 0.81865, "Y2": 0.178, "X3": 0.81736, "Y3": 0.1908, "X4": 0.79534, "Y4": 0.1908, "page": 0, "Index": 17}, {"Word": "very", "Confidence": 0.991, "X1": 0.82124, "Y1": 0.1782, "X2": 0.84974, "Y2": 0.178, "X3": 0.84845, "Y3": 0.1908, "X4": 0.81995, "Y4": 0.1908, "page": 0, "Index": 18}, {"Word": "best.\"", "Confidence": 0.666, "X1": 0.85363, "Y1": 0.1782, "X2": 0.89249, "Y2": 0.178, "X3": 0.89119, "Y3": 0.1908, "X4": 0.85233, "Y4": 0.1908, "page": 0, "Index": 19}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.0544, "Y1": 0.2262, "X2": 0.09197, "Y2": 0.226, "X3": 0.09197, "Y3": 0.2418, "X4": 0.05311, "Y4": 0.2418, "page": 0, "Index": 20}, {"Word": "Ken", "Confidence": 0.991, "X1": 0.09974, "Y1": 0.2262, "X2": 0.1386, "Y2": 0.226, "X3": 0.1386, "Y3": 0.2418, "X4": 0.09974, "Y4": 0.2418, "page": 0, "Index": 21}, {"Word": "Sass,", "Confidence": 0.997, "X1": 0.15155, "Y1": 0.2262, "X2": 0.21762, "Y2": 0.226, "X3": 0.21632, "Y3": 0.2428, "X4": 0.15026, "Y4": 0.2418, "page": 0, "Index": 22}, {"Word": "District", "Confidence": 0.996, "X1": 0.22539, "Y1": 0.2262, "X2": 0.32772, "Y2": 0.226, "X3": 0.32772, "Y3": 0.2428, "X4": 0.22409, "Y4": 0.2428, "page": 0, "Index": 23}, {"Word": "Manager", "Confidence": 0.996, "X1": 0.33679, "Y1": 0.2252, "X2": 0.42746, "Y2": 0.225, "X3": 0.42746, "Y3": 0.2448, "X4": 0.33549, "Y4": 0.2438, "page": 0, "Index": 24}, {"Word": "(Ohio)", "Confidence": 0.981, "X1": 0.44171, "Y1": 0.2252, "X2": 0.51425, "Y2": 0.225, "X3": 0.51295, "Y3": 0.2458, "X4": 0.44041, "Y4": 0.2448, "page": 0, "Index": 25}, {"Word": "Philip", "Confidence": 0.994, "X1": 0.0544, "Y1": 0.2422, "X2": 0.12565, "Y2": 0.242, "X3": 0.12565, "Y3": 0.2568, "X4": 0.0544, "Y4": 0.2568, "page": 0, "Index": 26}, {"Word": "Morris", "Confidence": 0.997, "X1": 0.1399, "Y1": 0.2432, "X2": 0.21373, "Y2": 0.243, "X3": 0.21373, "Y3": 0.2578, "X4": 0.1386, "Y4": 0.2578, "page": 0, "Index": 27}, {"Word": "Incorporated", "Confidence": 0.992, "X1": 0.22798, "Y1": 0.2432, "X2": 0.37565, "Y2": 0.243, "X3": 0.37565, "Y3": 0.2578, "X4": 0.22798, "Y4": 0.2578, "page": 0, "Index": 28}, {"Word": "9701", "Confidence": 0.994, "X1": 0.0544, "Y1": 0.2582, "X2": 0.10363, "Y2": 0.258, "X3": 0.10233, "Y3": 0.2748, "X4": 0.0544, "Y4": 0.2738, "page": 0, "Index": 29}, {"Word": "Brookpark", "Confidence": 0.995, "X1": 0.11399, "Y1": 0.2592, "X2": 0.22668, "Y2": 0.259, "X3": 0.22668, "Y3": 0.2748, "X4": 0.11399, "Y4": 0.2748, "page": 0, "Index": 30}, {"Word": "Road,", "Confidence": 0.997, "X1": 0.23834, "Y1": 0.2582, "X2": 0.3044, "Y2": 0.258, "X3": 0.30311, "Y3": 0.2748, "X4": 0.23834, "Y4": 0.2748, "page": 0, "Index": 31}, {"Word": "Suite", "Confidence": 0.998, "X1": 0.31477, "Y1": 0.2582, "X2": 0.37824, "Y2": 0.258, "X3": 0.37694, "Y3": 0.2748, "X4": 0.31347, "Y4": 0.2748, "page": 0, "Index": 32}, {"Word": "264", "Confidence": 0.998, "X1": 0.3899, "Y1": 0.2572, "X2": 0.42746, "Y2": 0.257, "X3": 0.42746, "Y3": 0.2748, "X4": 0.3899, "Y4": 0.2748, "page": 0, "Index": 33}, {"Word": "Cleveland,", "Confidence": 0.993, "X1": 0.0557, "Y1": 0.2752, "X2": 0.18005, "Y2": 0.275, "X3": 0.17876, "Y3": 0.2898, "X4": 0.0557, "Y4": 0.2898, "page": 0, "Index": 34}, {"Word": "OH", "Confidence": 0.997, "X1": 0.18912, "Y1": 0.2752, "X2": 0.21503, "Y2": 0.275, "X3": 0.21373, "Y3": 0.2898, "X4": 0.18912, "Y4": 0.2898, "page": 0, "Index": 35}, {"Word": "44129", "Confidence": 0.994, "X1": 0.24093, "Y1": 0.2752, "X2": 0.30311, "Y2": 0.275, "X3": 0.30181, "Y3": 0.2908, "X4": 0.24093, "Y4": 0.2898, "page": 0, "Index": 36}, {"Word": "Re:", "Confidence": 0.995, "X1": 0.0544, "Y1": 0.3072, "X2": 0.09197, "Y2": 0.307, "X3": 0.09067, "Y3": 0.3238, "X4": 0.05311, "Y4": 0.3238, "page": 0, "Index": 37}, {"Word": "Merit", "Confidence": 0.998, "X1": 0.11269, "Y1": 0.3072, "X2": 0.18005, "Y2": 0.307, "X3": 0.17876, "Y3": 0.3238, "X4": 0.1114, "Y4": 0.3238, "page": 0, "Index": 38}, {"Word": "Cigarettes", "Confidence": 0.995, "X1": 0.18912, "Y1": 0.3082, "X2": 0.31606, "Y2": 0.308, "X3": 0.31477, "Y3": 0.3228, "X4": 0.18782, "Y4": 0.3238, "page": 0, "Index": 39}, {"Word": "Dear", "Confidence": 0.989, "X1": 0.05311, "Y1": 0.3392, "X2": 0.10104, "Y2": 0.339, "X3": 0.09974, "Y3": 0.3538, "X4": 0.05181, "Y4": 0.3538, "page": 0, "Index": 40}, {"Word": "Ken:", "Confidence": 0.991, "X1": 0.11399, "Y1": 0.3402, "X2": 0.16451, "Y2": 0.34, "X3": 0.16321, "Y3": 0.3538, "X4": 0.11269, "Y4": 0.3538, "page": 0, "Index": 41}, {"Word": "Per", "Confidence": 0.994, "X1": 0.05311, "Y1": 0.3702, "X2": 0.08938, "Y2": 0.37, "X3": 0.08938, "Y3": 0.3868, "X4": 0.0544, "Y4": 0.3858, "page": 0, "Index": 42}, {"Word": "our", "Confidence": 0.998, "X1": 0.10104, "Y1": 0.3702, "X2": 0.1399, "Y2": 0.37, "X3": 0.1399, "Y3": 0.3868, "X4": 0.10104, "Y4": 0.3868, "page": 0, "Index": 43}, {"Word": "discussion", "Confidence": 0.991, "X1": 0.15155, "Y1": 0.3702, "X2": 0.27591, "Y2": 0.37, "X3": 0.27591, "Y3": 0.3868, "X4": 0.15285, "Y4": 0.3868, "page": 0, "Index": 44}, {"Word": "by", "Confidence": 0.998, "X1": 0.28886, "Y1": 0.3702, "X2": 0.31347, "Y2": 0.37, "X3": 0.31347, "Y3": 0.3868, "X4": 0.28886, "Y4": 0.3868, "page": 0, "Index": 45}, {"Word": "phone", "Confidence": 0.997, "X1": 0.32513, "Y1": 0.3702, "X2": 0.3886, "Y2": 0.37, "X3": 0.3886, "Y3": 0.3868, "X4": 0.32513, "Y4": 0.3868, "page": 0, "Index": 46}, {"Word": "on", "Confidence": 0.998, "X1": 0.40026, "Y1": 0.3702, "X2": 0.42487, "Y2": 0.37, "X3": 0.42617, "Y3": 0.3868, "X4": 0.40155, "Y4": 0.3868, "page": 0, "Index": 47}, {"Word": "Wednesday,", "Confidence": 0.994, "X1": 0.43782, "Y1": 0.3702, "X2": 0.56477, "Y2": 0.37, "X3": 0.56477, "Y3": 0.3868, "X4": 0.43782, "Y4": 0.3868, "page": 0, "Index": 48}, {"Word": "April", "Confidence": 0.998, "X1": 0.57513, "Y1": 0.3702, "X2": 0.63731, "Y2": 0.37, "X3": 0.6386, "Y3": 0.3868, "X4": 0.57642, "Y4": 0.3868, "page": 0, "Index": 49}, {"Word": "21,", "Confidence": 0.998, "X1": 0.65155, "Y1": 0.3702, "X2": 0.69041, "Y2": 0.37, "X3": 0.69041, "Y3": 0.3868, "X4": 0.65155, "Y4": 0.3868, "page": 0, "Index": 50}, {"Word": "I", "Confidence": 0.994, "X1": 0.70078, "Y1": 0.3702, "X2": 0.71373, "Y2": 0.37, "X3": 0.71373, "Y3": 0.3868, "X4": 0.70078, "Y4": 0.3868, "page": 0, "Index": 51}, {"Word": "have", "Confidence": 0.99, "X1": 0.72409, "Y1": 0.3702, "X2": 0.77591, "Y2": 0.37, "X3": 0.77591, "Y3": 0.3868, "X4": 0.72409, "Y4": 0.3868, "page": 0, "Index": 52}, {"Word": "outlined", "Confidence": 0.953, "X1": 0.78627, "Y1": 0.3702, "X2": 0.8886, "Y2": 0.37, "X3": 0.8886, "Y3": 0.3868, "X4": 0.78627, "Y4": 0.3868, "page": 0, "Index": 53}, {"Word": "the", "Confidence": 0.998, "X1": 0.90155, "Y1": 0.3702, "X2": 0.93782, "Y2": 0.37, "X3": 0.93782, "Y3": 0.3858, "X4": 0.90155, "Y4": 0.3868, "page": 0, "Index": 54}, {"Word": "basic", "Confidence": 0.997, "X1": 0.05181, "Y1": 0.3862, "X2": 0.11399, "Y2": 0.386, "X3": 0.11399, "Y3": 0.4028, "X4": 0.05181, "Y4": 0.4018, "page": 0, "Index": 55}, {"Word": "proposal", "Confidence": 0.995, "X1": 0.12435, "Y1": 0.3862, "X2": 0.22668, "Y2": 0.386, "X3": 0.22668, "Y3": 0.4038, "X4": 0.12435, "Y4": 0.4028, "page": 0, "Index": 56}, {"Word": "involving", "Confidence": 0.993, "X1": 0.23964, "Y1": 0.3862, "X2": 0.35233, "Y2": 0.386, "X3": 0.35233, "Y3": 0.4048, "X4": 0.23964, "Y4": 0.4038, "page": 0, "Index": 57}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.36269, "Y1": 0.3862, "X2": 0.43782, "Y2": 0.386, "X3": 0.43782, "Y3": 0.4048, "X4": 0.36269, "Y4": 0.4048, "page": 0, "Index": 58}, {"Word": "Morris", "Confidence": 0.996, "X1": 0.44819, "Y1": 0.3862, "X2": 0.52591, "Y2": 0.386, "X3": 0.52591, "Y3": 0.4048, "X4": 0.44819, "Y4": 0.4048, "page": 0, "Index": 59}, {"Word": "expansion", "Confidence": 0.995, "X1": 0.53886, "Y1": 0.3862, "X2": 0.65026, "Y2": 0.386, "X3": 0.65026, "Y3": 0.4048, "X4": 0.53886, "Y4": 0.4048, "page": 0, "Index": 60}, {"Word": "of", "Confidence": 0.998, "X1": 0.66192, "Y1": 0.3862, "X2": 0.68782, "Y2": 0.386, "X3": 0.68782, "Y3": 0.4038, "X4": 0.66192, "Y4": 0.4038, "page": 0, "Index": 61}, {"Word": "advertising", "Confidence": 0.994, "X1": 0.69948, "Y1": 0.3872, "X2": 0.83808, "Y2": 0.387, "X3": 0.83808, "Y3": 0.4028, "X4": 0.69948, "Y4": 0.4038, "page": 0, "Index": 62}, {"Word": "at", "Confidence": 0.998, "X1": 0.84974, "Y1": 0.3872, "X2": 0.87565, "Y2": 0.387, "X3": 0.87565, "Y3": 0.4028, "X4": 0.84974, "Y4": 0.4028, "page": 0, "Index": 63}, {"Word": "The", "Confidence": 0.998, "X1": 0.8886, "Y1": 0.3872, "X2": 0.92487, "Y2": 0.387, "X3": 0.92487, "Y3": 0.4018, "X4": 0.8886, "Y4": 0.4028, "page": 0, "Index": 64}, {"Word": "Coliseum.", "Confidence": 0.971, "X1": 0.05311, "Y1": 0.4042, "X2": 0.1671, "Y2": 0.404, "X3": 0.1671, "Y3": 0.4168, "X4": 0.05181, "Y4": 0.4178, "page": 0, "Index": 65}, {"Word": "1.", "Confidence": 0.997, "X1": 0.0557, "Y1": 0.4332, "X2": 0.07772, "Y2": 0.433, "X3": 0.07772, "Y3": 0.4498, "X4": 0.0557, "Y4": 0.4488, "page": 0, "Index": 66}, {"Word": "The", "Confidence": 0.993, "X1": 0.10233, "Y1": 0.4332, "X2": 0.1386, "Y2": 0.433, "X3": 0.1386, "Y3": 0.4498, "X4": 0.10233, "Y4": 0.4498, "page": 0, "Index": 67}, {"Word": "Coliseum", "Confidence": 0.994, "X1": 0.15026, "Y1": 0.4342, "X2": 0.2513, "Y2": 0.434, "X3": 0.2513, "Y3": 0.4508, "X4": 0.15026, "Y4": 0.4498, "page": 0, "Index": 68}, {"Word": "will", "Confidence": 0.955, "X1": 0.26166, "Y1": 0.4342, "X2": 0.31218, "Y2": 0.434, "X3": 0.31218, "Y3": 0.4518, "X4": 0.26166, "Y4": 0.4508, "page": 0, "Index": 69}, {"Word": "provide", "Confidence": 0.996, "X1": 0.32642, "Y1": 0.4342, "X2": 0.41451, "Y2": 0.434, "X3": 0.41451, "Y3": 0.4518, "X4": 0.32642, "Y4": 0.4518, "page": 0, "Index": 70}, {"Word": "four", "Confidence": 0.99, "X1": 0.42617, "Y1": 0.4352, "X2": 0.47668, "Y2": 0.435, "X3": 0.47668, "Y3": 0.4518, "X4": 0.42617, "Y4": 0.4518, "page": 0, "Index": 71}, {"Word": "large", "Confidence": 0.994, "X1": 0.48705, "Y1": 0.4352, "X2": 0.55181, "Y2": 0.435, "X3": 0.55181, "Y3": 0.4518, "X4": 0.48705, "Y4": 0.4518, "page": 0, "Index": 72}, {"Word": "wall", "Confidence": 0.987, "X1": 0.56218, "Y1": 0.4352, "X2": 0.61269, "Y2": 0.435, "X3": 0.61269, "Y3": 0.4518, "X4": 0.56218, "Y4": 0.4518, "page": 0, "Index": 73}, {"Word": "panels,", "Confidence": 0.958, "X1": 0.62306, "Y1": 0.4352, "X2": 0.71373, "Y2": 0.435, "X3": 0.71373, "Y3": 0.4518, "X4": 0.62306, "Y4": 0.4518, "page": 0, "Index": 74}, {"Word": "protected", "Confidence": 0.994, "X1": 0.72539, "Y1": 0.4352, "X2": 0.83808, "Y2": 0.435, "X3": 0.83808, "Y3": 0.4508, "X4": 0.72539, "Y4": 0.4518, "page": 0, "Index": 75}, {"Word": "by", "Confidence": 0.998, "X1": 0.84845, "Y1": 0.4352, "X2": 0.87435, "Y2": 0.435, "X3": 0.87435, "Y3": 0.4508, "X4": 0.84845, "Y4": 0.4508, "page": 0, "Index": 76}, {"Word": "al-", "Confidence": 0.991, "X1": 0.88731, "Y1": 0.4352, "X2": 0.92617, "Y2": 0.435, "X3": 0.92617, "Y3": 0.4508, "X4": 0.88731, "Y4": 0.4508, "page": 0, "Index": 77}, {"Word": "uminum", "Confidence": 0.994, "X1": 0.10492, "Y1": 0.4512, "X2": 0.17617, "Y2": 0.451, "X3": 0.17617, "Y3": 0.4668, "X4": 0.10492, "Y4": 0.4668, "page": 0, "Index": 78}, {"Word": "boarder", "Confidence": 0.997, "X1": 0.18782, "Y1": 0.4512, "X2": 0.27591, "Y2": 0.451, "X3": 0.27461, "Y3": 0.4678, "X4": 0.18782, "Y4": 0.4668, "page": 0, "Index": 79}, {"Word": "and", "Confidence": 0.998, "X1": 0.28886, "Y1": 0.4512, "X2": 0.32642, "Y2": 0.451, "X3": 0.32642, "Y3": 0.4678, "X4": 0.28756, "Y4": 0.4678, "page": 0, "Index": 80}, {"Word": "dimensions", "Confidence": 0.994, "X1": 0.67487, "Y1": 0.4522, "X2": 0.79922, "Y2": 0.452, "X3": 0.80052, "Y3": 0.4678, "X4": 0.67487, "Y4": 0.4688, "page": 0, "Index": 81}, {"Word": "of", "Confidence": 0.992, "X1": 0.81088, "Y1": 0.4522, "X2": 0.83808, "Y2": 0.452, "X3": 0.83808, "Y3": 0.4678, "X4": 0.81218, "Y4": 0.4678, "page": 0, "Index": 82}, {"Word": "25'", "Confidence": 0.904, "X1": 0.85104, "Y1": 0.4522, "X2": 0.8899, "Y2": 0.452, "X3": 0.89119, "Y3": 0.4678, "X4": 0.85104, "Y4": 0.4678, "page": 0, "Index": 83}, {"Word": "x", "Confidence": 0.907, "X1": 0.89896, "Y1": 0.4522, "X2": 0.91192, "Y2": 0.452, "X3": 0.91192, "Y3": 0.4678, "X4": 0.90026, "Y4": 0.4678, "page": 0, "Index": 84}, {"Word": "3'.", "Confidence": 0.943, "X1": 0.92617, "Y1": 0.4522, "X2": 0.96114, "Y2": 0.452, "X3": 0.96244, "Y3": 0.4668, "X4": 0.92617, "Y4": 0.4678, "page": 0, "Index": 85}, {"Word": "clear", "Confidence": 0.997, "X1": 0.33808, "Y1": 0.4512, "X2": 0.40155, "Y2": 0.451, "X3": 0.40155, "Y3": 0.4688, "X4": 0.33808, "Y4": 0.4678, "page": 0, "Index": 86}, {"Word": "plastic", "Confidence": 0.996, "X1": 0.41192, "Y1": 0.4512, "X2": 0.5, "Y2": 0.451, "X3": 0.5, "Y3": 0.4688, "X4": 0.41192, "Y4": 0.4688, "page": 0, "Index": 87}, {"Word": "facing,", "Confidence": 0.997, "X1": 0.51295, "Y1": 0.4512, "X2": 0.60233, "Y2": 0.451, "X3": 0.60233, "Y3": 0.4688, "X4": 0.51295, "Y4": 0.4688, "page": 0, "Index": 88}, {"Word": "with", "Confidence": 0.989, "X1": 0.6101, "Y1": 0.4522, "X2": 0.66062, "Y2": 0.452, "X3": 0.66192, "Y3": 0.4688, "X4": 0.6114, "Y4": 0.4688, "page": 0, "Index": 89}, {"Word": "Said", "Confidence": 0.991, "X1": 0.10363, "Y1": 0.4672, "X2": 0.15026, "Y2": 0.467, "X3": 0.15026, "Y3": 0.4818, "X4": 0.10363, "Y4": 0.4818, "page": 0, "Index": 90}, {"Word": "panels", "Confidence": 0.949, "X1": 0.16321, "Y1": 0.4672, "X2": 0.23705, "Y2": 0.467, "X3": 0.23705, "Y3": 0.4818, "X4": 0.16321, "Y4": 0.4818, "page": 0, "Index": 91}, {"Word": "will", "Confidence": 0.808, "X1": 0.25, "Y1": 0.4672, "X2": 0.29922, "Y2": 0.467, "X3": 0.29922, "Y3": 0.4828, "X4": 0.25, "Y4": 0.4828, "page": 0, "Index": 92}, {"Word": "be", "Confidence": 0.998, "X1": 0.31218, "Y1": 0.4672, "X2": 0.33808, "Y2": 0.467, "X3": 0.33808, "Y3": 0.4828, "X4": 0.31218, "Y4": 0.4828, "page": 0, "Index": 93}, {"Word": "installed", "Confidence": 0.995, "X1": 0.35104, "Y1": 0.4672, "X2": 0.46244, "Y2": 0.467, "X3": 0.46244, "Y3": 0.4828, "X4": 0.35104, "Y4": 0.4828, "page": 0, "Index": 94}, {"Word": "and", "Confidence": 0.998, "X1": 0.47668, "Y1": 0.4672, "X2": 0.51425, "Y2": 0.467, "X3": 0.51425, "Y3": 0.4828, "X4": 0.47668, "Y4": 0.4828, "page": 0, "Index": 95}, {"Word": "displayed", "Confidence": 0.991, "X1": 0.52461, "Y1": 0.4672, "X2": 0.63731, "Y2": 0.467, "X3": 0.63731, "Y3": 0.4828, "X4": 0.52461, "Y4": 0.4828, "page": 0, "Index": 96}, {"Word": "over", "Confidence": 0.989, "X1": 0.64896, "Y1": 0.4672, "X2": 0.69948, "Y2": 0.467, "X3": 0.69948, "Y3": 0.4828, "X4": 0.65026, "Y4": 0.4828, "page": 0, "Index": 97}, {"Word": "each", "Confidence": 0.988, "X1": 0.71244, "Y1": 0.4672, "X2": 0.76166, "Y2": 0.467, "X3": 0.76166, "Y3": 0.4828, "X4": 0.71244, "Y4": 0.4828, "page": 0, "Index": 98}, {"Word": "of", "Confidence": 0.998, "X1": 0.77461, "Y1": 0.4672, "X2": 0.79793, "Y2": 0.467, "X3": 0.79922, "Y3": 0.4828, "X4": 0.77461, "Y4": 0.4828, "page": 0, "Index": 99}, {"Word": "four", "Confidence": 0.989, "X1": 0.81347, "Y1": 0.4672, "X2": 0.8614, "Y2": 0.467, "X3": 0.86269, "Y3": 0.4828, "X4": 0.81347, "Y4": 0.4828, "page": 0, "Index": 100}, {"Word": "ticket", "Confidence": 0.997, "X1": 0.87565, "Y1": 0.4672, "X2": 0.94948, "Y2": 0.467, "X3": 0.95078, "Y3": 0.4818, "X4": 0.87565, "Y4": 0.4828, "page": 0, "Index": 101}, {"Word": "gate", "Confidence": 0.982, "X1": 0.10363, "Y1": 0.4842, "X2": 0.15026, "Y2": 0.484, "X3": 0.15026, "Y3": 0.4988, "X4": 0.10363, "Y4": 0.4988, "page": 0, "Index": 102}, {"Word": "portals,", "Confidence": 0.995, "X1": 0.16192, "Y1": 0.4832, "X2": 0.26425, "Y2": 0.483, "X3": 0.26425, "Y3": 0.4988, "X4": 0.16192, "Y4": 0.4988, "page": 0, "Index": 103}, {"Word": "two", "Confidence": 0.998, "X1": 0.2772, "Y1": 0.4832, "X2": 0.31347, "Y2": 0.483, "X3": 0.31347, "Y3": 0.4988, "X4": 0.2772, "Y4": 0.4988, "page": 0, "Index": 104}, {"Word": "being", "Confidence": 0.997, "X1": 0.32383, "Y1": 0.4832, "X2": 0.38731, "Y2": 0.483, "X3": 0.38731, "Y3": 0.4988, "X4": 0.32383, "Y4": 0.4988, "page": 0, "Index": 105}, {"Word": "located", "Confidence": 0.994, "X1": 0.40155, "Y1": 0.4832, "X2": 0.48834, "Y2": 0.483, "X3": 0.48834, "Y3": 0.4988, "X4": 0.40155, "Y4": 0.4988, "page": 0, "Index": 106}, {"Word": "at", "Confidence": 0.998, "X1": 0.5, "Y1": 0.4832, "X2": 0.5272, "Y2": 0.483, "X3": 0.5272, "Y3": 0.4988, "X4": 0.5, "Y4": 0.4988, "page": 0, "Index": 107}, {"Word": "the", "Confidence": 0.998, "X1": 0.54016, "Y1": 0.4832, "X2": 0.57642, "Y2": 0.483, "X3": 0.57642, "Y3": 0.4998, "X4": 0.54016, "Y4": 0.4988, "page": 0, "Index": 108}, {"Word": "east", "Confidence": 0.983, "X1": 0.58808, "Y1": 0.4832, "X2": 0.6386, "Y2": 0.483, "X3": 0.6386, "Y3": 0.4998, "X4": 0.58808, "Y4": 0.4998, "page": 0, "Index": 109}, {"Word": "entrance", "Confidence": 0.994, "X1": 0.64896, "Y1": 0.4842, "X2": 0.75, "Y2": 0.484, "X3": 0.75, "Y3": 0.4998, "X4": 0.64896, "Y4": 0.4998, "page": 0, "Index": 110}, {"Word": "and", "Confidence": 0.998, "X1": 0.76166, "Y1": 0.4842, "X2": 0.80052, "Y2": 0.484, "X3": 0.80052, "Y3": 0.4998, "X4": 0.76166, "Y4": 0.4998, "page": 0, "Index": 111}, {"Word": "two", "Confidence": 0.995, "X1": 0.81347, "Y1": 0.4842, "X2": 0.85104, "Y2": 0.484, "X3": 0.85104, "Y3": 0.4998, "X4": 0.81347, "Y4": 0.4998, "page": 0, "Index": 112}, {"Word": "at", "Confidence": 0.998, "X1": 0.86269, "Y1": 0.4852, "X2": 0.88731, "Y2": 0.485, "X3": 0.88731, "Y3": 0.4998, "X4": 0.86269, "Y4": 0.4998, "page": 0, "Index": 113}, {"Word": "the", "Confidence": 0.998, "X1": 0.90155, "Y1": 0.4852, "X2": 0.93394, "Y2": 0.485, "X3": 0.93394, "Y3": 0.4998, "X4": 0.90155, "Y4": 0.4998, "page": 0, "Index": 114}, {"Word": ".....", "Confidence": 0.676, "X1": 0.93782, "Y1": 0.4862, "X2": 0.96373, "Y2": 0.486, "X3": 0.96373, "Y3": 0.4998, "X4": 0.93782, "Y4": 0.4998, "page": 0, "Index": 115}, {"Word": "west", "Confidence": 0.981, "X1": 0.10363, "Y1": 0.4992, "X2": 0.15285, "Y2": 0.499, "X3": 0.15285, "Y3": 0.5138, "X4": 0.10363, "Y4": 0.5138, "page": 0, "Index": 116}, {"Word": "entrance", "Confidence": 0.996, "X1": 0.16192, "Y1": 0.4982, "X2": 0.26295, "Y2": 0.498, "X3": 0.26295, "Y3": 0.5138, "X4": 0.16192, "Y4": 0.5138, "page": 0, "Index": 117}, {"Word": "of", "Confidence": 0.998, "X1": 0.27461, "Y1": 0.4982, "X2": 0.30052, "Y2": 0.498, "X3": 0.30052, "Y3": 0.5138, "X4": 0.27461, "Y4": 0.5138, "page": 0, "Index": 118}, {"Word": "the", "Confidence": 0.998, "X1": 0.31477, "Y1": 0.4982, "X2": 0.35104, "Y2": 0.498, "X3": 0.35104, "Y3": 0.5148, "X4": 0.31477, "Y4": 0.5138, "page": 0, "Index": 119}, {"Word": "Building.", "Confidence": 0.995, "X1": 0.36269, "Y1": 0.4982, "X2": 0.47798, "Y2": 0.498, "X3": 0.47798, "Y3": 0.5148, "X4": 0.36269, "Y4": 0.5148, "page": 0, "Index": 120}, {"Word": "The", "Confidence": 0.994, "X1": 0.5013, "Y1": 0.4982, "X2": 0.53756, "Y2": 0.498, "X3": 0.53756, "Y3": 0.5148, "X4": 0.5013, "Y4": 0.5148, "page": 0, "Index": 121}, {"Word": "panels", "Confidence": 0.991, "X1": 0.54793, "Y1": 0.4982, "X2": 0.62435, "Y2": 0.498, "X3": 0.62435, "Y3": 0.5148, "X4": 0.54793, "Y4": 0.5148, "page": 0, "Index": 122}, {"Word": "will", "Confidence": 0.961, "X1": 0.63601, "Y1": 0.4982, "X2": 0.68653, "Y2": 0.498, "X3": 0.68653, "Y3": 0.5148, "X4": 0.63601, "Y4": 0.5148, "page": 0, "Index": 123}, {"Word": "be", "Confidence": 0.997, "X1": 0.69948, "Y1": 0.4982, "X2": 0.72409, "Y2": 0.498, "X3": 0.72409, "Y3": 0.5148, "X4": 0.69948, "Y4": 0.5148, "page": 0, "Index": 124}, {"Word": "spot", "Confidence": 0.989, "X1": 0.73705, "Y1": 0.4982, "X2": 0.78627, "Y2": 0.498, "X3": 0.78627, "Y3": 0.5148, "X4": 0.73705, "Y4": 0.5148, "page": 0, "Index": 125}, {"Word": "illuminated", "Confidence": 0.991, "X1": 0.79922, "Y1": 0.4992, "X2": 0.93653, "Y2": 0.499, "X3": 0.93653, "Y3": 0.5148, "X4": 0.79922, "Y4": 0.5148, "page": 0, "Index": 126}, {"Word": "and", "Confidence": 0.998, "X1": 0.10363, "Y1": 0.5142, "X2": 0.1399, "Y2": 0.514, "X3": 0.1386, "Y3": 0.5298, "X4": 0.10363, "Y4": 0.5298, "page": 0, "Index": 127}, {"Word": "will", "Confidence": 0.942, "X1": 0.15155, "Y1": 0.5142, "X2": 0.19948, "Y2": 0.514, "X3": 0.19948, "Y3": 0.5308, "X4": 0.15026, "Y4": 0.5308, "page": 0, "Index": 128}, {"Word": "immediately", "Confidence": 0.994, "X1": 0.21503, "Y1": 0.5142, "X2": 0.34974, "Y2": 0.514, "X3": 0.34974, "Y3": 0.5308, "X4": 0.21373, "Y4": 0.5308, "page": 0, "Index": 129}, {"Word": "command", "Confidence": 0.993, "X1": 0.36399, "Y1": 0.5152, "X2": 0.45078, "Y2": 0.515, "X3": 0.45078, "Y3": 0.5318, "X4": 0.36269, "Y4": 0.5308, "page": 0, "Index": 130}, {"Word": "the", "Confidence": 0.998, "X1": 0.46503, "Y1": 0.5152, "X2": 0.50259, "Y2": 0.515, "X3": 0.5013, "Y3": 0.5318, "X4": 0.46373, "Y4": 0.5318, "page": 0, "Index": 131}, {"Word": "attention", "Confidence": 0.994, "X1": 0.51425, "Y1": 0.5152, "X2": 0.62435, "Y2": 0.515, "X3": 0.62435, "Y3": 0.5318, "X4": 0.51295, "Y4": 0.5318, "page": 0, "Index": 132}, {"Word": "of", "Confidence": 0.998, "X1": 0.63731, "Y1": 0.5152, "X2": 0.66192, "Y2": 0.515, "X3": 0.66192, "Y3": 0.5318, "X4": 0.63601, "Y4": 0.5318, "page": 0, "Index": 133}, {"Word": "anyone", "Confidence": 0.997, "X1": 0.67487, "Y1": 0.5152, "X2": 0.75, "Y2": 0.515, "X3": 0.75, "Y3": 0.5318, "X4": 0.67358, "Y4": 0.5318, "page": 0, "Index": 134}, {"Word": "entering", "Confidence": 0.996, "X1": 0.76295, "Y1": 0.5152, "X2": 0.86269, "Y2": 0.515, "X3": 0.86269, "Y3": 0.5328, "X4": 0.76166, "Y4": 0.5328, "page": 0, "Index": 135}, {"Word": "the", "Confidence": 0.998, "X1": 0.87694, "Y1": 0.5152, "X2": 0.91192, "Y2": 0.515, "X3": 0.91192, "Y3": 0.5328, "X4": 0.87694, "Y4": 0.5328, "page": 0, "Index": 136}, {"Word": "Coliseum.", "Confidence": 0.991, "X1": 0.10492, "Y1": 0.5322, "X2": 0.21503, "Y2": 0.532, "X3": 0.21373, "Y3": 0.5448, "X4": 0.10492, "Y4": 0.5438, "page": 0, "Index": 137}, {"Word": "2.", "Confidence": 0.998, "X1": 0.0557, "Y1": 0.5612, "X2": 0.07772, "Y2": 0.561, "X3": 0.07902, "Y3": 0.5778, "X4": 0.0557, "Y4": 0.5778, "page": 0, "Index": 138}, {"Word": "This", "Confidence": 0.989, "X1": 0.10233, "Y1": 0.5622, "X2": 0.15026, "Y2": 0.562, "X3": 0.15155, "Y3": 0.5778, "X4": 0.10233, "Y4": 0.5778, "page": 0, "Index": 139}, {"Word": "will", "Confidence": 0.981, "X1": 0.16192, "Y1": 0.5622, "X2": 0.21373, "Y2": 0.562, "X3": 0.21373, "Y3": 0.5788, "X4": 0.16192, "Y4": 0.5778, "page": 0, "Index": 140}, {"Word": "be", "Confidence": 0.998, "X1": 0.22409, "Y1": 0.5622, "X2": 0.2513, "Y2": 0.562, "X3": 0.2513, "Y3": 0.5788, "X4": 0.22409, "Y4": 0.5788, "page": 0, "Index": 141}, {"Word": "a", "Confidence": 0.998, "X1": 0.26295, "Y1": 0.5622, "X2": 0.27591, "Y2": 0.562, "X3": 0.27591, "Y3": 0.5788, "X4": 0.26295, "Y4": 0.5788, "page": 0, "Index": 142}, {"Word": "one", "Confidence": 0.998, "X1": 0.28627, "Y1": 0.5622, "X2": 0.32642, "Y2": 0.562, "X3": 0.32642, "Y3": 0.5788, "X4": 0.28627, "Y4": 0.5788, "page": 0, "Index": 143}, {"Word": "year", "Confidence": 0.996, "X1": 0.33679, "Y1": 0.5622, "X2": 0.3886, "Y2": 0.562, "X3": 0.3886, "Y3": 0.5798, "X4": 0.33679, "Y4": 0.5788, "page": 0, "Index": 144}, {"Word": "Agreement,", "Confidence": 0.994, "X1": 0.39767, "Y1": 0.5632, "X2": 0.5272, "Y2": 0.563, "X3": 0.5272, "Y3": 0.5798, "X4": 0.39767, "Y4": 0.5798, "page": 0, "Index": 145}, {"Word": "with", "Confidence": 0.989, "X1": 0.53627, "Y1": 0.5632, "X2": 0.58808, "Y2": 0.563, "X3": 0.58808, "Y3": 0.5798, "X4": 0.53627, "Y4": 0.5798, "page": 0, "Index": 146}, {"Word": "option", "Confidence": 0.997, "X1": 0.59845, "Y1": 0.5632, "X2": 0.67358, "Y2": 0.563, "X3": 0.67358, "Y3": 0.5808, "X4": 0.59845, "Y4": 0.5798, "page": 0, "Index": 147}, {"Word": "to", "Confidence": 0.998, "X1": 0.68912, "Y1": 0.5632, "X2": 0.71244, "Y2": 0.563, "X3": 0.71244, "Y3": 0.5808, "X4": 0.68782, "Y4": 0.5808, "page": 0, "Index": 148}, {"Word": "renew", "Confidence": 0.997, "X1": 0.7228, "Y1": 0.5642, "X2": 0.78497, "Y2": 0.564, "X3": 0.78368, "Y3": 0.5808, "X4": 0.7228, "Y4": 0.5808, "page": 0, "Index": 149}, {"Word": "..", "Confidence": 0.773, "X1": 0.78886, "Y1": 0.5642, "X2": 0.81995, "Y2": 0.564, "X3": 0.81865, "Y3": 0.5808, "X4": 0.78886, "Y4": 0.5808, "page": 0, "Index": 150}, {"Word": "3.", "Confidence": 0.998, "X1": 0.0557, "Y1": 0.5942, "X2": 0.07772, "Y2": 0.594, "X3": 0.07772, "Y3": 0.6088, "X4": 0.0557, "Y4": 0.6088, "page": 0, "Index": 151}, {"Word": "The", "Confidence": 0.991, "X1": 0.10233, "Y1": 0.5932, "X2": 0.1386, "Y2": 0.593, "X3": 0.1386, "Y3": 0.6098, "X4": 0.10233, "Y4": 0.6088, "page": 0, "Index": 152}, {"Word": "cost", "Confidence": 0.991, "X1": 0.14896, "Y1": 0.5932, "X2": 0.20207, "Y2": 0.593, "X3": 0.20078, "Y3": 0.6098, "X4": 0.14896, "Y4": 0.6098, "page": 0, "Index": 153}, {"Word": "to", "Confidence": 0.998, "X1": 0.21373, "Y1": 0.5932, "X2": 0.23834, "Y2": 0.593, "X3": 0.23834, "Y3": 0.6098, "X4": 0.21373, "Y4": 0.6098, "page": 0, "Index": 154}, {"Word": "Philip", "Confidence": 0.997, "X1": 0.25, "Y1": 0.5932, "X2": 0.32513, "Y2": 0.593, "X3": 0.32513, "Y3": 0.6098, "X4": 0.25, "Y4": 0.6098, "page": 0, "Index": 155}, {"Word": "Morris", "Confidence": 0.997, "X1": 0.33549, "Y1": 0.5932, "X2": 0.41321, "Y2": 0.593, "X3": 0.41192, "Y3": 0.6098, "X4": 0.33549, "Y4": 0.6098, "page": 0, "Index": 156}, {"Word": "will", "Confidence": 0.991, "X1": 0.42358, "Y1": 0.5932, "X2": 0.47539, "Y2": 0.593, "X3": 0.47409, "Y3": 0.6108, "X4": 0.42358, "Y4": 0.6098, "page": 0, "Index": 157}, {"Word": "be", "Confidence": 0.997, "X1": 0.48575, "Y1": 0.5932, "X2": 0.51295, "Y2": 0.593, "X3": 0.51295, "Y3": 0.6108, "X4": 0.48446, "Y4": 0.6108, "page": 0, "Index": 158}, {"Word": "$30,", "Confidence": 0.996, "X1": 0.52461, "Y1": 0.5932, "X2": 0.57254, "Y2": 0.593, "X3": 0.57124, "Y3": 0.6108, "X4": 0.52461, "Y4": 0.6108, "page": 0, "Index": 159}, {"Word": "000,", "Confidence": 0.991, "X1": 0.57642, "Y1": 0.5932, "X2": 0.62824, "Y2": 0.593, "X3": 0.62694, "Y3": 0.6108, "X4": 0.57513, "Y4": 0.6108, "page": 0, "Index": 160}, {"Word": "fully", "Confidence": 0.996, "X1": 0.6386, "Y1": 0.5932, "X2": 0.69948, "Y2": 0.593, "X3": 0.69819, "Y3": 0.6108, "X4": 0.63731, "Y4": 0.6108, "page": 0, "Index": 161}, {"Word": "commissionable,", "Confidence": 0.884, "X1": 0.71114, "Y1": 0.5942, "X2": 0.90285, "Y2": 0.594, "X3": 0.90155, "Y3": 0.6118, "X4": 0.71114, "Y4": 0.6108, "page": 0, "Index": 162}, {"Word": "with", "Confidence": 0.981, "X1": 0.91062, "Y1": 0.5952, "X2": 0.96244, "Y2": 0.595, "X3": 0.96114, "Y3": 0.6118, "X4": 0.90933, "Y4": 0.6118, "page": 0, "Index": 163}, {"Word": "billing", "Confidence": 0.996, "X1": 0.10233, "Y1": 0.6102, "X2": 0.18912, "Y2": 0.61, "X3": 0.18782, "Y3": 0.6258, "X4": 0.10104, "Y4": 0.6258, "page": 0, "Index": 164}, {"Word": "broken", "Confidence": 0.997, "X1": 0.20078, "Y1": 0.6102, "X2": 0.27461, "Y2": 0.61, "X3": 0.27461, "Y3": 0.6268, "X4": 0.19948, "Y4": 0.6258, "page": 0, "Index": 165}, {"Word": "into", "Confidence": 0.989, "X1": 0.28886, "Y1": 0.6102, "X2": 0.33808, "Y2": 0.61, "X3": 0.33679, "Y3": 0.6268, "X4": 0.28886, "Y4": 0.6268, "page": 0, "Index": 166}, {"Word": "twelve", "Confidence": 0.993, "X1": 0.35233, "Y1": 0.6112, "X2": 0.42487, "Y2": 0.611, "X3": 0.42487, "Y3": 0.6268, "X4": 0.35104, "Y4": 0.6268, "page": 0, "Index": 167}, {"Word": "equal", "Confidence": 0.997, "X1": 0.43782, "Y1": 0.6112, "X2": 0.5, "Y2": 0.611, "X3": 0.5, "Y3": 0.6268, "X4": 0.43782, "Y4": 0.6268, "page": 0, "Index": 168}, {"Word": "monthly", "Confidence": 0.995, "X1": 0.51166, "Y1": 0.6112, "X2": 0.59974, "Y2": 0.611, "X3": 0.59974, "Y3": 0.6278, "X4": 0.51036, "Y4": 0.6268, "page": 0, "Index": 169}, {"Word": "installments.", "Confidence": 0.912, "X1": 0.61399, "Y1": 0.6122, "X2": 0.77332, "Y2": 0.612, "X3": 0.77202, "Y3": 0.6278, "X4": 0.61399, "Y4": 0.6278, "page": 0, "Index": 170}, {"Word": "Ken,", "Confidence": 0.991, "X1": 0.05181, "Y1": 0.6412, "X2": 0.10233, "Y2": 0.641, "X3": 0.10233, "Y3": 0.6568, "X4": 0.05181, "Y4": 0.6558, "page": 0, "Index": 171}, {"Word": "the", "Confidence": 0.998, "X1": 0.11399, "Y1": 0.6412, "X2": 0.15026, "Y2": 0.641, "X3": 0.15026, "Y3": 0.6568, "X4": 0.11399, "Y4": 0.6568, "page": 0, "Index": 172}, {"Word": "thrust", "Confidence": 0.997, "X1": 0.16321, "Y1": 0.6412, "X2": 0.23834, "Y2": 0.641, "X3": 0.23834, "Y3": 0.6578, "X4": 0.16321, "Y4": 0.6568, "page": 0, "Index": 173}, {"Word": "of", "Confidence": 0.896, "X1": 0.25, "Y1": 0.6422, "X2": 0.27461, "Y2": 0.642, "X3": 0.27461, "Y3": 0.6578, "X4": 0.25, "Y4": 0.6578, "page": 0, "Index": 174}, {"Word": "the", "Confidence": 0.998, "X1": 0.28886, "Y1": 0.6422, "X2": 0.32513, "Y2": 0.642, "X3": 0.32513, "Y3": 0.6578, "X4": 0.28886, "Y4": 0.6578, "page": 0, "Index": 175}, {"Word": "Merit", "Confidence": 0.997, "X1": 0.3342, "Y1": 0.6422, "X2": 0.40026, "Y2": 0.642, "X3": 0.40026, "Y3": 0.6578, "X4": 0.3342, "Y4": 0.6578, "page": 0, "Index": 176}, {"Word": "Campaign", "Confidence": 0.995, "X1": 0.41062, "Y1": 0.6422, "X2": 0.51166, "Y2": 0.642, "X3": 0.51166, "Y3": 0.6588, "X4": 0.41062, "Y4": 0.6578, "page": 0, "Index": 177}, {"Word": "will", "Confidence": 0.902, "X1": 0.52461, "Y1": 0.6422, "X2": 0.57383, "Y2": 0.642, "X3": 0.57383, "Y3": 0.6588, "X4": 0.52461, "Y4": 0.6588, "page": 0, "Index": 178}, {"Word": "be", "Confidence": 0.997, "X1": 0.58679, "Y1": 0.6422, "X2": 0.6114, "Y2": 0.642, "X3": 0.6114, "Y3": 0.6588, "X4": 0.58679, "Y4": 0.6588, "page": 0, "Index": 179}, {"Word": "a", "Confidence": 0.996, "X1": 0.62435, "Y1": 0.6422, "X2": 0.63731, "Y2": 0.642, "X3": 0.63731, "Y3": 0.6588, "X4": 0.62435, "Y4": 0.6588, "page": 0, "Index": 180}, {"Word": "natural", "Confidence": 0.995, "X1": 0.64767, "Y1": 0.6432, "X2": 0.73575, "Y2": 0.643, "X3": 0.73575, "Y3": 0.6588, "X4": 0.64767, "Y4": 0.6588, "page": 0, "Index": 181}, {"Word": "at", "Confidence": 0.998, "X1": 0.7487, "Y1": 0.6432, "X2": 0.77591, "Y2": 0.643, "X3": 0.77591, "Y3": 0.6588, "X4": 0.7487, "Y4": 0.6588, "page": 0, "Index": 182}, {"Word": "The", "Confidence": 0.998, "X1": 0.78886, "Y1": 0.6432, "X2": 0.82513, "Y2": 0.643, "X3": 0.82513, "Y3": 0.6588, "X4": 0.78886, "Y4": 0.6588, "page": 0, "Index": 183}, {"Word": "Coliseum,", "Confidence": 0.993, "X1": 0.83549, "Y1": 0.6432, "X2": 0.94819, "Y2": 0.643, "X3": 0.94819, "Y3": 0.6588, "X4": 0.83549, "Y4": 0.6588, "page": 0, "Index": 184}, {"Word": "as", "Confidence": 0.998, "X1": 0.05311, "Y1": 0.6582, "X2": 0.07513, "Y2": 0.658, "X3": 0.07513, "Y3": 0.6728, "X4": 0.05311, "Y4": 0.6718, "page": 0, "Index": 185}, {"Word": "is", "Confidence": 0.998, "X1": 0.08938, "Y1": 0.6582, "X2": 0.11269, "Y2": 0.658, "X3": 0.11269, "Y3": 0.6728, "X4": 0.08938, "Y4": 0.6728, "page": 0, "Index": 186}, {"Word": "the", "Confidence": 0.998, "X1": 0.12694, "Y1": 0.6582, "X2": 0.16321, "Y2": 0.658, "X3": 0.16321, "Y3": 0.6738, "X4": 0.12694, "Y4": 0.6728, "page": 0, "Index": 187}, {"Word": "current", "Confidence": 0.996, "X1": 0.17487, "Y1": 0.6582, "X2": 0.26295, "Y2": 0.658, "X3": 0.26295, "Y3": 0.6738, "X4": 0.17358, "Y4": 0.6738, "page": 0, "Index": 188}, {"Word": "Marlboro", "Confidence": 0.953, "X1": 0.27332, "Y1": 0.6582, "X2": 0.37435, "Y2": 0.658, "X3": 0.37306, "Y3": 0.6748, "X4": 0.27202, "Y4": 0.6738, "page": 0, "Index": 189}, {"Word": "Program.", "Confidence": 0.991, "X1": 0.38601, "Y1": 0.6582, "X2": 0.48834, "Y2": 0.658, "X3": 0.48834, "Y3": 0.6748, "X4": 0.38601, "Y4": 0.6748, "page": 0, "Index": 190}, {"Word": "The", "Confidence": 0.993, "X1": 0.51295, "Y1": 0.6592, "X2": 0.54922, "Y2": 0.659, "X3": 0.54922, "Y3": 0.6758, "X4": 0.51295, "Y4": 0.6748, "page": 0, "Index": 191}, {"Word": "public", "Confidence": 0.994, "X1": 0.56088, "Y1": 0.6592, "X2": 0.63601, "Y2": 0.659, "X3": 0.63472, "Y3": 0.6758, "X4": 0.55959, "Y4": 0.6758, "page": 0, "Index": 192}, {"Word": "will", "Confidence": 0.987, "X1": 0.64767, "Y1": 0.6592, "X2": 0.69819, "Y2": 0.659, "X3": 0.69689, "Y3": 0.6758, "X4": 0.64767, "Y4": 0.6758, "page": 0, "Index": 193}, {"Word": "be", "Confidence": 0.998, "X1": 0.71114, "Y1": 0.6592, "X2": 0.73575, "Y2": 0.659, "X3": 0.73575, "Y3": 0.6758, "X4": 0.71114, "Y4": 0.6758, "page": 0, "Index": 194}, {"Word": "greeted", "Confidence": 0.996, "X1": 0.75, "Y1": 0.6602, "X2": 0.83549, "Y2": 0.66, "X3": 0.83549, "Y3": 0.6748, "X4": 0.7487, "Y4": 0.6748, "page": 0, "Index": 195}, {"Word": "at", "Confidence": 0.998, "X1": 0.84974, "Y1": 0.6602, "X2": 0.87435, "Y2": 0.66, "X3": 0.87435, "Y3": 0.6748, "X4": 0.84845, "Y4": 0.6748, "page": 0, "Index": 196}, {"Word": "The", "Confidence": 0.998, "X1": 0.88731, "Y1": 0.6602, "X2": 0.92358, "Y2": 0.66, "X3": 0.92228, "Y3": 0.6748, "X4": 0.88731, "Y4": 0.6748, "page": 0, "Index": 197}, {"Word": "Coliseum", "Confidence": 0.993, "X1": 0.05311, "Y1": 0.6752, "X2": 0.14896, "Y2": 0.675, "X3": 0.14896, "Y3": 0.6898, "X4": 0.05181, "Y4": 0.6888, "page": 0, "Index": 198}, {"Word": "gate", "Confidence": 0.991, "X1": 0.16321, "Y1": 0.6742, "X2": 0.21114, "Y2": 0.674, "X3": 0.21114, "Y3": 0.6898, "X4": 0.16321, "Y4": 0.6898, "page": 0, "Index": 199}, {"Word": "by", "Confidence": 0.998, "X1": 0.22409, "Y1": 0.6742, "X2": 0.2487, "Y2": 0.674, "X3": 0.2487, "Y3": 0.6908, "X4": 0.22409, "Y4": 0.6898, "page": 0, "Index": 200}, {"Word": "Merit", "Confidence": 0.998, "X1": 0.26036, "Y1": 0.6742, "X2": 0.32513, "Y2": 0.674, "X3": 0.32513, "Y3": 0.6908, "X4": 0.26036, "Y4": 0.6908, "page": 0, "Index": 201}, {"Word": "Cigarettes", "Confidence": 0.981, "X1": 0.33549, "Y1": 0.6742, "X2": 0.46114, "Y2": 0.674, "X3": 0.46114, "Y3": 0.6908, "X4": 0.33549, "Y4": 0.6908, "page": 0, "Index": 202}, {"Word": "and", "Confidence": 0.998, "X1": 0.47409, "Y1": 0.6742, "X2": 0.51166, "Y2": 0.674, "X3": 0.51166, "Y3": 0.6908, "X4": 0.47409, "Y4": 0.6908, "page": 0, "Index": 203}, {"Word": "will", "Confidence": 0.855, "X1": 0.52202, "Y1": 0.6742, "X2": 0.57383, "Y2": 0.674, "X3": 0.57383, "Y3": 0.6908, "X4": 0.52332, "Y4": 0.6908, "page": 0, "Index": 204}, {"Word": "head", "Confidence": 0.991, "X1": 0.58549, "Y1": 0.6752, "X2": 0.63601, "Y2": 0.675, "X3": 0.63601, "Y3": 0.6908, "X4": 0.58679, "Y4": 0.6908, "page": 0, "Index": 205}, {"Word": "straight", "Confidence": 0.996, "X1": 0.64767, "Y1": 0.6752, "X2": 0.7487, "Y2": 0.675, "X3": 0.75, "Y3": 0.6908, "X4": 0.64896, "Y4": 0.6908, "page": 0, "Index": 206}, {"Word": "to", "Confidence": 0.998, "X1": 0.76166, "Y1": 0.6762, "X2": 0.78368, "Y2": 0.676, "X3": 0.78497, "Y3": 0.6908, "X4": 0.76295, "Y4": 0.6908, "page": 0, "Index": 207}, {"Word": "the", "Confidence": 0.998, "X1": 0.79922, "Y1": 0.6762, "X2": 0.83549, "Y2": 0.676, "X3": 0.83679, "Y3": 0.6908, "X4": 0.80052, "Y4": 0.6908, "page": 0, "Index": 208}, {"Word": "nearest", "Confidence": 0.996, "X1": 0.84715, "Y1": 0.6772, "X2": 0.93523, "Y2": 0.677, "X3": 0.93653, "Y3": 0.6908, "X4": 0.84715, "Y4": 0.6908, "page": 0, "Index": 209}, {"Word": "vending", "Confidence": 0.995, "X1": 0.05311, "Y1": 0.6902, "X2": 0.1386, "Y2": 0.69, "X3": 0.1386, "Y3": 0.7068, "X4": 0.05311, "Y4": 0.7068, "page": 0, "Index": 210}, {"Word": "machine.", "Confidence": 0.995, "X1": 0.14896, "Y1": 0.6912, "X2": 0.2487, "Y2": 0.691, "X3": 0.24741, "Y3": 0.7068, "X4": 0.14767, "Y4": 0.7068, "page": 0, "Index": 211}, {"Word": "I", "Confidence": 0.998, "X1": 0.05311, "Y1": 0.7222, "X2": 0.06606, "Y2": 0.722, "X3": 0.06477, "Y3": 0.7388, "X4": 0.05311, "Y4": 0.7388, "page": 0, "Index": 212}, {"Word": "trust", "Confidence": 0.997, "X1": 0.07772, "Y1": 0.7222, "X2": 0.1386, "Y2": 0.722, "X3": 0.1386, "Y3": 0.7388, "X4": 0.07642, "Y4": 0.7388, "page": 0, "Index": 213}, {"Word": "that", "Confidence": 0.988, "X1": 0.15155, "Y1": 0.7222, "X2": 0.20078, "Y2": 0.722, "X3": 0.20078, "Y3": 0.7388, "X4": 0.15155, "Y4": 0.7388, "page": 0, "Index": 214}, {"Word": "you", "Confidence": 0.998, "X1": 0.21114, "Y1": 0.7222, "X2": 0.2487, "Y2": 0.722, "X3": 0.2487, "Y3": 0.7388, "X4": 0.21114, "Y4": 0.7388, "page": 0, "Index": 215}, {"Word": "will", "Confidence": 0.986, "X1": 0.26166, "Y1": 0.7222, "X2": 0.31088, "Y2": 0.722, "X3": 0.31088, "Y3": 0.7388, "X4": 0.26166, "Y4": 0.7388, "page": 0, "Index": 216}, {"Word": "introduce", "Confidence": 0.995, "X1": 0.32513, "Y1": 0.7222, "X2": 0.43653, "Y2": 0.722, "X3": 0.43523, "Y3": 0.7388, "X4": 0.32383, "Y4": 0.7388, "page": 0, "Index": 217}, {"Word": "this", "Confidence": 0.988, "X1": 0.45078, "Y1": 0.7222, "X2": 0.4987, "Y2": 0.722, "X3": 0.4987, "Y3": 0.7388, "X4": 0.45078, "Y4": 0.7388, "page": 0, "Index": 218}, {"Word": "proposal", "Confidence": 0.995, "X1": 0.51036, "Y1": 0.7232, "X2": 0.6101, "Y2": 0.723, "X3": 0.6101, "Y3": 0.7388, "X4": 0.51036, "Y4": 0.7388, "page": 0, "Index": 219}, {"Word": "to", "Confidence": 0.998, "X1": 0.62565, "Y1": 0.7232, "X2": 0.64896, "Y2": 0.723, "X3": 0.64896, "Y3": 0.7388, "X4": 0.62435, "Y4": 0.7388, "page": 0, "Index": 220}, {"Word": "Vin", "Confidence": 0.998, "X1": 0.66062, "Y1": 0.7232, "X2": 0.69819, "Y2": 0.723, "X3": 0.69689, "Y3": 0.7398, "X4": 0.66062, "Y4": 0.7388, "page": 0, "Index": 221}, {"Word": "Weiner", "Confidence": 0.997, "X1": 0.70984, "Y1": 0.7232, "X2": 0.78497, "Y2": 0.723, "X3": 0.78497, "Y3": 0.7398, "X4": 0.70984, "Y4": 0.7398, "page": 0, "Index": 222}, {"Word": "at", "Confidence": 0.998, "X1": 0.79793, "Y1": 0.7232, "X2": 0.82383, "Y2": 0.723, "X3": 0.82383, "Y3": 0.7398, "X4": 0.79793, "Y4": 0.7398, "page": 0, "Index": 223}, {"Word": "year", "Confidence": 0.989, "X1": 0.83549, "Y1": 0.7242, "X2": 0.88472, "Y2": 0.724, "X3": 0.88472, "Y3": 0.7398, "X4": 0.83549, "Y4": 0.7398, "page": 0, "Index": 224}, {"Word": "earl-", "Confidence": 0.879, "X1": 0.89767, "Y1": 0.7242, "X2": 0.96114, "Y2": 0.724, "X3": 0.96114, "Y3": 0.7398, "X4": 0.89767, "Y4": 0.7398, "page": 0, "Index": 225}, {"Word": "iest", "Confidence": 0.988, "X1": 0.05311, "Y1": 0.7392, "X2": 0.10104, "Y2": 0.739, "X3": 0.09974, "Y3": 0.7538, "X4": 0.05181, "Y4": 0.7538, "page": 0, "Index": 226}, {"Word": "convenience", "Confidence": 0.994, "X1": 0.11269, "Y1": 0.7392, "X2": 0.2487, "Y2": 0.739, "X3": 0.2487, "Y3": 0.7538, "X4": 0.11269, "Y4": 0.7538, "page": 0, "Index": 227}, {"Word": "so", "Confidence": 0.998, "X1": 0.26295, "Y1": 0.7392, "X2": 0.28627, "Y2": 0.739, "X3": 0.28497, "Y3": 0.7538, "X4": 0.26166, "Y4": 0.7538, "page": 0, "Index": 228}, {"Word": "that", "Confidence": 0.988, "X1": 0.30052, "Y1": 0.7392, "X2": 0.34974, "Y2": 0.739, "X3": 0.34974, "Y3": 0.7538, "X4": 0.30052, "Y4": 0.7538, "page": 0, "Index": 229}, {"Word": "we", "Confidence": 0.998, "X1": 0.3614, "Y1": 0.7392, "X2": 0.38731, "Y2": 0.739, "X3": 0.38731, "Y3": 0.7548, "X4": 0.3601, "Y4": 0.7548, "page": 0, "Index": 230}, {"Word": "can", "Confidence": 0.998, "X1": 0.39896, "Y1": 0.7392, "X2": 0.43523, "Y2": 0.739, "X3": 0.43523, "Y3": 0.7548, "X4": 0.39767, "Y4": 0.7548, "page": 0, "Index": 231}, {"Word": "get", "Confidence": 0.998, "X1": 0.44948, "Y1": 0.7392, "X2": 0.48834, "Y2": 0.739, "X3": 0.48705, "Y3": 0.7548, "X4": 0.44819, "Y4": 0.7548, "page": 0, "Index": 232}, {"Word": "the", "Confidence": 0.998, "X1": 0.5, "Y1": 0.7392, "X2": 0.53756, "Y2": 0.739, "X3": 0.53627, "Y3": 0.7548, "X4": 0.5, "Y4": 0.7548, "page": 0, "Index": 233}, {"Word": "ball", "Confidence": 0.982, "X1": 0.54793, "Y1": 0.7392, "X2": 0.59715, "Y2": 0.739, "X3": 0.59715, "Y3": 0.7548, "X4": 0.54793, "Y4": 0.7548, "page": 0, "Index": 234}, {"Word": "rolling.", "Confidence": 0.993, "X1": 0.6114, "Y1": 0.7392, "X2": 0.71244, "Y2": 0.739, "X3": 0.71114, "Y3": 0.7548, "X4": 0.6101, "Y4": 0.7548, "page": 0, "Index": 235}, {"Word": "I", "Confidence": 0.994, "X1": 0.73705, "Y1": 0.7392, "X2": 0.7487, "Y2": 0.739, "X3": 0.74741, "Y3": 0.7548, "X4": 0.73575, "Y4": 0.7548, "page": 0, "Index": 236}, {"Word": "hope", "Confidence": 0.991, "X1": 0.75907, "Y1": 0.7392, "X2": 0.81088, "Y2": 0.739, "X3": 0.80959, "Y3": 0.7558, "X4": 0.75777, "Y4": 0.7548, "page": 0, "Index": 237}, {"Word": "to", "Confidence": 0.998, "X1": 0.82513, "Y1": 0.7392, "X2": 0.84715, "Y2": 0.739, "X3": 0.84585, "Y3": 0.7558, "X4": 0.82383, "Y4": 0.7558, "page": 0, "Index": 238}, {"Word": "hear", "Confidence": 0.983, "X1": 0.85881, "Y1": 0.7392, "X2": 0.90933, "Y2": 0.739, "X3": 0.90933, "Y3": 0.7558, "X4": 0.85881, "Y4": 0.7558, "page": 0, "Index": 239}, {"Word": "from", "Confidence": 0.991, "X1": 0.92358, "Y1": 0.7402, "X2": 0.9715, "Y2": 0.74, "X3": 0.97021, "Y3": 0.7558, "X4": 0.92228, "Y4": 0.7558, "page": 0, "Index": 240}, {"Word": "you", "Confidence": 0.994, "X1": 0.05181, "Y1": 0.7552, "X2": 0.08549, "Y2": 0.755, "X3": 0.08549, "Y3": 0.7708, "X4": 0.05052, "Y4": 0.7708, "page": 0, "Index": 241}, {"Word": "soon!", "Confidence": 0.943, "X1": 0.10104, "Y1": 0.7552, "X2": 0.16451, "Y2": 0.755, "X3": 0.16321, "Y3": 0.7708, "X4": 0.09974, "Y4": 0.7698, "page": 0, "Index": 242}, {"Word": "May", "Confidence": 0.998, "X1": 0.05052, "Y1": 0.7852, "X2": 0.08808, "Y2": 0.785, "X3": 0.08679, "Y3": 0.8028, "X4": 0.04793, "Y4": 0.8028, "page": 0, "Index": 243}, {"Word": "we", "Confidence": 0.998, "X1": 0.09974, "Y1": 0.7852, "X2": 0.12694, "Y2": 0.785, "X3": 0.12565, "Y3": 0.8038, "X4": 0.09715, "Y4": 0.8028, "page": 0, "Index": 244}, {"Word": "have", "Confidence": 0.989, "X1": 0.13601, "Y1": 0.7852, "X2": 0.18782, "Y2": 0.785, "X3": 0.18653, "Y3": 0.8038, "X4": 0.13472, "Y4": 0.8038, "page": 0, "Index": 245}, {"Word": "your", "Confidence": 0.991, "X1": 0.19948, "Y1": 0.7852, "X2": 0.2513, "Y2": 0.785, "X3": 0.25, "Y3": 0.8028, "X4": 0.19819, "Y4": 0.8038, "page": 0, "Index": 246}, {"Word": "order?", "Confidence": 0.992, "X1": 0.26036, "Y1": 0.7852, "X2": 0.34067, "Y2": 0.785, "X3": 0.34067, "Y3": 0.8028, "X4": 0.26036, "Y4": 0.8028, "page": 0, "Index": 247}, {"Word": "Cordially,", "Confidence": 0.979, "X1": 0.05181, "Y1": 0.8182, "X2": 0.17358, "Y2": 0.818, "X3": 0.17358, "Y3": 0.8368, "X4": 0.05052, "Y4": 0.8368, "page": 0, "Index": 248}, {"Word": "Kick", "Confidence": 0.729, "X1": 0.06088, "Y1": 0.8332, "X2": 0.13212, "Y2": 0.833, "X3": 0.13342, "Y3": 0.8678, "X4": 0.06088, "Y4": 0.8688, "page": 0, "Index": 249}, {"Word": "Rick", "Confidence": 0.989, "X1": 0.05311, "Y1": 0.8642, "X2": 0.09715, "Y2": 0.864, "X3": 0.09845, "Y3": 0.8808, "X4": 0.0544, "Y4": 0.8818, "page": 0, "Index": 250}, {"Word": "Zwilling", "Confidence": 0.995, "X1": 0.1114, "Y1": 0.8672, "X2": 0.21114, "Y2": 0.867, "X3": 0.21114, "Y3": 0.8818, "X4": 0.11269, "Y4": 0.8808, "page": 0, "Index": 251}, {"Word": "Sales", "Confidence": 0.993, "X1": 0.05181, "Y1": 0.8822, "X2": 0.1114, "Y2": 0.882, "X3": 0.1114, "Y3": 0.8968, "X4": 0.05181, "Y4": 0.8968, "page": 0, "Index": 252}, {"Word": "Director", "Confidence": 0.996, "X1": 0.12306, "Y1": 0.8832, "X2": 0.22409, "Y2": 0.883, "X3": 0.2228, "Y3": 0.8968, "X4": 0.12306, "Y4": 0.8968, "page": 0, "Index": 253}, {"Word": "Coliseum", "Confidence": 0.995, "X1": 0.04922, "Y1": 0.8972, "X2": 0.15026, "Y2": 0.897, "X3": 0.14896, "Y3": 0.9128, "X4": 0.04922, "Y4": 0.9118, "page": 0, "Index": 254}, {"Word": "Display", "Confidence": 0.996, "X1": 0.16062, "Y1": 0.8972, "X2": 0.25, "Y2": 0.897, "X3": 0.25, "Y3": 0.9148, "X4": 0.15933, "Y4": 0.9138, "page": 0, "Index": 255}, {"Word": "Advertising", "Confidence": 0.994, "X1": 0.26036, "Y1": 0.8972, "X2": 0.39896, "Y2": 0.897, "X3": 0.39896, "Y3": 0.9158, "X4": 0.26036, "Y4": 0.9148, "page": 0, "Index": 256}, {"Word": "P.S.", "Confidence": 0.991, "X1": 0.05052, "Y1": 0.9272, "X2": 0.10104, "Y2": 0.927, "X3": 0.10104, "Y3": 0.9438, "X4": 0.04922, "Y4": 0.9428, "page": 0, "Index": 257}, {"Word": "Picture", "Confidence": 0.996, "X1": 0.12176, "Y1": 0.9282, "X2": 0.21244, "Y2": 0.928, "X3": 0.21114, "Y3": 0.9448, "X4": 0.12176, "Y4": 0.9438, "page": 0, "Index": 258}, {"Word": "to", "Confidence": 0.998, "X1": 0.22539, "Y1": 0.9282, "X2": 0.25, "Y2": 0.928, "X3": 0.2487, "Y3": 0.9448, "X4": 0.22409, "Y4": 0.9448, "page": 0, "Index": 259}, {"Word": "follow", "Confidence": 0.991, "X1": 0.26295, "Y1": 0.9282, "X2": 0.33549, "Y2": 0.928, "X3": 0.3342, "Y3": 0.9448, "X4": 0.26166, "Y4": 0.9448, "page": 0, "Index": 260}, {"Word": "soon.\"", "Confidence": 0.227, "X1": 0.34845, "Y1": 0.9272, "X2": 0.4158, "Y2": 0.927, "X3": 0.41451, "Y3": 0.9438, "X4": 0.34715, "Y4": 0.9448, "page": 0, "Index": 261}, {"Word": "2040648218", "Confidence": 0.991, "X1": 0.96114, "Y1": 0.9402, "X2": 0.94301, "Y2": 0.94, "X3": 0.91969, "Y3": 0.9388, "X4": 0.93523, "Y4": 0.8208, "page": 0, "Index": 262}, {"Word": "cc:", "Confidence": 0.97, "X1": 0.05181, "Y1": 0.9652, "X2": 0.08938, "Y2": 0.965, "X3": 0.08808, "Y3": 0.9808, "X4": 0.05181, "Y4": 0.9808, "page": 0, "Index": 263}, {"Word": "Mr.", "Confidence": 0.998, "X1": 0.1114, "Y1": 0.9652, "X2": 0.15155, "Y2": 0.965, "X3": 0.15155, "Y3": 0.9818, "X4": 0.1101, "Y4": 0.9808, "page": 0, "Index": 264}, {"Word": "T.", "Confidence": 0.998, "X1": 0.16321, "Y1": 0.9652, "X2": 0.19041, "Y2": 0.965, "X3": 0.19041, "Y3": 0.9818, "X4": 0.16321, "Y4": 0.9818, "page": 0, "Index": 265}, {"Word": "J.", "Confidence": 0.998, "X1": 0.19948, "Y1": 0.9652, "X2": 0.22798, "Y2": 0.965, "X3": 0.22668, "Y3": 0.9818, "X4": 0.19948, "Y4": 0.9818, "page": 0, "Index": 266}, {"Word": "Embrescia", "Confidence": 0.994, "X1": 0.23705, "Y1": 0.9672, "X2": 0.35104, "Y2": 0.967, "X3": 0.34974, "Y3": 0.9838, "X4": 0.23575, "Y4": 0.9818, "page": 0, "Index": 267}, {"Word": "100", "Confidence": 0.993, "X1": 0.81477, "Y1": 0.9872, "X2": 0.84067, "Y2": 0.987, "X3": 0.84067, "Y3": 0.9968, "X4": 0.81477, "Y4": 0.9968, "page": 0, "Index": 268}]}
"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"
ffpg0042
0
{"lines_data": [{"Word": "Mexican American", "Confidence": 0.9945, "X1": 0.04593, "Y1": 0.0352, "X2": 0.18241, "Y2": 0.035, "X3": 0.18241, "Y3": 0.0478, "X4": 0.04593, "Y4": 0.0468, "page": 0}, {"Word": "926 J Street", "Confidence": 0.87233, "X1": 0.28478, "Y1": 0.0362, "X2": 0.35696, "Y2": 0.036, "X3": 0.35827, "Y3": 0.0468, "X4": 0.28478, "Y4": 0.0478, "page": 0}, {"Word": "MALDEF", "Confidence": 0.997, "X1": 0.68241, "Y1": 0.0302, "X2": 0.85696, "Y2": 0.03, "X3": 0.85696, "Y3": 0.0568, "X4": 0.68241, "Y4": 0.0578, "page": 0}, {"Word": "Legal Defense", "Confidence": 0.9945, "X1": 0.04987, "Y1": 0.0472, "X2": 0.15617, "Y2": 0.047, "X3": 0.15617, "Y3": 0.0588, "X4": 0.04987, "Y4": 0.0588, "page": 0}, {"Word": "and Educational Fund", "Confidence": 0.98567, "X1": 0.04593, "Y1": 0.0592, "X2": 0.20735, "Y2": 0.059, "X3": 0.20866, "Y3": 0.0718, "X4": 0.04593, "Y4": 0.0728, "page": 0}, {"Word": "(10) 443-7531", "Confidence": 0.8005, "X1": 0.28215, "Y1": 0.0702, "X2": 0.37664, "Y2": 0.07, "X3": 0.37664, "Y3": 0.0808, "X4": 0.28215, "Y4": 0.0818, "page": 0}, {"Word": "Setember 12, 1989", "Confidence": 0.99267, "X1": 0.13911, "Y1": 0.1172, "X2": 0.35039, "Y2": 0.117, "X3": 0.35039, "Y3": 0.1328, "X4": 0.13911, "Y4": 0.1328, "page": 0}, {"Word": "Assemblyman Steve Peace", "Confidence": 0.983, "X1": 0.14042, "Y1": 0.1772, "X2": 0.42388, "Y2": 0.177, "X3": 0.42388, "Y3": 0.1928, "X4": 0.14042, "Y4": 0.1928, "page": 0}, {"Word": "State Capitol", "Confidence": 0.974, "X1": 0.14173, "Y1": 0.1922, "X2": 0.30184, "Y2": 0.192, "X3": 0.30184, "Y3": 0.2058, "X4": 0.14173, "Y4": 0.2058, "page": 0}, {"Word": "Room 5140", "Confidence": 0.9925, "X1": 0.13911, "Y1": 0.2082, "X2": 0.26378, "Y2": 0.208, "X3": 0.26378, "Y3": 0.2208, "X4": 0.13911, "Y4": 0.2218, "page": 0}, {"Word": "Sacramento, Ca. 95814", "Confidence": 0.996, "X1": 0.13911, "Y1": 0.2232, "X2": 0.41076, "Y2": 0.223, "X3": 0.41076, "Y3": 0.2368, "X4": 0.13911, "Y4": 0.2368, "page": 0}, {"Word": "Support AB 2288", "Confidence": 0.99533, "X1": 0.70472, "Y1": 0.2372, "X2": 0.89239, "Y2": 0.237, "X3": 0.8937, "Y3": 0.2508, "X4": 0.70472, "Y4": 0.2518, "page": 0}, {"Word": "Dear Assemblyman Peace:", "Confidence": 0.95867, "X1": 0.14173, "Y1": 0.2672, "X2": 0.42257, "Y2": 0.267, "X3": 0.42257, "Y3": 0.2828, "X4": 0.14173, "Y4": 0.2828, "page": 0}, {"Word": "The Mexican American Legal Defense and Educational Fund", "Confidence": 0.99375, "X1": 0.20079, "Y1": 0.2972, "X2": 0.92913, "Y2": 0.297, "X3": 0.92913, "Y3": 0.3118, "X4": 0.20079, "Y4": 0.3118, "page": 0}, {"Word": "(MALDEF) is a national civil rights law firm.", "Confidence": 0.99575, "X1": 0.14304, "Y1": 0.3122, "X2": 0.69948, "Y2": 0.312, "X3": 0.69948, "Y3": 0.3278, "X4": 0.14304, "Y4": 0.3278, "page": 0}, {"Word": "MALDEF has a 20", "Confidence": 0.996, "X1": 0.72572, "Y1": 0.3132, "X2": 0.92782, "Y2": 0.313, "X3": 0.92782, "Y3": 0.3268, "X4": 0.72572, "Y4": 0.3268, "page": 0}, {"Word": "year history of defending the rights of Hispanics who reside in", "Confidence": 0.99573, "X1": 0.14042, "Y1": 0.3272, "X2": 0.92913, "Y2": 0.327, "X3": 0.92913, "Y3": 0.3428, "X4": 0.14042, "Y4": 0.3428, "page": 0}, {"Word": "the United States. We have offices in Sacramento, San Francisco,", "Confidence": 0.9892, "X1": 0.14436, "Y1": 0.3422, "X2": 0.9252, "Y2": 0.342, "X3": 0.9252, "Y3": 0.3578, "X4": 0.14436, "Y4": 0.3578, "page": 0}, {"Word": "Los Angeles, San Antonio, Chicago and Washington D.C.", "Confidence": 0.99537, "X1": 0.14567, "Y1": 0.3572, "X2": 0.78084, "Y2": 0.357, "X3": 0.78084, "Y3": 0.3738, "X4": 0.14567, "Y4": 0.3738, "page": 0}, {"Word": "MALDEF supports AB 2288 because we believes it will help", "Confidence": 0.9808, "X1": 0.19948, "Y1": 0.3872, "X2": 0.93176, "Y2": 0.387, "X3": 0.93176, "Y3": 0.4048, "X4": 0.19948, "Y4": 0.4038, "page": 0}, {"Word": "limit discrimination in California.", "Confidence": 0.9415, "X1": 0.14567, "Y1": 0.4022, "X2": 0.5643, "Y2": 0.402, "X3": 0.5643, "Y3": 0.4198, "X4": 0.14567, "Y4": 0.4188, "page": 0}, {"Word": "If I can be.of any further help please feel free to call me", "Confidence": 0.95746, "X1": 0.2021, "Y1": 0.4332, "X2": 0.93176, "Y2": 0.433, "X3": 0.93176, "Y3": 0.4508, "X4": 0.2021, "Y4": 0.4488, "page": 0}, {"Word": "at my office.", "Confidence": 0.99533, "X1": 0.14173, "Y1": 0.4492, "X2": 0.30315, "Y2": 0.449, "X3": 0.30315, "Y3": 0.4638, "X4": 0.14173, "Y4": 0.4638, "page": 0}, {"Word": "Sincerely,", "Confidence": 0.974, "X1": 0.58924, "Y1": 0.5082, "X2": 0.71129, "Y2": 0.508, "X3": 0.71129, "Y3": 0.5248, "X4": 0.58924, "Y4": 0.5238, "page": 0}, {"Word": "Eric Vega", "Confidence": 0.6795, "X1": 0.59843, "Y1": 0.5232, "X2": 0.82021, "Y2": 0.523, "X3": 0.82152, "Y3": 0.5558, "X4": 0.59843, "Y4": 0.5578, "page": 0}, {"Word": "Eric Vega", "Confidence": 0.988, "X1": 0.58924, "Y1": 0.5692, "X2": 0.7021, "Y2": 0.569, "X3": 0.7021, "Y3": 0.5848, "X4": 0.58924, "Y4": 0.5838, "page": 0}, {"Word": "State Policy Advocate", "Confidence": 0.99667, "X1": 0.58924, "Y1": 0.5832, "X2": 0.84908, "Y2": 0.583, "X3": 0.84908, "Y3": 0.5988, "X4": 0.58924, "Y4": 0.5978, "page": 0}, {"Word": "National Office", "Confidence": 0.8005, "X1": 0.05774, "Y1": 0.8512, "X2": 0.14173, "Y2": 0.851, "X3": 0.14173, "Y3": 0.8618, "X4": 0.05774, "Y4": 0.8618, "page": 0}, {"Word": "Regional Offices", "Confidence": 0.806, "X1": 0.23491, "Y1": 0.8522, "X2": 0.33333, "Y2": 0.852, "X3": 0.33333, "Y3": 0.8628, "X4": 0.23491, "Y4": 0.8628, "page": 0}, {"Word": "313 Sich Deextern Struet", "Confidence": 0.2175, "X1": 0.23228, "Y1": 0.8672, "X2": 0.37664, "Y2": 0.867, "X3": 0.37664, "Y3": 0.8768, "X4": 0.23228, "Y4": 0.8768, "page": 0}, {"Word": "11th Fitax", "Confidence": 0.3395, "X1": 0.06037, "Y1": 0.8762, "X2": 0.11155, "Y2": 0.876, "X3": 0.11155, "Y3": 0.8838, "X4": 0.06037, "Y4": 0.8838, "page": 0}, {"Word": "Sah: 910", "Confidence": 0.436, "X1": 0.23228, "Y1": 0.8752, "X2": 0.29265, "Y2": 0.875, "X3": 0.29265, "Y3": 0.8848, "X4": 0.23228, "Y4": 0.8848, "page": 0}, {"Word": "Los Angeles, CA 90014", "Confidence": 0.90975, "X1": 0.05906, "Y1": 0.8852, "X2": 0.17848, "Y2": 0.885, "X3": 0.17848, "Y3": 0.8938, "X4": 0.05906, "Y4": 0.8928, "page": 0}, {"Word": "Chicago IL 60604", "Confidence": 0.72467, "X1": 0.2336, "Y1": 0.8842, "X2": 0.33465, "Y2": 0.884, "X3": 0.33465, "Y3": 0.8948, "X4": 0.2336, "Y4": 0.8948, "page": 0}, {"Word": "San Francisco. CASH4 105", "Confidence": 0.374, "X1": 0.43307, "Y1": 0.8852, "X2": 0.5643, "Y2": 0.885, "X3": 0.5643, "Y3": 0.8948, "X4": 0.43307, "Y4": 0.8948, "page": 0}, {"Word": "Welsta IC SLUUs", "Confidence": 0.11933, "X1": 0.83333, "Y1": 0.8862, "X2": 0.96063, "Y2": 0.886, "X3": 0.95932, "Y3": 0.8958, "X4": 0.83333, "Y4": 0.8958, "page": 0}, {"Word": "(213) 629-2512", "Confidence": 0.911, "X1": 0.05906, "Y1": 0.8942, "X2": 0.1378, "Y2": 0.894, "X3": 0.1378, "Y3": 0.9038, "X4": 0.05906, "Y4": 0.9038, "page": 0}, {"Word": "[312) 427-9363", "Confidence": 0.792, "X1": 0.23491, "Y1": 0.8932, "X2": 0.3189, "Y2": 0.893, "X3": 0.3189, "Y3": 0.9038, "X4": 0.23491, "Y4": 0.9048, "page": 0}, {"Word": "(415) $43 5598", "Confidence": 0.61967, "X1": 0.43438, "Y1": 0.8952, "X2": 0.51181, "Y2": 0.895, "X3": 0.51312, "Y3": 0.9048, "X4": 0.43438, "Y4": 0.9048, "page": 0}, {"Word": "CASE-A 4074", "Confidence": 0.2005, "X1": 0.83071, "Y1": 0.8952, "X2": 0.91076, "Y2": 0.895, "X3": 0.91076, "Y3": 0.9038, "X4": 0.83071, "Y4": 0.9048, "page": 0}, {"Word": "TI2892150", "Confidence": 0.654, "X1": 0.89764, "Y1": 0.9772, "X2": 0.99738, "Y2": 0.977, "X3": 0.99738, "Y3": 0.9928, "X4": 0.89764, "Y4": 0.9938, "page": 0}], "words_data": [{"Word": "Mexican", "Confidence": 0.995, "X1": 0.04987, "Y1": 0.0352, "X2": 0.10761, "Y2": 0.035, "X3": 0.10761, "Y3": 0.0468, "X4": 0.04987, "Y4": 0.0478, "page": 0, "Index": 0}, {"Word": "American", "Confidence": 0.994, "X1": 0.11024, "Y1": 0.0352, "X2": 0.17979, "Y2": 0.035, "X3": 0.17979, "Y3": 0.0478, "X4": 0.11024, "Y4": 0.0468, "page": 0, "Index": 1}, {"Word": "926", "Confidence": 0.993, "X1": 0.28478, "Y1": 0.0372, "X2": 0.3084, "Y2": 0.037, "X3": 0.3084, "Y3": 0.0478, "X4": 0.28609, "Y4": 0.0478, "page": 0, "Index": 2}, {"Word": "J", "Confidence": 0.998, "X1": 0.31102, "Y1": 0.0372, "X2": 0.31627, "Y2": 0.037, "X3": 0.31627, "Y3": 0.0478, "X4": 0.31102, "Y4": 0.0478, "page": 0, "Index": 3}, {"Word": "Street", "Confidence": 0.626, "X1": 0.3189, "Y1": 0.0362, "X2": 0.35827, "Y2": 0.036, "X3": 0.35827, "Y3": 0.0478, "X4": 0.32021, "Y4": 0.0478, "page": 0, "Index": 4}, {"Word": "MALDEF", "Confidence": 0.997, "X1": 0.68373, "Y1": 0.0302, "X2": 0.84777, "Y2": 0.03, "X3": 0.84777, "Y3": 0.0578, "X4": 0.68373, "Y4": 0.0568, "page": 0, "Index": 5}, {"Word": "Legal", "Confidence": 0.993, "X1": 0.05118, "Y1": 0.0482, "X2": 0.08793, "Y2": 0.048, "X3": 0.08793, "Y3": 0.0598, "X4": 0.05118, "Y4": 0.0598, "page": 0, "Index": 6}, {"Word": "Defense", "Confidence": 0.996, "X1": 0.09055, "Y1": 0.0482, "X2": 0.15092, "Y2": 0.048, "X3": 0.15092, "Y3": 0.0598, "X4": 0.09055, "Y4": 0.0598, "page": 0, "Index": 7}, {"Word": "and", "Confidence": 0.998, "X1": 0.04987, "Y1": 0.0602, "X2": 0.07612, "Y2": 0.06, "X3": 0.07612, "Y3": 0.0728, "X4": 0.04987, "Y4": 0.0728, "page": 0, "Index": 8}, {"Word": "Educational", "Confidence": 0.97, "X1": 0.07874, "Y1": 0.0602, "X2": 0.16273, "Y2": 0.06, "X3": 0.16273, "Y3": 0.0718, "X4": 0.07874, "Y4": 0.0728, "page": 0, "Index": 9}, {"Word": "Fund", "Confidence": 0.989, "X1": 0.16667, "Y1": 0.0602, "X2": 0.20341, "Y2": 0.06, "X3": 0.20341, "Y3": 0.0718, "X4": 0.16535, "Y4": 0.0718, "page": 0, "Index": 10}, {"Word": "(10)", "Confidence": 0.61, "X1": 0.28478, "Y1": 0.0702, "X2": 0.31496, "Y2": 0.07, "X3": 0.31496, "Y3": 0.0818, "X4": 0.28478, "Y4": 0.0818, "page": 0, "Index": 11}, {"Word": "443-7531", "Confidence": 0.991, "X1": 0.3189, "Y1": 0.0702, "X2": 0.37664, "Y2": 0.07, "X3": 0.37664, "Y3": 0.0818, "X4": 0.31759, "Y4": 0.0818, "page": 0, "Index": 12}, {"Word": "Setember", "Confidence": 0.992, "X1": 0.14042, "Y1": 0.1182, "X2": 0.23491, "Y2": 0.118, "X3": 0.23491, "Y3": 0.1338, "X4": 0.14042, "Y4": 0.1328, "page": 0, "Index": 13}, {"Word": "12,", "Confidence": 0.997, "X1": 0.24934, "Y1": 0.1182, "X2": 0.2874, "Y2": 0.118, "X3": 0.28609, "Y3": 0.1338, "X4": 0.24803, "Y4": 0.1338, "page": 0, "Index": 14}, {"Word": "1989", "Confidence": 0.989, "X1": 0.29921, "Y1": 0.1182, "X2": 0.34646, "Y2": 0.118, "X3": 0.34514, "Y3": 0.1328, "X4": 0.29659, "Y4": 0.1338, "page": 0, "Index": 15}, {"Word": "Assemblyman", "Confidence": 0.955, "X1": 0.14173, "Y1": 0.1782, "X2": 0.27428, "Y2": 0.178, "X3": 0.27297, "Y3": 0.1928, "X4": 0.14173, "Y4": 0.1938, "page": 0, "Index": 16}, {"Word": "Steve", "Confidence": 0.997, "X1": 0.28609, "Y1": 0.1782, "X2": 0.34777, "Y2": 0.178, "X3": 0.34777, "Y3": 0.1928, "X4": 0.28478, "Y4": 0.1928, "page": 0, "Index": 17}, {"Word": "Peace", "Confidence": 0.997, "X1": 0.35827, "Y1": 0.1782, "X2": 0.41995, "Y2": 0.178, "X3": 0.41995, "Y3": 0.1928, "X4": 0.35827, "Y4": 0.1928, "page": 0, "Index": 18}, {"Word": "State", "Confidence": 0.994, "X1": 0.14304, "Y1": 0.1932, "X2": 0.20079, "Y2": 0.193, "X3": 0.20079, "Y3": 0.2068, "X4": 0.14304, "Y4": 0.2068, "page": 0, "Index": 19}, {"Word": "Capitol", "Confidence": 0.954, "X1": 0.2126, "Y1": 0.1932, "X2": 0.2979, "Y2": 0.193, "X3": 0.2979, "Y3": 0.2068, "X4": 0.2126, "Y4": 0.2068, "page": 0, "Index": 20}, {"Word": "Room", "Confidence": 0.991, "X1": 0.14173, "Y1": 0.2092, "X2": 0.18766, "Y2": 0.209, "X3": 0.18766, "Y3": 0.2218, "X4": 0.14042, "Y4": 0.2218, "page": 0, "Index": 21}, {"Word": "5140", "Confidence": 0.994, "X1": 0.21391, "Y1": 0.2082, "X2": 0.26247, "Y2": 0.208, "X3": 0.26115, "Y3": 0.2218, "X4": 0.21391, "Y4": 0.2218, "page": 0, "Index": 22}, {"Word": "Sacramento,", "Confidence": 0.992, "X1": 0.14173, "Y1": 0.2242, "X2": 0.2769, "Y2": 0.224, "X3": 0.2769, "Y3": 0.2378, "X4": 0.14042, "Y4": 0.2378, "page": 0, "Index": 23}, {"Word": "Ca.", "Confidence": 0.998, "X1": 0.2979, "Y1": 0.2242, "X2": 0.33596, "Y2": 0.224, "X3": 0.33596, "Y3": 0.2378, "X4": 0.2979, "Y4": 0.2378, "page": 0, "Index": 24}, {"Word": "95814", "Confidence": 0.998, "X1": 0.34777, "Y1": 0.2232, "X2": 0.40814, "Y2": 0.223, "X3": 0.40814, "Y3": 0.2368, "X4": 0.34777, "Y4": 0.2378, "page": 0, "Index": 25}, {"Word": "Support", "Confidence": 0.997, "X1": 0.70735, "Y1": 0.2382, "X2": 0.79265, "Y2": 0.238, "X3": 0.79134, "Y3": 0.2528, "X4": 0.70735, "Y4": 0.2528, "page": 0, "Index": 26}, {"Word": "AB", "Confidence": 0.998, "X1": 0.80446, "Y1": 0.2382, "X2": 0.82808, "Y2": 0.238, "X3": 0.82808, "Y3": 0.2518, "X4": 0.80315, "Y4": 0.2528, "page": 0, "Index": 27}, {"Word": "2288", "Confidence": 0.991, "X1": 0.84252, "Y1": 0.2372, "X2": 0.88845, "Y2": 0.237, "X3": 0.88845, "Y3": 0.2518, "X4": 0.84252, "Y4": 0.2518, "page": 0, "Index": 28}, {"Word": "Dear", "Confidence": 0.994, "X1": 0.14304, "Y1": 0.2672, "X2": 0.19029, "Y2": 0.267, "X3": 0.19029, "Y3": 0.2838, "X4": 0.14173, "Y4": 0.2838, "page": 0, "Index": 29}, {"Word": "Assemblyman", "Confidence": 0.886, "X1": 0.2021, "Y1": 0.2672, "X2": 0.33596, "Y2": 0.267, "X3": 0.33596, "Y3": 0.2838, "X4": 0.20079, "Y4": 0.2838, "page": 0, "Index": 30}, {"Word": "Peace:", "Confidence": 0.996, "X1": 0.34646, "Y1": 0.2672, "X2": 0.42257, "Y2": 0.267, "X3": 0.42257, "Y3": 0.2828, "X4": 0.34646, "Y4": 0.2828, "page": 0, "Index": 31}, {"Word": "The", "Confidence": 0.995, "X1": 0.20341, "Y1": 0.2982, "X2": 0.23885, "Y2": 0.298, "X3": 0.23753, "Y3": 0.3128, "X4": 0.20341, "Y4": 0.3128, "page": 0, "Index": 32}, {"Word": "Mexican", "Confidence": 0.996, "X1": 0.26115, "Y1": 0.2982, "X2": 0.34777, "Y2": 0.298, "X3": 0.34646, "Y3": 0.3128, "X4": 0.25984, "Y4": 0.3128, "page": 0, "Index": 33}, {"Word": "American", "Confidence": 0.991, "X1": 0.3727, "Y1": 0.2982, "X2": 0.4685, "Y2": 0.298, "X3": 0.46719, "Y3": 0.3128, "X4": 0.37139, "Y4": 0.3128, "page": 0, "Index": 34}, {"Word": "Legal", "Confidence": 0.995, "X1": 0.49081, "Y1": 0.2972, "X2": 0.55249, "Y2": 0.297, "X3": 0.55118, "Y3": 0.3128, "X4": 0.4895, "Y4": 0.3128, "page": 0, "Index": 35}, {"Word": "Defense", "Confidence": 0.995, "X1": 0.5748, "Y1": 0.2972, "X2": 0.65879, "Y2": 0.297, "X3": 0.65748, "Y3": 0.3128, "X4": 0.57349, "Y4": 0.3128, "page": 0, "Index": 36}, {"Word": "and", "Confidence": 0.998, "X1": 0.68373, "Y1": 0.2972, "X2": 0.71916, "Y2": 0.297, "X3": 0.71916, "Y3": 0.3128, "X4": 0.68241, "Y4": 0.3128, "page": 0, "Index": 37}, {"Word": "Educational", "Confidence": 0.991, "X1": 0.73097, "Y1": 0.2972, "X2": 0.86483, "Y2": 0.297, "X3": 0.86352, "Y3": 0.3118, "X4": 0.73097, "Y4": 0.3128, "page": 0, "Index": 38}, {"Word": "Fund", "Confidence": 0.989, "X1": 0.87664, "Y1": 0.2972, "X2": 0.92388, "Y2": 0.297, "X3": 0.92388, "Y3": 0.3118, "X4": 0.87533, "Y4": 0.3118, "page": 0, "Index": 39}, {"Word": "(MALDEF)", "Confidence": 0.994, "X1": 0.14567, "Y1": 0.3132, "X2": 0.23885, "Y2": 0.313, "X3": 0.23885, "Y3": 0.3278, "X4": 0.14567, "Y4": 0.3278, "page": 0, "Index": 40}, {"Word": "is", "Confidence": 0.998, "X1": 0.25066, "Y1": 0.3132, "X2": 0.27428, "Y2": 0.313, "X3": 0.27297, "Y3": 0.3278, "X4": 0.25066, "Y4": 0.3278, "page": 0, "Index": 41}, {"Word": "a", "Confidence": 0.996, "X1": 0.28871, "Y1": 0.3132, "X2": 0.29921, "Y2": 0.313, "X3": 0.29921, "Y3": 0.3278, "X4": 0.2874, "Y4": 0.3278, "page": 0, "Index": 42}, {"Word": "national", "Confidence": 0.995, "X1": 0.31102, "Y1": 0.3132, "X2": 0.40814, "Y2": 0.313, "X3": 0.40814, "Y3": 0.3278, "X4": 0.31102, "Y4": 0.3278, "page": 0, "Index": 43}, {"Word": "civil", "Confidence": 0.998, "X1": 0.41995, "Y1": 0.3132, "X2": 0.48031, "Y2": 0.313, "X3": 0.48031, "Y3": 0.3278, "X4": 0.41995, "Y4": 0.3278, "page": 0, "Index": 44}, {"Word": "rights", "Confidence": 0.997, "X1": 0.49213, "Y1": 0.3132, "X2": 0.56562, "Y2": 0.313, "X3": 0.56562, "Y3": 0.3278, "X4": 0.49081, "Y4": 0.3278, "page": 0, "Index": 45}, {"Word": "law", "Confidence": 0.997, "X1": 0.58793, "Y1": 0.3132, "X2": 0.62336, "Y2": 0.313, "X3": 0.62336, "Y3": 0.3278, "X4": 0.58793, "Y4": 0.3278, "page": 0, "Index": 46}, {"Word": "firm.", "Confidence": 0.991, "X1": 0.63648, "Y1": 0.3142, "X2": 0.69685, "Y2": 0.314, "X3": 0.69685, "Y3": 0.3278, "X4": 0.63648, "Y4": 0.3278, "page": 0, "Index": 47}, {"Word": "MALDEF", "Confidence": 0.991, "X1": 0.72835, "Y1": 0.3132, "X2": 0.80315, "Y2": 0.313, "X3": 0.80315, "Y3": 0.3268, "X4": 0.72966, "Y4": 0.3258, "page": 0, "Index": 48}, {"Word": "has", "Confidence": 0.998, "X1": 0.82677, "Y1": 0.3132, "X2": 0.86352, "Y2": 0.313, "X3": 0.8622, "Y3": 0.3278, "X4": 0.82677, "Y4": 0.3278, "page": 0, "Index": 49}, {"Word": "a", "Confidence": 0.997, "X1": 0.87795, "Y1": 0.3132, "X2": 0.88845, "Y2": 0.313, "X3": 0.88845, "Y3": 0.3278, "X4": 0.87795, "Y4": 0.3278, "page": 0, "Index": 50}, {"Word": "20", "Confidence": 0.998, "X1": 0.90289, "Y1": 0.3142, "X2": 0.92388, "Y2": 0.314, "X3": 0.92257, "Y3": 0.3268, "X4": 0.90157, "Y4": 0.3278, "page": 0, "Index": 51}, {"Word": "year", "Confidence": 0.989, "X1": 0.14304, "Y1": 0.3292, "X2": 0.19029, "Y2": 0.329, "X3": 0.19029, "Y3": 0.3438, "X4": 0.14304, "Y4": 0.3438, "page": 0, "Index": 52}, {"Word": "history", "Confidence": 0.997, "X1": 0.20079, "Y1": 0.3282, "X2": 0.28609, "Y2": 0.328, "X3": 0.28609, "Y3": 0.3438, "X4": 0.20079, "Y4": 0.3438, "page": 0, "Index": 53}, {"Word": "of", "Confidence": 0.998, "X1": 0.31102, "Y1": 0.3282, "X2": 0.33596, "Y2": 0.328, "X3": 0.33596, "Y3": 0.3428, "X4": 0.31102, "Y4": 0.3438, "page": 0, "Index": 54}, {"Word": "defending", "Confidence": 0.995, "X1": 0.34646, "Y1": 0.3282, "X2": 0.45538, "Y2": 0.328, "X3": 0.45538, "Y3": 0.3428, "X4": 0.34646, "Y4": 0.3428, "page": 0, "Index": 55}, {"Word": "the", "Confidence": 0.992, "X1": 0.48031, "Y1": 0.3282, "X2": 0.51706, "Y2": 0.328, "X3": 0.51706, "Y3": 0.3428, "X4": 0.48031, "Y4": 0.3428, "page": 0, "Index": 56}, {"Word": "rights", "Confidence": 0.997, "X1": 0.52756, "Y1": 0.3282, "X2": 0.59843, "Y2": 0.328, "X3": 0.59843, "Y3": 0.3428, "X4": 0.52756, "Y4": 0.3428, "page": 0, "Index": 57}, {"Word": "of", "Confidence": 0.997, "X1": 0.61155, "Y1": 0.3282, "X2": 0.63648, "Y2": 0.328, "X3": 0.63648, "Y3": 0.3428, "X4": 0.61155, "Y4": 0.3428, "page": 0, "Index": 58}, {"Word": "Hispanics", "Confidence": 0.995, "X1": 0.64567, "Y1": 0.3282, "X2": 0.75459, "Y2": 0.328, "X3": 0.75459, "Y3": 0.3428, "X4": 0.64567, "Y4": 0.3428, "page": 0, "Index": 59}, {"Word": "who", "Confidence": 0.998, "X1": 0.76772, "Y1": 0.3282, "X2": 0.80446, "Y2": 0.328, "X3": 0.80446, "Y3": 0.3428, "X4": 0.76772, "Y4": 0.3428, "page": 0, "Index": 60}, {"Word": "reside", "Confidence": 0.997, "X1": 0.81496, "Y1": 0.3282, "X2": 0.88845, "Y2": 0.328, "X3": 0.88845, "Y3": 0.3428, "X4": 0.81496, "Y4": 0.3428, "page": 0, "Index": 61}, {"Word": "in", "Confidence": 0.998, "X1": 0.90157, "Y1": 0.3282, "X2": 0.9252, "Y2": 0.328, "X3": 0.9252, "Y3": 0.3428, "X4": 0.90157, "Y4": 0.3428, "page": 0, "Index": 62}, {"Word": "the", "Confidence": 0.995, "X1": 0.14567, "Y1": 0.3432, "X2": 0.17979, "Y2": 0.343, "X3": 0.17979, "Y3": 0.3588, "X4": 0.14567, "Y4": 0.3588, "page": 0, "Index": 63}, {"Word": "United", "Confidence": 0.997, "X1": 0.18898, "Y1": 0.3432, "X2": 0.26247, "Y2": 0.343, "X3": 0.26247, "Y3": 0.3588, "X4": 0.18898, "Y4": 0.3588, "page": 0, "Index": 64}, {"Word": "States.", "Confidence": 0.996, "X1": 0.27428, "Y1": 0.3432, "X2": 0.3622, "Y2": 0.343, "X3": 0.3622, "Y3": 0.3588, "X4": 0.27428, "Y4": 0.3588, "page": 0, "Index": 65}, {"Word": "We", "Confidence": 0.998, "X1": 0.38451, "Y1": 0.3432, "X2": 0.41076, "Y2": 0.343, "X3": 0.41076, "Y3": 0.3588, "X4": 0.38451, "Y4": 0.3588, "page": 0, "Index": 66}, {"Word": "have", "Confidence": 0.991, "X1": 0.41864, "Y1": 0.3432, "X2": 0.4685, "Y2": 0.343, "X3": 0.4685, "Y3": 0.3588, "X4": 0.41864, "Y4": 0.3588, "page": 0, "Index": 67}, {"Word": "offices", "Confidence": 0.996, "X1": 0.48031, "Y1": 0.3432, "X2": 0.56562, "Y2": 0.343, "X3": 0.56562, "Y3": 0.3588, "X4": 0.479, "Y4": 0.3588, "page": 0, "Index": 68}, {"Word": "in", "Confidence": 0.998, "X1": 0.57612, "Y1": 0.3432, "X2": 0.59974, "Y2": 0.343, "X3": 0.59843, "Y3": 0.3588, "X4": 0.57612, "Y4": 0.3588, "page": 0, "Index": 69}, {"Word": "Sacramento,", "Confidence": 0.991, "X1": 0.61155, "Y1": 0.3432, "X2": 0.74672, "Y2": 0.343, "X3": 0.74672, "Y3": 0.3588, "X4": 0.61155, "Y4": 0.3588, "page": 0, "Index": 70}, {"Word": "San", "Confidence": 0.998, "X1": 0.75591, "Y1": 0.3432, "X2": 0.79265, "Y2": 0.343, "X3": 0.79265, "Y3": 0.3588, "X4": 0.75459, "Y4": 0.3588, "page": 0, "Index": 71}, {"Word": "Francisco,", "Confidence": 0.932, "X1": 0.80446, "Y1": 0.3442, "X2": 0.9252, "Y2": 0.344, "X3": 0.9252, "Y3": 0.3588, "X4": 0.80315, "Y4": 0.3588, "page": 0, "Index": 72}, {"Word": "Los", "Confidence": 0.998, "X1": 0.14567, "Y1": 0.3592, "X2": 0.17979, "Y2": 0.359, "X3": 0.17979, "Y3": 0.3738, "X4": 0.14567, "Y4": 0.3738, "page": 0, "Index": 73}, {"Word": "Angeles,", "Confidence": 0.995, "X1": 0.19029, "Y1": 0.3582, "X2": 0.29134, "Y2": 0.358, "X3": 0.29134, "Y3": 0.3738, "X4": 0.19029, "Y4": 0.3738, "page": 0, "Index": 74}, {"Word": "San", "Confidence": 0.998, "X1": 0.29921, "Y1": 0.3582, "X2": 0.33727, "Y2": 0.358, "X3": 0.33727, "Y3": 0.3738, "X4": 0.29921, "Y4": 0.3738, "page": 0, "Index": 75}, {"Word": "Antonio,", "Confidence": 0.995, "X1": 0.34777, "Y1": 0.3582, "X2": 0.44882, "Y2": 0.358, "X3": 0.44882, "Y3": 0.3738, "X4": 0.34777, "Y4": 0.3738, "page": 0, "Index": 76}, {"Word": "Chicago", "Confidence": 0.994, "X1": 0.45538, "Y1": 0.3582, "X2": 0.54331, "Y2": 0.358, "X3": 0.54199, "Y3": 0.3738, "X4": 0.45538, "Y4": 0.3738, "page": 0, "Index": 77}, {"Word": "and", "Confidence": 0.998, "X1": 0.55249, "Y1": 0.3582, "X2": 0.58924, "Y2": 0.358, "X3": 0.58924, "Y3": 0.3748, "X4": 0.55249, "Y4": 0.3738, "page": 0, "Index": 78}, {"Word": "Washington", "Confidence": 0.994, "X1": 0.59843, "Y1": 0.3582, "X2": 0.72047, "Y2": 0.358, "X3": 0.71916, "Y3": 0.3748, "X4": 0.59843, "Y4": 0.3748, "page": 0, "Index": 79}, {"Word": "D.C.", "Confidence": 0.991, "X1": 0.73097, "Y1": 0.3582, "X2": 0.78215, "Y2": 0.358, "X3": 0.78084, "Y3": 0.3748, "X4": 0.72966, "Y4": 0.3748, "page": 0, "Index": 80}, {"Word": "MALDEF", "Confidence": 0.996, "X1": 0.20341, "Y1": 0.3882, "X2": 0.27822, "Y2": 0.388, "X3": 0.2769, "Y3": 0.4028, "X4": 0.2021, "Y4": 0.4028, "page": 0, "Index": 81}, {"Word": "supports", "Confidence": 0.994, "X1": 0.30184, "Y1": 0.3872, "X2": 0.39895, "Y2": 0.387, "X3": 0.39764, "Y3": 0.4038, "X4": 0.30052, "Y4": 0.4028, "page": 0, "Index": 82}, {"Word": "AB", "Confidence": 0.998, "X1": 0.42126, "Y1": 0.3872, "X2": 0.44751, "Y2": 0.387, "X3": 0.44619, "Y3": 0.4038, "X4": 0.41995, "Y4": 0.4038, "page": 0, "Index": 83}, {"Word": "2288", "Confidence": 0.866, "X1": 0.47113, "Y1": 0.3872, "X2": 0.51969, "Y2": 0.387, "X3": 0.51837, "Y3": 0.4038, "X4": 0.46982, "Y4": 0.4038, "page": 0, "Index": 84}, {"Word": "because", "Confidence": 0.996, "X1": 0.54199, "Y1": 0.3872, "X2": 0.62598, "Y2": 0.387, "X3": 0.62598, "Y3": 0.4038, "X4": 0.54068, "Y4": 0.4038, "page": 0, "Index": 85}, {"Word": "we", "Confidence": 0.998, "X1": 0.63517, "Y1": 0.3872, "X2": 0.66273, "Y2": 0.387, "X3": 0.66142, "Y3": 0.4038, "X4": 0.63386, "Y4": 0.4038, "page": 0, "Index": 86}, {"Word": "believes", "Confidence": 0.994, "X1": 0.67192, "Y1": 0.3872, "X2": 0.76903, "Y2": 0.387, "X3": 0.76903, "Y3": 0.4048, "X4": 0.6706, "Y4": 0.4048, "page": 0, "Index": 87}, {"Word": "it", "Confidence": 0.998, "X1": 0.78215, "Y1": 0.3872, "X2": 0.80709, "Y2": 0.387, "X3": 0.80577, "Y3": 0.4048, "X4": 0.78084, "Y4": 0.4048, "page": 0, "Index": 88}, {"Word": "will", "Confidence": 0.986, "X1": 0.81627, "Y1": 0.3882, "X2": 0.86614, "Y2": 0.388, "X3": 0.86614, "Y3": 0.4048, "X4": 0.81496, "Y4": 0.4048, "page": 0, "Index": 89}, {"Word": "help", "Confidence": 0.982, "X1": 0.87664, "Y1": 0.3882, "X2": 0.92782, "Y2": 0.388, "X3": 0.92651, "Y3": 0.4058, "X4": 0.87664, "Y4": 0.4048, "page": 0, "Index": 90}, {"Word": "limit", "Confidence": 0.833, "X1": 0.14698, "Y1": 0.4022, "X2": 0.20341, "Y2": 0.402, "X3": 0.20341, "Y3": 0.4188, "X4": 0.14698, "Y4": 0.4198, "page": 0, "Index": 91}, {"Word": "discrimination", "Confidence": 0.941, "X1": 0.21391, "Y1": 0.4032, "X2": 0.38583, "Y2": 0.403, "X3": 0.38583, "Y3": 0.4188, "X4": 0.21391, "Y4": 0.4188, "page": 0, "Index": 92}, {"Word": "in", "Confidence": 0.998, "X1": 0.39764, "Y1": 0.4032, "X2": 0.42257, "Y2": 0.403, "X3": 0.42257, "Y3": 0.4188, "X4": 0.39764, "Y4": 0.4188, "page": 0, "Index": 93}, {"Word": "California.", "Confidence": 0.994, "X1": 0.43307, "Y1": 0.4042, "X2": 0.5643, "Y2": 0.404, "X3": 0.5643, "Y3": 0.4198, "X4": 0.43176, "Y4": 0.4188, "page": 0, "Index": 94}, {"Word": "If", "Confidence": 0.991, "X1": 0.20472, "Y1": 0.4332, "X2": 0.22835, "Y2": 0.433, "X3": 0.22703, "Y3": 0.4488, "X4": 0.20472, "Y4": 0.4488, "page": 0, "Index": 95}, {"Word": "I", "Confidence": 0.941, "X1": 0.24016, "Y1": 0.4332, "X2": 0.25328, "Y2": 0.433, "X3": 0.25197, "Y3": 0.4488, "X4": 0.23885, "Y4": 0.4488, "page": 0, "Index": 96}, {"Word": "can", "Confidence": 0.998, "X1": 0.26378, "Y1": 0.4332, "X2": 0.30184, "Y2": 0.433, "X3": 0.30052, "Y3": 0.4488, "X4": 0.26247, "Y4": 0.4488, "page": 0, "Index": 97}, {"Word": "be.of", "Confidence": 0.688, "X1": 0.31234, "Y1": 0.4332, "X2": 0.37533, "Y2": 0.433, "X3": 0.37402, "Y3": 0.4498, "X4": 0.31102, "Y4": 0.4488, "page": 0, "Index": 98}, {"Word": "any", "Confidence": 0.998, "X1": 0.38583, "Y1": 0.4332, "X2": 0.4252, "Y2": 0.433, "X3": 0.42388, "Y3": 0.4498, "X4": 0.38451, "Y4": 0.4498, "page": 0, "Index": 99}, {"Word": "further", "Confidence": 0.996, "X1": 0.43438, "Y1": 0.4332, "X2": 0.51837, "Y2": 0.433, "X3": 0.51837, "Y3": 0.4508, "X4": 0.43307, "Y4": 0.4498, "page": 0, "Index": 100}, {"Word": "help", "Confidence": 0.973, "X1": 0.52756, "Y1": 0.4332, "X2": 0.57743, "Y2": 0.433, "X3": 0.57612, "Y3": 0.4508, "X4": 0.52756, "Y4": 0.4508, "page": 0, "Index": 101}, {"Word": "please", "Confidence": 0.996, "X1": 0.58793, "Y1": 0.4332, "X2": 0.66273, "Y2": 0.433, "X3": 0.66142, "Y3": 0.4508, "X4": 0.58661, "Y4": 0.4508, "page": 0, "Index": 102}, {"Word": "feel", "Confidence": 0.987, "X1": 0.67192, "Y1": 0.4332, "X2": 0.72178, "Y2": 0.433, "X3": 0.72178, "Y3": 0.4508, "X4": 0.6706, "Y4": 0.4508, "page": 0, "Index": 103}, {"Word": "free", "Confidence": 0.989, "X1": 0.73097, "Y1": 0.4332, "X2": 0.78215, "Y2": 0.433, "X3": 0.78215, "Y3": 0.4508, "X4": 0.73097, "Y4": 0.4508, "page": 0, "Index": 104}, {"Word": "to", "Confidence": 0.998, "X1": 0.79265, "Y1": 0.4332, "X2": 0.8189, "Y2": 0.433, "X3": 0.8189, "Y3": 0.4508, "X4": 0.79265, "Y4": 0.4508, "page": 0, "Index": 105}, {"Word": "call", "Confidence": 0.986, "X1": 0.8399, "Y1": 0.4342, "X2": 0.89108, "Y2": 0.434, "X3": 0.89108, "Y3": 0.4508, "X4": 0.8399, "Y4": 0.4508, "page": 0, "Index": 106}, {"Word": "me", "Confidence": 0.906, "X1": 0.90026, "Y1": 0.4342, "X2": 0.92913, "Y2": 0.434, "X3": 0.92913, "Y3": 0.4508, "X4": 0.90026, "Y4": 0.4508, "page": 0, "Index": 107}, {"Word": "at", "Confidence": 0.998, "X1": 0.14436, "Y1": 0.4492, "X2": 0.16798, "Y2": 0.449, "X3": 0.16798, "Y3": 0.4648, "X4": 0.14436, "Y4": 0.4648, "page": 0, "Index": 108}, {"Word": "my", "Confidence": 0.992, "X1": 0.17979, "Y1": 0.4492, "X2": 0.20604, "Y2": 0.449, "X3": 0.20472, "Y3": 0.4648, "X4": 0.17848, "Y4": 0.4648, "page": 0, "Index": 109}, {"Word": "office.", "Confidence": 0.996, "X1": 0.21522, "Y1": 0.4502, "X2": 0.30184, "Y2": 0.45, "X3": 0.30052, "Y3": 0.4648, "X4": 0.21391, "Y4": 0.4648, "page": 0, "Index": 110}, {"Word": "Sincerely,", "Confidence": 0.974, "X1": 0.59055, "Y1": 0.5092, "X2": 0.7126, "Y2": 0.509, "X3": 0.7126, "Y3": 0.5258, "X4": 0.58924, "Y4": 0.5248, "page": 0, "Index": 111}, {"Word": "Eric", "Confidence": 0.612, "X1": 0.6168, "Y1": 0.5262, "X2": 0.69948, "Y2": 0.526, "X3": 0.69948, "Y3": 0.5578, "X4": 0.61549, "Y4": 0.5578, "page": 0, "Index": 112}, {"Word": "Vega", "Confidence": 0.747, "X1": 0.7231, "Y1": 0.5242, "X2": 0.80577, "Y2": 0.524, "X3": 0.80577, "Y3": 0.5578, "X4": 0.72178, "Y4": 0.5578, "page": 0, "Index": 113}, {"Word": "Eric", "Confidence": 0.988, "X1": 0.59055, "Y1": 0.5692, "X2": 0.6378, "Y2": 0.569, "X3": 0.6378, "Y3": 0.5848, "X4": 0.59055, "Y4": 0.5848, "page": 0, "Index": 114}, {"Word": "Vega", "Confidence": 0.988, "X1": 0.65092, "Y1": 0.5702, "X2": 0.69948, "Y2": 0.57, "X3": 0.69948, "Y3": 0.5848, "X4": 0.64961, "Y4": 0.5848, "page": 0, "Index": 115}, {"Word": "State", "Confidence": 0.997, "X1": 0.58924, "Y1": 0.5832, "X2": 0.64961, "Y2": 0.583, "X3": 0.64961, "Y3": 0.5988, "X4": 0.59055, "Y4": 0.5988, "page": 0, "Index": 116}, {"Word": "Policy", "Confidence": 0.997, "X1": 0.66142, "Y1": 0.5832, "X2": 0.73491, "Y2": 0.583, "X3": 0.7336, "Y3": 0.5988, "X4": 0.66142, "Y4": 0.5988, "page": 0, "Index": 117}, {"Word": "Advocate", "Confidence": 0.996, "X1": 0.74541, "Y1": 0.5842, "X2": 0.84383, "Y2": 0.584, "X3": 0.84252, "Y3": 0.5988, "X4": 0.74541, "Y4": 0.5988, "page": 0, "Index": 118}, {"Word": "National", "Confidence": 0.618, "X1": 0.05906, "Y1": 0.8522, "X2": 0.10367, "Y2": 0.852, "X3": 0.10236, "Y3": 0.8618, "X4": 0.05774, "Y4": 0.8628, "page": 0, "Index": 119}, {"Word": "Office", "Confidence": 0.983, "X1": 0.1063, "Y1": 0.8522, "X2": 0.14173, "Y2": 0.852, "X3": 0.14042, "Y3": 0.8628, "X4": 0.10499, "Y4": 0.8618, "page": 0, "Index": 120}, {"Word": "Regional", "Confidence": 0.662, "X1": 0.23622, "Y1": 0.8522, "X2": 0.28609, "Y2": 0.852, "X3": 0.28609, "Y3": 0.8628, "X4": 0.23622, "Y4": 0.8628, "page": 0, "Index": 121}, {"Word": "Offices", "Confidence": 0.95, "X1": 0.28871, "Y1": 0.8522, "X2": 0.33202, "Y2": 0.852, "X3": 0.33071, "Y3": 0.8638, "X4": 0.28871, "Y4": 0.8628, "page": 0, "Index": 122}, {"Word": "313", "Confidence": 0.028, "X1": 0.23885, "Y1": 0.8672, "X2": 0.25591, "Y2": 0.867, "X3": 0.25459, "Y3": 0.8768, "X4": 0.23753, "Y4": 0.8768, "page": 0, "Index": 123}, {"Word": "Sich", "Confidence": 0.093, "X1": 0.25853, "Y1": 0.8672, "X2": 0.28871, "Y2": 0.867, "X3": 0.2874, "Y3": 0.8768, "X4": 0.25722, "Y4": 0.8768, "page": 0, "Index": 124}, {"Word": "Deextern", "Confidence": 0.049, "X1": 0.29134, "Y1": 0.8672, "X2": 0.3399, "Y2": 0.867, "X3": 0.33858, "Y3": 0.8778, "X4": 0.29003, "Y4": 0.8768, "page": 0, "Index": 125}, {"Word": "Struet", "Confidence": 0.7, "X1": 0.34252, "Y1": 0.8672, "X2": 0.37664, "Y2": 0.867, "X3": 0.37664, "Y3": 0.8778, "X4": 0.34121, "Y4": 0.8778, "page": 0, "Index": 126}, {"Word": "11th", "Confidence": 0.271, "X1": 0.06168, "Y1": 0.8762, "X2": 0.08005, "Y2": 0.876, "X3": 0.08005, "Y3": 0.8848, "X4": 0.06168, "Y4": 0.8848, "page": 0, "Index": 127}, {"Word": "Fitax", "Confidence": 0.408, "X1": 0.08268, "Y1": 0.8762, "X2": 0.10761, "Y2": 0.876, "X3": 0.10761, "Y3": 0.8848, "X4": 0.08136, "Y4": 0.8848, "page": 0, "Index": 128}, {"Word": "Sah:", "Confidence": 0.024, "X1": 0.23622, "Y1": 0.8762, "X2": 0.26247, "Y2": 0.876, "X3": 0.26115, "Y3": 0.8858, "X4": 0.23622, "Y4": 0.8858, "page": 0, "Index": 129}, {"Word": "910", "Confidence": 0.848, "X1": 0.26509, "Y1": 0.8762, "X2": 0.28609, "Y2": 0.876, "X3": 0.28478, "Y3": 0.8858, "X4": 0.26378, "Y4": 0.8858, "page": 0, "Index": 130}, {"Word": "Los", "Confidence": 0.994, "X1": 0.06037, "Y1": 0.8852, "X2": 0.07743, "Y2": 0.885, "X3": 0.07743, "Y3": 0.8938, "X4": 0.06037, "Y4": 0.8938, "page": 0, "Index": 131}, {"Word": "Angeles,", "Confidence": 0.652, "X1": 0.08005, "Y1": 0.8852, "X2": 0.12336, "Y2": 0.885, "X3": 0.12336, "Y3": 0.8938, "X4": 0.08005, "Y4": 0.8938, "page": 0, "Index": 132}, {"Word": "CA", "Confidence": 0.998, "X1": 0.12467, "Y1": 0.8852, "X2": 0.14042, "Y2": 0.885, "X3": 0.14042, "Y3": 0.8938, "X4": 0.12467, "Y4": 0.8938, "page": 0, "Index": 133}, {"Word": "90014", "Confidence": 0.995, "X1": 0.14436, "Y1": 0.8852, "X2": 0.17717, "Y2": 0.885, "X3": 0.17717, "Y3": 0.8948, "X4": 0.14436, "Y4": 0.8938, "page": 0, "Index": 134}, {"Word": "Chicago", "Confidence": 0.602, "X1": 0.23491, "Y1": 0.8862, "X2": 0.28084, "Y2": 0.886, "X3": 0.28084, "Y3": 0.8958, "X4": 0.23491, "Y4": 0.8948, "page": 0, "Index": 135}, {"Word": "IL", "Confidence": 0.666, "X1": 0.28478, "Y1": 0.8852, "X2": 0.29528, "Y2": 0.885, "X3": 0.29528, "Y3": 0.8958, "X4": 0.28478, "Y4": 0.8958, "page": 0, "Index": 136}, {"Word": "60604", "Confidence": 0.906, "X1": 0.2979, "Y1": 0.8842, "X2": 0.33333, "Y2": 0.884, "X3": 0.33333, "Y3": 0.8948, "X4": 0.2979, "Y4": 0.8958, "page": 0, "Index": 137}, {"Word": "San", "Confidence": 0.681, "X1": 0.43438, "Y1": 0.8862, "X2": 0.45276, "Y2": 0.886, "X3": 0.45276, "Y3": 0.8948, "X4": 0.43438, "Y4": 0.8948, "page": 0, "Index": 138}, {"Word": "Francisco.", "Confidence": 0.625, "X1": 0.45538, "Y1": 0.8862, "X2": 0.50787, "Y2": 0.886, "X3": 0.50787, "Y3": 0.8958, "X4": 0.45538, "Y4": 0.8948, "page": 0, "Index": 139}, {"Word": "CASH4", "Confidence": 0.09, "X1": 0.5105, "Y1": 0.8862, "X2": 0.54199, "Y2": 0.886, "X3": 0.54199, "Y3": 0.8958, "X4": 0.5105, "Y4": 0.8958, "page": 0, "Index": 140}, {"Word": "105", "Confidence": 0.1, "X1": 0.54331, "Y1": 0.8862, "X2": 0.56299, "Y2": 0.886, "X3": 0.56299, "Y3": 0.8958, "X4": 0.54331, "Y4": 0.8958, "page": 0, "Index": 141}, {"Word": "Welsta", "Confidence": 0.236, "X1": 0.83333, "Y1": 0.8872, "X2": 0.89108, "Y2": 0.887, "X3": 0.88976, "Y3": 0.8958, "X4": 0.83333, "Y4": 0.8958, "page": 0, "Index": 142}, {"Word": "IC", "Confidence": 0.029, "X1": 0.89764, "Y1": 0.8872, "X2": 0.91601, "Y2": 0.887, "X3": 0.9147, "Y3": 0.8958, "X4": 0.89633, "Y4": 0.8958, "page": 0, "Index": 143}, {"Word": "SLUUs", "Confidence": 0.093, "X1": 0.92257, "Y1": 0.8872, "X2": 0.95669, "Y2": 0.887, "X3": 0.95538, "Y3": 0.8968, "X4": 0.92126, "Y4": 0.8958, "page": 0, "Index": 144}, {"Word": "(213)", "Confidence": 0.938, "X1": 0.06037, "Y1": 0.8942, "X2": 0.08399, "Y2": 0.894, "X3": 0.0853, "Y3": 0.9038, "X4": 0.06037, "Y4": 0.9048, "page": 0, "Index": 145}, {"Word": "629-2512", "Confidence": 0.884, "X1": 0.08661, "Y1": 0.8952, "X2": 0.1378, "Y2": 0.895, "X3": 0.1378, "Y3": 0.9038, "X4": 0.08793, "Y4": 0.9038, "page": 0, "Index": 146}, {"Word": "[312)", "Confidence": 0.66, "X1": 0.23622, "Y1": 0.8942, "X2": 0.26247, "Y2": 0.894, "X3": 0.26247, "Y3": 0.9048, "X4": 0.23622, "Y4": 0.9048, "page": 0, "Index": 147}, {"Word": "427-9363", "Confidence": 0.924, "X1": 0.2664, "Y1": 0.8942, "X2": 0.31759, "Y2": 0.894, "X3": 0.31759, "Y3": 0.9048, "X4": 0.26509, "Y4": 0.9048, "page": 0, "Index": 148}, {"Word": "(415)", "Confidence": 0.662, "X1": 0.4357, "Y1": 0.8952, "X2": 0.45801, "Y2": 0.895, "X3": 0.45801, "Y3": 0.9048, "X4": 0.4357, "Y4": 0.9058, "page": 0, "Index": 149}, {"Word": "$43", "Confidence": 0.506, "X1": 0.46063, "Y1": 0.8952, "X2": 0.48163, "Y2": 0.895, "X3": 0.48163, "Y3": 0.9048, "X4": 0.46063, "Y4": 0.9048, "page": 0, "Index": 150}, {"Word": "5598", "Confidence": 0.691, "X1": 0.48425, "Y1": 0.8952, "X2": 0.51181, "Y2": 0.895, "X3": 0.5105, "Y3": 0.9048, "X4": 0.48425, "Y4": 0.9048, "page": 0, "Index": 151}, {"Word": "CASE-A", "Confidence": 0.09, "X1": 0.83202, "Y1": 0.8962, "X2": 0.88058, "Y2": 0.896, "X3": 0.87927, "Y3": 0.9048, "X4": 0.83202, "Y4": 0.9058, "page": 0, "Index": 152}, {"Word": "4074", "Confidence": 0.311, "X1": 0.88451, "Y1": 0.8962, "X2": 0.91076, "Y2": 0.896, "X3": 0.90945, "Y3": 0.9048, "X4": 0.8832, "Y4": 0.9048, "page": 0, "Index": 153}, {"Word": "TI2892150", "Confidence": 0.654, "X1": 0.90026, "Y1": 0.9782, "X2": 0.99738, "Y2": 0.978, "X3": 0.99738, "Y3": 0.9938, "X4": 0.90026, "Y4": 0.9938, "page": 0, "Index": 154}]}
"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"
fffk0222
6
{"lines_data": [{"Word": "MARLIN TOPLINE REPORT", "Confidence": 0.99067, "X1": 0.4104, "Y1": 0.0212, "X2": 0.58815, "Y2": 0.021, "X3": 0.58815, "Y3": 0.0338, "X4": 0.4104, "Y4": 0.0328, "page": 0}, {"Word": "FEBRUARY, 2006", "Confidence": 0.9625, "X1": 0.44075, "Y1": 0.0352, "X2": 0.55636, "Y2": 0.035, "X3": 0.55636, "Y3": 0.0458, "X4": 0.44075, "Y4": 0.0468, "page": 0}, {"Word": "Carton Outlets Total US", "Confidence": 0.93175, "X1": 0.13295, "Y1": 0.0432, "X2": 0.28757, "Y2": 0.043, "X3": 0.28757, "Y3": 0.0558, "X4": 0.13295, "Y4": 0.0558, "page": 0}, {"Word": "YTD '06", "Confidence": 0.561, "X1": 0.46676, "Y1": 0.0612, "X2": 0.51879, "Y2": 0.061, "X3": 0.51879, "Y3": 0.0718, "X4": 0.46532, "Y4": 0.0718, "page": 0}, {"Word": "Month,", "Confidence": 0.977, "X1": 0.58671, "Y1": 0.0632, "X2": 0.63295, "Y2": 0.063, "X3": 0.63295, "Y3": 0.0738, "X4": 0.58671, "Y4": 0.0718, "page": 0}, {"Word": "Current", "Confidence": 0.958, "X1": 0.81069, "Y1": 0.0632, "X2": 0.86127, "Y2": 0.063, "X3": 0.86127, "Y3": 0.0738, "X4": 0.81069, "Y4": 0.0728, "page": 0}, {"Word": "Year YTD", "Confidence": 0.99, "X1": 0.38728, "Y1": 0.0752, "X2": 0.45809, "Y2": 0.075, "X3": 0.45809, "Y3": 0.0858, "X4": 0.38728, "Y4": 0.0858, "page": 0}, {"Word": "Year", "Confidence": 0.842, "X1": 0.47543, "Y1": 0.0772, "X2": 0.50578, "Y2": 0.077, "X3": 0.50578, "Y3": 0.0868, "X4": 0.47543, "Y4": 0.0858, "page": 0}, {"Word": "Current", "Confidence": 0.935, "X1": 0.52168, "Y1": 0.0762, "X2": 0.57803, "Y2": 0.076, "X3": 0.57803, "Y3": 0.0858, "X4": 0.52168, "Y4": 0.0858, "page": 0}, {"Word": "Year", "Confidence": 0.986, "X1": 0.59104, "Y1": 0.0762, "X2": 0.62861, "Y2": 0.076, "X3": 0.62717, "Y3": 0.0868, "X4": 0.59104, "Y4": 0.0858, "page": 0}, {"Word": "Month", "Confidence": 0.982, "X1": 0.81358, "Y1": 0.0762, "X2": 0.85838, "Y2": 0.076, "X3": 0.85694, "Y3": 0.0858, "X4": 0.81358, "Y4": 0.0858, "page": 0}, {"Word": "Ago", "Confidence": 0.995, "X1": 0.47832, "Y1": 0.0882, "X2": 0.51012, "Y2": 0.088, "X3": 0.51012, "Y3": 0.0978, "X4": 0.47977, "Y4": 0.0988, "page": 0}, {"Word": "OTR", "Confidence": 0.873, "X1": 0.53468, "Y1": 0.0882, "X2": 0.56792, "Y2": 0.088, "X3": 0.56792, "Y3": 0.0978, "X4": 0.53468, "Y4": 0.0978, "page": 0}, {"Word": "2005 2006", "Confidence": 0.935, "X1": 0.38439, "Y1": 0.0882, "X2": 0.46098, "Y2": 0.088, "X3": 0.46098, "Y3": 0.0988, "X4": 0.38439, "Y4": 0.0978, "page": 0}, {"Word": "Ago", "Confidence": 0.957, "X1": 0.59682, "Y1": 0.0882, "X2": 0.62428, "Y2": 0.088, "X3": 0.62428, "Y3": 0.0988, "X4": 0.59538, "Y4": 0.0988, "page": 0}, {"Word": "Nov '05 Dec '05 Jan '06 vs PP", "Confidence": 0.80238, "X1": 0.64306, "Y1": 0.0882, "X2": 0.8526, "Y2": 0.088, "X3": 0.8526, "Y3": 0.0988, "X4": 0.64306, "Y4": 0.0978, "page": 0}, {"Word": "SHARE OF VOLUME", "Confidence": 0.99667, "X1": 0.13295, "Y1": 0.1002, "X2": 0.2659, "Y2": 0.1, "X3": 0.2659, "Y3": 0.1128, "X4": 0.13295, "Y4": 0.1128, "page": 0}, {"Word": "CAMEL.EX.NF", "Confidence": 0.213, "X1": 0.14451, "Y1": 0.1222, "X2": 0.23555, "Y2": 0.122, "X3": 0.23555, "Y3": 0.1338, "X4": 0.14451, "Y4": 0.1338, "page": 0}, {"Word": "4.43 4,51", "Confidence": 0.748, "X1": 0.38584, "Y1": 0.1242, "X2": 0.45809, "Y2": 0.124, "X3": 0.45809, "Y3": 0.1348, "X4": 0.38584, "Y4": 0.1338, "page": 0}, {"Word": "4.50", "Confidence": 0.853, "X1": 0.53179, "Y1": 0.1242, "X2": 0.56647, "Y2": 0.124, "X3": 0.56503, "Y3": 0.1338, "X4": 0.53179, "Y4": 0.1338, "page": 0}, {"Word": "4.36", "Confidence": 0.991, "X1": 0.59827, "Y1": 0.1242, "X2": 0.62717, "Y2": 0.124, "X3": 0.62572, "Y3": 0.1338, "X4": 0.59827, "Y4": 0.1338, "page": 0}, {"Word": "4.47", "Confidence": 0.88, "X1": 0.65607, "Y1": 0.1252, "X2": 0.68353, "Y2": 0.125, "X3": 0.68208, "Y3": 0.1338, "X4": 0.65607, "Y4": 0.1338, "page": 0}, {"Word": "4.49", "Confidence": 0.663, "X1": 0.71243, "Y1": 0.1252, "X2": 0.73844, "Y2": 0.125, "X3": 0.73699, "Y3": 0.1338, "X4": 0.71243, "Y4": 0.1338, "page": 0}, {"Word": "4.54", "Confidence": 0.827, "X1": 0.75867, "Y1": 0.1252, "X2": 0.79335, "Y2": 0.125, "X3": 0.79335, "Y3": 0.1348, "X4": 0.75867, "Y4": 0.1348, "page": 0}, {"Word": "0.05", "Confidence": 0.928, "X1": 0.82225, "Y1": 0.1252, "X2": 0.84971, "Y2": 0.125, "X3": 0.84827, "Y3": 0.1338, "X4": 0.82081, "Y4": 0.1338, "page": 0}, {"Word": "KUUL", "Confidence": 0.816, "X1": 0.14595, "Y1": 0.1352, "X2": 0.18786, "Y2": 0.135, "X3": 0.18786, "Y3": 0.1448, "X4": 0.14595, "Y4": 0.1448, "page": 0}, {"Word": "5.1/ 4.10", "Confidence": 0.515, "X1": 0.38295, "Y1": 0.1352, "X2": 0.45809, "Y2": 0.135, "X3": 0.45809, "Y3": 0.1448, "X4": 0.38295, "Y4": 0.1448, "page": 0}, {"Word": "4.10", "Confidence": 0.684, "X1": 0.43064, "Y1": 0.1352, "X2": 0.45809, "Y2": 0.135, "X3": 0.45665, "Y3": 0.1448, "X4": 0.42919, "Y4": 0.1448, "page": 0}, {"Word": "SUR", "Confidence": 0.589, "X1": 0.59827, "Y1": 0.1352, "X2": 0.62717, "Y2": 0.135, "X3": 0.62572, "Y3": 0.1448, "X4": 0.59827, "Y4": 0.1438, "page": 0}, {"Word": "320", "Confidence": 0.758, "X1": 0.65462, "Y1": 0.1362, "X2": 0.68208, "Y2": 0.136, "X3": 0.68208, "Y3": 0.1448, "X4": 0.65462, "Y4": 0.1438, "page": 0}, {"Word": "5.14", "Confidence": 0.61, "X1": 0.71098, "Y1": 0.1352, "X2": 0.73988, "Y2": 0.135, "X3": 0.73988, "Y3": 0.1448, "X4": 0.71098, "Y4": 0.1448, "page": 0}, {"Word": "INVESTMENT BRANDS", "Confidence": 0.9945, "X1": 0.14451, "Y1": 0.1462, "X2": 0.2948, "Y2": 0.146, "X3": 0.2948, "Y3": 0.1578, "X4": 0.14451, "Y4": 0.1578, "page": 0}, {"Word": "7460 7.67 0.31", "Confidence": 0.63167, "X1": 0.37861, "Y1": 0.1472, "X2": 0.51012, "Y2": 0.147, "X3": 0.51012, "Y3": 0.1578, "X4": 0.37861, "Y4": 0.1568, "page": 0}, {"Word": "7.72", "Confidence": 0.677, "X1": 0.65751, "Y1": 0.1492, "X2": 0.68497, "Y2": 0.149, "X3": 0.68353, "Y3": 0.1578, "X4": 0.65607, "Y4": 0.1568, "page": 0}, {"Word": "7.83", "Confidence": 0.506, "X1": 0.71098, "Y1": 0.1472, "X2": 0.73699, "Y2": 0.147, "X3": 0.73699, "Y3": 0.1568, "X4": 0.71098, "Y4": 0.1568, "page": 0}, {"Word": "7272", "Confidence": 0.719, "X1": 0.76012, "Y1": 0.1492, "X2": 0.79624, "Y2": 0.149, "X3": 0.7948, "Y3": 0.1578, "X4": 0.76012, "Y4": 0.1568, "page": 0}, {"Word": "WINSTON", "Confidence": 0.996, "X1": 0.14306, "Y1": 0.1682, "X2": 0.21532, "Y2": 0.168, "X3": 0.21532, "Y3": 0.1798, "X4": 0.14306, "Y4": 0.1798, "page": 0}, {"Word": "5.2", "Confidence": 0.933, "X1": 0.38439, "Y1": 0.1702, "X2": 0.4104, "Y2": 0.17, "X3": 0.41185, "Y3": 0.1798, "X4": 0.38584, "Y4": 0.1798, "page": 0}, {"Word": "5.09", "Confidence": 0.604, "X1": 0.42197, "Y1": 0.1702, "X2": 0.45809, "Y2": 0.17, "X3": 0.45809, "Y3": 0.1798, "X4": 0.42197, "Y4": 0.1788, "page": 0}, {"Word": "-0.11", "Confidence": 0.883, "X1": 0.47688, "Y1": 0.1702, "X2": 0.50578, "Y2": 0.17, "X3": 0.50723, "Y3": 0.1808, "X4": 0.47688, "Y4": 0.1798, "page": 0}, {"Word": "5.12", "Confidence": 0.903, "X1": 0.54046, "Y1": 0.1702, "X2": 0.56503, "Y2": 0.17, "X3": 0.56503, "Y3": 0.1808, "X4": 0.54046, "Y4": 0.1798, "page": 0}, {"Word": "5.22", "Confidence": 0.986, "X1": 0.59538, "Y1": 0.1702, "X2": 0.62283, "Y2": 0.17, "X3": 0.62139, "Y3": 0.1798, "X4": 0.59538, "Y4": 0.1798, "page": 0}, {"Word": "5.10", "Confidence": 0.617, "X1": 0.65318, "Y1": 0.1692, "X2": 0.68064, "Y2": 0.169, "X3": 0.67919, "Y3": 0.1798, "X4": 0.65318, "Y4": 0.1798, "page": 0}, {"Word": "5.00", "Confidence": 0.991, "X1": 0.70954, "Y1": 0.1692, "X2": 0.73988, "Y2": 0.169, "X3": 0.73988, "Y3": 0.1798, "X4": 0.70954, "Y4": 0.1798, "page": 0}, {"Word": "5.19", "Confidence": 0.581, "X1": 0.76156, "Y1": 0.1692, "X2": 0.78757, "Y2": 0.169, "X3": 0.78757, "Y3": 0.1798, "X4": 0.76156, "Y4": 0.1798, "page": 0}, {"Word": "0.19", "Confidence": 0.9, "X1": 0.82081, "Y1": 0.1692, "X2": 0.84827, "Y2": 0.169, "X3": 0.84827, "Y3": 0.1788, "X4": 0.82081, "Y4": 0.1788, "page": 0}, {"Word": "SALEM", "Confidence": 0.617, "X1": 0.14595, "Y1": 0.1802, "X2": 0.19509, "Y2": 0.18, "X3": 0.19509, "Y3": 0.1898, "X4": 0.14595, "Y4": 0.1908, "page": 0}, {"Word": "2.75 2.65", "Confidence": 0.647, "X1": 0.38584, "Y1": 0.1802, "X2": 0.45665, "Y2": 0.18, "X3": 0.45665, "Y3": 0.1898, "X4": 0.38584, "Y4": 0.1908, "page": 0}, {"Word": "2.65", "Confidence": 0.713, "X1": 0.4263, "Y1": 0.1802, "X2": 0.45809, "Y2": 0.18, "X3": 0.45809, "Y3": 0.1908, "X4": 0.4263, "Y4": 0.1908, "page": 0}, {"Word": "-023", "Confidence": 0.885, "X1": 0.47688, "Y1": 0.1812, "X2": 0.50867, "Y2": 0.181, "X3": 0.50867, "Y3": 0.1908, "X4": 0.47832, "Y4": 0.1908, "page": 0}, {"Word": "2.88", "Confidence": 0.343, "X1": 0.53613, "Y1": 0.1802, "X2": 0.56792, "Y2": 0.18, "X3": 0.56647, "Y3": 0.1918, "X4": 0.53468, "Y4": 0.1908, "page": 0}, {"Word": "2.85", "Confidence": 0.295, "X1": 0.59393, "Y1": 0.1802, "X2": 0.62572, "Y2": 0.18, "X3": 0.62572, "Y3": 0.1908, "X4": 0.59393, "Y4": 0.1898, "page": 0}, {"Word": "2.68", "Confidence": 0.497, "X1": 0.65607, "Y1": 0.1812, "X2": 0.68353, "Y2": 0.181, "X3": 0.68353, "Y3": 0.1908, "X4": 0.65607, "Y4": 0.1908, "page": 0}, {"Word": "2.68", "Confidence": 0.709, "X1": 0.71098, "Y1": 0.1822, "X2": 0.73844, "Y2": 0.182, "X3": 0.73699, "Y3": 0.1908, "X4": 0.70954, "Y4": 0.1908, "page": 0}, {"Word": "2.64", "Confidence": 0.651, "X1": 0.76445, "Y1": 0.1802, "X2": 0.79335, "Y2": 0.18, "X3": 0.79335, "Y3": 0.1908, "X4": 0.76301, "Y4": 0.1908, "page": 0}, {"Word": "-0.00", "Confidence": 0.852, "X1": 0.81936, "Y1": 0.1812, "X2": 0.84827, "Y2": 0.181, "X3": 0.84827, "Y3": 0.1908, "X4": 0.81936, "Y4": 0.1908, "page": 0}, {"Word": "ECLIPSE", "Confidence": 0.652, "X1": 0.14595, "Y1": 0.1912, "X2": 0.20665, "Y2": 0.191, "X3": 0.20665, "Y3": 0.2018, "X4": 0.14595, "Y4": 0.2008, "page": 0}, {"Word": "O.U1 C.U1", "Confidence": 0.391, "X1": 0.38728, "Y1": 0.1912, "X2": 0.45954, "Y2": 0.191, "X3": 0.45954, "Y3": 0.1998, "X4": 0.38728, "Y4": 0.2008, "page": 0}, {"Word": "u.U", "Confidence": 0.608, "X1": 0.65462, "Y1": 0.1912, "X2": 0.68064, "Y2": 0.191, "X3": 0.68064, "Y3": 0.1998, "X4": 0.65462, "Y4": 0.1998, "page": 0}, {"Word": "U.UT", "Confidence": 0.615, "X1": 0.70954, "Y1": 0.1912, "X2": 0.73699, "Y2": 0.191, "X3": 0.73555, "Y3": 0.2008, "X4": 0.70954, "Y4": 0.2008, "page": 0}, {"Word": "FP SELECT SUPPORT BRANDS", "Confidence": 0.9945, "X1": 0.14595, "Y1": 0.2032, "X2": 0.34827, "Y2": 0.203, "X3": 0.34827, "Y3": 0.2148, "X4": 0.14595, "Y4": 0.2138, "page": 0}, {"Word": "7.98 7.75", "Confidence": 0.811, "X1": 0.37861, "Y1": 0.2022, "X2": 0.45665, "Y2": 0.202, "X3": 0.45665, "Y3": 0.2148, "X4": 0.37861, "Y4": 0.2138, "page": 0}, {"Word": "7.78", "Confidence": 0.689, "X1": 0.53613, "Y1": 0.2032, "X2": 0.56647, "Y2": 0.203, "X3": 0.56503, "Y3": 0.2148, "X4": 0.53613, "Y4": 0.2138, "page": 0}, {"Word": "8.07", "Confidence": 0.805, "X1": 0.59682, "Y1": 0.2032, "X2": 0.62428, "Y2": 0.203, "X3": 0.62283, "Y3": 0.2138, "X4": 0.59682, "Y4": 0.2128, "page": 0}, {"Word": "734", "Confidence": 0.632, "X1": 0.65462, "Y1": 0.2032, "X2": 0.68353, "Y2": 0.203, "X3": 0.68208, "Y3": 0.2138, "X4": 0.65318, "Y4": 0.2128, "page": 0}, {"Word": "7.67", "Confidence": 0.852, "X1": 0.70376, "Y1": 0.2032, "X2": 0.73699, "Y2": 0.203, "X3": 0.73699, "Y3": 0.2148, "X4": 0.70376, "Y4": 0.2148, "page": 0}, {"Word": "0.16", "Confidence": 0.662, "X1": 0.82081, "Y1": 0.2042, "X2": 0.85116, "Y2": 0.204, "X3": 0.84971, "Y3": 0.2138, "X4": 0.81936, "Y4": 0.2128, "page": 0}, {"Word": "DORAL", "Confidence": 0.994, "X1": 0.14595, "Y1": 0.2262, "X2": 0.19653, "Y2": 0.226, "X3": 0.19653, "Y3": 0.2358, "X4": 0.14595, "Y4": 0.2348, "page": 0}, {"Word": "6.27", "Confidence": 0.446, "X1": 0.38728, "Y1": 0.2272, "X2": 0.41763, "Y2": 0.227, "X3": 0.41763, "Y3": 0.2358, "X4": 0.38728, "Y4": 0.2358, "page": 0}, {"Word": "e.07", "Confidence": 0.664, "X1": 0.42052, "Y1": 0.2272, "X2": 0.45376, "Y2": 0.227, "X3": 0.45376, "Y3": 0.2378, "X4": 0.42052, "Y4": 0.2378, "page": 0}, {"Word": "-0.24", "Confidence": 0.825, "X1": 0.47688, "Y1": 0.2262, "X2": 0.50434, "Y2": 0.226, "X3": 0.50578, "Y3": 0.2368, "X4": 0.47688, "Y4": 0.2368, "page": 0}, {"Word": "6.18", "Confidence": 0.924, "X1": 0.53324, "Y1": 0.2272, "X2": 0.56503, "Y2": 0.227, "X3": 0.56503, "Y3": 0.2368, "X4": 0.53468, "Y4": 0.2358, "page": 0}, {"Word": "6.22", "Confidence": 0.884, "X1": 0.59682, "Y1": 0.2272, "X2": 0.62283, "Y2": 0.227, "X3": 0.62283, "Y3": 0.2378, "X4": 0.59682, "Y4": 0.2378, "page": 0}, {"Word": "6.11", "Confidence": 0.835, "X1": 0.71098, "Y1": 0.2282, "X2": 0.73699, "Y2": 0.228, "X3": 0.73699, "Y3": 0.2378, "X4": 0.71098, "Y4": 0.2378, "page": 0}, {"Word": "6.03", "Confidence": 0.496, "X1": 0.76156, "Y1": 0.2262, "X2": 0.78902, "Y2": 0.226, "X3": 0.78902, "Y3": 0.2368, "X4": 0.76301, "Y4": 0.2368, "page": 0}, {"Word": "-0 06", "Confidence": 0.416, "X1": 0.82081, "Y1": 0.2272, "X2": 0.84971, "Y2": 0.227, "X3": 0.84827, "Y3": 0.2368, "X4": 0.81936, "Y4": 0.2358, "page": 0}, {"Word": "FALLSAV", "Confidence": 0.61, "X1": 0.14595, "Y1": 0.2362, "X2": 0.20954, "Y2": 0.236, "X3": 0.20954, "Y3": 0.2458, "X4": 0.14595, "Y4": 0.2458, "page": 0}, {"Word": "202 2.16", "Confidence": 0.7345, "X1": 0.38584, "Y1": 0.2372, "X2": 0.45809, "Y2": 0.237, "X3": 0.45809, "Y3": 0.2468, "X4": 0.38584, "Y4": 0.2448, "page": 0}, {"Word": "21/", "Confidence": 0.607, "X1": 0.53613, "Y1": 0.2362, "X2": 0.56503, "Y2": 0.236, "X3": 0.56503, "Y3": 0.2458, "X4": 0.53757, "Y4": 0.2448, "page": 0}, {"Word": "1.94", "Confidence": 0.831, "X1": 0.59682, "Y1": 0.2362, "X2": 0.62572, "Y2": 0.236, "X3": 0.62428, "Y3": 0.2458, "X4": 0.59682, "Y4": 0.2458, "page": 0}, {"Word": "219", "Confidence": 0.211, "X1": 0.65462, "Y1": 0.2362, "X2": 0.68208, "Y2": 0.236, "X3": 0.68208, "Y3": 0.2468, "X4": 0.65462, "Y4": 0.2458, "page": 0}, {"Word": "6.34", "Confidence": 0.971, "X1": 0.65607, "Y1": 0.2272, "X2": 0.68353, "Y2": 0.227, "X3": 0.68353, "Y3": 0.2388, "X4": 0.65607, "Y4": 0.2388, "page": 0}, {"Word": "2.12", "Confidence": 0.476, "X1": 0.71098, "Y1": 0.2362, "X2": 0.73699, "Y2": 0.236, "X3": 0.73699, "Y3": 0.2468, "X4": 0.71098, "Y4": 0.2448, "page": 0}, {"Word": "219", "Confidence": 0.566, "X1": 0.7659, "Y1": 0.2362, "X2": 0.79191, "Y2": 0.236, "X3": 0.79046, "Y3": 0.2458, "X4": 0.7659, "Y4": 0.2448, "page": 0}, {"Word": "SV SELECT SUPPORT BRANDS", "Confidence": 0.97325, "X1": 0.14451, "Y1": 0.2482, "X2": 0.34827, "Y2": 0.248, "X3": 0.34827, "Y3": 0.2598, "X4": 0.14451, "Y4": 0.2588, "page": 0}, {"Word": "8.20 1.20", "Confidence": 0.2, "X1": 0.37717, "Y1": 0.2482, "X2": 0.45809, "Y2": 0.248, "X3": 0.45809, "Y3": 0.2588, "X4": 0.37717, "Y4": 0.2588, "page": 0}, {"Word": "0.00", "Confidence": 0.85, "X1": 0.82081, "Y1": 0.2502, "X2": 0.84827, "Y2": 0.25, "X3": 0.84827, "Y3": 0.2588, "X4": 0.82081, "Y4": 0.2598, "page": 0}, {"Word": "TOTAL SELECT SUPPORT BRANDS 18.27 15.97", "Confidence": 0.9195, "X1": 0.14451, "Y1": 0.2832, "X2": 0.46676, "Y2": 0.283, "X3": 0.46676, "Y3": 0.2948, "X4": 0.14451, "Y4": 0.2938, "page": 0}, {"Word": "-0.36", "Confidence": 0.952, "X1": 0.46965, "Y1": 0.2832, "X2": 0.51012, "Y2": 0.283, "X3": 0.51012, "Y3": 0.2948, "X4": 0.46965, "Y4": 0.2938, "page": 0}, {"Word": "16.13", "Confidence": 0.955, "X1": 0.53179, "Y1": 0.2842, "X2": 0.57081, "Y2": 0.284, "X3": 0.56936, "Y3": 0.2938, "X4": 0.53179, "Y4": 0.2938, "page": 0}, {"Word": "16.23", "Confidence": 0.948, "X1": 0.59393, "Y1": 0.2832, "X2": 0.6315, "Y2": 0.283, "X3": 0.6315, "Y3": 0.2938, "X4": 0.59393, "Y4": 0.2928, "page": 0}, {"Word": "16.37", "Confidence": 0.886, "X1": 0.65173, "Y1": 0.2832, "X2": 0.68353, "Y2": 0.283, "X3": 0.68208, "Y3": 0.2938, "X4": 0.65173, "Y4": 0.2928, "page": 0}, {"Word": "15.90", "Confidence": 0.955, "X1": 0.7052, "Y1": 0.2832, "X2": 0.74422, "Y2": 0.283, "X3": 0.74277, "Y3": 0.2938, "X4": 0.7052, "Y4": 0.2928, "page": 0}, {"Word": "16.00", "Confidence": 0.477, "X1": 0.76012, "Y1": 0.2832, "X2": 0.79191, "Y2": 0.283, "X3": 0.79191, "Y3": 0.2928, "X4": 0.76012, "Y4": 0.2928, "page": 0}, {"Word": "0.16", "Confidence": 0.868, "X1": 0.82081, "Y1": 0.2832, "X2": 0.84971, "Y2": 0.283, "X3": 0.84827, "Y3": 0.2928, "X4": 0.81936, "Y4": 0.2928, "page": 0}, {"Word": "TOTAL STRATEGIC BRANDS", "Confidence": 0.99433, "X1": 0.1474, "Y1": 0.3052, "X2": 0.33237, "Y2": 0.305, "X3": 0.33237, "Y3": 0.3168, "X4": 0.1474, "Y4": 0.3178, "page": 0}, {"Word": "23.87 23.65 0.05", "Confidence": 0.88733, "X1": 0.3815, "Y1": 0.3052, "X2": 0.51012, "Y2": 0.305, "X3": 0.51012, "Y3": 0.3168, "X4": 0.3815, "Y4": 0.3168, "page": 0}, {"Word": "22.82", "Confidence": 0.158, "X1": 0.52601, "Y1": 0.3072, "X2": 0.56936, "Y2": 0.307, "X3": 0.56792, "Y3": 0.3168, "X4": 0.52601, "Y4": 0.3158, "page": 0}, {"Word": "24.09", "Confidence": 0.285, "X1": 0.64884, "Y1": 0.3072, "X2": 0.68931, "Y2": 0.307, "X3": 0.68642, "Y3": 0.3168, "X4": 0.6474, "Y4": 0.3158, "page": 0}, {"Word": "RJRT NON-SUPPORT FP BRANDS", "Confidence": 0.895, "X1": 0.1474, "Y1": 0.3282, "X2": 0.36416, "Y2": 0.328, "X3": 0.36416, "Y3": 0.3398, "X4": 0.1474, "Y4": 0.3398, "page": 0}, {"Word": "6.11", "Confidence": 0.648, "X1": 0.38584, "Y1": 0.3412, "X2": 0.41618, "Y2": 0.341, "X3": 0.41618, "Y3": 0.3478, "X4": 0.38584, "Y4": 0.3478, "page": 0}, {"Word": "3.65 3.50", "Confidence": 0.7335, "X1": 0.38728, "Y1": 0.3302, "X2": 0.45665, "Y2": 0.33, "X3": 0.45665, "Y3": 0.3408, "X4": 0.38728, "Y4": 0.3408, "page": 0}, {"Word": "0.19", "Confidence": 0.855, "X1": 0.48121, "Y1": 0.3302, "X2": 0.50867, "Y2": 0.33, "X3": 0.50867, "Y3": 0.3408, "X4": 0.48121, "Y4": 0.3398, "page": 0}, {"Word": "3.58", "Confidence": 0.648, "X1": 0.53613, "Y1": 0.3302, "X2": 0.56358, "Y2": 0.33, "X3": 0.56358, "Y3": 0.3388, "X4": 0.53613, "Y4": 0.3388, "page": 0}, {"Word": "3.7", "Confidence": 0.856, "X1": 0.59538, "Y1": 0.3302, "X2": 0.61994, "Y2": 0.33, "X3": 0.61994, "Y3": 0.3398, "X4": 0.59538, "Y4": 0.3398, "page": 0}, {"Word": "3.56", "Confidence": 0.651, "X1": 0.65751, "Y1": 0.3312, "X2": 0.68208, "Y2": 0.331, "X3": 0.68064, "Y3": 0.3398, "X4": 0.65751, "Y4": 0.3388, "page": 0}, {"Word": "3.55", "Confidence": 0.885, "X1": 0.71098, "Y1": 0.3302, "X2": 0.73844, "Y2": 0.33, "X3": 0.73844, "Y3": 0.3388, "X4": 0.71098, "Y4": 0.3388, "page": 0}, {"Word": "3.57", "Confidence": 0.935, "X1": 0.7659, "Y1": 0.3302, "X2": 0.79046, "Y2": 0.33, "X3": 0.79046, "Y3": 0.3388, "X4": 0.7659, "Y4": 0.3388, "page": 0}, {"Word": "0.02", "Confidence": 0.956, "X1": 0.82225, "Y1": 0.3312, "X2": 0.85116, "Y2": 0.331, "X3": 0.84971, "Y3": 0.3398, "X4": 0.82081, "Y4": 0.3388, "page": 0}, {"Word": "KJKI NUN-SUPPURI SY URANUS", "Confidence": 0.59475, "X1": 0.14595, "Y1": 0.3392, "X2": 0.36561, "Y2": 0.339, "X3": 0.36561, "Y3": 0.3498, "X4": 0.14595, "Y4": 0.3498, "page": 0}, {"Word": "TOTAL NON-SUPPORT BRANDS", "Confidence": 0.979, "X1": 0.14451, "Y1": 0.3512, "X2": 0.3526, "Y2": 0.351, "X3": 0.3526, "Y3": 0.3628, "X4": 0.14451, "Y4": 0.3628, "page": 0}, {"Word": "10.42 10.11", "Confidence": 0.8165, "X1": 0.38006, "Y1": 0.3522, "X2": 0.46676, "Y2": 0.352, "X3": 0.46676, "Y3": 0.3628, "X4": 0.38006, "Y4": 0.3618, "page": 0}, {"Word": "TO.82", "Confidence": 0.277, "X1": 0.59538, "Y1": 0.3532, "X2": 0.62572, "Y2": 0.353, "X3": 0.62428, "Y3": 0.3628, "X4": 0.59393, "Y4": 0.3618, "page": 0}, {"Word": "10.21", "Confidence": 0.805, "X1": 0.64884, "Y1": 0.3532, "X2": 0.69075, "Y2": 0.353, "X3": 0.68931, "Y3": 0.3628, "X4": 0.6474, "Y4": 0.3628, "page": 0}, {"Word": "10.11", "Confidence": 0.787, "X1": 0.70665, "Y1": 0.3542, "X2": 0.74422, "Y2": 0.354, "X3": 0.74277, "Y3": 0.3628, "X4": 0.7052, "Y4": 0.3618, "page": 0}, {"Word": "10.10", "Confidence": 0.634, "X1": 0.76301, "Y1": 0.3532, "X2": 0.79913, "Y2": 0.353, "X3": 0.79769, "Y3": 0.3628, "X4": 0.76156, "Y4": 0.3618, "page": 0}, {"Word": "-U.UT", "Confidence": 0.16, "X1": 0.81936, "Y1": 0.3522, "X2": 0.85549, "Y2": 0.352, "X3": 0.85694, "Y3": 0.3618, "X4": 0.81936, "Y4": 0.3628, "page": 0}, {"Word": "IDIAL RJKI", "Confidence": 0.5785, "X1": 0.14884, "Y1": 0.3742, "X2": 0.23121, "Y2": 0.374, "X3": 0.23121, "Y3": 0.3848, "X4": 0.14884, "Y4": 0.3848, "page": 0}, {"Word": "34.29 35:76", "Confidence": 0.6775, "X1": 0.38006, "Y1": 0.3752, "X2": 0.46387, "Y2": 0.375, "X3": 0.46243, "Y3": 0.3858, "X4": 0.38006, "Y4": 0.3838, "page": 0}, {"Word": "33.97", "Confidence": 0.625, "X1": 0.53324, "Y1": 0.3752, "X2": 0.56936, "Y2": 0.375, "X3": 0.56792, "Y3": 0.3848, "X4": 0.53324, "Y4": 0.3848, "page": 0}, {"Word": "34.24", "Confidence": 0.353, "X1": 0.59249, "Y1": 0.3742, "X2": 0.63439, "Y2": 0.374, "X3": 0.63295, "Y3": 0.3848, "X4": 0.59104, "Y4": 0.3848, "page": 0}, {"Word": "V.Z4", "Confidence": 0.541, "X1": 0.81792, "Y1": 0.3762, "X2": 0.8526, "Y2": 0.376, "X3": 0.8526, "Y3": 0.3848, "X4": 0.81936, "Y4": 0.3848, "page": 0}, {"Word": "MARLBORO", "Confidence": 0.958, "X1": 0.1474, "Y1": 0.3972, "X2": 0.22399, "Y2": 0.397, "X3": 0.22399, "Y3": 0.4068, "X4": 0.1474, "Y4": 0.4078, "page": 0}, {"Word": "33.24 31.14", "Confidence": 0.808, "X1": 0.38295, "Y1": 0.3972, "X2": 0.46243, "Y2": 0.397, "X3": 0.46243, "Y3": 0.4078, "X4": 0.38295, "Y4": 0.4078, "page": 0}, {"Word": "1.34", "Confidence": 0.819, "X1": 0.48121, "Y1": 0.3982, "X2": 0.50867, "Y2": 0.398, "X3": 0.50867, "Y3": 0.4078, "X4": 0.48121, "Y4": 0.4078, "page": 0}, {"Word": "30.8", "Confidence": 0.955, "X1": 0.53324, "Y1": 0.3982, "X2": 0.56214, "Y2": 0.398, "X3": 0.56214, "Y3": 0.4078, "X4": 0.53324, "Y4": 0.4078, "page": 0}, {"Word": "30 87", "Confidence": 0.7905, "X1": 0.70665, "Y1": 0.3982, "X2": 0.74277, "Y2": 0.398, "X3": 0.74277, "Y3": 0.4078, "X4": 0.7052, "Y4": 0.4068, "page": 0}, {"Word": "0.54", "Confidence": 0.656, "X1": 0.82225, "Y1": 0.3992, "X2": 0.84971, "Y2": 0.399, "X3": 0.84827, "Y3": 0.4078, "X4": 0.82225, "Y4": 0.4068, "page": 0}, {"Word": "30.01", "Confidence": 0.673, "X1": 0.59104, "Y1": 0.3992, "X2": 0.62572, "Y2": 0.399, "X3": 0.62572, "Y3": 0.4088, "X4": 0.59104, "Y4": 0.4078, "page": 0}, {"Word": "30.45", "Confidence": 0.847, "X1": 0.65029, "Y1": 0.3992, "X2": 0.68642, "Y2": 0.399, "X3": 0.68642, "Y3": 0.4088, "X4": 0.65029, "Y4": 0.4078, "page": 0}, {"Word": "31.41", "Confidence": 0.849, "X1": 0.76012, "Y1": 0.3992, "X2": 0.79191, "Y2": 0.399, "X3": 0.79046, "Y3": 0.4088, "X4": 0.76012, "Y4": 0.4078, "page": 0}, {"Word": "0.47", "Confidence": 0.674, "X1": 0.82081, "Y1": 0.4102, "X2": 0.84827, "Y2": 0.41, "X3": 0.84682, "Y3": 0.4178, "X4": 0.82081, "Y4": 0.4168, "page": 0}, {"Word": "MARLBORO.NM", "Confidence": 0.85, "X1": 0.14451, "Y1": 0.4092, "X2": 0.25289, "Y2": 0.409, "X3": 0.25289, "Y3": 0.4188, "X4": 0.14451, "Y4": 0.4188, "page": 0}, {"Word": "27.52 28.16", "Confidence": 0.954, "X1": 0.38295, "Y1": 0.4102, "X2": 0.46098, "Y2": 0.41, "X3": 0.46098, "Y3": 0.4198, "X4": 0.38295, "Y4": 0.4188, "page": 0}, {"Word": "27.95", "Confidence": 0.943, "X1": 0.53324, "Y1": 0.4102, "X2": 0.56936, "Y2": 0.41, "X3": 0.56936, "Y3": 0.4198, "X4": 0.53324, "Y4": 0.4188, "page": 0}, {"Word": "27.35", "Confidence": 0.934, "X1": 0.5896, "Y1": 0.4102, "X2": 0.63006, "Y2": 0.41, "X3": 0.62861, "Y3": 0.4198, "X4": 0.59104, "Y4": 0.4198, "page": 0}, {"Word": "27.64", "Confidence": 0.97, "X1": 0.65029, "Y1": 0.4092, "X2": 0.68931, "Y2": 0.409, "X3": 0.68786, "Y3": 0.4198, "X4": 0.64884, "Y4": 0.4188, "page": 0}, {"Word": "27 93", "Confidence": 0.5035, "X1": 0.70665, "Y1": 0.4102, "X2": 0.74422, "Y2": 0.41, "X3": 0.74277, "Y3": 0.4188, "X4": 0.70665, "Y4": 0.4188, "page": 0}, {"Word": "28.39", "Confidence": 0.883, "X1": 0.75723, "Y1": 0.4102, "X2": 0.79769, "Y2": 0.41, "X3": 0.79624, "Y3": 0.4198, "X4": 0.75723, "Y4": 0.4198, "page": 0}, {"Word": "MARLBORO.MEN", "Confidence": 0.768, "X1": 0.14306, "Y1": 0.4202, "X2": 0.25867, "Y2": 0.42, "X3": 0.25867, "Y3": 0.4308, "X4": 0.14306, "Y4": 0.4308, "page": 0}, {"Word": "272 2.98", "Confidence": 0.872, "X1": 0.38439, "Y1": 0.4202, "X2": 0.45809, "Y2": 0.42, "X3": 0.45809, "Y3": 0.4298, "X4": 0.38439, "Y4": 0.4298, "page": 0}, {"Word": "2.02", "Confidence": 0.259, "X1": 0.53613, "Y1": 0.4192, "X2": 0.56792, "Y2": 0.419, "X3": 0.56647, "Y3": 0.4298, "X4": 0.53613, "Y4": 0.4298, "page": 0}, {"Word": "265", "Confidence": 0.804, "X1": 0.59393, "Y1": 0.4202, "X2": 0.62428, "Y2": 0.42, "X3": 0.62283, "Y3": 0.4298, "X4": 0.59393, "Y4": 0.4298, "page": 0}, {"Word": "281", "Confidence": 0.997, "X1": 0.65607, "Y1": 0.4212, "X2": 0.68353, "Y2": 0.421, "X3": 0.68208, "Y3": 0.4298, "X4": 0.65462, "Y4": 0.4298, "page": 0}, {"Word": "295", "Confidence": 0.609, "X1": 0.70954, "Y1": 0.4212, "X2": 0.73844, "Y2": 0.421, "X3": 0.73699, "Y3": 0.4308, "X4": 0.70954, "Y4": 0.4298, "page": 0}, {"Word": "3.00", "Confidence": 0.648, "X1": 0.76156, "Y1": 0.4202, "X2": 0.79046, "Y2": 0.42, "X3": 0.78902, "Y3": 0.4298, "X4": 0.76156, "Y4": 0.4308, "page": 0}, {"Word": "0.08", "Confidence": 0.268, "X1": 0.82081, "Y1": 0.4212, "X2": 0.84827, "Y2": 0.421, "X3": 0.84827, "Y3": 0.4298, "X4": 0.82081, "Y4": 0.4298, "page": 0}, {"Word": "PARL", "Confidence": 0.985, "X1": 0.14451, "Y1": 0.4312, "X2": 0.18642, "Y2": 0.431, "X3": 0.18642, "Y3": 0.4408, "X4": 0.14451, "Y4": 0.4428, "page": 0}, {"Word": "1.03 1.02", "Confidence": 0.9425, "X1": 0.38728, "Y1": 0.4332, "X2": 0.45665, "Y2": 0.433, "X3": 0.45665, "Y3": 0.4418, "X4": 0.38728, "Y4": 0.4418, "page": 0}, {"Word": "1.02", "Confidence": 0.975, "X1": 0.42341, "Y1": 0.4332, "X2": 0.45665, "Y2": 0.433, "X3": 0.4552, "Y3": 0.4438, "X4": 0.42486, "Y4": 0.4418, "page": 0}, {"Word": "0.01", "Confidence": 0.955, "X1": 0.47977, "Y1": 0.4332, "X2": 0.50867, "Y2": 0.433, "X3": 0.50723, "Y3": 0.4438, "X4": 0.47977, "Y4": 0.4428, "page": 0}, {"Word": "1.00", "Confidence": 0.934, "X1": 0.53757, "Y1": 0.4332, "X2": 0.56503, "Y2": 0.433, "X3": 0.56358, "Y3": 0.4428, "X4": 0.53757, "Y4": 0.4428, "page": 0}, {"Word": "1.00", "Confidence": 0.666, "X1": 0.59682, "Y1": 0.4322, "X2": 0.62572, "Y2": 0.432, "X3": 0.62428, "Y3": 0.4418, "X4": 0.59538, "Y4": 0.4418, "page": 0}, {"Word": "1.00", "Confidence": 0.9, "X1": 0.70954, "Y1": 0.4342, "X2": 0.73844, "Y2": 0.434, "X3": 0.73699, "Y3": 0.4428, "X4": 0.70954, "Y4": 0.4418, "page": 0}, {"Word": "1.03", "Confidence": 0.794, "X1": 0.76445, "Y1": 0.4332, "X2": 0.79335, "Y2": 0.433, "X3": 0.79191, "Y3": 0.4428, "X4": 0.76445, "Y4": 0.4428, "page": 0}, {"Word": "0.04", "Confidence": 0.926, "X1": 0.82081, "Y1": 0.4332, "X2": 0.84971, "Y2": 0.433, "X3": 0.84971, "Y3": 0.4408, "X4": 0.82081, "Y4": 0.4408, "page": 0}, {"Word": "HASIL", "Confidence": 0.591, "X1": 0.14595, "Y1": 0.4432, "X2": 0.18786, "Y2": 0.443, "X3": 0.18642, "Y3": 0.4528, "X4": 0.14451, "Y4": 0.4518, "page": 0}, {"Word": "4.115", "Confidence": 0.53, "X1": 0.38873, "Y1": 0.4432, "X2": 0.41908, "Y2": 0.443, "X3": 0.41908, "Y3": 0.4518, "X4": 0.38728, "Y4": 0.4518, "page": 0}, {"Word": "450", "Confidence": 0.253, "X1": 0.42486, "Y1": 0.4442, "X2": 0.45665, "Y2": 0.444, "X3": 0.4552, "Y3": 0.4518, "X4": 0.42341, "Y4": 0.4518, "page": 0}, {"Word": "U.S", "Confidence": 0.085, "X1": 0.47832, "Y1": 0.4432, "X2": 0.50723, "Y2": 0.443, "X3": 0.50723, "Y3": 0.4528, "X4": 0.47688, "Y4": 0.4518, "page": 0}, {"Word": "4.65", "Confidence": 0.514, "X1": 0.53757, "Y1": 0.4432, "X2": 0.56647, "Y2": 0.443, "X3": 0.56503, "Y3": 0.4518, "X4": 0.53757, "Y4": 0.4518, "page": 0}, {"Word": "4.64", "Confidence": 0.315, "X1": 0.59682, "Y1": 0.4422, "X2": 0.62428, "Y2": 0.442, "X3": 0.62283, "Y3": 0.4518, "X4": 0.59682, "Y4": 0.4508, "page": 0}, {"Word": "4 /u", "Confidence": 0.95, "X1": 0.65462, "Y1": 0.4432, "X2": 0.68208, "Y2": 0.443, "X3": 0.68208, "Y3": 0.4518, "X4": 0.65462, "Y4": 0.4518, "page": 0}, {"Word": "4.93", "Confidence": 0.145, "X1": 0.71098, "Y1": 0.4442, "X2": 0.73844, "Y2": 0.444, "X3": 0.73844, "Y3": 0.4518, "X4": 0.70954, "Y4": 0.4518, "page": 0}, {"Word": "4.9%", "Confidence": 0.068, "X1": 0.76445, "Y1": 0.4422, "X2": 0.79335, "Y2": 0.442, "X3": 0.79191, "Y3": 0.4518, "X4": 0.76301, "Y4": 0.4518, "page": 0}, {"Word": "U.US", "Confidence": 0.613, "X1": 0.82225, "Y1": 0.4442, "X2": 0.84971, "Y2": 0.444, "X3": 0.84971, "Y3": 0.4518, "X4": 0.82225, "Y4": 0.4518, "page": 0}, {"Word": "IVIAL PM", "Confidence": 0.78, "X1": 0.14884, "Y1": 0.4542, "X2": 0.21821, "Y2": 0.454, "X3": 0.21821, "Y3": 0.4658, "X4": 0.14884, "Y4": 0.4648, "page": 0}, {"Word": "41.24 424.1", "Confidence": 0.4445, "X1": 0.38006, "Y1": 0.4562, "X2": 0.46532, "Y2": 0.456, "X3": 0.46387, "Y3": 0.4658, "X4": 0.38006, "Y4": 0.4648, "page": 0}, {"Word": "42.00", "Confidence": 0.629, "X1": 0.53468, "Y1": 0.4572, "X2": 0.56936, "Y2": 0.457, "X3": 0.56792, "Y3": 0.4658, "X4": 0.53324, "Y4": 0.4658, "page": 0}, {"Word": "TT.14", "Confidence": 0.616, "X1": 0.59393, "Y1": 0.4562, "X2": 0.62861, "Y2": 0.456, "X3": 0.62861, "Y3": 0.4658, "X4": 0.59249, "Y4": 0.4648, "page": 0}, {"Word": "$1.35", "Confidence": 0.472, "X1": 0.65029, "Y1": 0.4552, "X2": 0.68642, "Y2": 0.455, "X3": 0.68642, "Y3": 0.4648, "X4": 0.64884, "Y4": 0.4638, "page": 0}, {"Word": "42.76", "Confidence": 0.905, "X1": 0.76156, "Y1": 0.4562, "X2": 0.79769, "Y2": 0.456, "X3": 0.79769, "Y3": 0.4648, "X4": 0.76012, "Y4": 0.4648, "page": 0}, {"Word": "V.by", "Confidence": 0.418, "X1": 0.81792, "Y1": 0.4562, "X2": 0.84971, "Y2": 0.456, "X3": 0.84971, "Y3": 0.4628, "X4": 0.81936, "Y4": 0.4638, "page": 0}, {"Word": "NEWPOKI", "Confidence": 0.587, "X1": 0.1474, "Y1": 0.4782, "X2": 0.21821, "Y2": 0.478, "X3": 0.21821, "Y3": 0.4878, "X4": 0.1474, "Y4": 0.4878, "page": 0}, {"Word": "4.44", "Confidence": 0.429, "X1": 0.38439, "Y1": 0.4792, "X2": 0.42197, "Y2": 0.479, "X3": 0.42197, "Y3": 0.4878, "X4": 0.38295, "Y4": 0.4868, "page": 0}, {"Word": "4.52", "Confidence": 0.642, "X1": 0.42486, "Y1": 0.4782, "X2": 0.45954, "Y2": 0.478, "X3": 0.45954, "Y3": 0.4878, "X4": 0.42486, "Y4": 0.4868, "page": 0}, {"Word": "-U.SU", "Confidence": 0.608, "X1": 0.4711, "Y1": 0.4782, "X2": 0.50867, "Y2": 0.478, "X3": 0.50723, "Y3": 0.4878, "X4": 0.4711, "Y4": 0.4878, "page": 0}, {"Word": "4.25", "Confidence": 0.848, "X1": 0.54046, "Y1": 0.4782, "X2": 0.56647, "Y2": 0.478, "X3": 0.56503, "Y3": 0.4868, "X4": 0.54046, "Y4": 0.4868, "page": 0}, {"Word": "4./5", "Confidence": 0.894, "X1": 0.59827, "Y1": 0.4782, "X2": 0.62428, "Y2": 0.478, "X3": 0.62428, "Y3": 0.4878, "X4": 0.59827, "Y4": 0.4878, "page": 0}, {"Word": "4.U\u010d", "Confidence": 0.433, "X1": 0.65462, "Y1": 0.4782, "X2": 0.68208, "Y2": 0.478, "X3": 0.68208, "Y3": 0.4868, "X4": 0.65462, "Y4": 0.4868, "page": 0}, {"Word": "4.50", "Confidence": 0.635, "X1": 0.76301, "Y1": 0.4782, "X2": 0.79335, "Y2": 0.478, "X3": 0.79335, "Y3": 0.4878, "X4": 0.76301, "Y4": 0.4878, "page": 0}, {"Word": "IUIAL LUK", "Confidence": 0.905, "X1": 0.14884, "Y1": 0.4892, "X2": 0.22399, "Y2": 0.489, "X3": 0.22543, "Y3": 0.4988, "X4": 0.14884, "Y4": 0.4998, "page": 0}, {"Word": "6.77 5.50", "Confidence": 0.6615, "X1": 0.38295, "Y1": 0.4902, "X2": 0.46098, "Y2": 0.49, "X3": 0.46098, "Y3": 0.4998, "X4": 0.38295, "Y4": 0.4988, "page": 0}, {"Word": "645", "Confidence": 0.598, "X1": 0.53613, "Y1": 0.4892, "X2": 0.56214, "Y2": 0.489, "X3": 0.56214, "Y3": 0.4988, "X4": 0.53468, "Y4": 0.4988, "page": 0}, {"Word": "8:05", "Confidence": 0.594, "X1": 0.59682, "Y1": 0.4902, "X2": 0.62572, "Y2": 0.49, "X3": 0.62428, "Y3": 0.4998, "X4": 0.59538, "Y4": 0.4988, "page": 0}, {"Word": "5.75", "Confidence": 0.601, "X1": 0.76301, "Y1": 0.4892, "X2": 0.79046, "Y2": 0.489, "X3": 0.79046, "Y3": 0.4988, "X4": 0.76301, "Y4": 0.4988, "page": 0}, {"Word": "LIGGETT", "Confidence": 0.994, "X1": 0.14595, "Y1": 0.5122, "X2": 0.2052, "Y2": 0.512, "X3": 0.20665, "Y3": 0.5228, "X4": 0.14595, "Y4": 0.5228, "page": 0}, {"Word": "2.85", "Confidence": 0.531, "X1": 0.38728, "Y1": 0.5142, "X2": 0.41908, "Y2": 0.514, "X3": 0.41908, "Y3": 0.5228, "X4": 0.38873, "Y4": 0.5218, "page": 0}, {"Word": "2.85 3.07", "Confidence": 0.9555, "X1": 0.38873, "Y1": 0.5132, "X2": 0.4552, "Y2": 0.513, "X3": 0.4552, "Y3": 0.5228, "X4": 0.38873, "Y4": 0.5228, "page": 0}, {"Word": "3.07", "Confidence": 0.806, "X1": 0.4263, "Y1": 0.5132, "X2": 0.45665, "Y2": 0.513, "X3": 0.45665, "Y3": 0.5228, "X4": 0.4263, "Y4": 0.5218, "page": 0}, {"Word": "3.09", "Confidence": 0.788, "X1": 0.54046, "Y1": 0.5132, "X2": 0.56503, "Y2": 0.513, "X3": 0.56358, "Y3": 0.5218, "X4": 0.54046, "Y4": 0.5218, "page": 0}, {"Word": "282", "Confidence": 0.666, "X1": 0.59827, "Y1": 0.5142, "X2": 0.62428, "Y2": 0.514, "X3": 0.62428, "Y3": 0.5228, "X4": 0.59827, "Y4": 0.5228, "page": 0}, {"Word": "3.13", "Confidence": 0.799, "X1": 0.65318, "Y1": 0.5132, "X2": 0.67919, "Y2": 0.513, "X3": 0.67775, "Y3": 0.5218, "X4": 0.65173, "Y4": 0.5218, "page": 0}, {"Word": "3.25", "Confidence": 0.898, "X1": 0.70954, "Y1": 0.5132, "X2": 0.73699, "Y2": 0.513, "X3": 0.73699, "Y3": 0.5218, "X4": 0.70954, "Y4": 0.5218, "page": 0}, {"Word": "2.88", "Confidence": 0.795, "X1": 0.76445, "Y1": 0.5132, "X2": 0.79046, "Y2": 0.513, "X3": 0.79191, "Y3": 0.5228, "X4": 0.7659, "Y4": 0.5228, "page": 0}, {"Word": "-0.37", "Confidence": 0.933, "X1": 0.82081, "Y1": 0.5132, "X2": 0.84971, "Y2": 0.513, "X3": 0.84827, "Y3": 0.5228, "X4": 0.82081, "Y4": 0.5228, "page": 0}, {"Word": "COMMONWEALTH", "Confidence": 0.992, "X1": 0.14451, "Y1": 0.5232, "X2": 0.27023, "Y2": 0.523, "X3": 0.27023, "Y3": 0.5348, "X4": 0.14451, "Y4": 0.5338, "page": 0}, {"Word": "4.05 4.38", "Confidence": 0.991, "X1": 0.38873, "Y1": 0.5252, "X2": 0.45809, "Y2": 0.525, "X3": 0.45665, "Y3": 0.5338, "X4": 0.38873, "Y4": 0.5328, "page": 0}, {"Word": "0.98", "Confidence": 0.884, "X1": 0.47977, "Y1": 0.5252, "X2": 0.50723, "Y2": 0.525, "X3": 0.50723, "Y3": 0.5348, "X4": 0.47977, "Y4": 0.5338, "page": 0}, {"Word": "4.40", "Confidence": 0.935, "X1": 0.53613, "Y1": 0.5242, "X2": 0.56503, "Y2": 0.524, "X3": 0.56503, "Y3": 0.5338, "X4": 0.53468, "Y4": 0.5338, "page": 0}, {"Word": "3.49", "Confidence": 0.49, "X1": 0.59827, "Y1": 0.5242, "X2": 0.62717, "Y2": 0.524, "X3": 0.62572, "Y3": 0.5338, "X4": 0.59682, "Y4": 0.5328, "page": 0}, {"Word": "4.43", "Confidence": 0.094, "X1": 0.65462, "Y1": 0.5252, "X2": 0.68208, "Y2": 0.525, "X3": 0.68208, "Y3": 0.5328, "X4": 0.65318, "Y4": 0.5328, "page": 0}, {"Word": "4.31", "Confidence": 0.655, "X1": 0.70954, "Y1": 0.5252, "X2": 0.73699, "Y2": 0.525, "X3": 0.73699, "Y3": 0.5338, "X4": 0.70954, "Y4": 0.5328, "page": 0}, {"Word": "4.46", "Confidence": 0.887, "X1": 0.76301, "Y1": 0.5252, "X2": 0.79335, "Y2": 0.525, "X3": 0.79335, "Y3": 0.5348, "X4": 0.76301, "Y4": 0.5338, "page": 0}, {"Word": "0.15", "Confidence": 0.808, "X1": 0.82081, "Y1": 0.5252, "X2": 0.84827, "Y2": 0.525, "X3": 0.84827, "Y3": 0.5338, "X4": 0.82081, "Y4": 0.5338, "page": 0}, {"Word": "VIMEK MIKS", "Confidence": 0.2995, "X1": 0.1474, "Y1": 0.5342, "X2": 0.23699, "Y2": 0.534, "X3": 0.23699, "Y3": 0.5448, "X4": 0.1474, "Y4": 0.5448, "page": 0}, {"Word": "11.00 TU.ro", "Confidence": 0.6205, "X1": 0.38295, "Y1": 0.5352, "X2": 0.46098, "Y2": 0.535, "X3": 0.46098, "Y3": 0.5448, "X4": 0.38295, "Y4": 0.5448, "page": 0}, {"Word": "-1.00", "Confidence": 0.811, "X1": 0.46676, "Y1": 0.5362, "X2": 0.50867, "Y2": 0.536, "X3": 0.50867, "Y3": 0.5438, "X4": 0.46676, "Y4": 0.5438, "page": 0}, {"Word": "11.00", "Confidence": 0.826, "X1": 0.53179, "Y1": 0.5352, "X2": 0.56936, "Y2": 0.535, "X3": 0.56936, "Y3": 0.5448, "X4": 0.53179, "Y4": 0.5448, "page": 0}, {"Word": "11.4", "Confidence": 0.981, "X1": 0.65173, "Y1": 0.5362, "X2": 0.68353, "Y2": 0.536, "X3": 0.68353, "Y3": 0.5448, "X4": 0.65173, "Y4": 0.5448, "page": 0}, {"Word": "11.32", "Confidence": 0.468, "X1": 0.70809, "Y1": 0.5352, "X2": 0.74133, "Y2": 0.535, "X3": 0.74133, "Y3": 0.5448, "X4": 0.70809, "Y4": 0.5448, "page": 0}, {"Word": "10.43", "Confidence": 0.219, "X1": 0.76012, "Y1": 0.5362, "X2": 0.79624, "Y2": 0.536, "X3": 0.79624, "Y3": 0.5448, "X4": 0.76156, "Y4": 0.5438, "page": 0}, {"Word": "-1.4M", "Confidence": 0.264, "X1": 0.81936, "Y1": 0.5362, "X2": 0.8526, "Y2": 0.536, "X3": 0.8526, "Y3": 0.5438, "X4": 0.81792, "Y4": 0.5448, "page": 0}, {"Word": "IVIAL VINEK", "Confidence": 0.476, "X1": 0.1474, "Y1": 0.5462, "X2": 0.24277, "Y2": 0.546, "X3": 0.24277, "Y3": 0.5578, "X4": 0.1474, "Y4": 0.5568, "page": 0}, {"Word": "73.59 18:23", "Confidence": 0.4435, "X1": 0.38295, "Y1": 0.5482, "X2": 0.46243, "Y2": 0.548, "X3": 0.46243, "Y3": 0.5578, "X4": 0.38295, "Y4": 0.5558, "page": 0}, {"Word": "18.54", "Confidence": 0.836, "X1": 0.53468, "Y1": 0.5482, "X2": 0.57225, "Y2": 0.548, "X3": 0.57225, "Y3": 0.5568, "X4": 0.53468, "Y4": 0.5568, "page": 0}, {"Word": "18.57", "Confidence": 0.849, "X1": 0.5896, "Y1": 0.5482, "X2": 0.62717, "Y2": 0.548, "X3": 0.62572, "Y3": 0.5568, "X4": 0.58815, "Y4": 0.5568, "page": 0}, {"Word": "18.88", "Confidence": 0.865, "X1": 0.70665, "Y1": 0.5482, "X2": 0.74133, "Y2": 0.548, "X3": 0.73988, "Y3": 0.5568, "X4": 0.70665, "Y4": 0.5568, "page": 0}], "words_data": [{"Word": "MARLIN", "Confidence": 0.981, "X1": 0.41329, "Y1": 0.0222, "X2": 0.46676, "Y2": 0.022, "X3": 0.46532, "Y3": 0.0338, "X4": 0.41185, "Y4": 0.0338, "page": 0, "Index": 0}, {"Word": "TOPLINE", "Confidence": 0.995, "X1": 0.46965, "Y1": 0.0222, "X2": 0.52601, "Y2": 0.022, "X3": 0.52457, "Y3": 0.0338, "X4": 0.46821, "Y4": 0.0338, "page": 0, "Index": 1}, {"Word": "REPORT", "Confidence": 0.996, "X1": 0.5289, "Y1": 0.0222, "X2": 0.58671, "Y2": 0.022, "X3": 0.58526, "Y3": 0.0338, "X4": 0.52746, "Y4": 0.0338, "page": 0, "Index": 2}, {"Word": "FEBRUARY,", "Confidence": 0.991, "X1": 0.44364, "Y1": 0.0352, "X2": 0.52023, "Y2": 0.035, "X3": 0.52023, "Y3": 0.0468, "X4": 0.4422, "Y4": 0.0468, "page": 0, "Index": 3}, {"Word": "2006", "Confidence": 0.934, "X1": 0.52312, "Y1": 0.0352, "X2": 0.55491, "Y2": 0.035, "X3": 0.55491, "Y3": 0.0468, "X4": 0.52312, "Y4": 0.0468, "page": 0, "Index": 4}, {"Word": "Carton", "Confidence": 0.995, "X1": 0.13439, "Y1": 0.0442, "X2": 0.17775, "Y2": 0.044, "X3": 0.1763, "Y3": 0.0558, "X4": 0.13439, "Y4": 0.0568, "page": 0, "Index": 5}, {"Word": "Outlets", "Confidence": 0.779, "X1": 0.18064, "Y1": 0.0442, "X2": 0.22832, "Y2": 0.044, "X3": 0.22688, "Y3": 0.0558, "X4": 0.18064, "Y4": 0.0558, "page": 0, "Index": 6}, {"Word": "Total", "Confidence": 0.991, "X1": 0.23121, "Y1": 0.0442, "X2": 0.26156, "Y2": 0.044, "X3": 0.26156, "Y3": 0.0558, "X4": 0.23121, "Y4": 0.0558, "page": 0, "Index": 7}, {"Word": "US", "Confidence": 0.962, "X1": 0.26445, "Y1": 0.0452, "X2": 0.28613, "Y2": 0.045, "X3": 0.28468, "Y3": 0.0558, "X4": 0.26445, "Y4": 0.0558, "page": 0, "Index": 8}, {"Word": "YTD", "Confidence": 0.922, "X1": 0.46821, "Y1": 0.0622, "X2": 0.49422, "Y2": 0.062, "X3": 0.49277, "Y3": 0.0728, "X4": 0.46676, "Y4": 0.0718, "page": 0, "Index": 9}, {"Word": "'06", "Confidence": 0.2, "X1": 0.49855, "Y1": 0.0622, "X2": 0.51879, "Y2": 0.062, "X3": 0.51734, "Y3": 0.0728, "X4": 0.49711, "Y4": 0.0728, "page": 0, "Index": 10}, {"Word": "Month,", "Confidence": 0.977, "X1": 0.58815, "Y1": 0.0642, "X2": 0.63439, "Y2": 0.064, "X3": 0.6315, "Y3": 0.0738, "X4": 0.58815, "Y4": 0.0728, "page": 0, "Index": 11}, {"Word": "Current", "Confidence": 0.958, "X1": 0.81214, "Y1": 0.0632, "X2": 0.86272, "Y2": 0.063, "X3": 0.86127, "Y3": 0.0738, "X4": 0.81069, "Y4": 0.0728, "page": 0, "Index": 12}, {"Word": "Year", "Confidence": 0.989, "X1": 0.38728, "Y1": 0.0762, "X2": 0.41908, "Y2": 0.076, "X3": 0.41908, "Y3": 0.0858, "X4": 0.38728, "Y4": 0.0868, "page": 0, "Index": 13}, {"Word": "YTD", "Confidence": 0.991, "X1": 0.42775, "Y1": 0.0762, "X2": 0.4552, "Y2": 0.076, "X3": 0.4552, "Y3": 0.0858, "X4": 0.42775, "Y4": 0.0858, "page": 0, "Index": 14}, {"Word": "Year", "Confidence": 0.842, "X1": 0.47977, "Y1": 0.0762, "X2": 0.50434, "Y2": 0.076, "X3": 0.50434, "Y3": 0.0868, "X4": 0.47832, "Y4": 0.0858, "page": 0, "Index": 15}, {"Word": "Current", "Confidence": 0.935, "X1": 0.52457, "Y1": 0.0762, "X2": 0.57803, "Y2": 0.076, "X3": 0.57659, "Y3": 0.0868, "X4": 0.52457, "Y4": 0.0858, "page": 0, "Index": 16}, {"Word": "Year", "Confidence": 0.986, "X1": 0.59538, "Y1": 0.0762, "X2": 0.62861, "Y2": 0.076, "X3": 0.62717, "Y3": 0.0868, "X4": 0.59393, "Y4": 0.0858, "page": 0, "Index": 17}, {"Word": "Month", "Confidence": 0.982, "X1": 0.81503, "Y1": 0.0752, "X2": 0.85694, "Y2": 0.075, "X3": 0.85694, "Y3": 0.0858, "X4": 0.81358, "Y4": 0.0848, "page": 0, "Index": 18}, {"Word": "Ago", "Confidence": 0.995, "X1": 0.48121, "Y1": 0.0882, "X2": 0.50867, "Y2": 0.088, "X3": 0.50867, "Y3": 0.0978, "X4": 0.48266, "Y4": 0.0988, "page": 0, "Index": 19}, {"Word": "OTR", "Confidence": 0.873, "X1": 0.53468, "Y1": 0.0882, "X2": 0.56358, "Y2": 0.088, "X3": 0.56358, "Y3": 0.0978, "X4": 0.53468, "Y4": 0.0978, "page": 0, "Index": 20}, {"Word": "Ago", "Confidence": 0.957, "X1": 0.59538, "Y1": 0.0882, "X2": 0.62283, "Y2": 0.088, "X3": 0.62283, "Y3": 0.0978, "X4": 0.59682, "Y4": 0.0988, "page": 0, "Index": 21}, {"Word": "2005", "Confidence": 0.987, "X1": 0.38584, "Y1": 0.0892, "X2": 0.41474, "Y2": 0.089, "X3": 0.41474, "Y3": 0.0988, "X4": 0.38584, "Y4": 0.0988, "page": 0, "Index": 22}, {"Word": "2006", "Confidence": 0.883, "X1": 0.4263, "Y1": 0.0892, "X2": 0.45665, "Y2": 0.089, "X3": 0.45665, "Y3": 0.0988, "X4": 0.4263, "Y4": 0.0988, "page": 0, "Index": 23}, {"Word": "Nov", "Confidence": 0.969, "X1": 0.64451, "Y1": 0.0882, "X2": 0.66908, "Y2": 0.088, "X3": 0.66763, "Y3": 0.0988, "X4": 0.64451, "Y4": 0.0988, "page": 0, "Index": 24}, {"Word": "'05", "Confidence": 0.855, "X1": 0.67197, "Y1": 0.0882, "X2": 0.6922, "Y2": 0.088, "X3": 0.6922, "Y3": 0.0988, "X4": 0.67052, "Y4": 0.0988, "page": 0, "Index": 25}, {"Word": "Dec", "Confidence": 0.907, "X1": 0.69942, "Y1": 0.0882, "X2": 0.72254, "Y2": 0.088, "X3": 0.72254, "Y3": 0.0988, "X4": 0.69798, "Y4": 0.0988, "page": 0, "Index": 26}, {"Word": "'05", "Confidence": 0.21, "X1": 0.72543, "Y1": 0.0882, "X2": 0.74711, "Y2": 0.088, "X3": 0.74566, "Y3": 0.0988, "X4": 0.72543, "Y4": 0.0988, "page": 0, "Index": 27}, {"Word": "Jan", "Confidence": 0.998, "X1": 0.75434, "Y1": 0.0882, "X2": 0.77746, "Y2": 0.088, "X3": 0.77746, "Y3": 0.0988, "X4": 0.75434, "Y4": 0.0988, "page": 0, "Index": 28}, {"Word": "'06", "Confidence": 0.668, "X1": 0.78035, "Y1": 0.0882, "X2": 0.80058, "Y2": 0.088, "X3": 0.79913, "Y3": 0.0988, "X4": 0.78035, "Y4": 0.0988, "page": 0, "Index": 29}, {"Word": "vs", "Confidence": 0.814, "X1": 0.81503, "Y1": 0.0892, "X2": 0.83092, "Y2": 0.089, "X3": 0.82948, "Y3": 0.0998, "X4": 0.81503, "Y4": 0.0988, "page": 0, "Index": 30}, {"Word": "PP", "Confidence": 0.998, "X1": 0.83382, "Y1": 0.0892, "X2": 0.8526, "Y2": 0.089, "X3": 0.85116, "Y3": 0.0998, "X4": 0.83382, "Y4": 0.0998, "page": 0, "Index": 31}, {"Word": "SHARE", "Confidence": 0.997, "X1": 0.13584, "Y1": 0.1002, "X2": 0.18064, "Y2": 0.1, "X3": 0.17919, "Y3": 0.1128, "X4": 0.13439, "Y4": 0.1128, "page": 0, "Index": 32}, {"Word": "OF", "Confidence": 0.998, "X1": 0.18353, "Y1": 0.1002, "X2": 0.20231, "Y2": 0.1, "X3": 0.20231, "Y3": 0.1128, "X4": 0.18353, "Y4": 0.1128, "page": 0, "Index": 33}, {"Word": "VOLUME", "Confidence": 0.995, "X1": 0.20665, "Y1": 0.1002, "X2": 0.2659, "Y2": 0.1, "X3": 0.2659, "Y3": 0.1138, "X4": 0.2052, "Y4": 0.1128, "page": 0, "Index": 34}, {"Word": "CAMEL.EX.NF", "Confidence": 0.213, "X1": 0.14595, "Y1": 0.1232, "X2": 0.23555, "Y2": 0.123, "X3": 0.23555, "Y3": 0.1338, "X4": 0.14595, "Y4": 0.1338, "page": 0, "Index": 35}, {"Word": "4.43", "Confidence": 0.849, "X1": 0.38873, "Y1": 0.1252, "X2": 0.41474, "Y2": 0.125, "X3": 0.41474, "Y3": 0.1348, "X4": 0.38728, "Y4": 0.1348, "page": 0, "Index": 36}, {"Word": "4,51", "Confidence": 0.647, "X1": 0.42775, "Y1": 0.1252, "X2": 0.45665, "Y2": 0.125, "X3": 0.4552, "Y3": 0.1348, "X4": 0.42775, "Y4": 0.1348, "page": 0, "Index": 37}, {"Word": "4.50", "Confidence": 0.853, "X1": 0.53757, "Y1": 0.1242, "X2": 0.56358, "Y2": 0.124, "X3": 0.56358, "Y3": 0.1338, "X4": 0.53757, "Y4": 0.1338, "page": 0, "Index": 38}, {"Word": "4.36", "Confidence": 0.991, "X1": 0.59827, "Y1": 0.1242, "X2": 0.62428, "Y2": 0.124, "X3": 0.62428, "Y3": 0.1338, "X4": 0.59827, "Y4": 0.1338, "page": 0, "Index": 39}, {"Word": "4.47", "Confidence": 0.88, "X1": 0.65607, "Y1": 0.1252, "X2": 0.68208, "Y2": 0.125, "X3": 0.68208, "Y3": 0.1338, "X4": 0.65607, "Y4": 0.1338, "page": 0, "Index": 40}, {"Word": "4.49", "Confidence": 0.663, "X1": 0.71243, "Y1": 0.1252, "X2": 0.73699, "Y2": 0.125, "X3": 0.73699, "Y3": 0.1338, "X4": 0.71243, "Y4": 0.1338, "page": 0, "Index": 41}, {"Word": "4.54", "Confidence": 0.827, "X1": 0.76301, "Y1": 0.1252, "X2": 0.79191, "Y2": 0.125, "X3": 0.79191, "Y3": 0.1348, "X4": 0.76301, "Y4": 0.1348, "page": 0, "Index": 42}, {"Word": "0.05", "Confidence": 0.928, "X1": 0.82081, "Y1": 0.1252, "X2": 0.84827, "Y2": 0.125, "X3": 0.84827, "Y3": 0.1338, "X4": 0.82081, "Y4": 0.1338, "page": 0, "Index": 43}, {"Word": "KUUL", "Confidence": 0.816, "X1": 0.14595, "Y1": 0.1342, "X2": 0.18497, "Y2": 0.134, "X3": 0.18497, "Y3": 0.1448, "X4": 0.14595, "Y4": 0.1438, "page": 0, "Index": 44}, {"Word": "5.1/", "Confidence": 0.38, "X1": 0.38728, "Y1": 0.1362, "X2": 0.41329, "Y2": 0.136, "X3": 0.41329, "Y3": 0.1448, "X4": 0.38728, "Y4": 0.1448, "page": 0, "Index": 45}, {"Word": "4.10", "Confidence": 0.65, "X1": 0.42775, "Y1": 0.1362, "X2": 0.45376, "Y2": 0.136, "X3": 0.45376, "Y3": 0.1448, "X4": 0.42775, "Y4": 0.1448, "page": 0, "Index": 46}, {"Word": "4.10", "Confidence": 0.684, "X1": 0.42919, "Y1": 0.1352, "X2": 0.4552, "Y2": 0.135, "X3": 0.4552, "Y3": 0.1448, "X4": 0.42919, "Y4": 0.1448, "page": 0, "Index": 47}, {"Word": "SUR", "Confidence": 0.589, "X1": 0.59971, "Y1": 0.1352, "X2": 0.62717, "Y2": 0.135, "X3": 0.62572, "Y3": 0.1448, "X4": 0.59971, "Y4": 0.1438, "page": 0, "Index": 48}, {"Word": "320", "Confidence": 0.758, "X1": 0.65896, "Y1": 0.1362, "X2": 0.68064, "Y2": 0.136, "X3": 0.67919, "Y3": 0.1448, "X4": 0.65751, "Y4": 0.1438, "page": 0, "Index": 49}, {"Word": "5.14", "Confidence": 0.61, "X1": 0.71098, "Y1": 0.1352, "X2": 0.73699, "Y2": 0.135, "X3": 0.73699, "Y3": 0.1448, "X4": 0.71098, "Y4": 0.1448, "page": 0, "Index": 50}, {"Word": "INVESTMENT", "Confidence": 0.992, "X1": 0.14595, "Y1": 0.1462, "X2": 0.23121, "Y2": 0.146, "X3": 0.23121, "Y3": 0.1578, "X4": 0.14451, "Y4": 0.1588, "page": 0, "Index": 51}, {"Word": "BRANDS", "Confidence": 0.997, "X1": 0.23555, "Y1": 0.1462, "X2": 0.29335, "Y2": 0.146, "X3": 0.29191, "Y3": 0.1578, "X4": 0.2341, "Y4": 0.1578, "page": 0, "Index": 52}, {"Word": "7460", "Confidence": 0.604, "X1": 0.38728, "Y1": 0.1472, "X2": 0.41474, "Y2": 0.147, "X3": 0.41474, "Y3": 0.1578, "X4": 0.38728, "Y4": 0.1578, "page": 0, "Index": 53}, {"Word": "7.67", "Confidence": 0.386, "X1": 0.42775, "Y1": 0.1482, "X2": 0.4552, "Y2": 0.148, "X3": 0.4552, "Y3": 0.1578, "X4": 0.42775, "Y4": 0.1578, "page": 0, "Index": 54}, {"Word": "0.31", "Confidence": 0.905, "X1": 0.47832, "Y1": 0.1482, "X2": 0.50723, "Y2": 0.148, "X3": 0.50578, "Y3": 0.1578, "X4": 0.47688, "Y4": 0.1578, "page": 0, "Index": 55}, {"Word": "7.72", "Confidence": 0.677, "X1": 0.65607, "Y1": 0.1492, "X2": 0.68208, "Y2": 0.149, "X3": 0.68064, "Y3": 0.1578, "X4": 0.65607, "Y4": 0.1568, "page": 0, "Index": 56}, {"Word": "7.83", "Confidence": 0.506, "X1": 0.71098, "Y1": 0.1472, "X2": 0.73699, "Y2": 0.147, "X3": 0.73699, "Y3": 0.1568, "X4": 0.71098, "Y4": 0.1568, "page": 0, "Index": 57}, {"Word": "7272", "Confidence": 0.719, "X1": 0.76301, "Y1": 0.1482, "X2": 0.79335, "Y2": 0.148, "X3": 0.79191, "Y3": 0.1578, "X4": 0.76156, "Y4": 0.1558, "page": 0, "Index": 58}, {"Word": "WINSTON", "Confidence": 0.996, "X1": 0.14451, "Y1": 0.1692, "X2": 0.20954, "Y2": 0.169, "X3": 0.20954, "Y3": 0.1808, "X4": 0.14451, "Y4": 0.1798, "page": 0, "Index": 59}, {"Word": "5.2", "Confidence": 0.933, "X1": 0.38728, "Y1": 0.1692, "X2": 0.40751, "Y2": 0.169, "X3": 0.40751, "Y3": 0.1798, "X4": 0.38728, "Y4": 0.1788, "page": 0, "Index": 60}, {"Word": "5.09", "Confidence": 0.604, "X1": 0.42775, "Y1": 0.1702, "X2": 0.45665, "Y2": 0.17, "X3": 0.4552, "Y3": 0.1798, "X4": 0.4263, "Y4": 0.1788, "page": 0, "Index": 61}, {"Word": "-0.11", "Confidence": 0.883, "X1": 0.47688, "Y1": 0.1702, "X2": 0.50723, "Y2": 0.17, "X3": 0.50578, "Y3": 0.1808, "X4": 0.47688, "Y4": 0.1798, "page": 0, "Index": 62}, {"Word": "5.12", "Confidence": 0.903, "X1": 0.54046, "Y1": 0.1702, "X2": 0.56503, "Y2": 0.17, "X3": 0.56503, "Y3": 0.1808, "X4": 0.54046, "Y4": 0.1798, "page": 0, "Index": 63}, {"Word": "5.22", "Confidence": 0.986, "X1": 0.59538, "Y1": 0.1702, "X2": 0.62283, "Y2": 0.17, "X3": 0.62283, "Y3": 0.1798, "X4": 0.59538, "Y4": 0.1798, "page": 0, "Index": 64}, {"Word": "5.10", "Confidence": 0.617, "X1": 0.65462, "Y1": 0.1692, "X2": 0.67919, "Y2": 0.169, "X3": 0.67919, "Y3": 0.1798, "X4": 0.65462, "Y4": 0.1798, "page": 0, "Index": 65}, {"Word": "5.00", "Confidence": 0.991, "X1": 0.70954, "Y1": 0.1692, "X2": 0.73699, "Y2": 0.169, "X3": 0.73699, "Y3": 0.1798, "X4": 0.70954, "Y4": 0.1798, "page": 0, "Index": 66}, {"Word": "5.19", "Confidence": 0.581, "X1": 0.76301, "Y1": 0.1692, "X2": 0.78757, "Y2": 0.169, "X3": 0.78757, "Y3": 0.1798, "X4": 0.76301, "Y4": 0.1798, "page": 0, "Index": 67}, {"Word": "0.19", "Confidence": 0.9, "X1": 0.82081, "Y1": 0.1692, "X2": 0.84682, "Y2": 0.169, "X3": 0.84682, "Y3": 0.1788, "X4": 0.82081, "Y4": 0.1788, "page": 0, "Index": 68}, {"Word": "SALEM", "Confidence": 0.617, "X1": 0.1474, "Y1": 0.1812, "X2": 0.18786, "Y2": 0.181, "X3": 0.18786, "Y3": 0.1908, "X4": 0.1474, "Y4": 0.1918, "page": 0, "Index": 69}, {"Word": "2.75", "Confidence": 0.554, "X1": 0.38873, "Y1": 0.1812, "X2": 0.41474, "Y2": 0.181, "X3": 0.41474, "Y3": 0.1908, "X4": 0.38728, "Y4": 0.1908, "page": 0, "Index": 70}, {"Word": "2.65", "Confidence": 0.713, "X1": 0.42919, "Y1": 0.1802, "X2": 0.4552, "Y2": 0.18, "X3": 0.4552, "Y3": 0.1908, "X4": 0.42919, "Y4": 0.1908, "page": 0, "Index": 71}, {"Word": "2.65", "Confidence": 0.74, "X1": 0.42919, "Y1": 0.1802, "X2": 0.4552, "Y2": 0.18, "X3": 0.4552, "Y3": 0.1908, "X4": 0.42919, "Y4": 0.1908, "page": 0, "Index": 72}, {"Word": "-023", "Confidence": 0.885, "X1": 0.47688, "Y1": 0.1802, "X2": 0.50723, "Y2": 0.18, "X3": 0.50578, "Y3": 0.1908, "X4": 0.47688, "Y4": 0.1898, "page": 0, "Index": 73}, {"Word": "2.88", "Confidence": 0.343, "X1": 0.53757, "Y1": 0.1802, "X2": 0.56503, "Y2": 0.18, "X3": 0.56503, "Y3": 0.1918, "X4": 0.53757, "Y4": 0.1908, "page": 0, "Index": 74}, {"Word": "2.85", "Confidence": 0.295, "X1": 0.59682, "Y1": 0.1802, "X2": 0.62139, "Y2": 0.18, "X3": 0.62139, "Y3": 0.1908, "X4": 0.59682, "Y4": 0.1908, "page": 0, "Index": 75}, {"Word": "2.68", "Confidence": 0.497, "X1": 0.65607, "Y1": 0.1812, "X2": 0.68208, "Y2": 0.181, "X3": 0.68208, "Y3": 0.1908, "X4": 0.65607, "Y4": 0.1908, "page": 0, "Index": 76}, {"Word": "2.68", "Confidence": 0.709, "X1": 0.71243, "Y1": 0.1812, "X2": 0.73844, "Y2": 0.181, "X3": 0.73844, "Y3": 0.1908, "X4": 0.71098, "Y4": 0.1898, "page": 0, "Index": 77}, {"Word": "2.64", "Confidence": 0.651, "X1": 0.76445, "Y1": 0.1802, "X2": 0.79335, "Y2": 0.18, "X3": 0.79335, "Y3": 0.1908, "X4": 0.76445, "Y4": 0.1908, "page": 0, "Index": 78}, {"Word": "-0.00", "Confidence": 0.852, "X1": 0.82081, "Y1": 0.1812, "X2": 0.84827, "Y2": 0.181, "X3": 0.84827, "Y3": 0.1908, "X4": 0.82081, "Y4": 0.1908, "page": 0, "Index": 79}, {"Word": "ECLIPSE", "Confidence": 0.652, "X1": 0.1474, "Y1": 0.1922, "X2": 0.20231, "Y2": 0.192, "X3": 0.20087, "Y3": 0.2018, "X4": 0.1474, "Y4": 0.2008, "page": 0, "Index": 80}, {"Word": "O.U1", "Confidence": 0.662, "X1": 0.38873, "Y1": 0.1922, "X2": 0.41329, "Y2": 0.192, "X3": 0.41329, "Y3": 0.2008, "X4": 0.38728, "Y4": 0.2008, "page": 0, "Index": 81}, {"Word": "C.U1", "Confidence": 0.12, "X1": 0.42775, "Y1": 0.1922, "X2": 0.4552, "Y2": 0.192, "X3": 0.4552, "Y3": 0.2008, "X4": 0.42775, "Y4": 0.2008, "page": 0, "Index": 82}, {"Word": "u.U", "Confidence": 0.608, "X1": 0.65462, "Y1": 0.1912, "X2": 0.67341, "Y2": 0.191, "X3": 0.67341, "Y3": 0.1998, "X4": 0.65462, "Y4": 0.1998, "page": 0, "Index": 83}, {"Word": "U.UT", "Confidence": 0.615, "X1": 0.70954, "Y1": 0.1912, "X2": 0.73699, "Y2": 0.191, "X3": 0.73699, "Y3": 0.2008, "X4": 0.70954, "Y4": 0.2008, "page": 0, "Index": 84}, {"Word": "FP", "Confidence": 0.994, "X1": 0.1474, "Y1": 0.2032, "X2": 0.16185, "Y2": 0.203, "X3": 0.16185, "Y3": 0.2138, "X4": 0.1474, "Y4": 0.2138, "page": 0, "Index": 85}, {"Word": "SELECT", "Confidence": 0.993, "X1": 0.16474, "Y1": 0.2032, "X2": 0.21821, "Y2": 0.203, "X3": 0.21676, "Y3": 0.2148, "X4": 0.16474, "Y4": 0.2138, "page": 0, "Index": 86}, {"Word": "SUPPORT", "Confidence": 0.995, "X1": 0.2211, "Y1": 0.2032, "X2": 0.28468, "Y2": 0.203, "X3": 0.28468, "Y3": 0.2158, "X4": 0.2211, "Y4": 0.2148, "page": 0, "Index": 87}, {"Word": "BRANDS", "Confidence": 0.996, "X1": 0.28902, "Y1": 0.2032, "X2": 0.34538, "Y2": 0.203, "X3": 0.34538, "Y3": 0.2158, "X4": 0.28902, "Y4": 0.2158, "page": 0, "Index": 88}, {"Word": "7.98", "Confidence": 0.865, "X1": 0.38584, "Y1": 0.2032, "X2": 0.41474, "Y2": 0.203, "X3": 0.41329, "Y3": 0.2138, "X4": 0.38584, "Y4": 0.2138, "page": 0, "Index": 89}, {"Word": "7.75", "Confidence": 0.757, "X1": 0.42775, "Y1": 0.2032, "X2": 0.45665, "Y2": 0.203, "X3": 0.45665, "Y3": 0.2158, "X4": 0.42775, "Y4": 0.2148, "page": 0, "Index": 90}, {"Word": "7.78", "Confidence": 0.689, "X1": 0.53757, "Y1": 0.2032, "X2": 0.56503, "Y2": 0.203, "X3": 0.56503, "Y3": 0.2148, "X4": 0.53613, "Y4": 0.2138, "page": 0, "Index": 91}, {"Word": "8.07", "Confidence": 0.805, "X1": 0.59682, "Y1": 0.2032, "X2": 0.62283, "Y2": 0.203, "X3": 0.62283, "Y3": 0.2138, "X4": 0.59682, "Y4": 0.2128, "page": 0, "Index": 92}, {"Word": "734", "Confidence": 0.632, "X1": 0.65462, "Y1": 0.2032, "X2": 0.68353, "Y2": 0.203, "X3": 0.68208, "Y3": 0.2138, "X4": 0.65462, "Y4": 0.2128, "page": 0, "Index": 93}, {"Word": "7.67", "Confidence": 0.852, "X1": 0.70954, "Y1": 0.2022, "X2": 0.73699, "Y2": 0.202, "X3": 0.73555, "Y3": 0.2148, "X4": 0.70809, "Y4": 0.2148, "page": 0, "Index": 94}, {"Word": "0.16", "Confidence": 0.662, "X1": 0.82081, "Y1": 0.2042, "X2": 0.84827, "Y2": 0.204, "X3": 0.84827, "Y3": 0.2138, "X4": 0.82081, "Y4": 0.2128, "page": 0, "Index": 95}, {"Word": "DORAL", "Confidence": 0.994, "X1": 0.1474, "Y1": 0.2262, "X2": 0.19364, "Y2": 0.226, "X3": 0.19364, "Y3": 0.2368, "X4": 0.14595, "Y4": 0.2358, "page": 0, "Index": 96}, {"Word": "6.27", "Confidence": 0.446, "X1": 0.38728, "Y1": 0.2272, "X2": 0.41474, "Y2": 0.227, "X3": 0.41474, "Y3": 0.2358, "X4": 0.38728, "Y4": 0.2358, "page": 0, "Index": 97}, {"Word": "e.07", "Confidence": 0.664, "X1": 0.42775, "Y1": 0.2262, "X2": 0.45231, "Y2": 0.226, "X3": 0.45231, "Y3": 0.2378, "X4": 0.4263, "Y4": 0.2378, "page": 0, "Index": 98}, {"Word": "-0.24", "Confidence": 0.825, "X1": 0.47688, "Y1": 0.2262, "X2": 0.50578, "Y2": 0.226, "X3": 0.50578, "Y3": 0.2368, "X4": 0.47688, "Y4": 0.2368, "page": 0, "Index": 99}, {"Word": "6.18", "Confidence": 0.924, "X1": 0.53757, "Y1": 0.2272, "X2": 0.56503, "Y2": 0.227, "X3": 0.56358, "Y3": 0.2368, "X4": 0.53613, "Y4": 0.2358, "page": 0, "Index": 100}, {"Word": "6.22", "Confidence": 0.884, "X1": 0.59682, "Y1": 0.2272, "X2": 0.62283, "Y2": 0.227, "X3": 0.62283, "Y3": 0.2378, "X4": 0.59682, "Y4": 0.2378, "page": 0, "Index": 101}, {"Word": "6.11", "Confidence": 0.835, "X1": 0.71098, "Y1": 0.2272, "X2": 0.73699, "Y2": 0.227, "X3": 0.73555, "Y3": 0.2378, "X4": 0.71098, "Y4": 0.2368, "page": 0, "Index": 102}, {"Word": "6.03", "Confidence": 0.496, "X1": 0.76301, "Y1": 0.2262, "X2": 0.78757, "Y2": 0.226, "X3": 0.78757, "Y3": 0.2368, "X4": 0.76301, "Y4": 0.2368, "page": 0, "Index": 103}, {"Word": "-0", "Confidence": 0.797, "X1": 0.81936, "Y1": 0.2262, "X2": 0.83092, "Y2": 0.226, "X3": 0.83092, "Y3": 0.2358, "X4": 0.81936, "Y4": 0.2358, "page": 0, "Index": 104}, {"Word": "06", "Confidence": 0.035, "X1": 0.83382, "Y1": 0.2272, "X2": 0.84971, "Y2": 0.227, "X3": 0.84827, "Y3": 0.2368, "X4": 0.83382, "Y4": 0.2358, "page": 0, "Index": 105}, {"Word": "FALLSAV", "Confidence": 0.61, "X1": 0.14595, "Y1": 0.2372, "X2": 0.2052, "Y2": 0.237, "X3": 0.20376, "Y3": 0.2468, "X4": 0.14595, "Y4": 0.2468, "page": 0, "Index": 106}, {"Word": "202", "Confidence": 0.803, "X1": 0.38728, "Y1": 0.2372, "X2": 0.41329, "Y2": 0.237, "X3": 0.41329, "Y3": 0.2458, "X4": 0.38728, "Y4": 0.2448, "page": 0, "Index": 107}, {"Word": "2.16", "Confidence": 0.666, "X1": 0.4263, "Y1": 0.2382, "X2": 0.45376, "Y2": 0.238, "X3": 0.45376, "Y3": 0.2478, "X4": 0.4263, "Y4": 0.2468, "page": 0, "Index": 108}, {"Word": "21/", "Confidence": 0.607, "X1": 0.54046, "Y1": 0.2362, "X2": 0.56503, "Y2": 0.236, "X3": 0.56503, "Y3": 0.2458, "X4": 0.53902, "Y4": 0.2448, "page": 0, "Index": 109}, {"Word": "1.94", "Confidence": 0.831, "X1": 0.59682, "Y1": 0.2352, "X2": 0.62572, "Y2": 0.235, "X3": 0.62572, "Y3": 0.2458, "X4": 0.59682, "Y4": 0.2448, "page": 0, "Index": 110}, {"Word": "219", "Confidence": 0.211, "X1": 0.65462, "Y1": 0.2362, "X2": 0.68064, "Y2": 0.236, "X3": 0.67919, "Y3": 0.2468, "X4": 0.65462, "Y4": 0.2458, "page": 0, "Index": 111}, {"Word": "6.34", "Confidence": 0.971, "X1": 0.65607, "Y1": 0.2272, "X2": 0.68208, "Y2": 0.227, "X3": 0.68208, "Y3": 0.2388, "X4": 0.65607, "Y4": 0.2388, "page": 0, "Index": 112}, {"Word": "2.12", "Confidence": 0.476, "X1": 0.71243, "Y1": 0.2362, "X2": 0.73699, "Y2": 0.236, "X3": 0.73555, "Y3": 0.2468, "X4": 0.71098, "Y4": 0.2448, "page": 0, "Index": 113}, {"Word": "219", "Confidence": 0.566, "X1": 0.7659, "Y1": 0.2362, "X2": 0.79046, "Y2": 0.236, "X3": 0.79046, "Y3": 0.2458, "X4": 0.7659, "Y4": 0.2448, "page": 0, "Index": 114}, {"Word": "SV", "Confidence": 0.955, "X1": 0.14595, "Y1": 0.2482, "X2": 0.16329, "Y2": 0.248, "X3": 0.16329, "Y3": 0.2598, "X4": 0.14595, "Y4": 0.2598, "page": 0, "Index": 115}, {"Word": "SELECT", "Confidence": 0.993, "X1": 0.16763, "Y1": 0.2482, "X2": 0.21965, "Y2": 0.248, "X3": 0.21965, "Y3": 0.2598, "X4": 0.16618, "Y4": 0.2598, "page": 0, "Index": 116}, {"Word": "SUPPORT", "Confidence": 0.996, "X1": 0.22399, "Y1": 0.2492, "X2": 0.28613, "Y2": 0.249, "X3": 0.28613, "Y3": 0.2598, "X4": 0.22254, "Y4": 0.2598, "page": 0, "Index": 117}, {"Word": "BRANDS", "Confidence": 0.949, "X1": 0.28902, "Y1": 0.2492, "X2": 0.34682, "Y2": 0.249, "X3": 0.34538, "Y3": 0.2598, "X4": 0.28902, "Y4": 0.2598, "page": 0, "Index": 118}, {"Word": "8.20", "Confidence": 0.31, "X1": 0.38728, "Y1": 0.2492, "X2": 0.41618, "Y2": 0.249, "X3": 0.41474, "Y3": 0.2598, "X4": 0.38584, "Y4": 0.2588, "page": 0, "Index": 119}, {"Word": "1.20", "Confidence": 0.09, "X1": 0.42775, "Y1": 0.2492, "X2": 0.45665, "Y2": 0.249, "X3": 0.4552, "Y3": 0.2598, "X4": 0.4263, "Y4": 0.2598, "page": 0, "Index": 120}, {"Word": "0.00", "Confidence": 0.85, "X1": 0.82081, "Y1": 0.2502, "X2": 0.84682, "Y2": 0.25, "X3": 0.84827, "Y3": 0.2598, "X4": 0.82081, "Y4": 0.2598, "page": 0, "Index": 121}, {"Word": "TOTAL", "Confidence": 0.997, "X1": 0.1474, "Y1": 0.2832, "X2": 0.18931, "Y2": 0.283, "X3": 0.18931, "Y3": 0.2948, "X4": 0.1474, "Y4": 0.2948, "page": 0, "Index": 122}, {"Word": "SELECT", "Confidence": 0.993, "X1": 0.1922, "Y1": 0.2832, "X2": 0.24566, "Y2": 0.283, "X3": 0.24566, "Y3": 0.2948, "X4": 0.1922, "Y4": 0.2948, "page": 0, "Index": 123}, {"Word": "SUPPORT", "Confidence": 0.995, "X1": 0.24855, "Y1": 0.2832, "X2": 0.31214, "Y2": 0.283, "X3": 0.31214, "Y3": 0.2948, "X4": 0.24855, "Y4": 0.2948, "page": 0, "Index": 124}, {"Word": "BRANDS", "Confidence": 0.997, "X1": 0.31647, "Y1": 0.2832, "X2": 0.37428, "Y2": 0.283, "X3": 0.37428, "Y3": 0.2948, "X4": 0.31503, "Y4": 0.2948, "page": 0, "Index": 125}, {"Word": "18.27", "Confidence": 0.651, "X1": 0.38439, "Y1": 0.2832, "X2": 0.42052, "Y2": 0.283, "X3": 0.41908, "Y3": 0.2958, "X4": 0.38295, "Y4": 0.2948, "page": 0, "Index": 126}, {"Word": "15.97", "Confidence": 0.884, "X1": 0.42486, "Y1": 0.2832, "X2": 0.45954, "Y2": 0.283, "X3": 0.45954, "Y3": 0.2958, "X4": 0.42486, "Y4": 0.2958, "page": 0, "Index": 127}, {"Word": "-0.36", "Confidence": 0.952, "X1": 0.47254, "Y1": 0.2832, "X2": 0.50867, "Y2": 0.283, "X3": 0.50867, "Y3": 0.2948, "X4": 0.47254, "Y4": 0.2948, "page": 0, "Index": 128}, {"Word": "16.13", "Confidence": 0.955, "X1": 0.53468, "Y1": 0.2832, "X2": 0.56792, "Y2": 0.283, "X3": 0.56792, "Y3": 0.2938, "X4": 0.53468, "Y4": 0.2938, "page": 0, "Index": 129}, {"Word": "16.23", "Confidence": 0.948, "X1": 0.59393, "Y1": 0.2832, "X2": 0.62861, "Y2": 0.283, "X3": 0.62861, "Y3": 0.2938, "X4": 0.59393, "Y4": 0.2928, "page": 0, "Index": 130}, {"Word": "16.37", "Confidence": 0.886, "X1": 0.65318, "Y1": 0.2832, "X2": 0.68208, "Y2": 0.283, "X3": 0.68208, "Y3": 0.2938, "X4": 0.65173, "Y4": 0.2928, "page": 0, "Index": 131}, {"Word": "15.90", "Confidence": 0.955, "X1": 0.70665, "Y1": 0.2832, "X2": 0.74133, "Y2": 0.283, "X3": 0.73988, "Y3": 0.2938, "X4": 0.70665, "Y4": 0.2928, "page": 0, "Index": 132}, {"Word": "16.00", "Confidence": 0.477, "X1": 0.76156, "Y1": 0.2832, "X2": 0.79191, "Y2": 0.283, "X3": 0.79191, "Y3": 0.2928, "X4": 0.76156, "Y4": 0.2928, "page": 0, "Index": 133}, {"Word": "0.16", "Confidence": 0.868, "X1": 0.82081, "Y1": 0.2832, "X2": 0.84827, "Y2": 0.283, "X3": 0.84827, "Y3": 0.2928, "X4": 0.82081, "Y4": 0.2928, "page": 0, "Index": 134}, {"Word": "TOTAL", "Confidence": 0.994, "X1": 0.1474, "Y1": 0.3062, "X2": 0.18931, "Y2": 0.306, "X3": 0.18931, "Y3": 0.3178, "X4": 0.1474, "Y4": 0.3178, "page": 0, "Index": 135}, {"Word": "STRATEGIC", "Confidence": 0.993, "X1": 0.1922, "Y1": 0.3062, "X2": 0.27023, "Y2": 0.306, "X3": 0.27023, "Y3": 0.3178, "X4": 0.19364, "Y4": 0.3178, "page": 0, "Index": 136}, {"Word": "BRANDS", "Confidence": 0.996, "X1": 0.27312, "Y1": 0.3062, "X2": 0.33092, "Y2": 0.306, "X3": 0.33092, "Y3": 0.3178, "X4": 0.27312, "Y4": 0.3178, "page": 0, "Index": 137}, {"Word": "23.87", "Confidence": 0.911, "X1": 0.38439, "Y1": 0.3052, "X2": 0.41908, "Y2": 0.305, "X3": 0.41908, "Y3": 0.3178, "X4": 0.38295, "Y4": 0.3178, "page": 0, "Index": 138}, {"Word": "23.65", "Confidence": 0.848, "X1": 0.42486, "Y1": 0.3062, "X2": 0.46098, "Y2": 0.306, "X3": 0.45954, "Y3": 0.3178, "X4": 0.42486, "Y4": 0.3178, "page": 0, "Index": 139}, {"Word": "0.05", "Confidence": 0.903, "X1": 0.48121, "Y1": 0.3072, "X2": 0.50867, "Y2": 0.307, "X3": 0.50723, "Y3": 0.3168, "X4": 0.47977, "Y4": 0.3178, "page": 0, "Index": 140}, {"Word": "22.82", "Confidence": 0.158, "X1": 0.53324, "Y1": 0.3072, "X2": 0.56792, "Y2": 0.307, "X3": 0.56792, "Y3": 0.3168, "X4": 0.53324, "Y4": 0.3158, "page": 0, "Index": 141}, {"Word": "24.09", "Confidence": 0.285, "X1": 0.64884, "Y1": 0.3072, "X2": 0.68642, "Y2": 0.307, "X3": 0.68497, "Y3": 0.3168, "X4": 0.64884, "Y4": 0.3158, "page": 0, "Index": 142}, {"Word": "RJRT", "Confidence": 0.899, "X1": 0.1474, "Y1": 0.3292, "X2": 0.18064, "Y2": 0.329, "X3": 0.18064, "Y3": 0.3398, "X4": 0.1474, "Y4": 0.3398, "page": 0, "Index": 143}, {"Word": "NON-SUPPORT", "Confidence": 0.885, "X1": 0.18353, "Y1": 0.3292, "X2": 0.28324, "Y2": 0.329, "X3": 0.28179, "Y3": 0.3388, "X4": 0.18353, "Y4": 0.3398, "page": 0, "Index": 144}, {"Word": "FP", "Confidence": 0.915, "X1": 0.28613, "Y1": 0.3292, "X2": 0.30347, "Y2": 0.329, "X3": 0.30347, "Y3": 0.3388, "X4": 0.28468, "Y4": 0.3388, "page": 0, "Index": 145}, {"Word": "BRANDS", "Confidence": 0.881, "X1": 0.3078, "Y1": 0.3292, "X2": 0.36272, "Y2": 0.329, "X3": 0.36127, "Y3": 0.3398, "X4": 0.30636, "Y4": 0.3388, "page": 0, "Index": 146}, {"Word": "3.65", "Confidence": 0.846, "X1": 0.38873, "Y1": 0.3302, "X2": 0.41474, "Y2": 0.33, "X3": 0.41329, "Y3": 0.3408, "X4": 0.38728, "Y4": 0.3398, "page": 0, "Index": 147}, {"Word": "6.11", "Confidence": 0.648, "X1": 0.39017, "Y1": 0.3412, "X2": 0.41618, "Y2": 0.341, "X3": 0.41618, "Y3": 0.3478, "X4": 0.39017, "Y4": 0.3478, "page": 0, "Index": 148}, {"Word": "3.50", "Confidence": 0.621, "X1": 0.42775, "Y1": 0.3302, "X2": 0.4552, "Y2": 0.33, "X3": 0.4552, "Y3": 0.3418, "X4": 0.4263, "Y4": 0.3418, "page": 0, "Index": 149}, {"Word": "0.19", "Confidence": 0.855, "X1": 0.48121, "Y1": 0.3302, "X2": 0.50723, "Y2": 0.33, "X3": 0.50723, "Y3": 0.3408, "X4": 0.48121, "Y4": 0.3398, "page": 0, "Index": 150}, {"Word": "3.58", "Confidence": 0.648, "X1": 0.53902, "Y1": 0.3302, "X2": 0.56358, "Y2": 0.33, "X3": 0.56358, "Y3": 0.3388, "X4": 0.53902, "Y4": 0.3388, "page": 0, "Index": 151}, {"Word": "3.7", "Confidence": 0.856, "X1": 0.59538, "Y1": 0.3302, "X2": 0.61561, "Y2": 0.33, "X3": 0.61561, "Y3": 0.3398, "X4": 0.59538, "Y4": 0.3398, "page": 0, "Index": 152}, {"Word": "3.56", "Confidence": 0.651, "X1": 0.65751, "Y1": 0.3312, "X2": 0.68064, "Y2": 0.331, "X3": 0.68064, "Y3": 0.3398, "X4": 0.65751, "Y4": 0.3388, "page": 0, "Index": 153}, {"Word": "3.55", "Confidence": 0.885, "X1": 0.71098, "Y1": 0.3302, "X2": 0.73555, "Y2": 0.33, "X3": 0.73555, "Y3": 0.3388, "X4": 0.71098, "Y4": 0.3388, "page": 0, "Index": 154}, {"Word": "3.57", "Confidence": 0.935, "X1": 0.7659, "Y1": 0.3302, "X2": 0.79046, "Y2": 0.33, "X3": 0.79046, "Y3": 0.3388, "X4": 0.7659, "Y4": 0.3388, "page": 0, "Index": 155}, {"Word": "0.02", "Confidence": 0.956, "X1": 0.82081, "Y1": 0.3312, "X2": 0.84827, "Y2": 0.331, "X3": 0.84827, "Y3": 0.3398, "X4": 0.82081, "Y4": 0.3388, "page": 0, "Index": 156}, {"Word": "KJKI", "Confidence": 0.673, "X1": 0.14595, "Y1": 0.3402, "X2": 0.18064, "Y2": 0.34, "X3": 0.18064, "Y3": 0.3508, "X4": 0.1474, "Y4": 0.3508, "page": 0, "Index": 157}, {"Word": "NUN-SUPPURI", "Confidence": 0.664, "X1": 0.18353, "Y1": 0.3402, "X2": 0.28324, "Y2": 0.34, "X3": 0.28324, "Y3": 0.3498, "X4": 0.18353, "Y4": 0.3498, "page": 0, "Index": 158}, {"Word": "SY", "Confidence": 0.418, "X1": 0.28613, "Y1": 0.3402, "X2": 0.30491, "Y2": 0.34, "X3": 0.30491, "Y3": 0.3498, "X4": 0.28613, "Y4": 0.3498, "page": 0, "Index": 159}, {"Word": "URANUS", "Confidence": 0.624, "X1": 0.3078, "Y1": 0.3412, "X2": 0.36416, "Y2": 0.341, "X3": 0.36272, "Y3": 0.3498, "X4": 0.3078, "Y4": 0.3498, "page": 0, "Index": 160}, {"Word": "TOTAL", "Confidence": 0.996, "X1": 0.14595, "Y1": 0.3522, "X2": 0.18931, "Y2": 0.352, "X3": 0.19075, "Y3": 0.3628, "X4": 0.1474, "Y4": 0.3638, "page": 0, "Index": 161}, {"Word": "NON-SUPPORT", "Confidence": 0.945, "X1": 0.19364, "Y1": 0.3522, "X2": 0.28902, "Y2": 0.352, "X3": 0.28902, "Y3": 0.3628, "X4": 0.19364, "Y4": 0.3628, "page": 0, "Index": 162}, {"Word": "BRANDS", "Confidence": 0.996, "X1": 0.29191, "Y1": 0.3532, "X2": 0.34971, "Y2": 0.353, "X3": 0.34827, "Y3": 0.3638, "X4": 0.29191, "Y4": 0.3628, "page": 0, "Index": 163}, {"Word": "10.42", "Confidence": 0.856, "X1": 0.38439, "Y1": 0.3522, "X2": 0.41908, "Y2": 0.352, "X3": 0.41763, "Y3": 0.3628, "X4": 0.38439, "Y4": 0.3618, "page": 0, "Index": 164}, {"Word": "10.11", "Confidence": 0.777, "X1": 0.4263, "Y1": 0.3532, "X2": 0.46098, "Y2": 0.353, "X3": 0.45954, "Y3": 0.3628, "X4": 0.42486, "Y4": 0.3628, "page": 0, "Index": 165}, {"Word": "TO.82", "Confidence": 0.277, "X1": 0.59393, "Y1": 0.3532, "X2": 0.62572, "Y2": 0.353, "X3": 0.62428, "Y3": 0.3628, "X4": 0.59393, "Y4": 0.3618, "page": 0, "Index": 166}, {"Word": "10.21", "Confidence": 0.805, "X1": 0.65318, "Y1": 0.3532, "X2": 0.68786, "Y2": 0.353, "X3": 0.68786, "Y3": 0.3628, "X4": 0.65318, "Y4": 0.3628, "page": 0, "Index": 167}, {"Word": "10.11", "Confidence": 0.787, "X1": 0.70809, "Y1": 0.3542, "X2": 0.74133, "Y2": 0.354, "X3": 0.74133, "Y3": 0.3628, "X4": 0.70665, "Y4": 0.3618, "page": 0, "Index": 168}, {"Word": "10.10", "Confidence": 0.634, "X1": 0.76156, "Y1": 0.3532, "X2": 0.79624, "Y2": 0.353, "X3": 0.7948, "Y3": 0.3628, "X4": 0.76156, "Y4": 0.3618, "page": 0, "Index": 169}, {"Word": "-U.UT", "Confidence": 0.16, "X1": 0.81936, "Y1": 0.3522, "X2": 0.8526, "Y2": 0.352, "X3": 0.85405, "Y3": 0.3618, "X4": 0.81936, "Y4": 0.3628, "page": 0, "Index": 170}, {"Word": "IDIAL", "Confidence": 0.339, "X1": 0.14884, "Y1": 0.3752, "X2": 0.19075, "Y2": 0.375, "X3": 0.19075, "Y3": 0.3858, "X4": 0.14884, "Y4": 0.3848, "page": 0, "Index": 171}, {"Word": "RJKI", "Confidence": 0.818, "X1": 0.19364, "Y1": 0.3742, "X2": 0.23121, "Y2": 0.374, "X3": 0.23121, "Y3": 0.3858, "X4": 0.19364, "Y4": 0.3858, "page": 0, "Index": 172}, {"Word": "34.29", "Confidence": 0.726, "X1": 0.38439, "Y1": 0.3752, "X2": 0.41908, "Y2": 0.375, "X3": 0.41763, "Y3": 0.3858, "X4": 0.38295, "Y4": 0.3838, "page": 0, "Index": 173}, {"Word": "35:76", "Confidence": 0.629, "X1": 0.42341, "Y1": 0.3752, "X2": 0.45809, "Y2": 0.375, "X3": 0.45809, "Y3": 0.3868, "X4": 0.42341, "Y4": 0.3858, "page": 0, "Index": 174}, {"Word": "33.97", "Confidence": 0.625, "X1": 0.53468, "Y1": 0.3752, "X2": 0.56792, "Y2": 0.375, "X3": 0.56792, "Y3": 0.3848, "X4": 0.53468, "Y4": 0.3848, "page": 0, "Index": 175}, {"Word": "34.24", "Confidence": 0.353, "X1": 0.59104, "Y1": 0.3742, "X2": 0.62717, "Y2": 0.374, "X3": 0.62717, "Y3": 0.3848, "X4": 0.59249, "Y4": 0.3848, "page": 0, "Index": 176}, {"Word": "V.Z4", "Confidence": 0.541, "X1": 0.81936, "Y1": 0.3762, "X2": 0.84682, "Y2": 0.376, "X3": 0.84827, "Y3": 0.3848, "X4": 0.82081, "Y4": 0.3848, "page": 0, "Index": 177}, {"Word": "MARLBORO", "Confidence": 0.958, "X1": 0.14884, "Y1": 0.3972, "X2": 0.21965, "Y2": 0.397, "X3": 0.21965, "Y3": 0.4078, "X4": 0.1474, "Y4": 0.4078, "page": 0, "Index": 178}, {"Word": "33.24", "Confidence": 0.621, "X1": 0.38439, "Y1": 0.3982, "X2": 0.41908, "Y2": 0.398, "X3": 0.41908, "Y3": 0.4078, "X4": 0.38439, "Y4": 0.4078, "page": 0, "Index": 179}, {"Word": "1.34", "Confidence": 0.819, "X1": 0.48121, "Y1": 0.3982, "X2": 0.50723, "Y2": 0.398, "X3": 0.50723, "Y3": 0.4078, "X4": 0.48121, "Y4": 0.4078, "page": 0, "Index": 180}, {"Word": "30.8", "Confidence": 0.955, "X1": 0.53468, "Y1": 0.3982, "X2": 0.56069, "Y2": 0.398, "X3": 0.56069, "Y3": 0.4078, "X4": 0.53468, "Y4": 0.4078, "page": 0, "Index": 181}, {"Word": "30", "Confidence": 0.967, "X1": 0.7052, "Y1": 0.3972, "X2": 0.7211, "Y2": 0.397, "X3": 0.7211, "Y3": 0.4068, "X4": 0.7052, "Y4": 0.4068, "page": 0, "Index": 182}, {"Word": "87", "Confidence": 0.614, "X1": 0.72399, "Y1": 0.3982, "X2": 0.74133, "Y2": 0.398, "X3": 0.74133, "Y3": 0.4078, "X4": 0.72399, "Y4": 0.4068, "page": 0, "Index": 183}, {"Word": "0.54", "Confidence": 0.656, "X1": 0.82225, "Y1": 0.3992, "X2": 0.84971, "Y2": 0.399, "X3": 0.84827, "Y3": 0.4078, "X4": 0.82225, "Y4": 0.4068, "page": 0, "Index": 184}, {"Word": "31.14", "Confidence": 0.995, "X1": 0.42486, "Y1": 0.3982, "X2": 0.45954, "Y2": 0.398, "X3": 0.45954, "Y3": 0.4088, "X4": 0.42341, "Y4": 0.4088, "page": 0, "Index": 185}, {"Word": "30.01", "Confidence": 0.673, "X1": 0.59393, "Y1": 0.3992, "X2": 0.62572, "Y2": 0.399, "X3": 0.62572, "Y3": 0.4088, "X4": 0.59249, "Y4": 0.4078, "page": 0, "Index": 186}, {"Word": "30.45", "Confidence": 0.847, "X1": 0.65173, "Y1": 0.3982, "X2": 0.68642, "Y2": 0.398, "X3": 0.68497, "Y3": 0.4088, "X4": 0.65173, "Y4": 0.4068, "page": 0, "Index": 187}, {"Word": "31.41", "Confidence": 0.849, "X1": 0.76156, "Y1": 0.3992, "X2": 0.79191, "Y2": 0.399, "X3": 0.79046, "Y3": 0.4088, "X4": 0.76156, "Y4": 0.4078, "page": 0, "Index": 188}, {"Word": "0.47", "Confidence": 0.674, "X1": 0.82081, "Y1": 0.4102, "X2": 0.84827, "Y2": 0.41, "X3": 0.84682, "Y3": 0.4178, "X4": 0.82081, "Y4": 0.4168, "page": 0, "Index": 189}, {"Word": "MARLBORO.NM", "Confidence": 0.85, "X1": 0.14595, "Y1": 0.4092, "X2": 0.24422, "Y2": 0.409, "X3": 0.24422, "Y3": 0.4198, "X4": 0.14595, "Y4": 0.4198, "page": 0, "Index": 190}, {"Word": "27.52", "Confidence": 0.917, "X1": 0.38439, "Y1": 0.4102, "X2": 0.41908, "Y2": 0.41, "X3": 0.41908, "Y3": 0.4198, "X4": 0.38439, "Y4": 0.4198, "page": 0, "Index": 191}, {"Word": "28.16", "Confidence": 0.991, "X1": 0.42486, "Y1": 0.4102, "X2": 0.45809, "Y2": 0.41, "X3": 0.45809, "Y3": 0.4208, "X4": 0.42486, "Y4": 0.4198, "page": 0, "Index": 192}, {"Word": "27.95", "Confidence": 0.943, "X1": 0.53468, "Y1": 0.4102, "X2": 0.56792, "Y2": 0.41, "X3": 0.56792, "Y3": 0.4198, "X4": 0.53468, "Y4": 0.4188, "page": 0, "Index": 193}, {"Word": "27.35", "Confidence": 0.934, "X1": 0.59249, "Y1": 0.4102, "X2": 0.62717, "Y2": 0.41, "X3": 0.62717, "Y3": 0.4198, "X4": 0.59249, "Y4": 0.4198, "page": 0, "Index": 194}, {"Word": "27.64", "Confidence": 0.97, "X1": 0.65173, "Y1": 0.4092, "X2": 0.68786, "Y2": 0.409, "X3": 0.68786, "Y3": 0.4198, "X4": 0.65173, "Y4": 0.4188, "page": 0, "Index": 195}, {"Word": "27", "Confidence": 0.993, "X1": 0.70809, "Y1": 0.4092, "X2": 0.7211, "Y2": 0.409, "X3": 0.7211, "Y3": 0.4188, "X4": 0.70665, "Y4": 0.4178, "page": 0, "Index": 196}, {"Word": "93", "Confidence": 0.014, "X1": 0.72399, "Y1": 0.4092, "X2": 0.74422, "Y2": 0.409, "X3": 0.74277, "Y3": 0.4188, "X4": 0.72399, "Y4": 0.4188, "page": 0, "Index": 197}, {"Word": "28.39", "Confidence": 0.883, "X1": 0.76156, "Y1": 0.4092, "X2": 0.79624, "Y2": 0.409, "X3": 0.79624, "Y3": 0.4198, "X4": 0.76156, "Y4": 0.4198, "page": 0, "Index": 198}, {"Word": "MARLBORO.MEN", "Confidence": 0.768, "X1": 0.14595, "Y1": 0.4212, "X2": 0.25434, "Y2": 0.421, "X3": 0.25434, "Y3": 0.4318, "X4": 0.14595, "Y4": 0.4308, "page": 0, "Index": 199}, {"Word": "272", "Confidence": 0.969, "X1": 0.38728, "Y1": 0.4202, "X2": 0.41474, "Y2": 0.42, "X3": 0.41329, "Y3": 0.4308, "X4": 0.38728, "Y4": 0.4298, "page": 0, "Index": 200}, {"Word": "2.98", "Confidence": 0.775, "X1": 0.42775, "Y1": 0.4202, "X2": 0.4552, "Y2": 0.42, "X3": 0.45376, "Y3": 0.4308, "X4": 0.42775, "Y4": 0.4308, "page": 0, "Index": 201}, {"Word": "2.02", "Confidence": 0.259, "X1": 0.53757, "Y1": 0.4192, "X2": 0.56503, "Y2": 0.419, "X3": 0.56503, "Y3": 0.4298, "X4": 0.53757, "Y4": 0.4298, "page": 0, "Index": 202}, {"Word": "265", "Confidence": 0.804, "X1": 0.59682, "Y1": 0.4202, "X2": 0.62283, "Y2": 0.42, "X3": 0.62283, "Y3": 0.4298, "X4": 0.59682, "Y4": 0.4298, "page": 0, "Index": 203}, {"Word": "281", "Confidence": 0.997, "X1": 0.65607, "Y1": 0.4202, "X2": 0.68353, "Y2": 0.42, "X3": 0.68208, "Y3": 0.4298, "X4": 0.65607, "Y4": 0.4288, "page": 0, "Index": 204}, {"Word": "295", "Confidence": 0.609, "X1": 0.70954, "Y1": 0.4212, "X2": 0.73844, "Y2": 0.421, "X3": 0.73699, "Y3": 0.4308, "X4": 0.70954, "Y4": 0.4298, "page": 0, "Index": 205}, {"Word": "3.00", "Confidence": 0.648, "X1": 0.76445, "Y1": 0.4202, "X2": 0.78902, "Y2": 0.42, "X3": 0.79046, "Y3": 0.4298, "X4": 0.76445, "Y4": 0.4308, "page": 0, "Index": 206}, {"Word": "0.08", "Confidence": 0.268, "X1": 0.82225, "Y1": 0.4202, "X2": 0.84827, "Y2": 0.42, "X3": 0.84682, "Y3": 0.4298, "X4": 0.82081, "Y4": 0.4288, "page": 0, "Index": 207}, {"Word": "PARL", "Confidence": 0.985, "X1": 0.14595, "Y1": 0.4312, "X2": 0.18208, "Y2": 0.431, "X3": 0.18353, "Y3": 0.4418, "X4": 0.14595, "Y4": 0.4428, "page": 0, "Index": 208}, {"Word": "1.03", "Confidence": 0.944, "X1": 0.38873, "Y1": 0.4342, "X2": 0.41474, "Y2": 0.434, "X3": 0.41329, "Y3": 0.4428, "X4": 0.38873, "Y4": 0.4428, "page": 0, "Index": 209}, {"Word": "1.02", "Confidence": 0.975, "X1": 0.42775, "Y1": 0.4332, "X2": 0.45665, "Y2": 0.433, "X3": 0.4552, "Y3": 0.4438, "X4": 0.42775, "Y4": 0.4428, "page": 0, "Index": 210}, {"Word": "1.02", "Confidence": 0.941, "X1": 0.42919, "Y1": 0.4332, "X2": 0.45376, "Y2": 0.433, "X3": 0.45376, "Y3": 0.4428, "X4": 0.42775, "Y4": 0.4428, "page": 0, "Index": 211}, {"Word": "0.01", "Confidence": 0.955, "X1": 0.48121, "Y1": 0.4332, "X2": 0.50867, "Y2": 0.433, "X3": 0.50867, "Y3": 0.4438, "X4": 0.47977, "Y4": 0.4428, "page": 0, "Index": 212}, {"Word": "1.00", "Confidence": 0.934, "X1": 0.53757, "Y1": 0.4332, "X2": 0.56358, "Y2": 0.433, "X3": 0.56358, "Y3": 0.4428, "X4": 0.53757, "Y4": 0.4428, "page": 0, "Index": 213}, {"Word": "1.00", "Confidence": 0.666, "X1": 0.59682, "Y1": 0.4322, "X2": 0.62283, "Y2": 0.432, "X3": 0.62283, "Y3": 0.4418, "X4": 0.59682, "Y4": 0.4418, "page": 0, "Index": 214}, {"Word": "1.00", "Confidence": 0.9, "X1": 0.70954, "Y1": 0.4342, "X2": 0.73555, "Y2": 0.434, "X3": 0.73555, "Y3": 0.4428, "X4": 0.70954, "Y4": 0.4418, "page": 0, "Index": 215}, {"Word": "1.03", "Confidence": 0.794, "X1": 0.7659, "Y1": 0.4322, "X2": 0.79191, "Y2": 0.432, "X3": 0.79191, "Y3": 0.4428, "X4": 0.76445, "Y4": 0.4418, "page": 0, "Index": 216}, {"Word": "0.04", "Confidence": 0.926, "X1": 0.82081, "Y1": 0.4332, "X2": 0.84827, "Y2": 0.433, "X3": 0.84827, "Y3": 0.4408, "X4": 0.82081, "Y4": 0.4408, "page": 0, "Index": 217}, {"Word": "HASIL", "Confidence": 0.591, "X1": 0.14884, "Y1": 0.4432, "X2": 0.18642, "Y2": 0.443, "X3": 0.18642, "Y3": 0.4528, "X4": 0.14884, "Y4": 0.4528, "page": 0, "Index": 218}, {"Word": "4.115", "Confidence": 0.53, "X1": 0.38728, "Y1": 0.4432, "X2": 0.41618, "Y2": 0.443, "X3": 0.41763, "Y3": 0.4508, "X4": 0.38728, "Y4": 0.4518, "page": 0, "Index": 219}, {"Word": "450", "Confidence": 0.253, "X1": 0.43208, "Y1": 0.4432, "X2": 0.45665, "Y2": 0.443, "X3": 0.45665, "Y3": 0.4518, "X4": 0.43208, "Y4": 0.4518, "page": 0, "Index": 220}, {"Word": "U.S", "Confidence": 0.085, "X1": 0.48121, "Y1": 0.4432, "X2": 0.50578, "Y2": 0.443, "X3": 0.50434, "Y3": 0.4528, "X4": 0.47977, "Y4": 0.4518, "page": 0, "Index": 221}, {"Word": "4.65", "Confidence": 0.514, "X1": 0.53902, "Y1": 0.4422, "X2": 0.56503, "Y2": 0.442, "X3": 0.56503, "Y3": 0.4518, "X4": 0.53757, "Y4": 0.4508, "page": 0, "Index": 222}, {"Word": "4.64", "Confidence": 0.315, "X1": 0.59682, "Y1": 0.4422, "X2": 0.62428, "Y2": 0.442, "X3": 0.62283, "Y3": 0.4518, "X4": 0.59682, "Y4": 0.4508, "page": 0, "Index": 223}, {"Word": "4", "Confidence": 0.99, "X1": 0.65896, "Y1": 0.4432, "X2": 0.66474, "Y2": 0.443, "X3": 0.66474, "Y3": 0.4518, "X4": 0.65896, "Y4": 0.4518, "page": 0, "Index": 224}, {"Word": "/u", "Confidence": 0.91, "X1": 0.66763, "Y1": 0.4432, "X2": 0.68064, "Y2": 0.443, "X3": 0.68064, "Y3": 0.4518, "X4": 0.66763, "Y4": 0.4518, "page": 0, "Index": 225}, {"Word": "4.93", "Confidence": 0.145, "X1": 0.70954, "Y1": 0.4442, "X2": 0.73699, "Y2": 0.444, "X3": 0.73699, "Y3": 0.4518, "X4": 0.70954, "Y4": 0.4518, "page": 0, "Index": 226}, {"Word": "4.9%", "Confidence": 0.068, "X1": 0.76445, "Y1": 0.4412, "X2": 0.79191, "Y2": 0.441, "X3": 0.79191, "Y3": 0.4518, "X4": 0.76445, "Y4": 0.4508, "page": 0, "Index": 227}, {"Word": "U.US", "Confidence": 0.613, "X1": 0.82225, "Y1": 0.4442, "X2": 0.84827, "Y2": 0.444, "X3": 0.84827, "Y3": 0.4518, "X4": 0.82225, "Y4": 0.4518, "page": 0, "Index": 228}, {"Word": "IVIAL", "Confidence": 0.677, "X1": 0.14884, "Y1": 0.4552, "X2": 0.19075, "Y2": 0.455, "X3": 0.19075, "Y3": 0.4658, "X4": 0.14884, "Y4": 0.4648, "page": 0, "Index": 229}, {"Word": "PM", "Confidence": 0.883, "X1": 0.19364, "Y1": 0.4552, "X2": 0.21243, "Y2": 0.455, "X3": 0.21243, "Y3": 0.4658, "X4": 0.19364, "Y4": 0.4658, "page": 0, "Index": 230}, {"Word": "41.24", "Confidence": 0.818, "X1": 0.38295, "Y1": 0.4562, "X2": 0.41763, "Y2": 0.456, "X3": 0.41763, "Y3": 0.4658, "X4": 0.3815, "Y4": 0.4648, "page": 0, "Index": 231}, {"Word": "424.1", "Confidence": 0.071, "X1": 0.42341, "Y1": 0.4562, "X2": 0.45665, "Y2": 0.456, "X3": 0.45665, "Y3": 0.4668, "X4": 0.42341, "Y4": 0.4658, "page": 0, "Index": 232}, {"Word": "42.00", "Confidence": 0.629, "X1": 0.53324, "Y1": 0.4572, "X2": 0.56792, "Y2": 0.457, "X3": 0.56792, "Y3": 0.4658, "X4": 0.53324, "Y4": 0.4658, "page": 0, "Index": 233}, {"Word": "TT.14", "Confidence": 0.616, "X1": 0.59249, "Y1": 0.4562, "X2": 0.62717, "Y2": 0.456, "X3": 0.62717, "Y3": 0.4658, "X4": 0.59249, "Y4": 0.4648, "page": 0, "Index": 234}, {"Word": "$1.35", "Confidence": 0.472, "X1": 0.65173, "Y1": 0.4552, "X2": 0.68642, "Y2": 0.455, "X3": 0.68497, "Y3": 0.4648, "X4": 0.65173, "Y4": 0.4648, "page": 0, "Index": 235}, {"Word": "42.76", "Confidence": 0.905, "X1": 0.76012, "Y1": 0.4562, "X2": 0.79335, "Y2": 0.456, "X3": 0.79335, "Y3": 0.4648, "X4": 0.76012, "Y4": 0.4648, "page": 0, "Index": 236}, {"Word": "V.by", "Confidence": 0.418, "X1": 0.82081, "Y1": 0.4562, "X2": 0.84682, "Y2": 0.456, "X3": 0.84682, "Y3": 0.4638, "X4": 0.82081, "Y4": 0.4638, "page": 0, "Index": 237}, {"Word": "NEWPOKI", "Confidence": 0.587, "X1": 0.1474, "Y1": 0.4782, "X2": 0.21676, "Y2": 0.478, "X3": 0.21676, "Y3": 0.4878, "X4": 0.1474, "Y4": 0.4878, "page": 0, "Index": 238}, {"Word": "4.44", "Confidence": 0.429, "X1": 0.38728, "Y1": 0.4792, "X2": 0.41474, "Y2": 0.479, "X3": 0.41474, "Y3": 0.4878, "X4": 0.38728, "Y4": 0.4868, "page": 0, "Index": 239}, {"Word": "4.52", "Confidence": 0.642, "X1": 0.42775, "Y1": 0.4782, "X2": 0.45665, "Y2": 0.478, "X3": 0.45665, "Y3": 0.4878, "X4": 0.42775, "Y4": 0.4868, "page": 0, "Index": 240}, {"Word": "-U.SU", "Confidence": 0.608, "X1": 0.47543, "Y1": 0.4782, "X2": 0.50867, "Y2": 0.478, "X3": 0.50867, "Y3": 0.4878, "X4": 0.47543, "Y4": 0.4878, "page": 0, "Index": 241}, {"Word": "4.25", "Confidence": 0.848, "X1": 0.54046, "Y1": 0.4782, "X2": 0.56503, "Y2": 0.478, "X3": 0.56503, "Y3": 0.4868, "X4": 0.54046, "Y4": 0.4868, "page": 0, "Index": 242}, {"Word": "4./5", "Confidence": 0.894, "X1": 0.59827, "Y1": 0.4782, "X2": 0.62283, "Y2": 0.478, "X3": 0.62283, "Y3": 0.4878, "X4": 0.59827, "Y4": 0.4878, "page": 0, "Index": 243}, {"Word": "4.U\u010d", "Confidence": 0.433, "X1": 0.65462, "Y1": 0.4782, "X2": 0.68064, "Y2": 0.478, "X3": 0.68064, "Y3": 0.4868, "X4": 0.65462, "Y4": 0.4868, "page": 0, "Index": 244}, {"Word": "4.50", "Confidence": 0.635, "X1": 0.76301, "Y1": 0.4772, "X2": 0.79335, "Y2": 0.477, "X3": 0.79191, "Y3": 0.4878, "X4": 0.76301, "Y4": 0.4868, "page": 0, "Index": 245}, {"Word": "IUIAL", "Confidence": 0.877, "X1": 0.15029, "Y1": 0.4892, "X2": 0.19075, "Y2": 0.489, "X3": 0.19075, "Y3": 0.4998, "X4": 0.14884, "Y4": 0.4998, "page": 0, "Index": 246}, {"Word": "LUK", "Confidence": 0.933, "X1": 0.19364, "Y1": 0.4892, "X2": 0.22254, "Y2": 0.489, "X3": 0.2211, "Y3": 0.4998, "X4": 0.19364, "Y4": 0.4998, "page": 0, "Index": 247}, {"Word": "6.77", "Confidence": 0.641, "X1": 0.38728, "Y1": 0.4902, "X2": 0.41329, "Y2": 0.49, "X3": 0.41329, "Y3": 0.4988, "X4": 0.38584, "Y4": 0.4988, "page": 0, "Index": 248}, {"Word": "5.50", "Confidence": 0.682, "X1": 0.42775, "Y1": 0.4912, "X2": 0.4552, "Y2": 0.491, "X3": 0.45376, "Y3": 0.4998, "X4": 0.42775, "Y4": 0.4998, "page": 0, "Index": 249}, {"Word": "645", "Confidence": 0.598, "X1": 0.53902, "Y1": 0.4892, "X2": 0.56214, "Y2": 0.489, "X3": 0.56214, "Y3": 0.4988, "X4": 0.53902, "Y4": 0.4988, "page": 0, "Index": 250}, {"Word": "8:05", "Confidence": 0.594, "X1": 0.59538, "Y1": 0.4902, "X2": 0.62428, "Y2": 0.49, "X3": 0.62428, "Y3": 0.4998, "X4": 0.59538, "Y4": 0.4988, "page": 0, "Index": 251}, {"Word": "5.75", "Confidence": 0.601, "X1": 0.76301, "Y1": 0.4892, "X2": 0.79046, "Y2": 0.489, "X3": 0.79046, "Y3": 0.4988, "X4": 0.76301, "Y4": 0.4988, "page": 0, "Index": 252}, {"Word": "LIGGETT", "Confidence": 0.994, "X1": 0.1474, "Y1": 0.5132, "X2": 0.2052, "Y2": 0.513, "X3": 0.20376, "Y3": 0.5228, "X4": 0.14595, "Y4": 0.5228, "page": 0, "Index": 253}, {"Word": "2.85", "Confidence": 0.945, "X1": 0.38873, "Y1": 0.5132, "X2": 0.41329, "Y2": 0.513, "X3": 0.41329, "Y3": 0.5238, "X4": 0.38873, "Y4": 0.5228, "page": 0, "Index": 254}, {"Word": "2.85", "Confidence": 0.531, "X1": 0.38873, "Y1": 0.5142, "X2": 0.41474, "Y2": 0.514, "X3": 0.41329, "Y3": 0.5228, "X4": 0.38873, "Y4": 0.5218, "page": 0, "Index": 255}, {"Word": "3.07", "Confidence": 0.966, "X1": 0.42775, "Y1": 0.5142, "X2": 0.4552, "Y2": 0.514, "X3": 0.4552, "Y3": 0.5238, "X4": 0.42775, "Y4": 0.5238, "page": 0, "Index": 256}, {"Word": "3.07", "Confidence": 0.806, "X1": 0.42919, "Y1": 0.5132, "X2": 0.45665, "Y2": 0.513, "X3": 0.4552, "Y3": 0.5228, "X4": 0.42919, "Y4": 0.5228, "page": 0, "Index": 257}, {"Word": "3.09", "Confidence": 0.788, "X1": 0.54046, "Y1": 0.5132, "X2": 0.56358, "Y2": 0.513, "X3": 0.56358, "Y3": 0.5218, "X4": 0.54046, "Y4": 0.5218, "page": 0, "Index": 258}, {"Word": "282", "Confidence": 0.666, "X1": 0.59827, "Y1": 0.5132, "X2": 0.62428, "Y2": 0.513, "X3": 0.62428, "Y3": 0.5228, "X4": 0.59827, "Y4": 0.5218, "page": 0, "Index": 259}, {"Word": "3.13", "Confidence": 0.799, "X1": 0.65462, "Y1": 0.5132, "X2": 0.67919, "Y2": 0.513, "X3": 0.67919, "Y3": 0.5218, "X4": 0.65462, "Y4": 0.5218, "page": 0, "Index": 260}, {"Word": "3.25", "Confidence": 0.898, "X1": 0.70954, "Y1": 0.5132, "X2": 0.73699, "Y2": 0.513, "X3": 0.73699, "Y3": 0.5218, "X4": 0.70954, "Y4": 0.5218, "page": 0, "Index": 261}, {"Word": "2.88", "Confidence": 0.795, "X1": 0.7659, "Y1": 0.5132, "X2": 0.79046, "Y2": 0.513, "X3": 0.79046, "Y3": 0.5228, "X4": 0.7659, "Y4": 0.5228, "page": 0, "Index": 262}, {"Word": "-0.37", "Confidence": 0.933, "X1": 0.82081, "Y1": 0.5122, "X2": 0.84971, "Y2": 0.512, "X3": 0.84971, "Y3": 0.5228, "X4": 0.82081, "Y4": 0.5218, "page": 0, "Index": 263}, {"Word": "COMMONWEALTH", "Confidence": 0.992, "X1": 0.14595, "Y1": 0.5232, "X2": 0.2659, "Y2": 0.523, "X3": 0.26445, "Y3": 0.5348, "X4": 0.14595, "Y4": 0.5338, "page": 0, "Index": 264}, {"Word": "4.05", "Confidence": 0.991, "X1": 0.38873, "Y1": 0.5252, "X2": 0.41329, "Y2": 0.525, "X3": 0.41329, "Y3": 0.5338, "X4": 0.38873, "Y4": 0.5338, "page": 0, "Index": 265}, {"Word": "4.38", "Confidence": 0.991, "X1": 0.42775, "Y1": 0.5262, "X2": 0.4552, "Y2": 0.526, "X3": 0.45376, "Y3": 0.5348, "X4": 0.42775, "Y4": 0.5338, "page": 0, "Index": 266}, {"Word": "0.98", "Confidence": 0.884, "X1": 0.47977, "Y1": 0.5252, "X2": 0.50723, "Y2": 0.525, "X3": 0.50578, "Y3": 0.5348, "X4": 0.47977, "Y4": 0.5338, "page": 0, "Index": 267}, {"Word": "4.40", "Confidence": 0.935, "X1": 0.53757, "Y1": 0.5242, "X2": 0.56503, "Y2": 0.524, "X3": 0.56503, "Y3": 0.5338, "X4": 0.53757, "Y4": 0.5338, "page": 0, "Index": 268}, {"Word": "3.49", "Confidence": 0.49, "X1": 0.59682, "Y1": 0.5232, "X2": 0.62572, "Y2": 0.523, "X3": 0.62572, "Y3": 0.5338, "X4": 0.59682, "Y4": 0.5318, "page": 0, "Index": 269}, {"Word": "4.43", "Confidence": 0.094, "X1": 0.65462, "Y1": 0.5252, "X2": 0.68064, "Y2": 0.525, "X3": 0.68064, "Y3": 0.5328, "X4": 0.65462, "Y4": 0.5328, "page": 0, "Index": 270}, {"Word": "4.31", "Confidence": 0.655, "X1": 0.70954, "Y1": 0.5252, "X2": 0.73699, "Y2": 0.525, "X3": 0.73555, "Y3": 0.5338, "X4": 0.70954, "Y4": 0.5328, "page": 0, "Index": 271}, {"Word": "4.46", "Confidence": 0.887, "X1": 0.76445, "Y1": 0.5252, "X2": 0.79191, "Y2": 0.525, "X3": 0.79046, "Y3": 0.5348, "X4": 0.76445, "Y4": 0.5338, "page": 0, "Index": 272}, {"Word": "0.15", "Confidence": 0.808, "X1": 0.82225, "Y1": 0.5242, "X2": 0.84827, "Y2": 0.524, "X3": 0.84682, "Y3": 0.5338, "X4": 0.82081, "Y4": 0.5328, "page": 0, "Index": 273}, {"Word": "VIMEK", "Confidence": 0.345, "X1": 0.14884, "Y1": 0.5352, "X2": 0.1922, "Y2": 0.535, "X3": 0.1922, "Y3": 0.5458, "X4": 0.14884, "Y4": 0.5448, "page": 0, "Index": 274}, {"Word": "MIKS", "Confidence": 0.254, "X1": 0.19653, "Y1": 0.5362, "X2": 0.23555, "Y2": 0.536, "X3": 0.2341, "Y3": 0.5458, "X4": 0.19653, "Y4": 0.5458, "page": 0, "Index": 275}, {"Word": "11.00", "Confidence": 0.639, "X1": 0.38439, "Y1": 0.5362, "X2": 0.41763, "Y2": 0.536, "X3": 0.41618, "Y3": 0.5448, "X4": 0.38439, "Y4": 0.5448, "page": 0, "Index": 276}, {"Word": "TU.ro", "Confidence": 0.602, "X1": 0.42486, "Y1": 0.5362, "X2": 0.45809, "Y2": 0.536, "X3": 0.45665, "Y3": 0.5448, "X4": 0.42486, "Y4": 0.5448, "page": 0, "Index": 277}, {"Word": "-1.00", "Confidence": 0.811, "X1": 0.47543, "Y1": 0.5362, "X2": 0.50723, "Y2": 0.536, "X3": 0.50578, "Y3": 0.5448, "X4": 0.47399, "Y4": 0.5438, "page": 0, "Index": 278}, {"Word": "11.00", "Confidence": 0.826, "X1": 0.53324, "Y1": 0.5352, "X2": 0.56792, "Y2": 0.535, "X3": 0.56792, "Y3": 0.5448, "X4": 0.53324, "Y4": 0.5448, "page": 0, "Index": 279}, {"Word": "11.4", "Confidence": 0.981, "X1": 0.65173, "Y1": 0.5362, "X2": 0.67775, "Y2": 0.536, "X3": 0.67775, "Y3": 0.5448, "X4": 0.65173, "Y4": 0.5448, "page": 0, "Index": 280}, {"Word": "11.32", "Confidence": 0.468, "X1": 0.70809, "Y1": 0.5352, "X2": 0.73988, "Y2": 0.535, "X3": 0.74133, "Y3": 0.5438, "X4": 0.70809, "Y4": 0.5448, "page": 0, "Index": 281}, {"Word": "10.43", "Confidence": 0.219, "X1": 0.76012, "Y1": 0.5362, "X2": 0.79624, "Y2": 0.536, "X3": 0.7948, "Y3": 0.5448, "X4": 0.76012, "Y4": 0.5438, "page": 0, "Index": 282}, {"Word": "-1.4M", "Confidence": 0.264, "X1": 0.81936, "Y1": 0.5362, "X2": 0.84971, "Y2": 0.536, "X3": 0.84971, "Y3": 0.5448, "X4": 0.81936, "Y4": 0.5448, "page": 0, "Index": 283}, {"Word": "IVIAL", "Confidence": 0.626, "X1": 0.1474, "Y1": 0.5472, "X2": 0.19075, "Y2": 0.547, "X3": 0.18931, "Y3": 0.5568, "X4": 0.1474, "Y4": 0.5578, "page": 0, "Index": 284}, {"Word": "VINEK", "Confidence": 0.326, "X1": 0.19364, "Y1": 0.5472, "X2": 0.23988, "Y2": 0.547, "X3": 0.23844, "Y3": 0.5578, "X4": 0.19364, "Y4": 0.5568, "page": 0, "Index": 285}, {"Word": "73.59", "Confidence": 0.349, "X1": 0.38439, "Y1": 0.5472, "X2": 0.41618, "Y2": 0.547, "X3": 0.41618, "Y3": 0.5568, "X4": 0.38439, "Y4": 0.5568, "page": 0, "Index": 286}, {"Word": "18.54", "Confidence": 0.836, "X1": 0.53613, "Y1": 0.5492, "X2": 0.56647, "Y2": 0.549, "X3": 0.56647, "Y3": 0.5568, "X4": 0.53468, "Y4": 0.5568, "page": 0, "Index": 287}, {"Word": "18.57", "Confidence": 0.849, "X1": 0.59538, "Y1": 0.5482, "X2": 0.62717, "Y2": 0.548, "X3": 0.62717, "Y3": 0.5568, "X4": 0.59538, "Y4": 0.5568, "page": 0, "Index": 288}, {"Word": "18.88", "Confidence": 0.865, "X1": 0.70809, "Y1": 0.5482, "X2": 0.73988, "Y2": 0.548, "X3": 0.73988, "Y3": 0.5568, "X4": 0.70809, "Y4": 0.5568, "page": 0, "Index": 289}, {"Word": "18:23", "Confidence": 0.538, "X1": 0.4263, "Y1": 0.5492, "X2": 0.45954, "Y2": 0.549, "X3": 0.45809, "Y3": 0.5588, "X4": 0.42486, "Y4": 0.5568, "page": 0, "Index": 290}]}
"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"